diff --git a/LICENSE b/LICENSE old mode 100644 new mode 100755 diff --git a/Notebooks/1-OsciladorArmonico.nb b/Notebooks/1-OsciladorArmonico.nb old mode 100644 new mode 100755 diff --git a/Notebooks/2-DosParticulas.nb b/Notebooks/2-DosParticulas.nb old mode 100644 new mode 100755 diff --git a/Notebooks/3-TresParticulasEnLinea.nb b/Notebooks/3-TresParticulasEnLinea.nb old mode 100644 new mode 100755 diff --git a/Notebooks/4-CadenaDeOsciladores.nb b/Notebooks/4-CadenaDeOsciladores.nb old mode 100644 new mode 100755 diff --git a/Notebooks/5-OndasEnUnaDimension.nb b/Notebooks/5-OndasEnUnaDimension.nb old mode 100644 new mode 100755 index 7ace686..f811d17 --- a/Notebooks/5-OndasEnUnaDimension.nb +++ b/Notebooks/5-OndasEnUnaDimension.nb @@ -10,10 +10,10 @@ NotebookFileLineBreakTest NotebookFileLineBreakTest NotebookDataPosition[ 158, 7] -NotebookDataLength[ 135097, 2843] -NotebookOptionsPosition[ 126812, 2684] -NotebookOutlinePosition[ 127235, 2701] -CellTagsIndexPosition[ 127192, 2698] +NotebookDataLength[ 812798, 15135] +NotebookOptionsPosition[ 793453, 14793] +NotebookOutlinePosition[ 793922, 14811] +CellTagsIndexPosition[ 793879, 14808] WindowFrame->Normal*) (* Beginning of Notebook Content *) @@ -72,7 +72,7 @@ Cell[BoxData[{ CellChangeTimes->{{3.898178481189189*^9, 3.898178500370598*^9}, { 3.898191290942535*^9, 3.898191292239201*^9}, {3.8981913532387238`*^9, 3.898191356574024*^9}, {3.898191780898335*^9, 3.8981917842249517`*^9}}, - CellLabel->"In[40]:=",ExpressionUUID->"0b822ae7-398a-485f-9c1a-0cabac4e7c3f"], + CellLabel->"In[1]:=",ExpressionUUID->"0b822ae7-398a-485f-9c1a-0cabac4e7c3f"], Cell[BoxData[ GraphicsBox[{{{}, {}, @@ -243,7 +243,7 @@ PcvjAoXfJJtik0hoaoTB0G2RDIaVSq7lVSS0LULak59HhjuWS2qnaknIcq9K cEr5nBkZtKiZG54skVD2ZepNpWtkuBxVQ15dJSHKINvzXRfJYKXloer4l4SE qXtjmPTJ8H/5Kvr/fPV/AF0he+I= "]]}, - Annotation[#, "Charting`Private`Tag$291006#1"]& ]}, {}}, + Annotation[#, "Charting`Private`Tag$3971#1"]& ]}, {}}, AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948], Axes->{True, True}, AxesLabel->{None, None}, @@ -284,8 +284,9 @@ qXtjmPTJ8H/5Kvr/fPV/AF0he+I= Scaled[0.05]}}, Ticks->{Automatic, Automatic}]], "Output", CellChangeTimes->{{3.898178518004966*^9, 3.8981785277450314`*^9}, - 3.898191295206668*^9, 3.898191357300709*^9, 3.898191784974062*^9}, - CellLabel->"Out[41]=",ExpressionUUID->"2409da52-2ca7-4077-bcd4-d75592298c18"] + 3.898191295206668*^9, 3.898191357300709*^9, 3.898191784974062*^9, + 3.899990748324254*^9, 3.900512245930552*^9}, + CellLabel->"Out[2]=",ExpressionUUID->"570a7d4d-9862-4335-b467-b9f7dcd090d0"] }, Open ]], Cell["Podemos animar seg\[UAcute]n", "Text", @@ -306,7 +307,7 @@ Cell[BoxData[{ RowBox[{"Plot", "[", RowBox[{ RowBox[{"fp", "[", - RowBox[{"x", "+", + RowBox[{"x", "-", RowBox[{"c", " ", "t"}]}], " ", "]"}], ",", RowBox[{"{", RowBox[{"x", ",", @@ -325,18 +326,18 @@ Cell[BoxData[{ CellChangeTimes->{{3.898178533337009*^9, 3.89817856142127*^9}, { 3.898178611949658*^9, 3.898178676394897*^9}, {3.898191306766424*^9, 3.898191310270533*^9}, 3.8981913602862663`*^9, {3.8981917633827353`*^9, - 3.898191808432724*^9}}, - CellLabel->"In[44]:=",ExpressionUUID->"03ff5230-00eb-43a0-8c6f-7afc3ca92899"], + 3.898191808432724*^9}, 3.8999907802928467`*^9}, + CellLabel->"In[3]:=",ExpressionUUID->"03ff5230-00eb-43a0-8c6f-7afc3ca92899"], Cell[BoxData[ TagBox[ StyleBox[ - DynamicModuleBox[{$CellContext`t$$ = 13.093133926391602`, Typeset`show$$ = + DynamicModuleBox[{$CellContext`t$$ = 7.242273330688477, Typeset`show$$ = True, Typeset`bookmarkList$$ = {}, Typeset`bookmarkMode$$ = "Menu", Typeset`animator$$, Typeset`animvar$$ = 1, Typeset`name$$ = "\"sin t\[IAcute]tulo\"", Typeset`specs$$ = {{ Hold[$CellContext`t$$], -15, 15}}, Typeset`size$$ = { - 468., {150., 156.4998681001722}}, Typeset`update$$ = 0, + 468., {150., 156.4998740893413}}, Typeset`update$$ = 0, Typeset`initDone$$, Typeset`skipInitDone$$ = True}, DynamicBox[Manipulate`ManipulateBoxes[ 1, StandardForm, "Variables" :> {$CellContext`t$$ = -15}, @@ -346,7 +347,7 @@ Cell[BoxData[ Typeset`animator$$, Typeset`animvar$$, Typeset`name$$, Typeset`specs$$, Typeset`size$$, Typeset`update$$, Typeset`initDone$$, Typeset`skipInitDone$$}, "Body" :> Plot[ - $CellContext`fp[$CellContext`x + $CellContext`c $CellContext`t$$], \ + $CellContext`fp[$CellContext`x - $CellContext`c $CellContext`t$$], \ {$CellContext`x, -10, 10}, PlotRange -> {All, {0, 1}}, Axes -> {True, False}], "Specifications" :> {{$CellContext`t$$, -15, 15, AppearanceElements -> { @@ -370,8 +371,9 @@ Cell[BoxData[ CellChangeTimes->{ 3.898178564768065*^9, {3.898178615109125*^9, 3.898178677017771*^9}, { 3.898191344043911*^9, 3.898191361067409*^9}, {3.89819176988326*^9, - 3.898191809218013*^9}}, - CellLabel->"Out[45]=",ExpressionUUID->"aa4c2849-e6fa-45d4-8b58-010e2cf61fde"] + 3.898191809218013*^9}, {3.899990775882668*^9, 3.8999907810654078`*^9}, + 3.900512278500469*^9}, + CellLabel->"Out[4]=",ExpressionUUID->"b19c3cc4-3960-488d-806a-122360a9a41c"] }, Open ]] }, Closed]], @@ -417,7 +419,7 @@ Cell[BoxData[{ 3.898179008205229*^9}, {3.8981914243731728`*^9, 3.898191463341125*^9}, { 3.898191509613262*^9, 3.8981915263970737`*^9}, {3.898191556827965*^9, 3.898191571387702*^9}}, - CellLabel->"In[19]:=",ExpressionUUID->"f5f4597d-d33a-4dc1-ac68-0770b8ad7943"], + CellLabel->"In[5]:=",ExpressionUUID->"f5f4597d-d33a-4dc1-ac68-0770b8ad7943"], Cell[BoxData[ GraphicsBox[{{{}, {}, @@ -716,7 +718,7 @@ yO5QdeE7ojw1LYAskbdPV9Mdqh4EE2y6zAsg/MXqvA+OD1SpOL6ULC4JILFD Gg72yweqMnbaLBsbAsje+L1io9YD1cv4Z3oCtgWQ8wOtcU7VB6qWBZ1Re3sC iPaV4nPROQeqHpcTlMKOBBDM1Nm/IeFA9f/uKyH/f1/pfwCKLNPP "]]}, - Annotation[#, "Charting`Private`Tag$117211#1"]& ]}, {}}, + Annotation[#, "Charting`Private`Tag$39138#1"]& ]}, {}}, AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948], Axes->{True, True}, AxesLabel->{None, None}, @@ -757,8 +759,9 @@ iPaV4nPROQeqHpcTlMKOBBDM1Nm/IeFA9f/uKyH/f1/pfwCKLNPP Scaled[0.05]}}, Ticks->{Automatic, Automatic}]], "Output", CellChangeTimes->{{3.898191457005766*^9, 3.898191463786951*^9}, { - 3.898191510737247*^9, 3.898191520718318*^9}, 3.898191572622909*^9}, - CellLabel->"Out[20]=",ExpressionUUID->"8fdde79b-7cb2-4938-aa07-ca700dfe15bd"] + 3.898191510737247*^9, 3.898191520718318*^9}, 3.898191572622909*^9, + 3.89999082134941*^9, 3.900512300627877*^9}, + CellLabel->"Out[6]=",ExpressionUUID->"9bef879b-3bed-40a7-b0c1-7f67229e911b"] }, Open ]], Cell[CellGroupData[{ @@ -773,7 +776,7 @@ Cell[BoxData[{ RowBox[{"Plot", "[", RowBox[{ RowBox[{"fm", "[", - RowBox[{"x", "-", + RowBox[{"x", "+", RowBox[{"c", " ", "t"}]}], " ", "]"}], ",", RowBox[{"{", RowBox[{"x", ",", @@ -794,18 +797,19 @@ Cell[BoxData[{ 3.898178611949658*^9, 3.898178676394897*^9}, {3.898178937216487*^9, 3.8981789549528513`*^9}, {3.898179022321972*^9, 3.898179022949939*^9}, { 3.898191583189148*^9, 3.8981915854034653`*^9}, {3.898191662756349*^9, - 3.8981917444178553`*^9}, {3.898191824490272*^9, 3.898191826039283*^9}}, - CellLabel->"In[46]:=",ExpressionUUID->"f813551b-a717-4883-80c7-c49eecca6d24"], + 3.8981917444178553`*^9}, {3.898191824490272*^9, 3.898191826039283*^9}, { + 3.899990828410014*^9, 3.899990845073854*^9}}, + CellLabel->"In[7]:=",ExpressionUUID->"f813551b-a717-4883-80c7-c49eecca6d24"], Cell[BoxData[ TagBox[ StyleBox[ - DynamicModuleBox[{$CellContext`t$$ = -3.0965795516967773`, Typeset`show$$ = - True, Typeset`bookmarkList$$ = {}, Typeset`bookmarkMode$$ = "Menu", + DynamicModuleBox[{$CellContext`t$$ = -9.996253967285156, Typeset`show$$ = + True, Typeset`bookmarkList$$ = {}, Typeset`bookmarkMode$$ = "Menu", Typeset`animator$$, Typeset`animvar$$ = 1, Typeset`name$$ = "\"sin t\[IAcute]tulo\"", Typeset`specs$$ = {{ Hold[$CellContext`t$$], -15, 15}}, Typeset`size$$ = { - 468., {141., 146.59986810017216`}}, Typeset`update$$ = 0, + 468., {141., 146.5998740893413}}, Typeset`update$$ = 0, Typeset`initDone$$, Typeset`skipInitDone$$ = True}, DynamicBox[Manipulate`ManipulateBoxes[ 1, StandardForm, "Variables" :> {$CellContext`t$$ = -15}, @@ -815,7 +819,7 @@ Cell[BoxData[ Typeset`animator$$, Typeset`animvar$$, Typeset`name$$, Typeset`specs$$, Typeset`size$$, Typeset`update$$, Typeset`initDone$$, Typeset`skipInitDone$$}, "Body" :> Plot[ - $CellContext`fm[$CellContext`x - $CellContext`c $CellContext`t$$], \ + $CellContext`fm[$CellContext`x + $CellContext`c $CellContext`t$$], \ {$CellContext`x, -10, 10}, PlotRange -> {All, {-1, 1}}, Axes -> {True, False}], "Specifications" :> {{$CellContext`t$$, -15, 15, @@ -837,8 +841,10 @@ Cell[BoxData[ Deployed->True, StripOnInput->False], Manipulate`InterpretManipulate[1]]], "Output", - CellChangeTimes->{3.898191745221869*^9, 3.898191830468207*^9}, - CellLabel->"Out[47]=",ExpressionUUID->"a5146ef2-3316-4e18-8009-2db77880d1ba"] + CellChangeTimes->{ + 3.898191745221869*^9, 3.898191830468207*^9, {3.8999908250887814`*^9, + 3.899990845848792*^9}, 3.90051232418458*^9}, + CellLabel->"Out[8]=",ExpressionUUID->"a5454f16-e11e-4ff7-ad37-2c46639a3b1d"] }, Open ]] }, Closed]], @@ -862,10 +868,10 @@ Cell[BoxData[{ RowBox[{ RowBox[{ RowBox[{"fp", "[", - RowBox[{"x", "+", + RowBox[{"x", "-", RowBox[{"c", " ", "t"}]}], " ", "]"}], "+", RowBox[{"fm", "[", - RowBox[{"x", "-", + RowBox[{"x", "+", RowBox[{"c", " ", "t"}]}], " ", "]"}]}], ",", RowBox[{"{", RowBox[{"x", ",", @@ -884,18 +890,18 @@ Cell[BoxData[{ CellChangeTimes->{{3.8981790467876377`*^9, 3.898179065063031*^9}, { 3.898191627090581*^9, 3.8981916464878483`*^9}, {3.898191724042563*^9, 3.8981917285539513`*^9}, {3.898191839889669*^9, 3.898191855288638*^9}, - 3.898191888257699*^9}, - CellLabel->"In[52]:=",ExpressionUUID->"ada0eeb3-31b6-419e-b2e6-4e79efecd8a0"], + 3.898191888257699*^9, {3.8999908592533817`*^9, 3.89999086285828*^9}}, + CellLabel->"In[9]:=",ExpressionUUID->"ada0eeb3-31b6-419e-b2e6-4e79efecd8a0"], Cell[BoxData[ TagBox[ StyleBox[ - DynamicModuleBox[{$CellContext`t$$ = -3.3113765716552734`, Typeset`show$$ = - True, Typeset`bookmarkList$$ = {}, Typeset`bookmarkMode$$ = "Menu", + DynamicModuleBox[{$CellContext`t$$ = 9.487080574035645, Typeset`show$$ = + True, Typeset`bookmarkList$$ = {}, Typeset`bookmarkMode$$ = "Menu", Typeset`animator$$, Typeset`animvar$$ = 1, Typeset`name$$ = "\"sin t\[IAcute]tulo\"", Typeset`specs$$ = {{ Hold[$CellContext`t$$], -15, 15}}, Typeset`size$$ = { - 468., {150., 156.4998681001722}}, Typeset`update$$ = 0, + 468., {150., 155.38393039337683`}}, Typeset`update$$ = 0, Typeset`initDone$$, Typeset`skipInitDone$$ = True}, DynamicBox[Manipulate`ManipulateBoxes[ 1, StandardForm, "Variables" :> {$CellContext`t$$ = -15}, @@ -905,8 +911,8 @@ Cell[BoxData[ Typeset`animator$$, Typeset`animvar$$, Typeset`name$$, Typeset`specs$$, Typeset`size$$, Typeset`update$$, Typeset`initDone$$, Typeset`skipInitDone$$}, "Body" :> - Plot[$CellContext`fp[$CellContext`x + $CellContext`c $CellContext`t$$] + \ -$CellContext`fm[$CellContext`x - $CellContext`c $CellContext`t$$], \ + Plot[$CellContext`fp[$CellContext`x - $CellContext`c $CellContext`t$$] + \ +$CellContext`fm[$CellContext`x + $CellContext`c $CellContext`t$$], \ {$CellContext`x, -10, 10}, PlotRange -> {All, {0, 2}}, Axes -> {True, False}], "Specifications" :> {{$CellContext`t$$, -15, 15, AppearanceElements -> { @@ -929,8 +935,8 @@ $CellContext`fm[$CellContext`x - $CellContext`c $CellContext`t$$], \ Manipulate`InterpretManipulate[1]]], "Output", CellChangeTimes->{{3.898191631636272*^9, 3.898191646793857*^9}, 3.898191729093204*^9, {3.898191846408287*^9, 3.898191855864077*^9}, - 3.898191888851077*^9}, - CellLabel->"Out[53]=",ExpressionUUID->"9b46934c-9ea3-4f91-90a9-051cd5169129"] + 3.898191888851077*^9, 3.9005123553359127`*^9}, + CellLabel->"Out[10]=",ExpressionUUID->"bf0c630d-8871-4559-af85-533a4e53f0ee"] }, Open ]] }, Closed]] }, Closed]], @@ -945,7 +951,7 @@ Cell["Cuerda con un extremo fijo (Dirichlet)", "Section", Cell[BoxData["Quit"], "Input", CellChangeTimes->{{3.8981919393750973`*^9, 3.8981919398631897`*^9}}, - CellLabel->"In[54]:=",ExpressionUUID->"8e51095c-9496-40dc-b1f3-9affa349b1f7"], + CellLabel->"In[11]:=",ExpressionUUID->"8e51095c-9496-40dc-b1f3-9affa349b1f7"], Cell[CellGroupData[{ @@ -964,7 +970,12 @@ Cell[BoxData[{ RowBox[{"1", "/", RowBox[{"(", RowBox[{"1", "+", - RowBox[{"u", "^", "2"}]}], ")"}]}]}], ";"}], + RowBox[{"u", "^", "2"}], "+", + RowBox[{ + RowBox[{"1", "/", "10"}], + RowBox[{ + RowBox[{"(", + RowBox[{"u", "-", "2"}], ")"}], "^", "8"}]}]}], ")"}]}]}], ";"}], "\[IndentingNewLine]"}], "\[IndentingNewLine]", RowBox[{"Plot", "[", RowBox[{ @@ -976,7 +987,8 @@ Cell[BoxData[{ CellChangeTimes->{{3.898178481189189*^9, 3.898178500370598*^9}, { 3.898191290942535*^9, 3.898191292239201*^9}, {3.8981913532387238`*^9, 3.898191356574024*^9}, {3.898191780898335*^9, 3.8981917842249517`*^9}, { - 3.8981919827823353`*^9, 3.898191984009453*^9}}, + 3.8981919827823353`*^9, 3.898191984009453*^9}, {3.900513886294696*^9, + 3.900513962902739*^9}}, CellLabel->"In[1]:=",ExpressionUUID->"7f77ffcb-aba2-4fe7-8bbd-e75510a72259"], Cell[BoxData[ @@ -984,171 +996,320 @@ Cell[BoxData[ TagBox[ {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], Opacity[ 1.], LineBox[CompressedData[" -1:eJw1WWc413/Utvcmq4UfQkJIA52PhJQkSaWNJMm/VFJE40eUyB5R9t4k+/ux -Za/snWx+skd4eq7reV6d677uc785L865z3WLmv5neIeGioqqg5qK6n/ry7Gz -89vbJEzqHnq1qk2GUQf+pZ6/JOwg90Xw1Fky6HMNrHxfI2Eys2t4yAUyiBx9 -uPnfAgnfOSTiduoWGUrf+zANjpJw/8PyiarnZGCS69iD6//xhQn+xilk8Hty -68yrzyQcrmTUivldIIn6cTTVYRJeM8mjObLgAvR3dBSFrothLSnF5WVqN+Dt -rLCO9BbFmV5n7hkpvQfDshAz6RoRXPa5aJ91nAc4UNStP/3aiw90yHOa5XlB -7rMQq7Rze3Bh1aucNVdv0Pe5KLIVvAs3Pbrg2h3tCzphRfqnpoUxzwIn/avd -ATD3sfcv3agwfn1g+JPfvgAIcdpILBkQxmMPvJfSDgbA9M2jjKqtwvjuu4Om -G1oB4CP2jTiQL4wLaWPsftsEQH9csgKvmzBmU2zhYysNALvMzzz9JGF8ZOP2 -WNODQIitet7++KoQrg6/Y457gyBY0U4zwUgIl7Z6L5ZNBIFHmG16/1khfMv2 -TkLzchDYPr7/XhcJ4fHY8URW7mBQ33v9+F4JIdwUFnRoQysY2uxQbM2sIPZ8 -/LCzOSMYaCQZ7UTfCOJ2C7mcJO8QuEH229EYL4CrbOP0vj8JhQZYZrSPFMAq -JleIT29DATYurYuECmBO7f25T31CQcR254CtlwCuViPfN00PheGbkfH8dgJ4 -d0TSvurpULBQTVe9oSmAT2UZhTXeDQOb+drbM338+AGDJdW+u1/A6RZtKisv -P47S+ii0rh0O6Y06nm1s/LjwKH9437lwGD7uYRPGwI93pjJcq74cDtq7d8jL -r+/AIk9ofbOswoGjWzLdcGgHnqT70zHkGQ5fLpzODE7bgefddmdHd4YDoe2d -s09vB7buFInZfBQBVAf2EpoufDiTr/XNfFEkOPJr3HBx4sMtPIwS7T8iYWXb -dLPyGR/OuEe7XP4zEmZbYlVPW/HhPpr2q+UzkdBjL5drcI4Pn47ixWf2REFO -uXrGdSE+/CiZy9H9dRQ8uHYt6lkKLxbm+L4qfT4axrWcTuTF8mLqcx/+et2I -BnP58KH1r7zYlzaan9Y6GkxoRvY6+fBiD2HaZq530XAq/n4o+Rkvvhy9qlpX -FA3iiy/8vTV48er2iELLgRjo/hD8LuknDxaf80sJEYyF1gqR5FuNPPhxSFlH -iWQs1G3HNe34wYOpXkdaLSvHQvHjHKFXhTx47dNZdrfzsRB5tTXJKIoHKzPT -iJz7EAtW+9mbNh/yYCte3y8O1HGwUfNK0ICNBwu+TCutW42DRTomdXoGHqy1 -wWFWxhQPs8e9budvc2OnvofffwjGw2BmWKL4AjcuH7Gqpz8aD+Uh+WprXdy4 -65b/jPqLePCwWrwVGfePTzSxwNvxsIvFMmHxBDc+VkL2iRdIhBvFdR5iatz4 -RSSLstb+RIiwPfjQ4BA3FnGS8Fs5ngiSPesqyfu48dLDCI4vFokgn/yx3IyN -Gyvx1dos5STCCf2sgZafXBgJ+yRNXk2Cez5bOzIsufCSSg5p+HsyJGubrfXf -5sKmxuiMfUMyzK5X9bJd5cKVKzohUr+TwdbMO8ryLBfeGLY+28mTAo7K4gdF -FLmwWddrG/v/UmBPim/QnhVOfHrErXrgQCrcPyRD37OLE+dilWRHnAa29Hlx -dpyceNf2O1f57jR48VPnNA8NJy47XTxLtZgG75/e8dId48DeW+d4qfjSIfFb -uFBuBgf2vyRfmH8qHSYOCcj5a3NgE9/0F0rf0uGuCt2lcw/Z8UaV+8ZESAbY -MPiuTZr+w8M8ZX0JGWDXLhrqepEdB2XOSIzkZoCrHQwVHWPH7EGKKtIdGRCb -8+K+LD07FuxV7Q7ky4TfKn+cmUPYcF91VpmYbyaYHe6PLytjxbfp5Bi6vmaB -RfxhY+3vrNhfPBUU0rPASsib9kciK7454nH5M86ChxuaNxq8WTE9T31MylAW -OBIJvF03WfGk8xnpSvFs8NN56jS7wYLZ6R7Z/UrNhspLbEZCyiw46OF/gSWt -3+BH9R3q0H0s2Jb54P720W9Qd5RI3bOTBbdUxtHTrn+Dlp22zOI0LHja30Au -ViQHBgY6iuWamDGd774i/v9yYPVulPRJa2ZcErLjfAXXd5CxP7ZtE82EncUF -Nz9a5gLu05f5FcCEJ66vXBh9lQvGmmYXL7kz4avHavtuB+fCGw6PJLBhwkde -snwqq8mFrui+S1xHmPBW90TOEfk8cGt+lZ5Ry4hvdH5Qk9zOg1GZqtuL8wxY -eKD0MVdRATh+6vGw/M2ApTSmra90FwDPMuV7bwcDNvJgWG1YKYDjJYIcFYUM -uFXefo+GUiH4X7LK93dlwD8zlwzOJBfCSTI772FhBvyalcKvE1cEEX0Xyp9r -0OOUnsz378oIUBxRXG9Tpsf+FgUNeSMElE9yKyhI0WODncl9HLQYRlcaP49y -0OPkWxy0xeIYZHj0Hl/opcMph7et9O9hyNQ+KXbgGR2uHpIeNF3BUJ6m/Gow -mRbfUGFUqpUqhYs5vDmq4bS4dPdTtmG1UhgtnJ8K8KXFDOxDjwTPlwJTTfql -sy9ocSKy6xx5XgpnR2Tl83VosZWE8xpNfSm0C0r0+w7T4AfcDu8/Pi+Dsdc7 -1HQEaXBnndiusplyYHmZRvFlocGtHPkm15kqQM5eN2rwLzVmvXpcYB+pAuxs -XrK8GKLGmjgw6fSVCmC4+rszOZEat7PcHOmrqgBx5W9PedSpcYxBAod/aiWc -kj8nfVOeGqsulx8xqasEa5mJ3iRRajzUoTpwcbISskV2n9RioMarnJOu85JV -oMnuwmPfSIVlpLJ+NERWgemoUVrfbSoskPnx5NuYanAdmjWVMaLCN+osvaYq -qyGx143/mTYV7sqJf+YzXg3zLYUvufZT4Ws+B42+yP4AGmfdINfxbWLzxNyf -ou8/AA5ONJ9n3yYO/tnT8KW7BvL9pbTGjTcJTdVlKY1L9cB0dcyMWm2TOLnP -sH3oVT0Yi8S+ERbdJKTNB+61JNbDfCIJ6039JYaDLzPFbteDNN6jmuH8l0h4 -8KBdJqUBgib5Dr6I3yBaVm0CJdmaYDSt9Zzvxw2i6JG/XASpCZSf+tgk224Q -J8ZQkK5qEzRucyb3q20QXssiTyXuNwHDDtZ9ms3rhPePXEe++iZ4CtS72dbX -iFvF7x/uD2mGUjqsKjGwRrx3hZ9Z2c3AVeNkcrx8jYD9yokPG5sh2ehv4EPP -NWLkVMgdd/oWGLm3wvNTbI3YUhDy1HzSAoZ+M0xfzqwSd2X9FNC1VlCY6FqU -D1smTK73SsZe+QlP5g5IC5CXiYIHGT2Xnv+E3JXX17eslomuWOHLJ4N/ggaD -TGXdkWViuSBQu7HrJxiSXgTea1siWihcl3Kvt8PT68LHoliXiAalRUnFRx2Q -32zizP9igajhCh3+9KMLtjpTszZvLRBNFzUMTf90wYlBmvERnQXCeIZd0EGo -G2pnEw2ydiwQl2/5s5GtuqGXdUPUIGOe6BCK2rPJ2QPbWp/L3cf/EJrOrbta -LXvhZH4P86bxHCH65kpJ/4UBSE2MOVqlOkdcPZPaZ+A+AIKf/7vnLTJHiLXe -fbaXGID2FQafM20UgpqQJE3sGAQJB2OusPVZgv5MzVIleRBKXy+xIZ0Z4o/3 -Wqbo/SH466nE4Do4QeyhSkScV37Bw4S0VW7eX8QZlbeUW6FjoMBh8/bE4DBx -k8Fi4lrRGPyxleV4nDJMRMpdqLzaPwa2agmkNp1h4u3QQ/trIuPwtDFSP8Bx -iBAQfy6BosdhYXK/7qG6AeJAl1GidOIEPMmOvxFgMUDwSE97BdVMwPJLiScr -VAOErszpv5TJCVjl2vs171A/0cHwpdJg/yT8VeFZUv/aS5B+du+LSpwEhrer -4dq2XQQ5W2F/ccQUvNN7mhPH1kWMCyR1lhJTwMQ/X8sU10nwaJonePZNAUvC -1HJNTwexPVEfbys4DZyN/XrntNqJntEYAdkP0/Ap6Kpp+sBP4j/F7UXpuGng -Me18xv3iJ/G9l9mvt3Qa+JaaI1tT24jbPm9KjdemQXBnxeolwVai/e+k83XT -GQge0eDIy2whpCzf82GHGRBOLSYJn20htrF/ZbnfDOzWyNXvfd1MsJ+OP51U -MQOaDca6Je2NxOGt5K1ksVnQvm3w5C1rI0Hj0hM2eGQWTi3qftVCDURkRLJe -tP4s6AmrL/1IqCOi1aWUWu1nwdiCFNHi+IMI/VIu5Vc1C+8fPXbz+VZNhF/f -+yqjaxaKHMv+M5ytIm7scrx/YWoWxH3NjrfcrCS+umW172anwOUvWRI+QRXE -60PePSd2U+BDAi27YXM54el73vm3LAXmiaie5hNlhPObVFLYaQpI1i6UejuU -Eqf3XKVOu0yBK+2aieezS4gbHB1HjlhQAE//sm+WwMQtPcOVRGcKjFPuYrGi -YiLuiAL2/kCBcwxMXpFyRYTM6Qt3JwMosEfplGwkdz7x/hNYTydRwEV3fF30 -bS5heOWIo+83yr//w+1HxGIOAR5PGuOKKXDBTipI1OIbMfA7zVyqigL5HtUW -ER1ZhPWEymm+RgqIRlkeEtXNJIR1pb9YtVPALY+JLiI/nZBXy/WU6aNA/9fz -MRqXUwmmqFsmF35RIKXO+4SGahKBekQMRsYp4LDWPID2xBOiUomNvTMU0JXk -eYmoY4hx/4+6avMUELhgKIxGIghDZA40yxSo3Rb/z9kzjAgYm9eUW6OA5ZWY -BCejQIKj5NQGsUEBuiyJkZfC3sTdx13C3zcpgIT01NexCxGo4HOPd5sCc0HB -5n+CbYmw4Qmi7R92pPGr0D5yBbRNpxk3/mG5ELMqPhVnOJuJ1F3/4X6hjFlW -Tg9QV5V5YLf1bx5KnYWuGn6QwuiSU/uXAjldl968cwiBLJoiXdd1CrDjKVK5 -STioqGPL2BUKgG+Sa/mzKHisMW0hu0iBRxb3J8r9/vlop+V4wTkKRB7dr1eR -kQD9HY3R96co0MY2lVrxz3eG3ns7JDFKAYbBRO7KqTTI8uJa0RmkQOiVQ8fM -yBlgoIM8W7oocEjT//4vnizw2Xp6q7KFAg2yS6FmEdlATDkcFq+lABXVt22z -4u9AW9JwXzSfAsETfAdH9PLgeWh0cmk6BRRbn5ia9+SDPdGR2xxLAfNY5Qrz -1SLwVfkTqe5NgU0vv+URVwK4lp/0hbr8m7/aum/mewxOyrOfbZ7/65c0qVAU -KgVx7oVVm5sUUNjJ0m87WAq6/Wxm4ef/6TnzlzPjyiBi18sxXU0KBKwJSSmp -VEBUauptVgkKVNV1vVe6UA3xL8UDng7PgqV9d9XV/f/uKOnLAkvjLDCJ99CR -aWugJ03tIlfBLJx26HVqy6oF6mdcyU+8Z6FOesD2KV8jtH04UT9++J9e0zal -Z7IF5liP51c8mIEjwfO1FONWcHde2vIwnAEmiu0kbVkrsLq81J9VmYGEkMf7 -ZD+3wfkDf06835qGyT9PIhzPtMPvPaIkO/dpsA5/5r87uQtclpMKvD5Ngdry -StZBwW6gyrzXq/1wCtj07Fu0yN1wLobxXPm5KUhZsee0udYDgj7sObs4pmBW -/4V7MVsfjJOtZz64TUKuU3FxmsogiHWkyXnaTcCxAyWZBoG/4Mm6JMdX7TE4 -1NYeUPzjF7h26vevSPzb/w7TL2T//oLfEeFuV+jHQPKHgCbT7RH4nKF0XK18 -FHjv2LQSMr+BqyJX6+uJUZgO3bkoVzwKx8b5tctP/IavbHaH2H9PgGu6ILOp -8S8Iyfog5CAwCewREhBz5BcEmERsjutOQsHGkRyWnb/AI76uojx1Eo5H2dEd -HxwG+5MkY0f7KeC+t/e2gfUwGDo22U2xzkDlvIvD3Q9DQGO3o9dcaA6M5PX9 -b9QPgMmtxJZc5TlIscvlUgscgMzT8IPNYA5GQpW77W4PgOneeznZrnOgiKX4 -6Vb6obS68BPd4hz4DLQrvJDsh7c7zbWiG/7A5SRrz+SAXuilX1NdnfgDK8qf -YvUsekF57qOiHv08fPyxp1lbpRdGyr/vXVSdh7fknbSnOnrgpA3rumbCPNCf -3F34eHcP0JVkpv56uwBYJ0RaIL8LriXpxBz+ugCiB7rOyXh1QbZ/7+cP+QtA -z/hs85N5F5hbMbgr/VmA3cvWzJe4uqCC18Ts7Y1F+DXcdjn3fie4WlALko4u -AX18ksqtgx3AyGbw2nR2GXLzn2gkLLbB5X0mWIV5BbKXXFYbWtsg8YT5Nov4 -CrAa37Y6lNUG+s/tX2ZdWYHjo/7upbZtEDAa/pyuYgWONnkJNC22gmTJn0ex -n1eBtyFqUI+uFex7N9Jf5KyCXSyX5cmxFqhZoZ/Tb16FfOI709OaFrCRE7ZZ -YViDl7wphLN3C+R8PmF1ynYN1uPT9eTEWkDLztd08tQ6tJXQ6nqcbYYA77CI -YrN1OH3HPmpAqRnGk+MGfZzWIfNnM8sd4Wbw+FVwQzV7HUpLz1+kG2+CNoMR -E4+9G6DdunHR3aUJzPcfuiC3vAEFshuRsT6N8HawXdM2ahPON0fFvRqug/68 -Mw/sCzehjF32WF9hHRzzxQFOPzch6Gy6hGNgHcxpJU68Z9yC6kHBSaezdXAj -6aVX1P0tMDtB+LkX1sIxO/GeNqVtkI611TgRWwNr9EfzdppSIV4diY/T0dUQ -a7tQ/8WGCj1oKD0X4VoNRgMpw6IOVCg9TNba3bIa0nPF2KT8qFC3Mh/PvGw1 -WNxnu6lcSYUcz8wMCuVWQVvTAN1ZGWpkORNSb91RCemfXQ2c5qnRUKlYod/h -CqjldR3jpKJBEkbbpeO7KmD0g4tTBDsNYvB2SblPUwG7HMnJ5VI0SPlEXsjf -+nJwu/aGifUmDcodUGdAd8vh1m4nHFhLgwxMBcPXIsqA6+tThYxoWiR9K7+2 -+lAp7Bd4WnUikxYpDoQ3aIuUgrbXkxttBC0Svb9VMs5SCo7Ojz1WumlRTz1x -LnCwBMZvPhpX56ZDdJL69IEfSwCLPAiveUmHXnXarw7PYPgv0pxrxJge6VsO -jBd9IMDzeXCopxk9KlWiqqS6T0CqQYPU0Yf06MZPOfEnpwmY3Tqs4elOjxKs -z6xPMhNgfZXV9kghPdrm0jfm/FAMVnyZrR6iDOioQfLrMf8isHDdDjg0zYBO -ti/+/VpbAK7XlUmDqwxIrvTbm/PpBRCrfC/tPT0jsutI9ZP2L4Dfwy1VA3sY -0Wc5HV29mwVgDrGr7ucZ0fG8PDejpXwwXdUz6c9hRA0N1HUqUvlwwypk97vX -TIhFd5nZOy4XNrqYG/58ZEK654Vo2LxzIUj3udO1ECZ0bfBKRvSLXGiWujxw -MIsJFXJsWMvp58LJsR0RvSNMyKSUfSls+TtIm3uLK55iRkIuKffK9L7D4nW3 -/X0cLKihzrhuii0HPtWv9OjsZEGpT5ljy9a+wQH1ux6Z+1jQSC93TNboN7DY -pT3zDrGgyFeTdj34G3R106Yp2rIgR8E4ZW27b1B8yVnR7ee/frazt+7+zgb3 -83ZHlUJZEVPM9Y3B1n93uE7GOjmBFf1aIz/gKc2CUJ2BLxLfWVFyScu+q+lZ -kK5+ik6whRUZumx1HPyYBZ3Swo1/GdmQ7e+cGYpOFkjRFJtXPmZD1MVq4p4l -mVCZSf/pyhl2NHMo/NLV8gxoOpBf2nKZHZXVHjeW/5YB3fE2S2cs2FHycQUN -/tgMmP3SYXL8NTuS5aDc3uWWAfwfEiRI39mRqienC8PZDLhjdrZgWowDNZbU -4yPd6UDH5z/qvM6BEj9WFlygTgeeWScOHkZOFKS/LGYymQai1ZYq0bycaPxD -YNu+ljQ47qjmWi3Lic7ecE7ljUyD5yO/JLhvciKPiFxGac00mM1WvBNZxono -1i1eSb9PhWmZ8Uem2lzIskOPyU0mBRYF+lyS9LiQeLhThtGOFNigawleNORC -rZGVa4epUoBloKDE9SYXqnm9NqHRngz7fL24k+y5UOBjkd833yaD6YZKxkIi -FxLd/bk5YSgJOmpd5sic3Gg2onE5KSUR/I6HaV3k50ZeW2QBcnAiGGZkh0js -5kZLY2Ohti6J0BDw62SlDDcaJq9f8LmeCJW3NYIZtbmRTEr6QidHIuSs/NV4 -78iNLrZyZd19mgABpCe+XhPcCCs09xWcjwejgA/jN+e4Ec27C4QEigce5ih1 -hRVu5HCY6nqkXDx4zjaPNdHxoDmyl3krazy45smr8YjwIPoJpTbuqjiwOzc1 -4mfMg34wRqJJFAcXHUxVQsp40FNrG35TjVgICONjWPnBg7rdCxTWFGOhnaj8 -eaGJB/GJX+L8Ih4LxnT7n7L3/ePxlzYupli4/HEh69UyD2IbVYoKaowBk6/k -g3eleVFkHF2Z2O0YuFUWK6vsxYuKjA3SMj5GgzXrlFiDCR96eCXQy505Cqae -59Ox3uZDGjFXXxhuRYLVuPuozl0+5H53SEZiIRLuVkglljzmQ0fZndLHeiPB -1Nni4DcPPhRW9UZwMD0SriwMQWgxHzo/azDsZxIJ2j2d16zEdqCtz0eDKrIj -YG9SZQDD5A6k9HxNWuZNOBh9zc2rmduBLFxnFw3sw+G9b2Kv58oONK3/6skr -m3BYdPAUE6DnR/tSqe+t/fPRNXrGqftE+NGYvAmnoXI42M3+rjhlzI8CAl1f -7m/+CvUH6Zfel/Kj+yN383RTv4BDruYFzs8CKLtGsmjNLxQUrzXN3YwQQMwo -ZkbUNRQmt695pscJIB2jGc+Lz0LBRMfux/lsATTLZrbUfyUUjrXHg1+9ADp8 -vZHz+d5QWF1glxWiEkSKtvVBOPkz2Ml30pHuCKLdtpvFBo0h8DDWOkdFXgj1 -173xVlcMhv7Gnf4cKkKoaLkgY0w8GM6u1TweVRNCv+XL9UMFgkFGT/pgwGkh -ZBZW3Cq+GQQjf34nLd0RQievNvVkVAfBJfWbEdmhQmh1sTc683YQHG8776HI -IoxeqFo1M34OBDaaw6Zyv4URW2Loy1mpAMh7RnthdEoY9asffLd7TwBYzDRq -fpkXRp9f6dw34g0A3GkpwUG1EyUzdEd3bfrD47SQ8RnhnWj8UAabRqs/dF/b -skkx2IlyefNPvnT2h/jvFQ6yhTvRxWgn4nmfH2g9MPKX8d2FerR5ZLhSfUEw -b/d/WuJ7kJL+6KGCXG/wsXXzVujYi6Ion46nNnuBoeu5A2E5IkjRecMsbsID -ZK6SL0a/FEVGbMWZ/jbvoX2UOdL3ohgyavZ7YbvDDRpMf2vw7CWhIBKLXJa0 -KwzRxa36i5HQ4Es93VhRV1iMtUwTkiShY5o+pWFCriA0NbVL9AAJ1Z8JKA1m -dgXzx/Mr8qoktCYrGlEx4QLrb7dTzl4iodfONyUnE11AMkZI2N2LhDg+iBic -V3CBozo9TWy+JFSh0HmqRsoF9CZC330KIKHDSrJIR9QFHh0QWQoMI6H/0u/t -PcvjAoXfJJtik0hoaoTB0G2RDIaVSq7lVSS0LULak59HhjuWS2qnaknIcq9K -9qNMMtizfF+obSChoxXbuw4kkSFM/9jt1p8k9MyR61paKBnG25Ha8C8SyqwU -1h5yJsO6Pc3CnTESKuqt2PfdngzsO8sTJiZJ6NIe/qpPj8igeFNH4M8fErri -cEr5nBkZtKiZG54skVD2ZepNpWtkuBxVQ15dJSHKINvzXRfJYKXloer4l4SE -qXtjmPTJ8H/5Kvr/fPV/AF0he+I= +1:eJwtW3c01//3t/fe29v7rTSszFKez2eEBiWFbFlZyQolEpIkZEaKkLLKJsnr +Zc/sVWaRnT1Dvp/fOb+/7nmc572P5z333HPP4/5xxazu6NlSkJGRPaIkI/s/ +6zets3pwQMIVBljz67ZvgClfno2hPRLuLBh3Z5vDCFxmG9sq2yHhx7KkxS5J +GQHCKdf9O2skPHnBbF/HygjUhEXTjU+R8AORXv72b0aATnpABP9Gwj9P0GUP +ZxuDWE/LSwGvSHjCsKySnb8p2Kc7etn0JQkfWi2Ob002BXavV3RPxpHwrMzn +XvpfTIFyQ6DBcgQJr22z9h7YNgU/eN/dtAwk4c0hnhOJd80A4cusN3Ig4cK/ +O4LPeZmDHHKPDDJlEk7/p6Wl86IlOHktmyZRnoRHFzox7ppZgoaMn/YnZEm4 +Z2dkLnCzBONaulJWR0l4aQZTJsdLS8ATIVVaK0jCU3MGklamLEGgwExjCBkJ +d+wXC8h7ehPckDebZ2oh4t5L2woqk1ZgKjhW510DEb8qZPB55K8V8Ohv/aRa +S8Qj3j9oTGG3BhH3VDxdKol4Z2LayQBoDWox3v2Oj0Scw9MqqCzZGkhrd7PE +xBDx/rhSq6NmNoDaVkuO34yIf5qhOOWzZQu6zU8YzhsR8dehbx4EsdmBNzcE +H3w1IOK5u5MTH4/aASXtpfqbukT8yzSpz87UDtjJJxhlqxPxklbRG5a1dqCJ +fDrg9DEini+IBaQn3ALhb0I6zLbE8P1Vx5ONxg7gxkvXdZl1MfxlCUegoo8D +EI825qdYEcOdtJhQS5wD+PpY2jpzTgwfz/i6favLASw6928ujojhqcfVIu9f +dAS6pw+LBNSJ4YmKH1hlzjkBzsF657QXYnhUe/uBv+FtgB9/GxocIYbbKCuH +BNy7DZwfPsiweyaGnxyIcPj46jZoOCw/fOyxGJ70p+N81PhtcP9u6qUiHzHc +/H1cuIezC/jF4XuszkIMX64YerUafgcU6sjO/JYSw/PynEPMd1yBxVtGqqZj +YnhrhlXQLWY3wLQxJZotIYYr/JoXeSbmBuySXxu6iInhXJWwg3jRDQjMMzRu +conh79xL3V4mu4HA0N/vaPcIOHmn2ANc0x3o1SZZH20h4Ff54gtkCjyAeO/k +aGMDAXewP83ys8UDbE5KG9vVEvDmTTOJ8kkPkEhTq5teScCNuGhDBvk8wfiF +eVXhTwQ89XXzt5lAT3C78zQfeywBpxBwqn9ofheEjgy3bZsRcE+u3cmbit7A +ePHw+QRjAu7PKsh96bo3kDxwrVU0JODGcV9eW3l4gw4CdYW7LgHXqeVaFC70 +Bjw2Uu8X1Ah4pGKIWPsJH5A+5/doXIKAW7Vz3DJRuQd8l1SdoyZEcd8sy5d+ +7r4g+abyDBoRxXMvqF+9FucLKntkbVb6RXGfSbzduNwX/Csjmeq1iOLemtrX +yQ58QWAAvTZXgSgusXvt6seIByCMve/4S39R3HE9SXy0zA8kyTvPp/CL4nYv +b8hu8geAL+9sb+lyiuKyvLtuHdIBYJjXYoKMWRSvvnaat1E9AIjsXR26SSaK +D47PXeVwCQBpdcqtpGkR/Ix6JZlIXQDI0qfMeV8sgh/r9ZJX9noEyr2THD9d +EcFdi4Xm5tcCAdHG7d3geRH8sU5jIgdrEHiue36cXE0E18SVOG2PBQGro5v6 +1xVEcK10rjcRN4MA49DVszt8IriDTWfnXlcQMAf0fOq/hPG30VfePv8SDCip +fer7PYXxpamT5hNFIcBl5TIZmYsw3kY2MynRFwIGRw6dPnpLGE/TtNBJ3wwB +uaU9+b5GwvhFL4IhUnkCDOxlkglAGD9CLhIkUvcEfGidcnekFcb5rMWTGn+F +gsvR+oR/iUJ4qoyizsjlZ+C+HOsFrRghvJdTJ4/d+xnI7G5yiwoXwq+MNuWH +pjwD/zjO1BIfCuGNBuIRaOUZyIsh2mnZCOFfvvy5/DshHDDFLeVESQvhKUyl +yR6rz0FLwlNlUq0gvv8L+Mm6RoFNZXVL50pB3BIjzW2ERgHi4F5oSYkgPkDj +Zfb7bRS4z+f6Q+uDIK7aQ4xT740CRxMN/JyfC+IvT8sJ05x+AUKTSLUlhoI4 +J7m/7QJbNNB6/fXy+QUBPPSX2POs8Riw/Hx4j2pKADe79E1ZYz8GJPnvZleP +CeB8A0lnWAViwYLFKdrTPQI4e5Jmusz1WBBNLMGkKgRwVMQmm9MSC0bf58py +hgrglTQ7Pd/xOOBV+IpjlCSAP44YrnvTmwAI6RV4krAAnpJZ3le8lQCaY767 +GPIK4O2KX1moBV8Cobu8rZ0MAvinC/2Z+lYvQY1yTFDtCj9+zOumee3aS8Dy +NWz9A8aPZyunaMkTk0Bm471+DxN+nMXvT+WH/GSQKOelnnWdH2dovMofMZYM +wl+754/q8ONnamprm1leA3cPp7ALiB/3UR1s0HR5DVRFzYDoIX78w9rgKacT +b0CvF8psWeTDx47Y1pI1p4DGn2c4yWb48FPrR3Xe7qeACu1TAYo/+fDlVZqd +q/ypIJUoZ5zaw4fHU0Hz2cupwKmdxOJVzofPxjUGelWmAorDtF5igXz4ScMq +Tvu3b8FGFOWEgS8frjU0Pv236i2Y2T24Eu7Jh7MyOsfXD78F7V3bR7fs+HCu +kYMbVPxpINFvbqTtEh/e7D72TCE2Dcj2fdPw4ebD869J0rTFpQPz4Fjujg+8 +eHHRsVnv5negHW7S+qTx4msMWJ3/wjsAdw3/EpJ5cRHPCZp61kxAcBccc4/k +xWf67KrYDTPBL4u0DzxevLi/f5RixUwmsDudf9pcnRf32kqeqOT7AFxWW2/+ +GeHBr7+SgV6fssFontT1+AEe/LD5gYjPUDa44hCpCbt4cFJ/WHErbQ6QHdc7 +/qKOByeOHXrneDMHrH77vq6Qw4N3revfSeLLBV5Z008e+PDgLsVPzcwS8oC/ +JeVHRk4e/CJd06fu2/kgv0MropeJB7d9t+TG/TQf/ALhLq9peHDd+gWxZxn5 +QFOYW0bmLzduHxi5xjacD1h+HM7X+8mNs++QS0brFIA31y4WJn7ixtf55N+2 +qRSCzpqIaKssbtyv5vmum1EhoJDrcT+ezo2/WTA2vOpTCOzYTOW/xnPja7U1 +e1hpIZD+drt43I8bd6MJTHFUKgKY5otSCW1u3OftSQ67s8VgtaQvflmDG7+p +mq46bV0MxA8JeH+G3HhxxUh8dkgxCKVMV74kz41nFL6j+9tWDHTx4nIXAW68 +y3Ytp9W0BIyfGqwomeHCOXotPCqflgIyKVFM/TEXLiKqEysv/Bk84Dlr/tif +C/+m3mI1rf0ZbB1Y7Td4c+GT/vQnyf0+g8XuzNMXHblw/1KqOsfRz2DIR7pc +9woXfjec4plsZgUorVMtMOPnwl3149/bX6wEch8tdFM4uPD0QRPN9YBKkJfw +aGmckQsfiPulu1lWCTIc66Vs/nHiH7p/kawkvoJoNp1sxwlO/OJeet02YxW4 +bWqa7p3HiXNFrSLJPxiY0fBX+5zJiUvPROT3cePARib1598UTrx3YE7MWBEH +xhSTov7RnPgGT56Owl0cnP/glBzszYkHe1YUom0ciK/fj3txlhPnF60XNWSq +AT+eJT7J6ePAr/k9d+xwqwM99YRcyw4O/HjoucarL+tA28H7Tu5mDjz9vHDX +IawOVHmU8gdUcuB23nXL9cz1IM2kJ+d6OgfulxGyuPuxHjgeZ+7cd+XAS6jr +2FbJG4G1bex6oSMH/jhsbO+PVCMwTRHkt7fhwCcCPyacN24ElzmPWXUbcuAi +vk52wsWNQG5Xcz0T/Mfn+bHR3LkJ7LYE8OkyceDb8QqvOJebwToVnSo1DQdu +oyZ74EBsAYsg8mbFATse/H7TWlq/BYwXvs4WX2PH6xU5LakrW0BdUsWZne/s ++BMBIgdDZCsId1y3THvPjge6nb5369I3IMRgn7Wuxo5P/3TSXo7uBOZVbeHE +M+x4jGXzrZnSTvDW/YSrriI7bl1B43xyqBMcHvqrlCvBjouc7fwzId4FZHKf +11kzseO5bFM5QZVdQO1y0Vh3Hxt+74KUQ8N+Nwim4Ksl62DD/acPeRdJ9IDG +0geZ0k1suKxxfTWdXg/QFtW8HVbBhqep2L9Yft8DDJYH/55NYcP1e9t9+270 +Aofof9wF9my4jEelE2VnH8jVtN4ZvcmGu2xoKFGS94PFv43DTCb/8V1m2fKX +6wfu1i/S7XXYcNr7491L8f3ggYL4CYIcG87nVScxajsARPJiXopsseLmk9wR +isLfgZPiMeohIVb8Oo2WNtv+MHCn/vzei5UV38cKQ6/AEXC/T+siBwUrzvoh +TeNU4AgIu2sbeWGaBe/jCJzmZBgF2SWp/OUFLHhAcXieEHEMzCrySsdpsuBX +T54VyKgYB8vUmZ2yp1hwyS9mFC9+joPtPgWPtuMsuHPHwfwE3U9A56VXTsnO +gg/mzzjjN36CI6XP1dyHmPG5f49e3t3/CW4pURlecWXGu/NIh2dNJoALTczO +nBUzrsWpwNrydAJ49Yslh+gz47/3EpwPlU+AEC/486sKM24RCJSv8kyCzNL7 +TpLUzDgNw9LWu8FJ8Ftp5SF9EhNONLr/8ZXXFLBWHv1QW8uImzfvhUSQ5oDd +B2UDzTJGvNRjYzrEYg448r+gbM5mxHkMlFUFkueA6666efsLRlxM3QPj450H +D7Aszu8WjLhK6VXl91wLIFbrrv/iLgPOakFXniezCBLK24+7LTHgF7ZcSuS8 +FkHS0SPf134x4O4XR8+4fV0EqYxD8jvNDPg50zfOpMtLIK8DzVK+ZMADDeKK +tM8sgwZDpuv8Cgx49Ecj8al7K6C5yZY8WYIBz7tHQf8gfQW0ncI+iggy4NYX +rlk++rYCugXd6cUpGHD7St7kMeIqGBsbqJLupMe9vmt8ZO1ZBdu30o+ec6bH +wz9TqflcXAe7g3v9DRb0+Pdjhe3Zvuvg3wWD4AvX6PErAv+KrPPWAZUk/dhl +FXq84EBg0YVjA7Avu8Qa0dHj2uLLPPwTG+CYj8qBSwYdvuLUEwRStwA+cvnY +RDwd7v/ljUzS2BYwULfWN3xKh2scJgclotsgkCU8B7rQ4b7Nt17Kp22D7xkj +hmwn6fDHw5V/EvN3QGhXQH5BKy3uuq9P47GxC0SU44YOVdHi0zE/qmnV9kBx +chZNUj4tvhi7WRcauQfGb3WbBsbR4jCRythUah8o/yPRX7OgxZ/z+Lu98/wH +po413lxfpcEZdFh8rZPI4IOooXD73zS4m3n67lATGeTYXCobHqDBrzzlJJve +IoOgmo+lvpIG5w9cS680JIdxho4VcSE0+FWbM36pIhTwXDAzp7IADc545/Ws +Uisl/DErBnKYaHDR8qM+PyipoOsVJQfRA2o8JXQoQUGVCr4SsMBoJ6lxFYmU +Dp5CKrian+80mEeNzyn4qY1kUMO3I9fq7p2lxhVFNH9M5dNCuUm5v70K1PiK +yj71yxVaWDfHLit7hBqfYAqQZJOng1NbHa+mWKhxp7f6vJbldPAYh7bHtWEq +/OGxGNPWNnpYqHmOKOVNhdd93XtpLMoE1XVIN0IdqXD/wj8lXbeZYO81iogJ +Myo8w/jJbfiVCW5a4juJ56jw2t2nckwWzPC075kuGg4q/ELy4pu2jyyw7pNC +wHguJR7E3XSfvZoN6pdylp5OpcRrc7X+/Fhmg1OVq/PxMZR4ZTKaURVjh3Qt ++YY69ylxqtdHOb8HsUOdSUmZCi1K/H68snmaLgfs5zs0GvOLAk881hceycAF +b4lScS31UeCuupe0aDS44PahiQsXmylwBf9oUdUALigg/7aELJ8C/yB2ILW5 +zQXNdYSf3/ajwF89iTb4vcYNpx9xn9Hio8Br6D+7mnDwQQa/T0sxDBT49nwH +t7olH5T2uZA+vkeOxzN6NWl+4oNeLn4M93+S45SLBOdiXX5IY/J7MDebHN9y +2cdz3gpAcYWSuxyq5PjrgQstjgHC8LzMlaMWMuT4xsaQgfkvYeh8bHY4R4wc +397TvIRriMBigvA5DRpyXMFBxWSaTRSqMz/m8Okgwye+HB8tMyVAq6nrn0Zu +kuGCbLQHrySJMOTnotWx62T4VVLUtQhHIsweDuXx1iTDRWI6nrlkEeFqd6Uf +23Ey3LZBLpnuGAlSPLzwMmTmAPO/XcTPqywOL971OxD9doDdPVE9P/9AHL5w +KrD7XHCADYq9COmsFYeEG/yKC/cPsFB7r6ih64cgPDHbdZX5AFsp6pB9GHwY +hkgIn5pf+YfNxtqvGPYchu3CV1OD+/9h5U3FNbdIEtCc4bNLWco/jOuBJa1a +owR8MBHKKCz3D9s5sJ9/IHIUVsQd0Zgx2Mfa00VotdgkIZ3JtDX5mX1M/8aT +LncPSWhAyAwUENvHTK9c8Tw6KAlXs0m49vwehviUPutlSsGjuMjpgod7WJTL +rUVTg/807eMRoxabPawkLeFiZoMMrLuY7DNxYQ+L+KvqaywkCy37+Eu5ufaw +nXebAmIvZOHLOa4T9z/sYn1Uh+5ShJyAU596rsQ838VWz3Qeza8/ARXuRrvk +uu9iRqMe8VY0crDjgDV39Mwudnx/SXUmTA7ScDNKqHf9xToV6x//S5WHdyG5 +MNPfHYwE3sbPUCvBGir89KGxHczvapyKxg0lyNbibwzqdrDkw9WzezlKMPf6 +XoJrxA7mLLG2GW+oDCcdtjj6iDuYuB4rmSx+EsrJlJ5YpN3BVMyW9EVETsGA +dU9d2j/bWOa7e7pv/E5BwYerz0+VbWNhHmpKbmdVoF7sH7o3l7YxTeqABNWR +0zDVKFeiTHYb0+ZIGo8+fwYuijhpdnJvY99k5Q8+l5yBYVkzQRTjW1h9cib7 +2zhVWF018c/Ocwv7CWj0ep0hlJ39vi7zehO76OkmUIufhZ7LUkd5gzextseP +aPwp1GD51iOzf46bWJgml9AlDTV4luZYQ9vJTaw6MPerTLsa1CPdT3Do3cDe +yhLMiv+ow/hj7a26XzYwSx9xlxcnz8GhE0Syk2kb2PkvD3Rzgs9BG9RiT+O6 +ga1/QRu5BA1410xAJZ1xAytTjPSMtteEFTYuLmGr65iIN+/ewVdN+M+pJs3t ++zrGLV9tM8ylBUPuOzKi9+vY0Uu8lvsNWvBlQsXwsNo69nBH5ssH1Quwosv4 +Ic/9NeyixVKds682/Df4sWjfcg1zi+9s0JvXhmrjFDOTWmuYic3SPwkzHdi6 +mK1bxL2G0Wh+NWnQvAyHGXfFdAtWsb/RNyXv8utCAucVA+WXqxh1BCcp30gX +2gqkh4k8XMW073zFGF/pwsUjl9YWtFexWe7Y2NNiV+GBxqu6pzMrGEp0RaQz +evCcztK2a8cKdjoHk6QL0YOh19WlbpSuYOzL3FagSw+yWc/HHQ5ewRyqTj// +7HQNEgNO36oVXcE0KBmefiq4Ds9VDNHvGyxjD85ZF2qGGsKP2e9ONZ5exogW +si8E1gwh36s7Di8Iy5i8/dEiNssbsH+LJvpS7xJ2s/ZhbCwygod8Ddhe/13E +Agyb0m8Km8Btk7k7J+oWMaXlRr/cJBPYdsa/o/75fzigyTlIwBR6/nsXsUhY +xBb6rg+xEc1gzaMNJqT1B2PV5z5vrmcB462eOvey/cH0Rn/nfvltAR3Uhdvs +fyxg8z1eKxzAErJRazx7cXsB4zovHarw3RJahMbST8TMYwIHUcYWJCu4FyFP +EzI+iyUUtU7cZ7OFnXcabQWyZzFPLRF01dsWpuua1H/0mMWEI7l6Tcdt4UWO +oOABmlns3svU6Quf7WBiXDfFUakZLPKn/ypjqD109rKz+ro5jfVd5Vvip3CA +yPBv9VV8GnMgZrr0+DvAGT7io/vXprExHs/2ZwGOUCnZ7aD13hT2mGzC8yDT ++b/5T21hqT6FtVbYUV8/eRuOmCVWrTNNYYcP8dBMtd2GwaLVfsKpvzFnVp4d +LrI7sCeNbc+lYRITFB6IDGhyhZlBGSaUUZPYkOcbCl1RN3jf5uSXBKNJTGSY +MojPxw0SD1vexxcmsLmx74uNMu7QNevTNjvnBBbDdvSR4GcPKMviEqQ2/guz +TG5fPyHgCVfcJVk88n5hFlmKKTf9PKH7mSxSr9YvjFCaa4ku3oV3O9Iuxz/4 +iZVJ57reO/CCSgo3vzdc+IlR+jKAPndvuPlS1GaL5yd26VGcyJcZb+htlXzv +RsE41nm36IfNsA9cmzt+QbFtDHvO/KaW5vd96Fn8wTzebgyTV6eYD3HxhZt+ +hzy3yMaw7QXnC0K7vnCbTTTls+IollZ93KFP2A/uKXFsqKYMY1yu4bUNzx5C +P7JIhpRTw9iB44wZP18A/NfMSCDrHcKUMhr2ZZwDILkZ9aUauiFMf3D1j4zA +I0gTtJ2q6f4dc/t7lnYiIhA+0b5b+p7pO/YsTMA5eCUQ0vGsttK9H8RcSpiP +uBkEQYas+c2WoQHM/CSm4iARDFk7RrWvaPRjJpL+YzHTj2HUSxOr/LE+LFij +WV/HPARyWA16s9/vwx69UentHwiBXBtdaT0fezHGPRfTdz1PIJ9g/bYhXw+2 +KUy/Yr78FCZOnmX5XNiN/cn4GVH7MAwKfKwiCeh0Y1whs69eczyDwmfLLw8/ +6sIKvcgk2dTDoXq7wYXq/g7st0Wv6oeuCKh5U9cziLEDuzwtKXD7YSQ8v34h +RQO1Y1zUOX8r+KKgtoDqRnNWG3aU3CHHpisKGtiR3nY/aMbqBLUJS+bRMMzN +IzS6pAlza0xhutcQDb8+qL2jt9iI+dBhAc9kY6B4jDXotmjA4sSLNSKZYuEq +lj7UpVaLZf89lMkxFQcPt67VvPCtwYayHzGPWsdDo3717KvF1dj+FnNx82Q8 +/K/3fLoO4dh5P+41w+UEKCJ/XjKNvQKrPvT1zTfZJPj4wsxfsaByzMVX5QFX +SxJcsAhtfrteih1Z2Dt78tYrWBHeZPd2oAh7n9n84lFeMsxre6F29r9htmGX +TS93OwX67nSNIZEP2PMfm2ynuFLhhcMcfoj8HTZ89M+jM56psPVA/M7DiNeY +qUxf5afTb+Hyy0SblUR3zIlUHiczlwYfUMTWa540gmXafaMdpulQOsm6kUvp +IZxqyc+37k6H1+QHK0POxkKMM4S/rCEDutk5zdbFZkKNfEEGq/5MmHbquHZ9 +QRbMkLOUX7Z6D3uZ5j/Wt+fCWxOBY2Jr72GykaKKdXABPPlRjLdbJAuSkZUc +WFeVQWz40DWlzByYOMt1YlL7M0wiHOzk6uVCuR5PK5uhCthrQ1+dRJkHbTIV +6m22v8IgindPdD0+QpvDxvVy/DVQ/Zjtmy8N+VBWkGHUfbwGRjzdD7gvWwD3 +WSs2C9/XwqnracoryQUwfof/iLxSPaTOY/K+4F8IG9u+h8lfa4IEwXtnwmyK +ob3Pj0aT482wirPYknGlGNKJD1EFU7ZAep2iVrtHJfCi77B/b1Er/OJrusHw +sRS2HR1zv8vVAXXVGSkzT32Gzn1jn14vdEDH44T52OnPMAS5blpZdcJLh974 +CidVQIkFV/lnKl2Q1BkdZMxcCe3V3fOG5rohW63IAaMMBk8mrrYuGfTAlgSW +E0cocEi35D5HWdsDJQMj6Nzu4DAryUNC8lUv/EmbEyqsVw3nVjzfPrjUD8+y +hab2nKyFFVobWFRZP5yIr1RP+VwLw17fHc0gDcAE7wfnrqjWweMXvAS/7Q5A +acXmdSedeuic6h0nnPsdnij+LNoQ1QjPbG4VneD7AUsfT/bOHGmCTNo+3RrB +P+DatJHKUm0TzNvyYXUxHYLfSr5TPKNogYuX7z+tYhqB6soPO3tS22C5f1XV +J6Vx+Fcx+3fNkS6oIlVdqJswAR1vNd92PTcAFXv746uaJ6D+87Pebq8HoKzv +wn3JvQl465DdRuzGADzczKtOd3MSvs1I2f2RNgg5bV16sGO/YZd3H1/84nfI +whRcJmX2GxL0/9GPqv6ADEWJr15F/oZSd0pqAp79gGTk9dbe679h2hNfGn+x +IbiQLLguXTUFTWPE34opDcNp9RODyctTUFHlihOV1zD8NadZyUCahpEM/7py +iobh95PuwVNPpiHsv8bHdWQE9o49sb9eMQ3ve6xLVpmPwM6Q19o1C9OQOnLw +2kH0CGzobeJ6c3UGXivKjjmyPgKrfUe3GYNnYLroLhO12CisJK4P3yudgR/6 +X+vfvDQKy5rpq6dnZqDjzAHXaY9RWOgq+k5fcBZaC0xcevFyFObxKj6t1ZmF +72Ieadt8GYUfqi7ePhEwCylxxYKSoVGYYWt5NaVwFnbE1l8N3RmFKUxeisy/ +ZyG5nrvyONcYTCp6xu/LOwdnLi1F1kiNwXjjt/szF+agCLBOUTw3Bl+Ql/00 +eDAHjYgvC9CNMRj+oa2+7uMcdHrux7DgMAafXPmVJfdzDtpLi/Wje2MwcHPr +eSrnPOxWR3wXQsag32tmdxbNeThYFvOK9cUY9DlHMnjgMw/tSVvjKYlj0GP+ +pMpc9jw0VH/KQpM6Bl2iL4vcGJmHSn6/Ri9njEHHUzYUDawLMGPLN+pJ5hi0 +Hb83Ja+2ADufW/R9/Q9bPolseeu5ABljlGoP/vM3lX73kfX9Avz6t6XW5O0Y +NOyriPb7vgBtuJlCxl+NQb0HnV7zjH+ge9G7peTYMahDmjI2An/gneNKrKnP +xuD5ll3Q6PoHygRIse4EjEF1N3aSYvofWFNhdrTMcwwCPgna9L4/UDdA7dWs +3Rg8hZ2ZZ6NbhHJkVK9SDMeggp1eh7/KItSLUNaZ0RyDx4v9EoxTFuF3FVLr +bbExeNgkxrepaxHqE3SVmpjGIJEiy0KJagm2fQwIWt4chXy6vRIcDkvws4FH +2UTjKKTw4h624V+GvySOHOk1G4XGltnd5QrL8HiDfUwe+K8fLsJmJt1lODp5 +OfW1yCi0EnUoLQ5ZhnNVPnr7QyOwpqkyimp9GaYkJ8WevTwCgwRtNDLaV2AU +vf32XcFhSFVd+HEiaA2GR5kmT8d9h6Y5Wu+UU9agb3vY1/bb32Fx3PCrZxVr +0NbbNqFP4zu0caR5Kr+yBiNDaNt0NgdhPaexdZD5OuwuJ9JJGQ3CEDtyPtKp +DfhQ9amf5pEBSMuk+8hqcROmZf+1b1nthTckjHEl+i3oRTy3IdrdC7PVbA4Y +xLfgGVX68YKCXnj5no9fkdEWPL86rBHm1gvjp1LvUdVvQe9ffnJ06z3wcPWK +W+arbSg+7EBNRtUDfYZ38++XbkMBX4sssulu2LJFvXy5axvWzZA5nWrphi7S +Ai5bNDvQfmWm8+qLblj6Ss3xvPsOdJGPTuEkdkMNrxirufN/4YcEjqPBOl0w +/sXrt1XWf2FUW0DpoHwXnMl9Px7t/xfSURdLWAh0wfCJL+ani//C5oYGYbKZ +TtirO2kcLroLx1m30ZPHndDmuOI16c1deCi8tfVddAcMGu9Xd0/fhy90pd4F +/GqDo58v3fap3If6dHdOjlS2QZUYPN6/bx9uDN4Xf5DQBpc1smfDaP/B6aSw +WX+dNmie4xeZ7vQPlm+/j31a2QpVvMSHeuUP4GyE+1m1zBa4Q33qs6AVGUo6 +eej5QkYTzHRf+/bGhQz9+1Bz5W1IE7w+lvdLzJcMXdaUdH5q3wTzy4lMR2LJ +kHolB8eqZBO0c2KyUGggQ8p1o+P85Y2wt3OMSucYOZrVOtnmPNAA81+F6Pqv +kiP1s64escr1sJUzZJqVjAL9ul/jMCNUD6eePfZ/y0yBmp4nICeKeij0IDi3 +7ggFOma1/Hf3Wx0MNQ2kY7SgQOxyxGpwqw5aCvvjCa0USKEgR3XjbS1kS7kr +W5BBiaAAupmlWAOP895tVCukRNqhCqMkQg3UjPQ078UoUeDHzM1qhhr44KFH ++NYPSjQHtUpujVfDGQu3GVV2KsQZkvFS93k1xAm3U1v8qFDf+R9H9P7g8E6a +DdukATUadBs41/MEgxH3EpMjrKmRcB6LaLcdBj/qth855UqNfM4KpexrYHDx +n/LZiKfUiFLLwX2QCoPOJozuJyupEe29CduI4CroyFXYEy5GgyyF5p8FPPsK +7UIO4hUXaJB+6f6sY9EXaO6YJPzkER1imaD71q1RDp9e9Toln8yIipbCfkYr +FMDotmPOuVmMaItiZPEPewFM1hp7c6iMEYmV2ikSl/Jhvup5Kr5uRuQmIZDP +l5UPB48KdOzRMqHHn5Y6dAXz4RGKKpsGDyYUHrLpH7CWBxsKqaOMLjGjziMN +T3p1s2CnVEVN9w1m1K/29KcNTRb88cFl45IdM2p7KNVIXfkBLr4ZMAaPmFHF +AE1ZmMQHyPMs6xCpjBnV3SBnEyZ7D22tdb4sEFnQzS0qa80vGZCKK27q4V8W +pPJBynfPKxVyLPqzcNCyIv1eRW2+06lQrMleKYOTFQV3l8+aH6RA8OBMSJMk +K2oupRHM50qB9yYnDrFbsKJ4E59/zy+9hovFcrZptazoZbIh/dRCItyPEHqu +0MmK1EQXxrlDEiGTA01JwzArOstfSu5ASIRHhX9QzW+womyy13N+N17CwhrU +zc/FhuS1F9zu98fDhWMzblaabMikxcV9hz4WrvOOPM7RZkOZDbjyy5IYuEvV +nbiux4amMngum1jFQIaxL9UhFmyoNox56gIWDSViItlzfNiQ3KepxbSQF1A6 +IPjQuj8biiB6q8HTL6DS7XunVB+zoXPv6gjry1HwnJb1zY4XbIh38E5fikUU +tNpVKljLZkMU3QchYTER0GHmeP2ZAjZ0to7G/DtzBHTtI3x/XMaG4PeKFaWw +5/DhJwZyvjo2RHwe0sHwNBwmW4/qnhlhQ0lLFviTN2FwoPXxcjArO2I5uVou +Jf4ExoLXGvo87Ihm/N9h8+IQqFdQnHRImB2F3eoXj9UMge3xE+cajrGjprCy +rjXXx7Dh5tlEWk12tKrp3F46HASDe28sDmizo8h3/FXnHwRBNS1X9Q/X2FG3 +3T3DTOEgWCWZ8uf8TXZksxQ+9942EJZu7Z0Ne8COzn4zM/lH/wh6OnIlGAex +oz+e1AoSZQFQbuT4wrEwdsT6PTdywjYAfqwxjm9NYEcdWdQ2W5EPYebz8jmm +InYU8iMwcfS0H4wnecZEzrIjEYNJxziee/B6/LMZi2V2VAjhOfXXPpCDPl1V +dosd3fj5Tf7KYR8Ysdg13UnFgc5RZNlfh94w5LPMGQ4CB3LTNCn69ewuPCep +9eLXYQ40YM+QdVn8LqRIMZ8qlOJAi69omGqrPKF/8POoa6c5EG9b2/XXOx7Q +68r8ZKwBB2J9luDDEOIOFWooVGzNOFCSdbNqjpQ7XFUQiFS04UBGneyU9ANu +0EXgwql+Nw6kftGvdVDaDdr9znzO+5wDHbX+96Ny4g7U97VSSqrlQCWtf5sv ++DnB+NdcNFvNHMgwjF2dg9oJ9mMNfdc6OdDEgvQplkhHaEB1/C7zCAeiSW+8 +7ZXlAG88XysK2ORAy8G80vObt+DLT++CRvY4kFjziVsnIm/BwS7DayqUnEj9 +9PpTk6O3oBFP5eoaKyeylWUiKFvbQeOU4BO3jnIiTl6R39wLNjCpWom8ToYT +EYB9WHC0DRyamOkkKHEiU1t1/2gVG2h6RMf1hxonSpr9tescaQ3NCrg/6Zhy +IuWk86IXLllBy9pMSYVITvQ88JW7D7UlTP19Yy8qjhNVtv88sh5s8d/ewNj2 +5xUn0m/bZzQht4BW2nec3n/gRFWs6xmHyM2hdZ9ytkANJzJqKuT2ETT9T6fN +3vNu4kRrKrHZlu9N4CR/8oXedk609cTBxEDRBNqYk80+H+JEXHkOn84aGkO7 +6SYJ8g1OFPPPiZK18AbMpPfdMtvlRFI2kxv6Ojfg9HGpxgpyLuR1y43Jcs4Q +2ru+sPNk4UI7K+n7r44aQocdo3fTElyo6c4Jq84v+tCZcZ7YbsyFPkuXgPgj +1+D8vQoqxptcSMbe1XxuRO8/Hf10SusWF9KhlYx5GKsHb9Ufya724EJ/JUTZ +DKj1oNVDuxMl4VzInuEI4t3QhT//KHKuRnOhJUNcbKBIF1qaUm9IJ3KhsCyG +kFwPXWh+KqP8wzsuFHKYcpX2zxVotPYTJldxofupHGYY22U4eLNA7HsdFxL8 +UqQU9kYHGnQGUPK0cqFGgrKxorQOvJ4n2hg5wIXGtEbsGa5pQ91bZpeDlrlQ +WSH1SnPBRag5NGjqSORGpt4E38VKLVh/4QN4f4QbuZh01LDaasFz5d6ESWlu +RHnXVSSJRQuejeOZNDvNjc7VR8532mrCM1euO129zo2k5nx0hcU14JevJJ0I +Y25kGIE6hvvPQRXJNelWS25UaUGi6w87B5Xpo1fP3eZGJpzsNJab6lCutuPe +yRBu1E9kvoyG1GDBiRSTu+HcKHopbl8lQQ3KprqoFkZzI6rfZO81r6tBKT9m +cskUbnSSe03Dv+ssPKJ8KVS0nBt9+VhFvTKAoGhOQzzNHDeyc3Iu9SACeD2l +/HPL8n/xjzV/JH5ShWEx2cMRW9xoeKes6j1Qheu+EUReah7UKdh939DqDGzR +NvgoQeBBX7+oH+bHVCDZ2fNd84d50C7e5RphrAIVFVXWP0nxIP2CbbmsrVMw +VVhE5eRpHnSX++hWvtIp6LX4u/68AQ+icEl8BBqVYe6vgRkmMx7kJXv2Hucd +Zfizv5mxy5oHvTAcV9fnU4baWN5VIzceNNDk9YT6jhIkRt0dcQjnQXg1H5eT +pCL8doJ6I6yGBxVw5H0680sOUhze4r3SzIM4Ltwt43kjB08KzKpwdvIg++3v +jylN5GAaxbeAVyM8SLH67UOKwRPQpyeWKXebBzl10XHyjMrCj40hMq4HPCh6 +NL+XOk0WTnzx0VOg4UWR7j3Zk3ay8HKG6ctKTl60myUeUTUlA8Xviot/k+ZF +0g8WU4ulpKGxA4/WC0VeJJxyxv1DrRSMNKNz1D/Di6j0f1OomkjBvxoLn0Yu +8CJf/frLkpGSsJOn+PSiDS+qzh4/Ykd/HPqWq19jfcWLukJy6fGzR6Ccaeey +xVtelGiym6+4LgHnDkwj8t/zoteN+s34ewlorOXVfLWYF2Xwu56l4ZCAKv0f +YOw3XjTLc7DyY/UQ3F5jluQn40O83ypdz/8iwfyEpGYHGj5U/Ms281QGCdqf +lrhVwcSH5LOYGilvkeBgIEoz4edDvzGRau4lIixj9+B7I8eHnIqg/iAdEXrJ +DFKRbPmQUiH/L2hJgNI9NmkeTnzI1/VYwTVpApzyWoF1bnzI9SCPTfyvKNSv +YvC19edDuXnvY+hOiUIFHdWV9wl8iNuU3XKzXhiuOaaNSLbwIRYKqRZbPkGY +zSLj69fJh6pMGorzGgWgVeEXvvZ+PuSe7CRN6SMAu3d6r92Z4EMvSwi6jUP8 +sDCUtqVgjw996vmmdOkTH3TNdC5VkuFHe+ePfD8SxANHOwTjWJT4USw4tCZ+ +hgfq7LR4TJ3hR7mH6VSENrnhMe2jJ+Iv8iNyR0nKP87ccHLld86GLT9aEPi6 ++8mWCxqqWrwtTuZHuvJGOgUBHLDBjiUgPJ0fBfLy2ZZocUCFqK/mNtn8iPL7 +Oz1/Vg7INiEoxFXOj7yDqHf03rLDltDBeI8efjRN2yRU/o0Ngt6r4XIMAugp +t5rQqQgWmLtP5sTALoDKf368qiPHAgUl8i/84hVA4e8SahIGmOH2PRba6EMC +iMY2/9LXQ8ywULT10QoSQOI/pLM6OxjhIadz3vneAkg/izbe35Aexsau6Yf6 +CyAnOXG7fSZ6SFGVpmD5WAApPtsnd6+lg6Ns5KusMQLo5B2aNGl5Oviy9Kvz +nY8CKEdhMTdemBYyUShbSf8WQFvRR48bCFLDz96U16bmBdCRL7FCtWNU0O5P +h/qbVQFUAdyaFjKoID5of4iFTBD578UdOJ2ggh6fkmb+CAiiL/Q94z16lPCH +6T+XPF1BdHzL/rVyCTl80t1iYWsoiFwaIowvB5NDhfMJusLmgmh9Mgrbu0YO +I+Rl5Z47CaLTm+o2fBtk8CyD1YZziCCSSf61zgnI4Ieyel/JSkHUJbSnttG9 +D/Slop0nawTRg44s+iuB+4Ai3dwsufm/eKdn2a/l9oFpxBZgGhBEaudLM5ni +9wCr7VGKhRVBpDh/5eKPW7vAi+N5aI6EEPJ+RtnxRmEHkEKN7llLCyFOxqaP +wyvboHP/kKOgohDKP+XD+/PTNjg2W3XpmZoQShL305OX3gaj2DKLk5kQOhlm +yl0uvwU0bl+POxYjhEJvGnkpWG4Az+gvZHcShdDGKUlWV8kNkFFGdC5KEUI/ +iic9Tu6sAwqKFbUzuUIoKGae0iF2HeDxz5d16oWQ/vEaMaGuNaCCN1xy2xJC +lTKOzu5Wq8Dht1RZyb4Q2iN8l8WUVsFLhjjiX0ph9GzKOzWAcRVsXbfeCWQT +Rkvz46KmpSugePYgM/aoMNK4NjKty74CpDlPUZSbCKOvR43m5EqXgNnJ1Nt7 +N4VRYvNTI1nnJRBuRvsd2QsjoxcVbUvEJTD/vu9Ts6cwkj2ZupETvQg+nHE3 +G3oujByK866N3P8DSHY55f+w/96VHhOMnecB32fhOxriIkhbSPtEbsM0+Gf9 +XpD9uAi6zfmmJD18GkyynGgaPiGCtsVKDVSuTYN8m3NinlAE3Zr8bav6awpo +sTn1pBmLIJOz/tdu0U4Br1vlymQvRBCbml1zjfMkMOVQm2xNEEGNQR5e/acn +gdrX1qiENyKoYM+q8TbjJGDhHJuVzhVBEzXHlcRyJ0BmFXWyWaMIUkTsIW5r +v0Af9zWyL/siiOBO7n3v5U9QgQ/nhlCJIu9rBmX8d36CVCc7Iz1GUVR4vUFN +QvMncK6+VzjLJ4qidFpVH2+MA6rbqTZ8Cv/5b6SUHjMaBwp1f5ruOooiQt15 +fxm7URDtHvpCdkAU3XyyayN+/Qf425ZbHjoiiuTlaErNhX4AK4musfEJUUT/ +RbBB+Pd3ID/ML/1iWRQN397PFff5DubS9H9vUxHQkQlvBdmMQRDONP3ISISA +nojcCBTlHAD4qXtxj8UI6F7lSAP9RD9Yt2PMKhAnoI7p6+k2Rf3AtFqmk/44 +AUUJC8Td0u8HUl4+IhXKBMR1N0Qi6E0faB+j/yJwlYAKw89EiZ3rBRTMye2a +1wno6g4Lc4xAL1BSkf7lbkhAbgk7F21WesCbWD36VjMCygbWp4ipPeDOhVeG +vo4EJCKgga+Q9wC2Isn1oSACEvMr7+fp7wJ6IVekXpf+9z8houHm3Q6QabR8 +4fNnAtoQTz7Of7ID7Ei+sOurJKD8cesKg912kNrTncJcS0Ck+2+RRVA7+EMw +4PDvIKD3dyKEghK/gdAvplvmM/9hNi8BhpFWMByxz+k7T0D0VT73ot+3Ahmr +N7IJi//xaX8+FOHeCvrpxh061gloUmuOb4i+FZAMrIchuRh6M1szn6faAqqW +HaoJAmIoz/7EieufmwBHHcPoGWExdPvQOcr4sCZgm5Dz9wZBDDkLSR0+bdoE +mMAf+ReHxZCbLG15DlkTMHrmmkkuL4YE/drJmS83gvVD3s9+XRJDS7feXmT9 +Ww+OmQTrZ/iJIVtl1YL7L2qBkVspB9UjMVR6/9LFR461IPTJTId1sBgqyM4T +HVOvBb+LtC+Snv2XX+q4yOutGpDKxA3TXoqhlwuMlxitawB31bsjqUVi6KAt +1uPf+Wpwrnfg90GpGJpmjBHgk6gG7nP06RYVYqia4eK9B9TVoJPHRVi0WgwZ +vMoKJtbiIOyOEsebdjF0xG5Cu/MsDsjEGndfzYqhh4UyEydfVgEZ5Z3y3QUx +lPkYmxA1qwLmOse9TJbFULjXK5knxCrw5V7kssCWGFJ98XOg6+NX4NVt+DuR +iojohq9bKX2rBPNBM+0JokQ0WsIsAghfQP8UfVqMPhFdo8hLnectBw3XnyZ/ +vkFExmr9FfifMlBaQ5cwZkJEWn0cTTO1ZSD+DW34cSsiMpFYnpF2KwP6BtRe +tS5EtPgxYPRhRynorSe7uPaEiJSiX1W/SSoBdfIB5/ifEZGtPevXq3dLQPHb +AwAjiEjEs1dQR7cExPr9k38WS0QU9buxArQl4JrinjDpLRHNChpUH3gXg+6M +rRW9CiJqhGozbnZFoIbDe8Hn63/5JZ9mttUoAoUBm1NvcCKKkX7lmyBeBKJN +N4bmGogo4WmWYPlEIbjKtVYf2ENETDeH/323KQSdQYuJhQtElEQWOCLrXgDa +rX6f5RAloTI6a+Yep0/gJ9X77TgiCYnxHHuXceITWM+0/8R/mIQS/pjoLW19 +BPzz80JiUiREWf8rav7xR2Djsbolc5qENGlNi26+zwN/gw7ydAxJKGbg57TZ +QQ5gPlxt02VMQpmnqWLV23IAoSlQUN+chIy1y3iiE3OABhPNU1NbErLOODxt +q5gDomKZbJw8SIiiYeRIh1s2OPyOX+BpJAmVJ6gcmdj7AE5pDXUyxZDQtHeC +2nzHB6A9m/wkKp6EuNgU9C6nfwBuUoSNhNck5C+lQCRe+gAqSw53ZuaQEGfq +66y5N++BXoN8SF0jCV0Q+pNpYJAJbO03zpxvJaHNTzOBhdKZwIehbK21nYSW +3TzdzGgzwevLKjd7+khIxDu09fXnd2CmH535NfFfvY5uFJeIvQN/fSjWbKdJ +SKjjp7H3XgZgFqzLmp0jofXd802BAxlAzkKLd2WFhFrE2dw9IzKABjl9u+cG +Ca1RPHYxcswAN9Jbgre3Saj9cHzhY80M4KgRfvrBHglZ6TClbRMzwP/f/yEB +zyNpBQfp4H9uclAF "]]}, - Annotation[#, "Charting`Private`Tag$3516#1"]& ]}, {}}, + Annotation[#, "Charting`Private`Tag$17604#1"]& ]}, {}}, AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948], Axes->{True, True}, AxesLabel->{None, None}, @@ -1188,8 +1349,10 @@ qXtjmPTJ8H/5Kvr/fPV/AF0he+I= Scaled[0.05], Scaled[0.05]}}, Ticks->{Automatic, Automatic}]], "Output", - CellChangeTimes->{3.898192034299303*^9}, - CellLabel->"Out[2]=",ExpressionUUID->"855ed7b1-986b-4073-a0f4-10103ad78ef2"] + CellChangeTimes->{ + 3.898192034299303*^9, 3.899991689884911*^9, 3.900513798693802*^9, { + 3.9005138885812063`*^9, 3.900513973139119*^9}, 3.963319040404982*^9}, + CellLabel->"Out[2]=",ExpressionUUID->"85da94ac-c48e-432f-9d85-d43eeaffbf85"] }, Open ]], Cell[CellGroupData[{ @@ -1222,171 +1385,320 @@ Cell[BoxData[ TagBox[ {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], Opacity[ 1.], LineBox[CompressedData[" -1:eJw1WWc013/Ytvcmq4UfQkJIA30/ElKSJJU2JUn+pZIiGj9CIntE2XuT7Ptj -y17ZO9n8ZI/w9JzzPK/uc53rut5cL+77XOcWNf3P8C4NFRVVBzUV1f/OV2Nn -57e3SZjUPfR6VZsMo/b8Sz1/Sdhe7ovgqbNk0OcaWPm+RsJkZpfwkAtkEDn6 -aPO/BRK+e0jE9dQtMpS6+zANjpJw/6PyiaoXZGCS69iD6//xhQn+xilk8Ht6 -68zrzyQcrmTUivmdIYn6STTVYRJeM8mjObLgDPR3dRSFrothLSnF5WVqV+Dt -rLCK9BbFmV5n7hspuYNhWYiZdI0ILvtctM8qzgPsKepWn37txQc65DnN8rwg -93mIZdq5Pbiw6nXOmos36PtcFNkK3oWbHl9w6Y72BZ2wIv1T08KYZ4GT/vXu -AJj72PuXblQYvzkw/MlvXwCEOG4klgwI47GH3ktpBwNg+uZRRtVWYXzv/UHT -Da0A8BH7BgfyhXEhbYztb+sA6I9LVuB1FcZsii18bKUBYJv5maefJIyPbNwe -a3oYCLFVL9qfXBXC1eF37+DeIAhWtNVMMBLCpa3ei2UTQeARZpPef1YI37K5 -m9C8HAQ2Tx646yIhPB47nsjKHQzqe68f3yshhJvCgg5taAVDmy2KrZkVxJ5P -HnU2ZwQDjSSjrehbQdxuLpeT5B0CN8h+OxrjBXCVTZze96eh0EAsM9pFCmAV -kyvw6V0oEBuX1kVCBTCn9v7cZz6hIGKzc8DGSwBXq5EfmKaHwvDNyHh+WwG8 -OyJpX/V0KJirpqve0BTAp7KMwhrvhYH1fO3tmT5+/JDBgmrfvS/geIs2lZWX -H0dpfRRa1w6H9EYdzzY2flx4lD+871w4DB/3sA5j4Mc7UxmuVV8OB+3dO+Tl -13dgkae0vlmW4cDRLZluOLQDT9L96RjyDIcvF05nBqftwPOuu7OjO8MBtL1z -9untwFadIjGbjyOA6sBe0HTmw5l8rW/niyLBgV/jhrMjH27hYZRo/xEJK9um -m5XP+XDGfdrl8p+RMNsSq3rakg/30bRfLZ+JhB47uVyDc3z4dBQvPrMnCnLK -1TOuC/Hhx8lcDm5vouDhtWtRz1N4sTDH91Xp89EwruV4Ii+WF1Of+/DX60Y0 -3JEPH1r/yot9aaP5aa2iwYRmZK+jDy/2EKZt5nofDafiH4SSn/Piy9GrqnVF -0SC++NLfW4MXr26PKLQciIHuD8Hvk37yYPE5v5QQwVhorRBJvtXIg5+ElHWU -SMZC3XZc044fPJjqTaTlsnIsFD/JEXpdyIPXPp1ldz0fC5FXW5OMoniwMjON -yLkPsWC5n71p8xEPtuT1/WJPHQcbNa8FDdh4sOCrtNK61ThYpGNSp2fgwVob -HGZlTPEwe9zrdv42N3bse/T9h2A8DGaGJYovcOPyEct6+qPxUB6Sr7bWxY27 -bvnPqL+MBw/LxVuRcf/4RBNzvB0Pu1gsEhZPcONjJWSfeIFEuFFc5yGmxo1f -RrIoa+1PhAibg48MDnFjEUcJv5XjiSDZs66SvI8bLz2K4PhingjyyR/Lzdi4 -sRJfrfVSTiKc0M8aaPnJhZGwT9Lk1SS477O1I8OCCy+p5JCGvydDsrbZWv9t -LmxqjM7YNSTD7HpVL9tVLly5ohMi9TsZbMy8oyzOcuGNYauznTwp4KAsflBE -kQubdb2xtvsvBfak+AbtWeHEp0dcqwcOpMKDQzL0Pbs4cS5WSXbAaWBDnxdn -y8mJd22/d5HvToOXP3VO89Bw4rLTxbNUi2ng/uyul+4YB/beOsdLxZcOid/C -hXIzOLD/JfnC/FPpMHFIQM5fmwOb+Ka/VPqWDvdU6C6de8SON6rcNiZCMsCa -wXdt0vQfHuYp60vIANt20VCXi+w4KHNGYiQ3A1xsiaGiY+yYPUhRRbojA2Jz -Xj6QpWfHgr2q3YF8mfBb5Y8Tcwgb7qvOKhPzzQSzw/3xZWWs+DadHEPX1yww -jz9srP2dFfuLpxIK6VlgKeRN+yORFd8c8bj8GWfBow3NGw3erJiepz4mZSgL -HCCBt+smK550OiNdKZ4NfjrPHGc3WDA73WPbX6nZUHmJzUhImQUHPfovsKT1 -G/yovksduo8F2zAf3N8++g3qjkLqnp0suKUyjp52/Ru07LRhFqdhwdP+BnKx -IjkwMNBRLNfEjOl89xXx/5cDq/eipE9aMeOSkB3nK7i+g4zdsW3raCbsJC64 -+dEiF3CfvsyvACY8cX3lwujrXDDWNLt4yY0JXz1W23c7OBfecngkEdZM+Mgr -lk9lNbnQFd13iesIE97qnsg5Ip8Hrs2v0zNqGfGNzg9qktt5MCpTdXtxngEL -D5Q+4SoqAIdPPR4WvxmwlMa01ZXuAuBZpnzv7WDARh4Mqw0rBXC8RJCjopAB -t8rb7dFQKgT/S5b5/i4M+GfmksGZ5EI4SWbnPSzMgN+wUvh14oogou9C+QsN -epzSk+n+vgxAcURxvU2ZHvubFzTkjQCUT3IrKEjRY4OdyX0ctBhGVxo/j3LQ -4+RbHLTF4hhkePSeXOilwymHty3172PI1D4pduA5Ha4ekh40XcFQnqb8ejCZ -Ft9QYVSqlSqFizm8OarhtLh09zO2YbVSGC2cnwrwpcUM7EOPBc+XAlNN+qWz -L2lxIrLtHHlRCmdHZOXzdWixpYTTGk19KbQLSvT7DtPgh9z27h9flMHYmx1q -OoI0uLNObFfZTDmwvEqj+LLQ4FaOfJPrTBUgZ6cbNfiXGrNePS6wj1QBttav -WF4OUWNNHJh0+koFMFz93ZmcSI3bWW6O9FVVgLjyt2c86tQ4xiCBwz+1Ek7J -n5O+KU+NVZfLj5jUVYKVzERvkig1HupQHbg4WQnZIrtPajFQ41XOSZd5ySrQ -ZHfmsWukwjJSWT8aIqvAdNQore82FRbI/HjyXUw1uAzNmsoYUeEbdRZeU5XV -kNjryv9cmwp35cQ/9xmvhvmWwldc+6nwNZ+DRl9kfwCNk26Qy/g2bJ6Y+1P0 -/QcQByeaz7Nvw8E/exq+dNdAvr+U1rjxJmiqLktpXKoHpqtjZtRqm3Byn2H7 -0Ot6MBaJfSssugnSdwbutyTWw3wiCetN/YXh4MtMsdv1II33qGY4/YWEhw/b -ZVIaIGiS7+DL+A1oWbUOlGRrgtG01nO+Hzeg6LG/XASpCZSf+Vgn22zAiTEU -pKvaBI3bnMn9ahvgtSzyTOJBEzDsYN2n2bwO3j9yHfjqm+AZQb2bbX0NbhW7 -P9of0gyldFhVYmAN3F2In1nZzcBV42hyvHwNiP3KiY8amyHZ6G/gI881GDkV -cteNvgVG7q/w/BRbgy0FIU/Npy1g6DfD9OXMKtyT9VNA11pBYaJrUT5sGUyu -90rGXvkJT+cOSAuQl6HgYUbPpRc/IXflzfUty2XoihW+fDL4J2gwyFTWHVmG -5YJA7caun2BIehl4v20JWihcl3Kvt8Oz68LHoliXoEFpUVLxcQfkN5s48b9c -gBqu0OFPP7pgqzM1a/PWAjRd1DA0/dMFJwZpxkd0FsB4hl3QXqgbamcTDbJ2 -LMDlW/5sZMtu6GXdEDXImIcOoag9m5w9sK31udxt/A9oOrXuarXohZP5Pcyb -xnMg+vZKSf+FAUhNjDlapToHV8+k9hm4DYDg5//ue4vMgVjrved7YQDaVxh8 -zrRRgBokSRM7BkHC3pgrbH0W6M/ULFWSB6H0zRIb0pmBP95rmaIPhuCvpxKD -y+AE7KFKRJxXfsGjhLRVbt5fcEblHeVW6BgocFi/OzE4DDcZzCeuFY3BHxtZ -jicpwxApd6Hyav8Y2KglkNp0huHd0CO7ayLj8KwxUj/AYQgExF9IoOhxWJjc -r3uobgAOdBklSidOwNPs+BsB5gPAIz3tFVQzAcuvJJ6uUA2Arszpv5TJCVjl -2vs171A/dDB8qTTYPwl/VXiW1L/2Auln976oxElgeLcarm3TBeRshf3FEVPw -Xu9ZThxbF4wLJHWWwhQw8c/XMsV1Ao/mnQTPvilgSZharunpgO2J+ngbwWng -bOzXO6fVDj2jMQKyH6bhU9BV0/SBn/Cf4vaidNw08Jh2Pud++RO+9zL79ZZO -A99Sc2Rrahvc9nlbarw2DYI7K1YvCbZC+99Jp+umMxA8osGRl9kCUhbufNh+ -BoRTi0nCZ1tgG/tXlvvNwG6NXP3eN83Afjr+dFLFDGg2GOuWtDfC4a3krWSx -WdC+bfD0HWsj0Dj3hA0emYVTi7pftVADREYk60Xrz4KesPrSj4Q6iFaXUmq1 -mwVjc1JEi8MPCP1SLuVXNQvuj5+4+nyrhvDre19ndM1CkUPZf4azVXBjl8OD -C1OzIO5rdrzlZiV8dc1q381OgctfsiR8girgzSHvnhO7KfAhgZbdsLkcPH3P -O/2WpcA8RPU0nygDp7eppLDTFJCsXSj1ti+F03uuUqddpsCVds3E89klcIOj -48gRcwrg6V92zRIYbukZriQ6UWCccg+LFRVD3BEF7P2BAucYmLwi5YpA5vSF -e5MBFNijdEo2kjsf3D8RVtNJFHDWHV8XfZcLhleOOPh+o/zrH64/IhZzgPB4 -2hhXTIELtlJBoubfYOB32h2pKgrke1SbR3RkgdWEymm+RgqIRlkcEtXNBGFd -6S+W7RRwzWOii8hPB3m1XE+ZPgr0fz0fo3E5FZiibplc+EWBlDrvExqqSYB6 -RAxGxilgv9Y8gPbEg6hUYmPvDAV0JXleIeoYGPf/qKs2TwGBC4bCaCQCDNEd -gmaZArXb4v85eYZBwNi8ptwaBSyuxCQ4GgUCR8mpDdigAF2WxMgrYW+496RL -+PsmBZCQnvo6doZABZ/7vNsUmAsKvvMn2AbChieg7R92oPGr0D5yhdA2nWbc -+IflQsyq+FSciLOZSN3lH+4Xyphl5fQg1FVlHtpu/ctDqbPQRcOPSGF0zqn9 -S4Gcrktv39uHEFk0Rbou6xRgx1OkcpNwQkUdW8SuUIDwTXIpfx5FPNGYNpdd -pMBj8wcT5X6xhKXjcrzgHAUij+7Xq8hIIPo7GqMfTFGgjW0qtaIhmQi9/25I -YpQCDIOJ3JVTaUSWF9eKziAFQq8cOmZGziAMdJBnSxcFDmn6P/jFk0X4bD27 -VdlCgQbZpVCziGwCpuwPi9dSgIrq27ZZ8XeCtqThgWg+BYIn+A6O6OURL0Kj -k0vTKaDY+tT0Tk8+YQcduc2xFLgTq1xxZ7WI8FX5E6nuTYFNL7/lERcguJaf -9oU6/8tfbd030x0Tjsqzn61f/NNLmlQoCpUS4twLq9Y3KaCwk6XfZrCU0O1n -Mws//8/Pmb+cGVdGROx6NaarSYGANSEpJZUKIio19TarBAWq6rrclS5UE/Gv -xAOeDc+ChV131dX9PwiC9GWBpXEWmMR76Mi0NURPmtpFroJZOG3f69iWVUtQ -P+dKfuo9C3XSAzbP+BqJtg8n6scP//Nr2qT0TLYQc6zH8ysezsCR4PlainEr -4ea0tOVhOANMFJtJ2rJWgtX5lf6sygwkhDzZJ/u5jTh/4M8J961pmPzzNMLh -TDvxe48oydZtGqzCn/vvTu4inJeTCrw+TYHa8krWQcFugirzfq/2oylg07Nr -0SJ3E+diGM+Vn5uClBU7TutrPYSgD3vOLo4pmNV/6VbM1keMk61mPrhOQq5j -cXGayiAh1pEm52k7AccOlGQaBP4inq5LcnzVHoNDbe0BxT9+ES6d+v0rEv/2 -v/30S9m/v4jfEeGuV+jHQPKHgCbT7RHic4bScbXyUeC9a90KMr8Jropcra8n -RmE6dOeiXPEocWycX7v8xG/4ymZ7iP33BOGSLshsavwLQrI+CNkLTBLsERJE -zJFfEGASsTmuO0kUbBzJYdn5Czzi6yrKUyeJ41G2dMf/3R27kyRjB7spgvv+ -3tsGVsNg6NBkO8U6Q1TOO9vf+zAENLY7eu8IzRFG8vr+N+oHwORWYkuu8hyR -YpvLpRY4AJmniR9sBnPESKhyt+3tATDdez8n22WOUMRS/HQr/VBaXfiJbnGO -8BloV3gp2Q/vdt7Rim74Q1xOsvJMDuiFXvo11dWJP8SK8qdYPfNeUJ77qKhH -P098/LGnWVulF0bKv+9dVJ0n3pF30p7q6IGT1qzrmgnzBP3J3YVPdvcAXUlm -6q93CwTWCZEWyO+Ca0k6MYe/LhCiB7rOyXh1QbZ/7+cP+QsEPePzzU93uuCO -JYOb0p8FYveyFfMlri6o4DUxe3djkfg13HY590EnuJhTC5KOLhH08Ukqtw52 -ACObwRvT2WUiN/+pRsJiG1zeZ4JVmFeI7CXn1YbWNkg8cWebRXyFYDW+bXko -qw30X9i9yrqyQhwf9XcrtWmDgNHwF3QVK8TRJi+BpsVWkCz58zj28yrB2xA1 -qEfXCna9G+kvc1YJ21gui5NjLVCzQj+n37xK5MN3pmc1LWAtJ2y9wrBGvOJN -ASfvFsj5fMLylM0asR6fricn1gJatr6mk6fWibYSWl2Ps80Q4B0WUWy2Tpy+ -axc1oNQM48lxgz6O60Tmz2aWu8LN4PGr4IZq9jpRWnr+It14E7QZjJh47N0g -tFs3Lro5N8Gd/YcuyC1vEAWyG5GxPo3wbrBd0yZqkzjfHBX3ergO+vPOPLQr -3CTK2GWP9RXWwTFfHOD4c5MIOpsu4RBYB3NaiRPujFtE9aDgpOPZOriR9Mor -6sEWYXYC/NwKa+GYrXhPm9I2IR1ro3EitgbW6I/m7TSlQrw6Eh+no6sh1mah -/os1FXrYUHouwqUajAZShkXtqVB6mKyVm0U1pOeKsUn5UaFuZT6eedlqMH/A -dlO5kgo5nJkZFMqtgramAbqzMtTIYiak3qqjEtI/uxg4zlOjoVKxQr/DFVDL -6zLGSUWDJIy2S8d3VcDoB2fHCHYaxODtnPKApgJ2OZCTy6VokPKJvJC/9eXg -eu0tE+tNGpQ7oM6A7pXDrd2OOLCWBhmYCoavRZQB19dnChnRtEj6Vn5t9aFS -2C/wrOpEJi1SHAhv0BYpBW2vpzfagBaJPtgqGWcpBQenJx4r3bSopx7OBQ6W -wPjNx+Pq3HSITlKfPvBjCWCRh+E1r+jQ60671eEZDP9F3uEaMaZH+hYD40Uf -ADxfBId6mtGjUiWqSqoHAKkGDVJHH9GjGz/lxJ+eBpjdOqzh6UaPEqzOrE8y -A1hdZbU5UkiPtrn0jTk/FIMlX2arhygDOmqQ/GbMvwjMXbYDDk0zoJPti3+/ -1haAy3Vl0uAqA5Ir/fb2fHoBxCrfT3OnZ0S2Hal+0v4F8Hu4pWpgDyP6LKej -q3ezAO4Qsatu5xnR8bw8V6OlfDBd1TPpz2FEDQ3UdSpS+XDDMmT3+zdMiEV3 -mdk7Lhc2upgb/nxkQrrnhWjYvHMhSPeF47UQJnRt8EpG9MtcaJa6PHAwiwkV -cmxYyennwsmxHRG9I0zIpJR9KWz5+78e5S2ueIoZCTmn3C/T+w6L113393Gw -oIY647opthz4VL/So7OTBaU+Y44tW/sGB9TveWTuY0EjvdwxWaPfwHyX9sx7 -xIIiX0/a9uBv0NVNm6Zow4IcBOOUtW2/QfElJ0XXn//0bGdv3fudDW7nbY8q -hbIippjrG4OtWeBTJ2OVnMCKfq2RH/KUZkGozsAXie+sKLmkZd/V9CxIVz9F -J9jCigydtzoOfsyCTmnhxr+MbMjmd84MRScLpGiK71Q+YUPUxWriniWZUJlJ -/+nKGXY0cyj80tXyDGg6kF/acpkdldUeN5b/lgHd8dZLZ8zZUfJxBQ3+2AyY -/dJhcvwNO5LloNze5ZoB/B8SJEjf2ZGqJ6czw9kMuGt2tmBajAM1ltTjI93p -QMfnP+q0zoESP1YWXKBOB55ZRw4eRk4UpL8sZjKZBqLVFirRvJxo/ENg276W -NDjuoOZSLcuJzt5wSuWNTIMXI78kuG9yIo+IXEZpzTSYzVa8G1nGiejWzV9L -u6fCtMz4Y1NtLmTRocfkKpMCiwJ9zkl6XEg83DHDaEcKbNC1BC8acqHWyMq1 -w1QpwDJQUOJykwvVvFmb0GhPhn2+XtxJdlwo8InI75vvksF0QyVjIZELie7+ -3JwwlAQdtc5zZE5uNBvRuJyUkgh+x8O0LvJzI68tsgA5OBEMM7JDJHZzo6Wx -sVAb50RoCPh1slKGGw2T1y/4XE+EytsawYza3EgmJX2hkyMRclb+arg7cKOL -rVxZ954lQADpqa/XBDfCCs19BefjwSjgw/jNOW5E8/4CSKB44GGOUldY4Ub2 -h6muR8rFg+ds81gTHQ+aI3vdaWWNB5c8eTUeER5EP6HUxl0VB7bnpkb8jHnQ -D8ZINIni4KK9qUpIGQ96ZmXNb6oRCwFhfAwrP3hQt1uBwppiLLRD5c8LTTyI -T/wS5xfxWDCm2/+Mve8fj7+0cTHFwuWPC1mvl3kQ26hSVFBjDJh8JR+8J82L -IuPoysRux8CtslhZZS9eVGRskJbxMRqsWKfEGkz40KMrgV5uzFEw9SKfjvU2 -H9KIufrScCsSLMfdRnXu8SG3e0MyEguRcK9CKrHkCR86yu6YPtYbCaZO5ge/ -efChsKq3goPpkXBlYYgILeZD52cNhv1MIkG7p/OapdgOtPX5aFBFdgTsTaoM -YJjcgZRerEnLvA0Ho6+5eTVzO5C5y+yigV04uPsm9nqu7EDT+q+fvrYOh0V7 -TzEBen60L5X6/ppJONToGafuE+FHY/ImnIbK4WA7+7vilDE/Cgh0ebW/+SvU -H6Rfci/lRw9G7uXppn4B+1zNC5yfBVB2jWTRml8oKF5rmrsZIYCYUcyMqEso -TG5f80yPE0A6RjOeF5+HgomO7Y/z2QJols1sqf9KKBxrjyf86gXQ4euNnC/2 -hsLqArusEJUgUrSpD8LJn8FWvpOOdFcQ7bbZLDZoDIFHsVY5KvJCqL/urbe6 -YjD0N+7051ARQkXLBRlj4sFwdq3myaiaEPotX64fKhAMMnrSBwNOCyGzsOJW -8c0gGPnzO2nprhA6ebWpJ6M6CC6p34zIDhVCq4u90Zm3g+B423kPRRZh9FLV -spnxcyCw0Rw2lfstjNgSQ1/NSgVA3nPaC6NTwqhf/eD73XsCwHymUfPLvDD6 -/FrngRFvAOBOCwkOqp0omaE7umvTH56khYzPCO9E44cy2DRa/aH72pZ1isFO -lMubf/KVkz/Ef6+wly3ciS5GO8KLPj/QemjkL+O7C/Vo88hwpfqCYN7u/7TE -9yAl/dFDBbne4GPj6q3QsRdFUT4dT232AkOXcwfCckSQotOGWdyEB8hcJV+M -fiWKjNiKM/2t3aF9lDnS96IYMmr2e2mzwxUaTH9r8OwloSASi1yWtAsM0cWt -+ouR0OArPd1YURdYjLVIE5IkoWOaPqVhQi4gNDW1S/QACdWfCSgNZnaBO0/m -V+RVSWhNVjSiYsIZ1t9tp5y9REJvnG5KTiY6g2SMkLCbFwlxfBAxOK/gDEd1 -eprYfEmoQqHzVI2UM+hNhL7/FEBCh5VkkY6oMzw+ILIUGEZC/6Xf33uWxxkK -v0k2xSaR0NQIg6HrIhkMK5VcyqtIaFuEtCc/jwx3LZbUTtWSkMVelezHmWSw -Y/m+UNtAQkcrtncdSCJDmP6x260/Sei5A9e1tFAyjLcjteFfJJRZKaw95ESG -dTuahbtjJFTUW7Hvux0Z2HeWJ0xMktClPfxVnx6TQfGmjsCfPyR0xf6U8jkz -MmhRMzc8XSKh7MvUm0rXyHA5qoa8ukpClEG2F7suksFSy0PV4S8JCVP3xjDp -k+H//qvo//+r/wP7XWdx +1:eJwtW3c41+/3tvfem/f7bRQZIRp4vZAQCYkSySwjIZmRJKmQlYrISkKyKlHP +80RG9o5syt57+35+1/X761z3ddZ9nT/OdZ8/DsHulqkjBRkZ2QNKMrL/s0ET +55YPDkhIwPtQRtFBJhgP5Fnr2yWhWnU3H2XRLGDENrTxZYuEWtoiFRY0soDY +CY+9WyskpPvyMhvLvSxQ+SSObnichIZ2C+v2yN8COrnfIqiJhCLDH6czcGaD +BO9rBiHJJNQfoKmq5pgD9ugOG1m9JKFDkaNNWZE5wCllyfj4cxIqbnjLdrE0 +B6jWhJovRpPQssyroWiq9+AP71vba6EkdORnWpNvznsgVjHlizuTEPvJwKdZ ++7kgj/x2FpkqCRkpVBUNTX4Axy/k0rxSIqGy/bM2aSIFoCZr5MZRBRK6V5nU +1mRWAIZ1jWXtDpOQyqGFXq/KAsATLfu5SpCEHv3e7yTL/AhCBSZrw8lI6KtB +Yhnt90LA5iYqLbpHRNORzJpP+gpBynfzyC9bRPRIWee6wXYhKLtWbTy5TERt +HTu/nh4vAnPZGb36/4io/gLXGFdZEbikZD3DVE9EbMRBuqaqYjAelnDubQ0R +UXk9eXFvvBjc7m74qF5FRAzU9+wD6EtAtP9Jb/dvRGTHPWtiYFwCqiDvXksB +ERlM1anfHCkBcobtLPHxRCQ3daPIkOMToHbUVeS3JiLLG3o0X0q+gParRy1m +LhMRTsH14ffAF5B6SfDud3MiYrrTlG5IVwZUDBeqbY2JaGD6pKPK1TLgpPTi +cq42EZ2imz0rwvIV1JFPhJySJiLC32KPueBykLDT+pZZioiM9RLWCwrKwbW1 +8vohEhHN/9BzahssB1uT0VxhwkQU48juoYZXAOlWlZxGNiKKknn8por2G4hM +DW+x3iAguXMK+ra538Gllx6r8qsEhNUxgdfD34F4nCU/xRIBEVriOnR5Afj+ +UM4+e5qAPt4VHFl8CMC8W/f6/AABCfms8+bdgMD4lKRIyE8C8jGqjzPPQICz +p9otI5aA9CUMIrw+VgIkkx4RFk1AjQs+U9NtlcDt3t0sp6cE5EGyH8tdrQQ1 +kkr90g8J6Ih3/HGqU1Ug4E6aQYkfAe29mR6Xa6gCoxyB0j9tCGjyGO/s3tZP +8MzJ/Ey2FQG1UBZwaxKqgVr5UbuIywR0VU99r1uvGiTaTr4yvEBAagotrPsv +q8HZwov0XWf+i0+SWDVSrwHF5xQm/8kSUNwXsPMxsRbYpDNS1UkT0LuhevPg +qlrAtDYumitFQNerRB7mL9YCp9cpFu4EArpRd3dOxrAOCMww1K5zEZCnFcG9 +lfYXCI3495Z2VwzxKCqcCourB6ZVSfaH68WQmP2hdbTbBMQ7/w7W1oihGd3o ++dtqzWD9r5ylU5UY6py4rw3vNoNXNFXGmd/E0MTbWiuJg2YwrD+jLvxRDHlN +NNkXULeCm62n+NgTxJBojq9cAKENaIw8jP8YI4YIRyI7As60AbblFhajKDFU +9kTUr8u1DZRyOlA/DRdDZIFnYl5/aQPb5pHLVP5iyPMNMo660A4iBvobN63F +EFNNdMhASgewnJfUe2EphvgmCR/W6zrAkQOPqmMWYkg5o8IvYLUDtIhRl3sZ +iyHa9eqHNYadgMdB9t2slhgqMbZ3jqXoApnTQfeHpcTQreTuOeqwbhC4oO4W +MyaKFnLqzH5P9ILXtqqT+IAoeslvqdwh8gd861BwWOoWRVEpk/6m5n/A/heS +lWm9KPqglfxxuOYPCA2hN+QqEkVqNv0rdgV94Al7l8zLYFHko+MleublAMh7 +0PxOz08U0ZmIECR6BkDjWi1py1MUpXMJWLzhGwQsf8oFLR1FUbut5rJr8iCI +y0hjFDIURc6Ll7YScoZAkpLbzBt+UeR9N2PMYmkYVLx1vG7MKYrUGcoHInhG +QD+vzRgZsyhKkheo4lYbASK7Jn22ZKKI4yOnjm7ECMj4qdpAmhBBNdutYRIS +o+D9Rcq8d6UiqGjorOY3zzFQ5pvk8vG8CHpZdjPK4+o4IDp4vu3RE0HXC3oS +nz0fB1HGesPkWiLo3svbsbpN48Du8PpFM2URRPbgH3ysMQEY+0w0t/hEkLYd +lWzkoUlwVYOeT3tUGOW+lPHRE5oGddLDpm59wuge64bQqPU0UOT9EvW8UxgR +JmksjqVNA9pFB8rJGmEU8yIjj11qBhSmo/nIPGEkcUUwe0x9FlBS+1V3ewuj +CMsLUzxx88B9yYiMzF0YiX9iCrk5PA96BiROHb4ujOIoyYSz5RdA/ueOwsDL +wujXalVtXesCML8h/1pMQxi9olXs5ni2CHIaxr1caIUR2Zvj9zdWlgBH2fcP +8WTC6MylDpdJ4jIIykqY/LYlhHqFFcLsTZeBaZDWVdZZIZRtH2V9ULwMduRS +9UtbhZDxS4kyssAVYBR3UWz/lRCS1amt6JFaAwGKrPq68UJIdc+LdMZmDWS3 +13nGRAohFjJzOosXa2CfQ62KeE8IYd6Pilzp18GHeKKTroMQ8msOo05ZWwdM +zxfyYuSE0DNh09Mii5vg+LH3nb1SQkhvIE2qVXELOHTZ7REJ/+VPMPac9dkC +37i7jT5xCiFnvdrDbw+2gGvit6XeTUFERe/kf0JoB9S/eKxKqhJE++1nZm3v +7YF1Ve1rbt8E0WDZteGllj1A7NmN+PRJEEmamof6E/ZBAJ/HH90cQXTxmRl3 +UO0+OPzKPMgtShAxivnF/GElgxFJpKpPFoLINzGuly6UHJaeHJjZNxZE6RY6 +c6PF5HD4TyKX3llBdEJT0938Lzk8Lsjg9EdNECW2TAtz6FPAyeRFugOCIHrP +V17NJ0AJdVO+G+nNCiCZMd4d+34quBjVv0s1LoCCefDufk5qmBS8k/tjSABF +fiYv2jGghrM2J2hPdQigzdg4JmVADeOIn6BsuQDSYCgsaMqlgYPv8hU4IwTQ +C0jRVJxNByNeNgy23BdAfW9nPdOm6ODRx9ORkYECKL05NspSlh6GuRyaor4l +gLh1TjNgX+ihtGxW+uZFAfTbND2Et4sB+hQncwySBFDO52fMKaeYoVhmOUoS +FkDe7a4pBZHM8Fd8r7sFrwA6crxZ8PsgMxS6w9vQyiCADmleyBh8yAIrVeMf +VC3xo4GYufnEYVbI8v3Jag7kRxdsdx7GOrLDsg/vMxy/8qOaHT/pwUR2aJta +Z0ws4UcZ/I9Wa+vYYek9mg/J2fxI6RJPcaAcB7TUCnWMjuJH8TfKUQY5J8yu +9e++fYUfjUQt61H94oKvFH2035vxI/Nwt+pLDNwwMsWrcPAcP0rgGVdOMOSG +Xrddn+jj/Kih7Zl4cwc3VBe11hCV4Ec2/MtHP83xwE4fPLt+ng+tCjnafjfl +h7Ujapxkk3xIv/eoyrksflhueCLk2AgfMswVdaXa4IdpREXLtA4+FFPlkbDz +RgC6NpNYfMr4kHReakM8mRCkkKT1IYTyodx3hNAZMlG4FkM5Zh7Ih3pJA8Ln +rovCyZ2D85HefKhCSLtCukUUNrdtHt5w4kN3pUa1vpqIwVdB0wONBnzoDqu1 ++G15AoycHD9LocOHrjONxc/eIMDgC2NfVDX4kOWIMJVGJgE6HO6PzVDgQxRv +Cqh9BYhQoatJx4+bD716fXvrHScJkvD64g8sfGjyKuGWrhkJ8uTViI7R8iH8 +m2B3/3MS3A2BW+e2eVHcx59gS1Ac1h4p+kAa4kVsX3h4vJQl4NWwBO6WHF5k +ukM0Nk6Sgs3YOq1fBi/ysONoGB2XgtiOxbbYa17U6KQkG6l8CIp5CQ55PeNF +Xd+WDI51HIKjNhk5PD68SKQOVF8TkYZOpwpPXdXmRcGJDVM2i0dg9zq7HK06 +L1p5azX92lgW6hbfFitU4UU6c8nkmsWy8NBhVWoKaV40Pk5R2uUvB6d5QPNb +Nl50WE2yz41ZAbovN9jODfCgha3qpPXOo3Dwg6xZ4m8e5Gb91bqWXRGed352 +BmvjQcqmLtkh5xWhwrCpTOxPHnRzJ+botyZFuNzUu6qcx4OCBN23arqUoN3j +UxMDWTwoe85Uw0BAGXacTukNT+VBXeL0ZT02yrC04hroieVBscrn2QnzytDn +/cSju3486IJCvcMkrwocd9APkPDiQb8FS1pUHFWghVieW7MrD7rB806mtEQF +Hn/hbiJmw4MM9nc1jc1U4XbYmsBPHR60stTEnpl1HAZfoyxg5ORB9sn8zMXh +p2Bhi250JxMPovnc5vhi4hQc1Yh0T6H5r/4hGvVtfTV4RphbXn6bGyny+VqY +cqpDlj+ShaYj3Eg/KSGW7qsGxPVdYwT7uFHMp8XrzyUx6FX20eNv5394g9jR +/RyD3YnHj/rUcaPOY9Wf6tVwmHrhbPGrj9zo8/XdlpsymrC1MjrO7j03kjtI +4b7trAkpFDu8ZDK50XZ0UYRXjiZ0YrNS+p7IjV6dZLD0PKwF5Zpulg4HcaOl +h1e2ZlW1ITwT+1nKkBtp8R87z/dUBy5/6kpc1OH+T99NtG780YHiEgK+XzFu +FDyedYVw5AyMoMxUNVDiRtnnBTad289AY1Ra5i7Ajchak6MD5fVgqPzWS1Uu +blQnkdpv9kQPlqaq+5Ox/Mcv9ClD7rge5AuqORFHzo348lvxsUx9OHyip/zT +JBdad87ltDhqADneCyUHj3IhecPse50vDeBpPttA3X4ulB0xUklLYQhz1qdO +9bZwIRXVruCPvYbQo2Tn2+5nLuRCfQWbTjWCZLKiUPshFzqkX3ne8bQJvMuj +efVhMBdyPPkFy4gygRsHdns1vlzo3elCd9UeEzjfnn3qrAsXYleO4Q73NIV9 +fnJlxue5kHsH9YugTxeguZ2xRZweF1LfiH95msEMtht4rXdo/tcvK7k/9ZoZ +rBP5rGyh/F8/gwufZTkuws8/1Yus+bmQZfuOasZjc6hYYGP8hoMLhbrOFy7M +mMMPL+4vDDNyoYpIL3EeYwuY5VIt67DPib5YudzkErkE49jO5bqMcSKPhUzp +hbbL8KaVVabvB06U7GVMm5xhDSd1grW+ZnMiSf0OXTepq9BBPm1k+w0nsnux +JlVfcBVaUvwVDY7jRHNHyOxtq22gXo7r6zBfTpSRku1TSW8Lf8ZGnarx4ESs +yuikmIUtxAI//qF14UTHRoWK9t7aQhWjFb6nVpyInHX9nIWeHRRfDXgeq8mJ +Vm69/e6aZg/TBl4rd5zkRJ9LCzzzt+2hYC3o4FLmRLPGyh6F5g6QI4mC46Uk +JwqUPeIvxeUID7An0amMnEh75eD98Fsn+Ofpq0d5XRyoYLR+L03WBXZUi+Vf +a+FALF/fSD9Oc4GNB+9auX9xoJ0Wi+xn3K4Q3P7MH/KNA602hbaJ0bjBjCsd +eWaZHMiV+ZntPQp3mPzcspU+hQNNNlrJhT1yhwktI6sgkQPR5C3X7rPcguHa +i+qHn3CgXw3tNys5PKCLDHPrngcHYh7sUeI54QntHRNWi104kJngKKNguCe0 +eiPIf8OBAwVbLW1HdnpCI05pu3YLDrT/CmIdd7yg4s6Z1WwNDnRY1/bxh/rb +cKc+hM+YiQMdEW4q4//pA1ep6NSpaTjQLp1+22UZXziv8cy2/IAd+VN2lYck ++MLh4pRc8RV21Jv59f5bNz/4M6lcbauXHbFrv57XOhYAv3dq2hZ0sKNsgycN +hfkB8DPLr4f2TezI0KAy5JxkIMwJ/d3chNj/0yuaWSfE7sJIl9VrGe/Y0XpE +mt68fDB8mBX40CKdHVU81Y0f+xoMgwcpcpmS2dE5Lel/5mfuQQ9T9hWfaHYk +HDiY4KEUAs1Oyj00uMOO3hQN8nbb34dCDDfer2qxIx/hEMZWujB4FTRGEtXY +0Z9bbCxkbmEw3euoh/ExdiR0o9+GpS0MSvZtq+RLsaMSl1iysbSHUD4/6qc9 +EztS1QpdV730CHpdW34XS82OKEsv0Uk2PIKlXBZP4T4besPyNOQIHgGPB4mZ +Ci6xoYfW+hffKDyGWkYlQ+1dbIh5YS9/VOYpDKPgqyJrYUO2PC4nLAufwtrP +d7Pl6tiQtyULPVE1EhqKnrn5pJwN3S/wbP1mEAXNF3u2Nd+woc5a5u+tsc+g +c9w+d9ENNuQQnM2nYRAH88/Ybw3asqFDmbUs19Lj4Px2bT/TFTbkdHrArGsz +DnrZx2beOMeGjP6Vp6G8eHhXWfyomCIborSdkfpBeA5FPsS/FNlgRVfvsqUy +n38JM7mtbQKmWJFWzOzx7vKX8FCwpGR3HysKhhJxm1Kv4NHzX0uiECv6lqpT +dZomCZ5eGmzefcyKKoNtnarbk6HrMWnqPiFWxLVm3jCe8wZ6UX9958PKioxz +vxhf40yDAV26ZzkoWNH9LJPmP6Zp8Mkdx2f6EyxoO71D3L0jDeZ+SuMvK2JB +Evm+tvBPOpw6xiv3/AwL4oRcEWoHmfC6CpXFeQ9mlKumFdsUlgPtVQdzqqoY +0aP0ikbn5kIo7XfywD2LDq0RiZwbO18gGjCSHkukQzcfXOdJ5yuD5tr2Fy0e +06FOOfngs8fKYChLZB7mTod2Ptn0vHEvg71ZAxZsx+nQq/TIZa+RMhjRFlJY +1ECL9GopBrPrvsJx6Vrb1WUaJBdTM6aSVQHvxvRF3vhHg8Y9rr6oqayAHOsL +X/p/06CSK9vAe6QCavzgY6n+RoNcVN8Uy4t+g88tXMqfh9Ogod+a+Sqvv8HT +YcycqgI0SHe6X0Yl5TtMH7jw01+TGg3LUL+gRRAq/lXc7lSmRs4DvKreIxD+ +nGZXUDhEjWQG5dIekSM4vtGSPM5CjV5V3DJyJiEozWF4+0I/FbpYmGhvdAPB +4jOnibK+VOh3lune73UEf35UDhnOp0TLJ4yK3x+qhBc/c34+lUaJVN2GyqrU +KuH4t+WZxHhKtHcph27PuBLS1RdanAugRA4c1VHN/pXw3N8j8uW6lEjql2fY +amMl7OaTGIwfpUB/hJR3H/lXwYn73Gq6fBSIknAqpXLuJ2QI+rgQz0CB3o2E +L1vRVUM5P/3M4V1ytHJbqlKSVA193IMYAkbIUU9iz+2zl6shzZV/Pfm55Mj2 +5LnmgdpqKK786Q6HOjm6dO8W0/OCGqgnf/6wjfx/+dkKqpaNNdBNeqo/j0CO +xF8TBi9O18BSMeHTOjTkyH/teviyZC3UZn7I4ddChuKsU381Z9RCu3GzjwO2 +ZGgyM+r0g7d1MHxk3k7ajAxx1d14NlNTB3P7I3h8z5Chpk85vnGTdXC5/VsQ +mwwZsog7apZ65BekuKf/MnzyAO5pLS59//ILYken2kyYDyAxXqQ59U89LH9+ +SGfSfA8yD1kTNS2aIN2VCXtytT34vPtk00hIEzQXyw4VIOzBU0J3rdtzm+By +LgkZzuzCv8Isy28PmuBhJHKq6N4uTDNNeC79oRm+nOY6GpCzA8U5JlslmFrh ++MeO8/FRO3DsieepNFIrVL4T557vtQPHSxtu6Z1qhS0HrPmDajvQ2nrsB8m1 +FdJwM0ppt21DimaeXbamVngHIxdm2t6CcQE3s0SS2mAlFTolMbQFj2Q/Ws8q +bYNs9cGWGj+3oF2Nxk2bljaYb7b7wiN6Cy4GvLPzom6Hf503OLqIWzAxQipK +0LsdmibM0aUabEKJlGy1tisdUGGqd1U+ZR3Wc3T38Fp0Qe9F2cO8Yeuwk/bv +qwifLli2cd9632Udvl45bimX2AU1aaRrGo+vw6GUgVd83V3QlBTwwrlzDcZP +vfV1uNQN71gLnMxkXIP7ucUrr5x+w/I2y3s8AStwrX77qnFWL9zvKSjZu7YC +/TuLTun86oVawxSTf3VX4NZYYJbRfC9smM81LuFegT4inb/ij/+B/Yw7BOOi +ZWik/EwwuukPPNBJ/vl4cgm2HbG3b1zrg6fPLWx6tCzB71kBlOcE+mGEmbbs +pc//+RHHw9ca/ZDNfua5ZNgSFL4TOhgV3g+JIaeuV4kuwc9lESGLHAPQ6dGz +5FyaJRgfWFAjdmwA5kaPtcTOLcLSKj/+MfMBqJTy9Pi1ikV4lD9VeuvlADxd +3ke/Z74InSzFTcx5BmFB7tsTtacW4Uv+dxuBKoOQL/mWc6zYIpTY95ACFwdh +9wZNnEHnAmzcohm0jB2EuT1JS0MpC7Dlc1nq8w+DMPirnIn39QV4Pn3d/kPd +IJQINGdL2Z6HhgtxNfI7g3DzyvStoz/noX3KrLkvxxBsVAtuqY6ah9ys94Yv +HhqCacIc8pYW8/CHqSvzV7Uh6L3/NnpebB5KddbqRJ8fgnpDJ+ZDp+fgadZv +5ZXXhqAgajrHWzoH19x+eGl7DMH5NNsPeUFzUJCaxWIvaAhW3l9jwnXnoNFH +Ga2Bx0Mw0e6xWyfbHPQ/UsHaGj8EnbWFG2/8mYXtutc+VCYPQTXxIpm9zFm4 ++qL1SEb6EGSj1nkae3MW0jLtdF95OwT//uuZllCdhSolJ/GB7CFYVuN2tpxs +Fvoce2DN9R+OfEeWa1Q/A9fOeSYtZAxBm4gE+rH4GThgKLFonTIEFZ0POfta +z8CaM792jZ4PQZqz3+oYpWZgilKaYMmTIfhH2vhQ2uI0nJrwCQr8j38B499H +yuXTMOqNgWbSzSEYOus7UfdgGhZ27kZSXBmCF5sYda3PTcMAz8a3OTpD8FDB +m+wlnmkoJXWfLlR2CO5GK9GED0/BgMXZkIf/zbv1Vq2jQO4U9ExKwfNWB2Gm +8ZXqgttTUK8oYHW2YxD6HF0Q11afgvl+nL06hYPwLMeDsN80UzD5k01T8eNB +KLLC89e1dRKm8n6xV7w2CJc7crXJkiahDH314k+lQfjqeTvFYdlJGO2mZiHb +PgDdfJzsvq9PwJH79YzMKQMQt9j+YYIm4FDogj+n4wCc5CPeD7gwAacVIf/3 +2X6o8trzoMF/HN76yt5K19/33/6mtrmmPQ4vstv0Po/tgwPWr8Aq0zjMT2S6 +X3+6D4aJ/ggSTvsHXzfKHX2a9Qd2ZLDtutf8hQkVv/0uGfZCj/cfN9k5x6Dq +3WzDfItuqMDi/kBreBSe7vA6XLzTBZe8jrDc/jAKwdWnTCZvuqCX2ntSp+4o +HGxyeo/+dcI7LRlGiXdH4MMXy7/4vTrgyrSM/rHGIXi2tj15K7kVepfmXE10 +GoLhkV30Wqdb4XqQhPcG2RA8bOwh2fOnBW6yib75emwQckoYqSs8bIa7Khxr +6m/64a8uSwPKlQZI82Az7YxXLzSSvzkVidfCR4Z3Pr9j6oXz2hPBaZ9qIB3P +cgPdux5495zohbOyNZDh/cx6fd9vmCSbP2YvXg1ZWwYNz+t0Q9vUa15RR6tg +zMsrdoVDXbCnUpz2ZEUl5LDr8WUP6IK7qRVmrrqVkGutLaOjoBMqDg2snL7+ +A/IJVm9a8HVAPu0Z/sMREL76q8nytbgd7jykb7eoBFCgAJAEzrXDVsmJHAFy +AIU1y4z677fBTzctfLgiv0HtZnP9H90tcC0l7Hld11d4xtbY+wFjCxxfNboa +qfgV6q3qv9HBm6FskL6aQXwZNBRQX/v1vhHeVJjTcLn2BZo7kdLb7/6CkV7D +w3uSn+ATz9sRcZ/qYFJ95DuKrFL4/W7VLdP5Wrgf4v1aS7wUisfba7Tb1MAw +f0pnGbkSuAwz+9q0qiC7wh2ej45FULJhpTI2sBL+rbkNk7YL4eVu7VyT0h+Q +Lud8z7G4Qohmx/zaJBBs2uzW8or7CEWU9I5ksJdDvoEcIZ/3+fCh/uQ24UEZ +FLutUdi8nQdnbSJ+pa9+hq3Pfvx7ZpwHyyPrnNJ/l8CT/7SY++ly4YfGWC3N +U3mQOaiuKvf9Oxi41TaEi+RAaMBdcUHwHdSX5AjCyd9C9uJBxoSYbNhwIH7r +XnQKjOGZGbj78C1cfPnKYemVFwwNTnl3NzET3qVIqD5z/DLGRp/b40zMhHJJ +9rVcKvew19lvovCiDHhBqedbuGYCVuqbesH6dzr0dHKd+pmQjZndPvbOVDsN +ZpyQMawueo/JOLrEMv96AzuZZgqqm/Oxyv3wc0fY3sDXl4+dtA8rwhjGFLNY +81MgGdmnA3vwBSusaV+Q4U2Gr6a4jv41/IoNLOaIkN1Ngood3nYOfeWYTtMP +6qy/r6BDtnK1w+Z3bD7VK3YNvYQOkpbVivyV2J/OXy0imYlQQZBh0Gu4ElPp +/rFWT0qEe6zl68XvqrCrj09+j3z3HCZu8R9SUqnGFpWvxh98SYC1jb1PlC7U +YSK8JOzhdhy84fen9orML2yRNWlkPSIO0on3UYVR1mPXwxQ4LwnEwbOB/cGd +JQ3YhRfHfj7XiYWNh4e87nC1YKm5Z9wKfZ9Bt66hjymzLVhQf6OaKoyG4bjH +up1dK8a60frlJmM0lJr1UHp6sg1TbLqp6lQUCW9oe33om27H/jXmQYLCE3j8 +1XLDgnkHdjTgiUjFq8eQbsFrmrKqA5P9tNLNRfsYvk+6LXUkuRP7czo/Pn32 +EZxe8k6/a9CN3eqpULw9/BCW667BmC/d2D2jI1+sHB/CJyl3BrNIv7ECLDpO +fy4Myuj7CDbt/MaeaE1q9lGHQbc03+fC+b3YaW+ZO8giFKqtb5Qc5fuDOXP5 +aWQs34dMhn7tOmF/MOPeCz+Wnt2HHzb8WN2t+rClBcHxl20hcN4o4DFgGsA0 +2L/LlAwGQ5C1/a7dbwCzD3yqv6AaDKO3A2rG/w5gh09kmfE/D4Ly2YGUrN8H +sSOP1cpbLO/CsmAAPqoMY+siJuL87AEw7f1+01e3YUxdJSOH45E/jOjUGKjK +GMa89QI21Mj84SVpuPObZQTbIRk7tu34wq0ueJxsYgSzYDCo7eb2gaNkZHoM +wqNYqFtkjnzmHVgvg1twXRjFasI+qBCV7sCk++jOITiKNWnmacRZesOTsj+K +jV+MYfGcgb0T1V7wWGd3Ivg1htVPXaXLdvOCCoGzAUd2xzC3SsJRjNsLSv7i +1aaz/YvNfDQh/nb1hJyO7h1Q+h/W9OmrapCsB2RhCvsia/0PS1UgdYxU3YIM +Ja+Sk5/9w1qFjpwfkr8Fycir7X1X/2Fhlwa+dLG5w9nXgqtyYBybVo7U61l1 +hRPaR3teL45j7lsUSs+9XeHo9JlvDKQJTIb9h/6/dRfYe9wrbPzRBPZAiuwP +FaULrOms40o1mcQckzknv6vegG+YfI4x/5vC+sXyvanpHGFSyVP+QN5pzMgv +j7Yt1wEmWqbvTepPY+Es5XGu5x1gZE5j9c+CaWzHs4tlPMUe+p0mmd/1m8G4 +F4TrJ43s4O2Z4yenc2ewnuSeOOKBLXSPMxK5NDCDLVjMMY0W2kLHYf9xJa1Z +jNJn2qqNzxaa3m31mWGcw/aPeT6SXbGB50jjlpc15jAFESWu0y42UK9+R6PW +Yw4zfPkxZHbsKtTgk6LN7JrDdoorUr4NWkOZ0qAXlm/msVBTguP84hVI4cPd +78C/iImq9MZIBV2Cltdy28uUF7FHThTqUqyXYPFZ7BeT8SJGuVXLYpJpAe1E +nT+Xhi9iFOUixJU2c1hZ9y2GanURy7K98lVB9yIUKDF5dIl1CaOnwySxKTPo +lTIelC+9hMX6zzSKRJlBohebq5ntElZAtJOU/nMBPhB00MlqXsJShYWcbkSY +wn7qrVObU0tYNYP6mXVVU6i8GKVoSL2MPebZHmKcMoF/f34RXT21jL1c1Xb/ +cN4EnnZn3NZ+v4zFn+ZMm5c1hlQ/igvGHqxgL5+kvlI3NoRWebpvVd+sYH80 +9nYv9RrA0uf9yU/LV7DAwYHoLAcD6OBC81hpaQVzycpoTr1/FlZzWto/uLqK +vTjO8m6hQw+K7M9f/u2/ilnYxkZY3tSDPpMPjGWer2KB5Odo0+n0oOT3D+od +DauYoNGDv0mndWG4Ezkf6cQaZk2V167dpgMHjRNZfM3WsAZJ+V9P/XSgyikZ +6oZba1iCpkvKDYIOHGe9uOyVvYZ9L3nE/MP3NDzzNaexknMd+2bg1Mirov2f +LjW+bze/jrE1m3xUWcHhJSlLpEK/gT1VH7n2ugiHuVoOBwziG9iq3EU2UU8c +Gvn7BZVc3sCsIwmHGscxmDie5k9VvYF1Ugj/7qbTgJPkeWU9QxvYOOnJqkmi +Ojwp/Gkjf3sDIxvpOvZFQh0OXvh156LCJhZPn78neFYNSv5Y8sxO3sR2N2ZL +ruSchH79O4UBnzcxrGI5R+n0SVi/Qb1o1LaJdTIU0RePnIDucgLuGzRbmKJD +yeUHhBPwc7KWi57XFiYQoPztfYkq1PGJt5vW28ZS2+Nt6ISOwcTYlHRgv42B +tCH67WZlOJn/bjgueBuzeup3V+qBMowcq7h6qnQbuxt40VV0QQl2Gv+1jBTd +wYYzHTTnOhWhpNv8q2snd7BRNiVlyVhF6Pdos0f54g6WfgWj9TRShEKAyWLg +yQ721cPxxOHGo9BB5tgFufUdzM90UD+zQwF+PoPFUbDvYkNKuyzTLxQgnZ1+ +W7fMLlZ5jLxLxFoB5r+0Pn/PdhcrDO1lD+uUh6vU4QatjbsY83vxEnIROfhg +uFvbK3MPExUPqTHbl4aDXw1u+n3bw8Q+nXcyeycNT8ajxOCuPex4RvlMtIk0 +XNTJnXpCu49liq/spr0/DK/mBT3LdN3HOt+NnCq9fgie9BHv61Q6wHwMVPWK +eCVh4vlXVH2GBxjzSbO4U+0ScOkQi9yI4wF26Ly3SEWUBMzp2wiZe3GASRwa +ZnhKKwF5NBskaXYPsMOWniz0NOJwi/rEV0E7MtxrsDLpoQwRZnutNKW6k+Ei ++TqcVSsEaDb0YZQQSIZPSOWWo28EWFhGZDqUQIaHnNKWWjImQCdXJhvlGjK8 +2DSLpve+GOxsHaI6J02Oa2jPM+zSiMBQ9ST+VhVyvFdoq3MvXxgq5JrJXdAm +x41nS6LlzITh0we/LC5bkePWKEWFMVsIaqmU5DpGk+NNPCKUJy0EYWFyuHHw +MjnOgxtJT8/wwQbO8AlWMgr8iPg/o5bXfHD86cPgdGYKPF685XazER8UuhuW +//MQBW7CKutI/5kXRliF0jHaUOATW1UPdmN44DXhYPSigQLfsk5jdbrDBQOf +B1kc7qXA5ToLH9GqcMFE5qD58nEKXEvvg/fDDU7YuBcoNEhOibdbBnvQB3HC +44P+fuLHKXHl+jSDnlgOyPbmjkJRFiX+ZtPWYGGIDcrw3qnVKqbEH1OaW4/n +s8Ezz7yvdkJK/Gvds8YnAWzw7r3bkRt/KPFPB8detvGywUkbz0l1dio8Zklk +n1TKApHYzbT6ICrcKeGueME6I+x76aZq9ZQKN9rwkWLNYoTrbG7Ncy+p8AM7 ++auhpozwCLnrLlspFQ7cXhQ+K2aAL0duXLKYpsK9S+Wv9AXTw1sZDmx/zalx +lxdKtJw6tDDa/9XraHtqnKZMIMaYhhYWGDcfOuFBjafBNtywjgbO76tqRj+m +xhdqRiS8jWig2xVGr+PfqHHylRPGWvbU0IWruCOSQIMvK3+n/Z1PCZ/MjNuo +ytHgxq7Hnw/6UcLcSsHZkZM0+NvzrFYhOpRwyuMhlaoZDc5VDz88GaaAN5ou +HRsJp8HLLlslhAlTQKfwg8RjszT4aE+KwJ0iMhhurUwa3qTBvQwVJDTDyWC2 +svPHJ9S0uJ2qf/OTK2Tw32h77ZAILR4TmfwhhpYMOmDZm49NaPEZ19PnfOv3 +gd2moeXgZ1pc4LY2IcZ1F4S23B+PqKLF32eIBviSdkFG9mcvpVZa/OGZ1PNH ++nfAiJnY04gpWryau85k9fwOuFa0UqEoRIc3GVtXluHb4KpLkvCj+3R4JEmY +mlZnE+z00jcvRdHhc6fyc7rpN8FLff9gqyQ6nFePLEivZQO0Hbo0dLSEDi9/ +k0bPaLUBTk9wp/f/pcNNnD+b/L67Dg47xIor6tHjdOpRAXu9q6Cmg6zrtRk9 +rtNT7M6TswrstD0e0trS486ZDAmffFbBa+L58X5/evynYsaxEO5VwDLClPMo +jx6/tTByRujyCli1jpAZYGHA4zoSuGQ2lkBM00afriAD3mPQKrreuARk1a9H +Fksx4AELJxMVMpeAk9CZuUc4Az6yyflx3ngJ9P6h/KjoxYC/efSj361oEQCL +e4oRXQx4UdnB3VaGBfDYxOeE0mtGXK53ZjllbBrENUq75b9nxOecCgTC06fB +a92hVIkvjHjDzPMG8WvToFBdj4qvnRGn1rvFETQ0BXoOC7Ts0jLhGmYVTdbj +k+AQBXCouc2Ed6zRPxDknACKQV4vsPtMuGQJ17U7feNAbVOyviyaCRfjpWdw +yhoHxvPP5PPeM+GjntGlVMfHge8f2+1nQ0y48BVzFVqnf6CmmDrmsgEzLu7i +lFTUNwZaZcsr2y8x4zTDnxc+5o+BPznuawZOzLjVI29DmeAxMJ/621LjPjNu +yfLWKp44BnievpcgfWHGqXa4U8g9R4Gj/bmKWSILzuTXpiVDGgFUXM/H722z +4K2a4s8scwYAx3wwCwctK37nGmFM2nkAEOpuqGRxsuL9DFQhcdIDQOOuWnjd +EVb818KyMeFjP/D/OybBbsOK3zJz9OaAfWC+VNExo4oVVy18cXR7sxfsRQtF +Kbey4jyI/HRkZS9gcqb5VNPPipvUx4anRvaCw8J/qGbWWPEb7JH2GsReUFyJ +t/NzseFyNxHSvdADZqUnPe3OsOE8lDeG3Bu6wSrvwMM8QzZ88xZ5vfvrbrBD +1f5q1ZQN3z/5O6XvZjdgGKr4EW7DhlcktmVusHcDqfhn7Hl+bLh1uukZQZsu +YLejUrSSy4bT3pP1kWHqBL8bHi6GsbLjI9ddAzty20CCRorORR52vCd3nfV5 +WBswLSpNkhBmx51PT+SXXG0DzYljp2uk2fFIFyIPFVcbqLHVfEV7hh03EhcZ +7Q5tBZ83djWf3GXHM9k/pM0PNwNvF64Xlg/Y8ZIp8wSlN81AcUBmVvoJO74f +w1DDfbUZFFRaJja8YMeve+nZ5Q00geyosmmmEnYce3Zld36sESSSvOOfTbHj +TxVJgaGMDcAs8emkzSI7frq3LWmkvR5w0GeqK2yw4xbixTvVSfUger5topWK +A7+oVcnFf6QehH+VV+MQ48AHmHnCq8x+AZ/zM38TzDnw0EnzN0zfa8HFQDuV +pCoOnJ/0gagx8hMkpnDRbPziwLGq0KMlX3+CbljTdaGVA/9kG+h6N+4nMKeS +ucM8wIHvB1rq0un8BJeiVkpC1jlwdTEZq8UPVcDyTdjR64c58at/ClWuRleC +pB8q5D/lOXEF+VWy766VoG9sslVMhRP//uCGu4N+JbA6dM7jjxYn/neUOeYJ +dSWwLuL+eM6KE59T5e4h3P8BrlVlH1F+xok7R4vyLIUhkPbv0m7Mc05cTOSH +dbQTAiO0jI1zyZx498F1Xxc9BOwMb7m+y+HEp7SCRvqZELDvUs0VqOTEJe5v +66kchcBpok6KfI0Tj/GOXGTy+Q7cGGeIzZZcOIE/zlrXuBzM+JdTMdpy4Xqh +XzYkiOXAZfLxuO51LvxAOs3PZvUruF59KPfHbS58AslzD7/6CuzuOR39FMmF +H17duUkxVQYur4xgrwEXLlFWRZR68QX02BYRen9y4Zdy8sYt3b8A89YQSp4G +LrzCymdrQOcLMPsgWvvsNxce1PvhWsvaZ2B83drowSIXniVrN2x4+TM409dj +5ULkxolurzbE5T6Bav0cjXeHuHE7g916MoZP4HSZr9hfOW58GfdaJIyXAs3n +PH+tT3Hj+3yhf4++KQVq581cTcy48Urfm2l+XKVAsarF/3j4f/GpvmJSjCVA +NK8mkWaaGz+iLbdxR6IImL0p+1q/yI1PHdJfiaYpAk/ic/ujN7jxsOkjj8cn +CsFqYDSRl5oHHymJMj6fVwjqDc0LpMR48NFvFWqbyoXAZ/5ftZ45D148OBTt +lF0A8kd/TzJZ8+CPfcfC5m4VgJHuX4xt9jz4gqSR4ciJAmAIP5hc9uTBg6iu +RDK2fADEmDsDzpE8uB5r2Y7xfj5oOkq99qSSB7eaDCT23MoDFJIbvOd/8eDG +Z9/NQiwPHBeYOsnZyoO/7fvnT8OWBzIomkKSB3jw7VnPjPyiXODXkcCUv8mD +V9OHbJ3Zeg/E74iLN8nx4oU+eQZ0r3JAYJn2BdZkXjzXuOT3d+5soGjVumiT +zos7U2QlxCy/BdMHVtGF73hxUoDzuYyWt8BS1+eXSSkvTuAsBSFP3oKT3TlY +QhMvfnnc8qgQ5VuwucJ8hJ+MDyeea9dwPMgEPvI9VCRHPrwj2umoIiEDyHU4 +ZNx25cNDKulVqKkzwLjPEvbTkw/XkBD0pp9KBxcBQ6BjMB9ed8xZNKsoHSif +U19694IPZ1fdXObVSQcrLhkDR+r58NYKVs5c7zTgke32WUWeH2+96lB3ejIF +DLYIPmdR4cfPPbMuFPySAs5t1d8eV+PH/2afdz8XngKkDQ8fTTzLj5+Nuh4G +JFLA36V/eWuO/HjBSTeRqhuvgYW6TXrpa378BoP81Yr9JKDRaRKpyCCAX7IS +KR92fAny98hcGdgF8GQjWpZajZdAUKpQf5RXANdf8m1f4X0JNv1ZaOMkBPDv +D5MCRBpegGLRhvtLuAD+0TlP+r3yCyDhetq30FcAJz9rtSTClQiYKFTt5P4J +4MfH5g6EyBPAV1/KC+MzAnhxJ0Pj9dF44DTXop26LIDT2oPnE1XxAPXckGAh +E8TfW2VFhj2KB7c/Jk3OCQji8jpjhMPs8eCP1b77B2NB/PWL55frZONAzpfq +wCPfBHFpPkav0ccx4KJsnNvfSkFcYkfWldczBlBkXrV+/UsQN/uSecTnUgyw +it7QYPotiL/l8Wj9KBUDWB0PU8wuCeKuvx+78sQ8Az4cURF5UkL43pzXUy2x +aKBz0+y5dLwQ7vz3lyDwfQq84yrIbr0SwgfUOeuVTJ+CrC9Et5I3QvjP8QrJ +sSNPAQXFkpZavhDuXozbzY0+ASgxavFctRDOpfDN4K3JE3AS1Rh4bgjhJ3zx +e8YnHgM5zhMUZVeE8X+8XFsk+UfA+njazV1bYVxOGGwLsz0Ckda0vfgNYfxp +inPOmaVwMPOu6+Mvb2H8mYp/K7E0HOSoeVn3RQnj/12tC3unwgHJKa9sHwrj +u3IZrPsXHgK+r8K3dMRFcMY0Z6JK5gOwb/9OkF1GBNct1uY5/+gB+MtytK7/ +qAgubXDydYLrA1DocJrgjYngp/RGiVnKD4Aum2tHhqUIvmhvktxYFwp8rpep +ksWK4PEyn4jkW/dBF/cFsoo9EXykOH2QyjcElKP+/HAqUZz+k9cM4VoISHN1 +umzKKIq/e8nxzU4/BLj98C+e4hPF5+22C42EQgDVzTQHPmVRPIrL0z/u0T2g +/HOu7o6LKB4ZF9V3WDEYxHlFxCr8FsVtZp/J7XwOBNuN+WURA6L4LXf5nur4 +QGAn1TY0PCaKOyG/hkqPQKDUzy8XuyiKG52PMjaVCQTTGRf/bVKJ4WKMz9Rh +RgCIZJq4f1lEDF91qc2MSvIHzUP0FQImYrjVZ0r2gzxfQMH8uvmMmRh+8YqE +Q2i0L1A5KTfqZSGG+0dpU8p7+oLUBFP6BmsxXOjGvjilqi+4pZ9sEegihns1 +UjLG/PQBbCVHVvseiOHqFu72NBN3gGn4edmUz2J474ewE/W63iD78qL+169i ++IUZzrFgeW+wdSTWqeubGI4YtHTMeL1BWkf7G+YqMXwW0Htcm7gN5sTMOYJb +xPBG5/d8WxG3QUSF1cbVSTH8Fl3GfYp2LwAWnX+ICRBw8Pf39VMBnoDjJ8Og +mjABzxN+LVLg6AkcX+RtXxIj4B3/7pOrmXgCJo05pVhJAv618mp+ziFPcPmp +Rza5EgE/fIFT/0ePB1iV8H06akDA9VqtyZvVPYD0lbCLWUEEXNS6NfO9sju4 +7PmZg+o+AS+4pXq9k8UdRDyabLEPI+DZLr6eylM3wb8Sw7OkpwR8jL6TOT71 +Jkhj4sYyXhJwtylztx+MNwE3eHsorYSAxy8vlr9ecAVkhNqd5CkCrtXeln+8 +zxnIq26V7cwS8N+4q8ydCmdw9ZyMz5VFAq6beeLxQLIzqPB/tiiwQcAFSmGX +grUz8Gm3+PeKiohr8It4/Rm5AWYeTDa/ECXi809rRchXroPucfqM+Iv/YTsj +3jlFJ1Bj9vj110tEXBx8UV7ldwKfK+leDF0h4m6HD00KkDuBxFTaSBk7In4S +zNjUtDiCi+bUPlXuRLwWC/kV4+4IOqvJzq48IuKSvumczUUOoD1rY8m0nIhz +aGkKNJ6zB5UcvrN+34k4HR645n3cHhSHrI+nIiJ+f+6OxXGSPYizWuubriHi +h0pvCrNs2QETrpXq0A4ibmv4/fvSWzvQ+mD+VfEsETdipXYIoLIDzXb/NDlE +SfhStnpsVsc1MEL1bvM5kYRzjLtaq8FrYDX7xkd+SRJeGUPYW8i9BvhnZoQI +siT8tMkwS27oNeBwe3lD/hQJf+HPueSgdA1sPzj4cM6ChC98nLqTpWQDJN/y +Czx+RsLv8iXJby1bgRO6fa1M8SSc0W7vblirFTCcev0oJpGECyTdGFcvsAKe +smJrL1JIuIZf0c4JFyvw7ZNka3YeCY8o7Gk8//cKMK1RCv9ZS8KjZpLMyoYt +geONNTW9BhKucPGmEs0PS+DH8GWloZmEi/3+wRecbglSjE7adnSRcBu842Da +zhJMduNqo2MkPLshIr544jLY9qNYcZwg4ar+iRv6vy4DZsGf76emSbiI/mIQ +fd5loGijy7u0RMKJ8yk0ZLcuAx1y+mbvNRK+2H8jQcXkMriUWR+2uUnCG7vc +riQoXQYuOpGn7u6ScLo6IyI/z2Xw//+BuPJv1sKfm5fA/wApiG/5 "]]}, - Annotation[#, "Charting`Private`Tag$4211#1"]& ]}, {}}, + Annotation[#, "Charting`Private`Tag$17850#1"]& ]}, {}}, AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948], Axes->{True, True}, AxesLabel->{None, None}, @@ -1426,8 +1738,9 @@ k+H//qvo//+r/wP7XWdx Scaled[0.05], Scaled[0.05]}}, Ticks->{Automatic, Automatic}]], "Output", - CellChangeTimes->{3.898192035744974*^9}, - CellLabel->"Out[4]=",ExpressionUUID->"2e6b4832-feeb-46f0-ac22-0b945bf66557"] + CellChangeTimes->{3.898192035744974*^9, 3.899991704999938*^9, + 3.900513822546414*^9, 3.9005139820550957`*^9, 3.963319045447459*^9}, + CellLabel->"Out[4]=",ExpressionUUID->"acad1701-b7cb-4a64-aeb5-2b9ae37ab15d"] }, Open ]] }, Closed]], @@ -1455,7 +1768,8 @@ Cell[BoxData[{ RowBox[{"x", "-", RowBox[{"c", " ", "t"}]}], " ", "]"}]}], ",", RowBox[{"{", - RowBox[{"x", ",", "0", ",", "20"}], "}"}], ",", + RowBox[{"x", ",", + RowBox[{"-", "20"}], ",", "20"}], "}"}], ",", RowBox[{"PlotRange", "->", RowBox[{"{", RowBox[{ @@ -1471,24 +1785,33 @@ Cell[BoxData[{ RowBox[{"t", ",", RowBox[{"-", "25"}], ",", "25"}], "}"}]}], "]"}]}], "Input", CellChangeTimes->{{3.898178973693942*^9, 3.89817897918531*^9}, { - 3.898179032473754*^9, 3.8981790330343733`*^9}, {3.8981790703170977`*^9, - 3.898179071723257*^9}, {3.8981794463865957`*^9, 3.898179468000723*^9}, { - 3.8981920043821383`*^9, 3.898192023632134*^9}, {3.898192069391204*^9, - 3.898192133857958*^9}}, - CellLabel->"In[15]:=",ExpressionUUID->"cf2a2431-90a5-4c83-a072-3a8bb305f782"], + 3.898179032473754*^9, 3.8981790330343733`*^9}, {3.8981790703170977`*^9, + 3.898179071723257*^9}, {3.8981794463865957`*^9, 3.898179468000723*^9}, { + 3.8981920043821383`*^9, 3.898192023632134*^9}, {3.898192069391204*^9, + 3.898192133857958*^9}, {3.89999172715378*^9, 3.899991750354369*^9}, { + 3.899991803499456*^9, 3.899991839992159*^9}, 3.900513837766306*^9, { + 3.900514028469639*^9, 3.9005140286047688`*^9}, {3.900514098500278*^9, + 3.900514120000321*^9}, {3.9633190793635674`*^9, 3.963319079775487*^9}, { + 3.9633191159344177`*^9, 3.9633191161006947`*^9}}, + CellLabel->"In[9]:=",ExpressionUUID->"cf2a2431-90a5-4c83-a072-3a8bb305f782"], Cell[BoxData["1"], "Output", CellChangeTimes->{ 3.898178979956296*^9, 3.898179034211294*^9, {3.898179067188308*^9, 3.898179072260508*^9}, {3.8981794391495953`*^9, 3.898179468590567*^9}, - 3.89819203740875*^9, {3.8981920705481167`*^9, 3.898192134749393*^9}}, - CellLabel->"Out[15]=",ExpressionUUID->"40ae767d-9515-4926-9884-e0c00e809657"], + 3.89819203740875*^9, {3.8981920705481167`*^9, 3.898192134749393*^9}, + 3.8999917105307283`*^9, {3.899991744513595*^9, 3.8999917509074917`*^9}, { + 3.899991804689011*^9, 3.899991840988508*^9}, 3.900513841786146*^9, + 3.900513990517033*^9, 3.900514030507988*^9, {3.900514101341954*^9, + 3.900514120918626*^9}, {3.963319051661133*^9, 3.9633190814429493`*^9}, + 3.9633191168866463`*^9}, + CellLabel->"Out[9]=",ExpressionUUID->"ca654518-1299-4d59-8559-1bd5da32a46e"], Cell[BoxData[ TagBox[ StyleBox[ - DynamicModuleBox[{$CellContext`t$$ = -21.17128849029541, Typeset`show$$ = - True, Typeset`bookmarkList$$ = {}, Typeset`bookmarkMode$$ = "Menu", + DynamicModuleBox[{$CellContext`t$$ = -23.333168029785156`, Typeset`show$$ = + True, Typeset`bookmarkList$$ = {}, Typeset`bookmarkMode$$ = "Menu", Typeset`animator$$, Typeset`animvar$$ = 1, Typeset`name$$ = "\"sin t\[IAcute]tulo\"", Typeset`specs$$ = {{ Hold[$CellContext`t$$], -25, 25}}, Typeset`size$$ = { @@ -1504,7 +1827,7 @@ Cell[BoxData[ Typeset`skipInitDone$$}, "Body" :> Plot[$CellContext`fp[$CellContext`x + $CellContext`c $CellContext`t$$] + \ $CellContext`fm[$CellContext`x - $CellContext`c $CellContext`t$$], \ -{$CellContext`x, 0, 20}, PlotRange -> {{0, 20}, {-1, 1}}, +{$CellContext`x, -20, 20}, PlotRange -> {{0, 20}, {-1, 1}}, Axes -> {True, False}], "Specifications" :> {{$CellContext`t$$, -25, 25, AppearanceElements -> { @@ -1528,9 +1851,14 @@ $CellContext`fm[$CellContext`x - $CellContext`c $CellContext`t$$], \ CellChangeTimes->{ 3.898178979956296*^9, 3.898179034211294*^9, {3.898179067188308*^9, 3.898179072260508*^9}, {3.8981794391495953`*^9, 3.898179468590567*^9}, - 3.89819203740875*^9, {3.8981920705481167`*^9, 3.8981921347656717`*^9}}, - CellLabel->"Out[16]=",ExpressionUUID->"5f2282d1-439e-4191-9111-a278b56b1b11"] -}, Open ]] + 3.89819203740875*^9, {3.8981920705481167`*^9, 3.898192134749393*^9}, + 3.8999917105307283`*^9, {3.899991744513595*^9, 3.8999917509074917`*^9}, { + 3.899991804689011*^9, 3.899991840988508*^9}, 3.900513841786146*^9, + 3.900513990517033*^9, 3.900514030507988*^9, {3.900514101341954*^9, + 3.900514120918626*^9}, {3.963319051661133*^9, 3.9633190814429493`*^9}, + 3.963319116922605*^9}, + CellLabel->"Out[10]=",ExpressionUUID->"c9420f34-24b9-4dd6-b9eb-85aee179ecc1"] +}, Closed]] }, Closed]] }, Closed]], @@ -1543,7 +1871,7 @@ a3c44ffbd2a9"], Cell[BoxData["Quit"], "Input", CellChangeTimes->{{3.8981919393750973`*^9, 3.8981919398631897`*^9}}, - CellLabel->"In[17]:=",ExpressionUUID->"c01d6a4e-ebbe-4763-b976-8a59c89818e2"], + CellLabel->"In[41]:=",ExpressionUUID->"c01d6a4e-ebbe-4763-b976-8a59c89818e2"], Cell[CellGroupData[{ @@ -1562,7 +1890,10 @@ Cell[BoxData[{ RowBox[{"1", "/", RowBox[{"(", RowBox[{"1", "+", - RowBox[{"u", "^", "2"}]}], ")"}]}]}], ";"}], + RowBox[{"u", "^", "2"}], "+", + RowBox[{ + RowBox[{"(", + RowBox[{"u", "-", "4"}], ")"}], "^", "8"}]}], ")"}]}]}], ";"}], "\[IndentingNewLine]"}], "\[IndentingNewLine]", RowBox[{"Plot", "[", RowBox[{ @@ -1574,179 +1905,341 @@ Cell[BoxData[{ CellChangeTimes->{{3.898178481189189*^9, 3.898178500370598*^9}, { 3.898191290942535*^9, 3.898191292239201*^9}, {3.8981913532387238`*^9, 3.898191356574024*^9}, {3.898191780898335*^9, 3.8981917842249517`*^9}, { - 3.8981919827823353`*^9, 3.898191984009453*^9}}, - CellLabel->"In[1]:=",ExpressionUUID->"f6a80da5-3470-4e41-b056-29dc2551d4f0"], + 3.8981919827823353`*^9, 3.898191984009453*^9}, {3.900514536758963*^9, + 3.900514557075644*^9}}, + CellLabel->"In[7]:=",ExpressionUUID->"f6a80da5-3470-4e41-b056-29dc2551d4f0"], Cell[BoxData[ GraphicsBox[{{{}, {}, TagBox[ {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], Opacity[ 1.], LineBox[CompressedData[" -1:eJw1WWc413/Utvcmq4UfQkJIA52PhJQkSaWNJMm/VFJE40eUyB5R9t4k+/ux -Za/snWx+skd4eq7reV6d677uc785L865z3WLmv5neIeGioqqg5qK6n/ry7Gz -89vbJEzqHnq1qk2GUQf+pZ6/JOwg90Xw1Fky6HMNrHxfI2Eys2t4yAUyiBx9 -uPnfAgnfOSTiduoWGUrf+zANjpJw/8PyiarnZGCS69iD6//xhQn+xilk8Hty -68yrzyQcrmTUivldIIn6cTTVYRJeM8mjObLgAvR3dBSFrothLSnF5WVqN+Dt -rLCO9BbFmV5n7hkpvQfDshAz6RoRXPa5aJ91nAc4UNStP/3aiw90yHOa5XlB -7rMQq7Rze3Bh1aucNVdv0Pe5KLIVvAs3Pbrg2h3tCzphRfqnpoUxzwIn/avd -ATD3sfcv3agwfn1g+JPfvgAIcdpILBkQxmMPvJfSDgbA9M2jjKqtwvjuu4Om -G1oB4CP2jTiQL4wLaWPsftsEQH9csgKvmzBmU2zhYysNALvMzzz9JGF8ZOP2 -WNODQIitet7++KoQrg6/Y457gyBY0U4zwUgIl7Z6L5ZNBIFHmG16/1khfMv2 -TkLzchDYPr7/XhcJ4fHY8URW7mBQ33v9+F4JIdwUFnRoQysY2uxQbM2sIPZ8 -/LCzOSMYaCQZ7UTfCOJ2C7mcJO8QuEH229EYL4CrbOP0vj8JhQZYZrSPFMAq -JleIT29DATYurYuECmBO7f25T31CQcR254CtlwCuViPfN00PheGbkfH8dgJ4 -d0TSvurpULBQTVe9oSmAT2UZhTXeDQOb+drbM338+AGDJdW+u1/A6RZtKisv -P47S+ii0rh0O6Y06nm1s/LjwKH9437lwGD7uYRPGwI93pjJcq74cDtq7d8jL -r+/AIk9ofbOswoGjWzLdcGgHnqT70zHkGQ5fLpzODE7bgefddmdHd4YDoe2d -s09vB7buFInZfBQBVAf2EpoufDiTr/XNfFEkOPJr3HBx4sMtPIwS7T8iYWXb -dLPyGR/OuEe7XP4zEmZbYlVPW/HhPpr2q+UzkdBjL5drcI4Pn47ixWf2REFO -uXrGdSE+/CiZy9H9dRQ8uHYt6lkKLxbm+L4qfT4axrWcTuTF8mLqcx/+et2I -BnP58KH1r7zYlzaan9Y6GkxoRvY6+fBiD2HaZq530XAq/n4o+Rkvvhy9qlpX -FA3iiy/8vTV48er2iELLgRjo/hD8LuknDxaf80sJEYyF1gqR5FuNPPhxSFlH -iWQs1G3HNe34wYOpXkdaLSvHQvHjHKFXhTx47dNZdrfzsRB5tTXJKIoHKzPT -iJz7EAtW+9mbNh/yYCte3y8O1HGwUfNK0ICNBwu+TCutW42DRTomdXoGHqy1 -wWFWxhQPs8e9budvc2OnvofffwjGw2BmWKL4AjcuH7Gqpz8aD+Uh+WprXdy4 -65b/jPqLePCwWrwVGfePTzSxwNvxsIvFMmHxBDc+VkL2iRdIhBvFdR5iatz4 -RSSLstb+RIiwPfjQ4BA3FnGS8Fs5ngiSPesqyfu48dLDCI4vFokgn/yx3IyN -Gyvx1dos5STCCf2sgZafXBgJ+yRNXk2Cez5bOzIsufCSSg5p+HsyJGubrfXf -5sKmxuiMfUMyzK5X9bJd5cKVKzohUr+TwdbMO8ryLBfeGLY+28mTAo7K4gdF -FLmwWddrG/v/UmBPim/QnhVOfHrErXrgQCrcPyRD37OLE+dilWRHnAa29Hlx -dpyceNf2O1f57jR48VPnNA8NJy47XTxLtZgG75/e8dId48DeW+d4qfjSIfFb -uFBuBgf2vyRfmH8qHSYOCcj5a3NgE9/0F0rf0uGuCt2lcw/Z8UaV+8ZESAbY -MPiuTZr+w8M8ZX0JGWDXLhrqepEdB2XOSIzkZoCrHQwVHWPH7EGKKtIdGRCb -8+K+LD07FuxV7Q7ky4TfKn+cmUPYcF91VpmYbyaYHe6PLytjxbfp5Bi6vmaB -RfxhY+3vrNhfPBUU0rPASsib9kciK7454nH5M86ChxuaNxq8WTE9T31MylAW -OBIJvF03WfGk8xnpSvFs8NN56jS7wYLZ6R7Z/UrNhspLbEZCyiw46OF/gSWt -3+BH9R3q0H0s2Jb54P720W9Qd5RI3bOTBbdUxtHTrn+Dlp22zOI0LHja30Au -ViQHBgY6iuWamDGd774i/v9yYPVulPRJa2ZcErLjfAXXd5CxP7ZtE82EncUF -Nz9a5gLu05f5FcCEJ66vXBh9lQvGmmYXL7kz4avHavtuB+fCGw6PJLBhwkde -snwqq8mFrui+S1xHmPBW90TOEfk8cGt+lZ5Ry4hvdH5Qk9zOg1GZqtuL8wxY -eKD0MVdRATh+6vGw/M2ApTSmra90FwDPMuV7bwcDNvJgWG1YKYDjJYIcFYUM -uFXefo+GUiH4X7LK93dlwD8zlwzOJBfCSTI772FhBvyalcKvE1cEEX0Xyp9r -0OOUnsz378oIUBxRXG9Tpsf+FgUNeSMElE9yKyhI0WODncl9HLQYRlcaP49y -0OPkWxy0xeIYZHj0Hl/opcMph7et9O9hyNQ+KXbgGR2uHpIeNF3BUJ6m/Gow -mRbfUGFUqpUqhYs5vDmq4bS4dPdTtmG1UhgtnJ8K8KXFDOxDjwTPlwJTTfql -sy9ocSKy6xx5XgpnR2Tl83VosZWE8xpNfSm0C0r0+w7T4AfcDu8/Pi+Dsdc7 -1HQEaXBnndiusplyYHmZRvFlocGtHPkm15kqQM5eN2rwLzVmvXpcYB+pAuxs -XrK8GKLGmjgw6fSVCmC4+rszOZEat7PcHOmrqgBx5W9PedSpcYxBAod/aiWc -kj8nfVOeGqsulx8xqasEa5mJ3iRRajzUoTpwcbISskV2n9RioMarnJOu85JV -oMnuwmPfSIVlpLJ+NERWgemoUVrfbSoskPnx5NuYanAdmjWVMaLCN+osvaYq -qyGx143/mTYV7sqJf+YzXg3zLYUvufZT4Ws+B42+yP4AGmfdINfxbWLzxNyf -ou8/AA5ONJ9n3yYO/tnT8KW7BvL9pbTGjTcJTdVlKY1L9cB0dcyMWm2TOLnP -sH3oVT0Yi8S+ERbdJKTNB+61JNbDfCIJ6039JYaDLzPFbteDNN6jmuH8l0h4 -8KBdJqUBgib5Dr6I3yBaVm0CJdmaYDSt9Zzvxw2i6JG/XASpCZSf+tgk224Q -J8ZQkK5qEzRucyb3q20QXssiTyXuNwHDDtZ9ms3rhPePXEe++iZ4CtS72dbX -iFvF7x/uD2mGUjqsKjGwRrx3hZ9Z2c3AVeNkcrx8jYD9yokPG5sh2ehv4EPP -NWLkVMgdd/oWGLm3wvNTbI3YUhDy1HzSAoZ+M0xfzqwSd2X9FNC1VlCY6FqU -D1smTK73SsZe+QlP5g5IC5CXiYIHGT2Xnv+E3JXX17eslomuWOHLJ4N/ggaD -TGXdkWViuSBQu7HrJxiSXgTea1siWihcl3Kvt8PT68LHoliXiAalRUnFRx2Q -32zizP9igajhCh3+9KMLtjpTszZvLRBNFzUMTf90wYlBmvERnQXCeIZd0EGo -G2pnEw2ydiwQl2/5s5GtuqGXdUPUIGOe6BCK2rPJ2QPbWp/L3cf/EJrOrbta -LXvhZH4P86bxHCH65kpJ/4UBSE2MOVqlOkdcPZPaZ+A+AIKf/7vnLTJHiLXe -fbaXGID2FQafM20UgpqQJE3sGAQJB2OusPVZgv5MzVIleRBKXy+xIZ0Z4o/3 -Wqbo/SH466nE4Do4QeyhSkScV37Bw4S0VW7eX8QZlbeUW6FjoMBh8/bE4DBx -k8Fi4lrRGPyxleV4nDJMRMpdqLzaPwa2agmkNp1h4u3QQ/trIuPwtDFSP8Bx -iBAQfy6BosdhYXK/7qG6AeJAl1GidOIEPMmOvxFgMUDwSE97BdVMwPJLiScr -VAOErszpv5TJCVjl2vs171A/0cHwpdJg/yT8VeFZUv/aS5B+du+LSpwEhrer -4dq2XQQ5W2F/ccQUvNN7mhPH1kWMCyR1lhJTwMQ/X8sU10nwaJonePZNAUvC -1HJNTwexPVEfbys4DZyN/XrntNqJntEYAdkP0/Ap6Kpp+sBP4j/F7UXpuGng -Me18xv3iJ/G9l9mvt3Qa+JaaI1tT24jbPm9KjdemQXBnxeolwVai/e+k83XT -GQge0eDIy2whpCzf82GHGRBOLSYJn20htrF/ZbnfDOzWyNXvfd1MsJ+OP51U -MQOaDca6Je2NxOGt5K1ksVnQvm3w5C1rI0Hj0hM2eGQWTi3qftVCDURkRLJe -tP4s6AmrL/1IqCOi1aWUWu1nwdiCFNHi+IMI/VIu5Vc1C+8fPXbz+VZNhF/f -+yqjaxaKHMv+M5ytIm7scrx/YWoWxH3NjrfcrCS+umW172anwOUvWRI+QRXE -60PePSd2U+BDAi27YXM54el73vm3LAXmiaie5hNlhPObVFLYaQpI1i6UejuU -Eqf3XKVOu0yBK+2aieezS4gbHB1HjlhQAE//sm+WwMQtPcOVRGcKjFPuYrGi -YiLuiAL2/kCBcwxMXpFyRYTM6Qt3JwMosEfplGwkdz7x/hNYTydRwEV3fF30 -bS5heOWIo+83yr//w+1HxGIOAR5PGuOKKXDBTipI1OIbMfA7zVyqigL5HtUW -ER1ZhPWEymm+RgqIRlkeEtXNJIR1pb9YtVPALY+JLiI/nZBXy/WU6aNA/9fz -MRqXUwmmqFsmF35RIKXO+4SGahKBekQMRsYp4LDWPID2xBOiUomNvTMU0JXk -eYmoY4hx/4+6avMUELhgKIxGIghDZA40yxSo3Rb/z9kzjAgYm9eUW6OA5ZWY -BCejQIKj5NQGsUEBuiyJkZfC3sTdx13C3zcpgIT01NexCxGo4HOPd5sCc0HB -5n+CbYmw4Qmi7R92pPGr0D5yBbRNpxk3/mG5ELMqPhVnOJuJ1F3/4X6hjFlW -Tg9QV5V5YLf1bx5KnYWuGn6QwuiSU/uXAjldl968cwiBLJoiXdd1CrDjKVK5 -STioqGPL2BUKgG+Sa/mzKHisMW0hu0iBRxb3J8r9/vlop+V4wTkKRB7dr1eR -kQD9HY3R96co0MY2lVrxz3eG3ns7JDFKAYbBRO7KqTTI8uJa0RmkQOiVQ8fM -yBlgoIM8W7oocEjT//4vnizw2Xp6q7KFAg2yS6FmEdlATDkcFq+lABXVt22z -4u9AW9JwXzSfAsETfAdH9PLgeWh0cmk6BRRbn5ia9+SDPdGR2xxLAfNY5Qrz -1SLwVfkTqe5NgU0vv+URVwK4lp/0hbr8m7/aum/mewxOyrOfbZ7/65c0qVAU -KgVx7oVVm5sUUNjJ0m87WAq6/Wxm4ef/6TnzlzPjyiBi18sxXU0KBKwJSSmp -VEBUauptVgkKVNV1vVe6UA3xL8UDng7PgqV9d9XV/f/uKOnLAkvjLDCJ99CR -aWugJ03tIlfBLJx26HVqy6oF6mdcyU+8Z6FOesD2KV8jtH04UT9++J9e0zal -Z7IF5liP51c8mIEjwfO1FONWcHde2vIwnAEmiu0kbVkrsLq81J9VmYGEkMf7 -ZD+3wfkDf06835qGyT9PIhzPtMPvPaIkO/dpsA5/5r87uQtclpMKvD5Ngdry -StZBwW6gyrzXq/1wCtj07Fu0yN1wLobxXPm5KUhZsee0udYDgj7sObs4pmBW -/4V7MVsfjJOtZz64TUKuU3FxmsogiHWkyXnaTcCxAyWZBoG/4Mm6JMdX7TE4 -1NYeUPzjF7h26vevSPzb/w7TL2T//oLfEeFuV+jHQPKHgCbT7RH4nKF0XK18 -FHjv2LQSMr+BqyJX6+uJUZgO3bkoVzwKx8b5tctP/IavbHaH2H9PgGu6ILOp -8S8Iyfog5CAwCewREhBz5BcEmERsjutOQsHGkRyWnb/AI76uojx1Eo5H2dEd -HxwG+5MkY0f7KeC+t/e2gfUwGDo22U2xzkDlvIvD3Q9DQGO3o9dcaA6M5PX9 -b9QPgMmtxJZc5TlIscvlUgscgMzT8IPNYA5GQpW77W4PgOneeznZrnOgiKX4 -6Vb6obS68BPd4hz4DLQrvJDsh7c7zbWiG/7A5SRrz+SAXuilX1NdnfgDK8qf -YvUsekF57qOiHv08fPyxp1lbpRdGyr/vXVSdh7fknbSnOnrgpA3rumbCPNCf -3F34eHcP0JVkpv56uwBYJ0RaIL8LriXpxBz+ugCiB7rOyXh1QbZ/7+cP+QtA -z/hs85N5F5hbMbgr/VmA3cvWzJe4uqCC18Ts7Y1F+DXcdjn3fie4WlALko4u -AX18ksqtgx3AyGbw2nR2GXLzn2gkLLbB5X0mWIV5BbKXXFYbWtsg8YT5Nov4 -CrAa37Y6lNUG+s/tX2ZdWYHjo/7upbZtEDAa/pyuYgWONnkJNC22gmTJn0ex -n1eBtyFqUI+uFex7N9Jf5KyCXSyX5cmxFqhZoZ/Tb16FfOI709OaFrCRE7ZZ -YViDl7wphLN3C+R8PmF1ynYN1uPT9eTEWkDLztd08tQ6tJXQ6nqcbYYA77CI -YrN1OH3HPmpAqRnGk+MGfZzWIfNnM8sd4Wbw+FVwQzV7HUpLz1+kG2+CNoMR -E4+9G6DdunHR3aUJzPcfuiC3vAEFshuRsT6N8HawXdM2ahPON0fFvRqug/68 -Mw/sCzehjF32WF9hHRzzxQFOPzch6Gy6hGNgHcxpJU68Z9yC6kHBSaezdXAj -6aVX1P0tMDtB+LkX1sIxO/GeNqVtkI611TgRWwNr9EfzdppSIV4diY/T0dUQ -a7tQ/8WGCj1oKD0X4VoNRgMpw6IOVCg9TNba3bIa0nPF2KT8qFC3Mh/PvGw1 -WNxnu6lcSYUcz8wMCuVWQVvTAN1ZGWpkORNSb91RCemfXQ2c5qnRUKlYod/h -CqjldR3jpKJBEkbbpeO7KmD0g4tTBDsNYvB2SblPUwG7HMnJ5VI0SPlEXsjf -+nJwu/aGifUmDcodUGdAd8vh1m4nHFhLgwxMBcPXIsqA6+tThYxoWiR9K7+2 -+lAp7Bd4WnUikxYpDoQ3aIuUgrbXkxttBC0Svb9VMs5SCo7Ojz1WumlRTz1x -LnCwBMZvPhpX56ZDdJL69IEfSwCLPAiveUmHXnXarw7PYPgv0pxrxJge6VsO -jBd9IMDzeXCopxk9KlWiqqS6T0CqQYPU0Yf06MZPOfEnpwmY3Tqs4elOjxKs -z6xPMhNgfZXV9kghPdrm0jfm/FAMVnyZrR6iDOioQfLrMf8isHDdDjg0zYBO -ti/+/VpbAK7XlUmDqwxIrvTbm/PpBRCrfC/tPT0jsutI9ZP2L4Dfwy1VA3sY -0Wc5HV29mwVgDrGr7ucZ0fG8PDejpXwwXdUz6c9hRA0N1HUqUvlwwypk97vX -TIhFd5nZOy4XNrqYG/58ZEK654Vo2LxzIUj3udO1ECZ0bfBKRvSLXGiWujxw -MIsJFXJsWMvp58LJsR0RvSNMyKSUfSls+TtIm3uLK55iRkIuKffK9L7D4nW3 -/X0cLKihzrhuii0HPtWv9OjsZEGpT5ljy9a+wQH1ux6Z+1jQSC93TNboN7DY -pT3zDrGgyFeTdj34G3R106Yp2rIgR8E4ZW27b1B8yVnR7ee/frazt+7+zgb3 -83ZHlUJZEVPM9Y3B1n93uE7GOjmBFf1aIz/gKc2CUJ2BLxLfWVFyScu+q+lZ -kK5+ik6whRUZumx1HPyYBZ3Swo1/GdmQ7e+cGYpOFkjRFJtXPmZD1MVq4p4l -mVCZSf/pyhl2NHMo/NLV8gxoOpBf2nKZHZXVHjeW/5YB3fE2S2cs2FHycQUN -/tgMmP3SYXL8NTuS5aDc3uWWAfwfEiRI39mRqienC8PZDLhjdrZgWowDNZbU -4yPd6UDH5z/qvM6BEj9WFlygTgeeWScOHkZOFKS/LGYymQai1ZYq0bycaPxD -YNu+ljQ47qjmWi3Lic7ecE7ljUyD5yO/JLhvciKPiFxGac00mM1WvBNZxono -1i1eSb9PhWmZ8Uem2lzIskOPyU0mBRYF+lyS9LiQeLhThtGOFNigawleNORC -rZGVa4epUoBloKDE9SYXqnm9NqHRngz7fL24k+y5UOBjkd833yaD6YZKxkIi -FxLd/bk5YSgJOmpd5sic3Gg2onE5KSUR/I6HaV3k50ZeW2QBcnAiGGZkh0js -5kZLY2Ohti6J0BDw62SlDDcaJq9f8LmeCJW3NYIZtbmRTEr6QidHIuSs/NV4 -78iNLrZyZd19mgABpCe+XhPcCCs09xWcjwejgA/jN+e4Ec27C4QEigce5ih1 -hRVu5HCY6nqkXDx4zjaPNdHxoDmyl3krazy45smr8YjwIPoJpTbuqjiwOzc1 -4mfMg34wRqJJFAcXHUxVQsp40FNrG35TjVgICONjWPnBg7rdCxTWFGOhnaj8 -eaGJB/GJX+L8Ih4LxnT7n7L3/ePxlzYupli4/HEh69UyD2IbVYoKaowBk6/k -g3eleVFkHF2Z2O0YuFUWK6vsxYuKjA3SMj5GgzXrlFiDCR96eCXQy505Cqae -59Ox3uZDGjFXXxhuRYLVuPuozl0+5H53SEZiIRLuVkglljzmQ0fZndLHeiPB -1Nni4DcPPhRW9UZwMD0SriwMQWgxHzo/azDsZxIJ2j2d16zEdqCtz0eDKrIj -YG9SZQDD5A6k9HxNWuZNOBh9zc2rmduBLFxnFw3sw+G9b2Kv58oONK3/6skr -m3BYdPAUE6DnR/tSqe+t/fPRNXrGqftE+NGYvAmnoXI42M3+rjhlzI8CAl1f -7m/+CvUH6Zfel/Kj+yN383RTv4BDruYFzs8CKLtGsmjNLxQUrzXN3YwQQMwo -ZkbUNRQmt695pscJIB2jGc+Lz0LBRMfux/lsATTLZrbUfyUUjrXHg1+9ADp8 -vZHz+d5QWF1glxWiEkSKtvVBOPkz2Ml30pHuCKLdtpvFBo0h8DDWOkdFXgj1 -173xVlcMhv7Gnf4cKkKoaLkgY0w8GM6u1TweVRNCv+XL9UMFgkFGT/pgwGkh -ZBZW3Cq+GQQjf34nLd0RQievNvVkVAfBJfWbEdmhQmh1sTc683YQHG8776HI -IoxeqFo1M34OBDaaw6Zyv4URW2Loy1mpAMh7RnthdEoY9asffLd7TwBYzDRq -fpkXRp9f6dw34g0A3GkpwUG1EyUzdEd3bfrD47SQ8RnhnWj8UAabRqs/dF/b -skkx2IlyefNPvnT2h/jvFQ6yhTvRxWgn4nmfH2g9MPKX8d2FerR5ZLhSfUEw -b/d/WuJ7kJL+6KGCXG/wsXXzVujYi6Ion46nNnuBoeu5A2E5IkjRecMsbsID -ZK6SL0a/FEVGbMWZ/jbvoX2UOdL3ohgyavZ7YbvDDRpMf2vw7CWhIBKLXJa0 -KwzRxa36i5HQ4Es93VhRV1iMtUwTkiShY5o+pWFCriA0NbVL9AAJ1Z8JKA1m -dgXzx/Mr8qoktCYrGlEx4QLrb7dTzl4iodfONyUnE11AMkZI2N2LhDg+iBic -V3CBozo9TWy+JFSh0HmqRsoF9CZC330KIKHDSrJIR9QFHh0QWQoMI6H/0u/t -PcvjAoXfJJtik0hoaoTB0G2RDIaVSq7lVSS0LULak59HhjuWS2qnaknIcq9K -9qNMMtizfF+obSChoxXbuw4kkSFM/9jt1p8k9MyR61paKBnG25Ha8C8SyqwU -1h5yJsO6Pc3CnTESKuqt2PfdngzsO8sTJiZJ6NIe/qpPj8igeFNH4M8fErri -cEr5nBkZtKiZG54skVD2ZepNpWtkuBxVQ15dJSHKINvzXRfJYKXloer4l4SE -qXtjmPTJ8H/5Kvr/fPV/AF0he+I= +1:eJwtm3c419/7x+299/Z+e9tEtsI5B0UysmWLUEiyd8lIUZEVpWQllFFGkvfL +zqiElOyRnazs8v38ruv317ke1/O+z7nPda7rec79x8G7XjV3JyMhISkmJyH5 +vzFq3njj6IiAmacYb+ieoQZzEVx/Rg4J2NYf7RpFR2pgwjKxU7dHwH6Z9Bar ++lMD3Am/v1c3CdhgBFNQ9GNq0HLnAc3kHAErSa51YdmgBjRy34SwjwSsPWd7 +yfwZDUgPdDG88YiA5T4InqZgpQN/aaRMHB4SsMQ6mq0uSTrgkbtuqp5BwJR3 +l72eIzqg1nHTeu0eAfvsJLhb5kcHfnAXXXC5ScDOiuMKx7/QAdy7xRB0mYAd +Rt+zIc+mB2WkAYUkagRsSiTCk0+DEahblFJlKxGw1Hics895RtBROHVJ4TgB +m3j5228iiBFM6psec5X6j/P8b0tVMQKue8dqW/kJmN3baAlzKSZwk2+hM4GE +gM15nyvkwzGD80qOywzdIlhdymSbSzoLmItLNy7qEMH8DdbnThexgIChngqt +VhFM7GDgMqhlAffCTgb6NopgClLUfy5/ZwGtRO6/n1+JYPVcd8deCrICOaN+ +prQ0EezsPsW5ozJWQOmur8jrKIIlpo5TxH5nA/1OCjbLtiLYdMBD3ndLbODJ +ef7I99YiWDqXBSn1XzagavS7/YKpCCaxPPjiB54deChl2ZbqimA9BeepAn3Y +wQfS+Rsa0iJYkSR7WhwlB0h+kvDZcQePwSUC/xd9TnD+od+W/BYeO6NrcOeN +AycQfWDHS7aOx1g79RgrrnGC9/FybsVL/8XbncMWH3GCVZ+h7dUxPDZe8Pxv +6DonMNUQF7rRhseSr7X58jzjAuzf233yU/HYKqOG8XF2HoDJPEuMu4fHRqO+ +udRJ8wCf65GFHkl4TJQv0eq8Dg/oEFcalY7HY+fKZlwWrvGA8KA8w9eheKzl +LPuNU/08YJotQrrNGY/5vfsdQPuQF1QbH1/4eQyPzfWqcrxR5wfOz+gpPkjj +MV51sF1nwQ8Y/swJl0rgscX5S5Q/fPmBx+NcG188Hqu/oKUdVsQP+JbpOrc5 +8FgnodFSkkMA3Ez8WUR9iMOe6TN0eO0IAPPWHDepbhwm5Uo6kDMkBEQHZ8c7 +O3BYcUo2zmpXCGzPytl5tOKw6dNZm+p8wiCbqtW0oBGHmZa6M0Y7CYNJg2Ut +wQoc5qaY5UCxKAyu9GnwsKbjsGRB5mC+WBxIHBvt3XXEYR4Yq7VXFR7YrYqf +ybLDYeCExGm+djyQPfJrVbHBYY8floxOf8eDzzjKBn9THKbtEnaviUQEcF08 +9nxFB4fJK1X1FJiJgIKlqJhJCRxWlTLRd2pXBET81vJJmRHGJlfF637aioLH +F9QW0Jgwlsvxvt3jqihoHDh+cX1IGGs9aPYkjRcF/+oIDubdwlh/f/Kv2EpR +cPMGrRFHlTBW0SlLbKYRA3dYv8o8jBbGSCZieGCTGMhR8ll+yiuMBZ8PtkFA +Arwrcvc0ZRfGjA7ugxM2EmCU23mGhPG/9YZbzpv6SQChQ7ORCyTCGK8gd9dw +vgTIb1PrIcwLYdrr4rxOtJLghRV52fM3QpjHrTpgNioJ6kNyvCrOCWHFJorU +nI+kgcjFa0XfzwhhDePfIx42SIO7pmcmSXWEMHeXpq3TP6SBq9S2laWyEFZz +tmdFmE8G0I+Yae/xCGFmDBvjQ49kgBOg5dGdFsS+Fi173X4uC8gpQ9uHAgUx +ZfoXCaNTcsB33YSExFcQY+R5q4enlgffx8Q0pDwFsYsnHZ4/lJUH5bUDlRG2 +gtjgYHUkLlQeWF+Sf4wDgthSBmn4J5rjoKRnzt+LWhAb+Lxlrv/8ODB5YIX7 +ly2AxUw9+maypwDCFZkN9NMEsJaJu/NkzIqguP/DtZRkAewoLipkUFQR/GPT +bBW5LoB9qV/r6jNVBC/TRDz0Lwpgr+TeyiiVKgKGjN9lKXIC2EsdJv9OVyXQ +nXVbjdDKj8XGn529uaIMttV0XXwa+TF7jQFNXSoVIPL9MLGmhh9zmzPVkcCp +gHAevx/6JfyYk7blcXtLFSCVbR3lc5cf08jCV4c2qYDEHEJrjQ0/Fu4rZtWY +rQr0c9+bnFnhw95Nu27T+aqDtbujhxRzfFhUeCR1/h11kBN9UNo8wYeJV2i0 +OD1XByvOJ6g1Bvgwdqli1rNT6uCBSA3xWAMf9sjkqeqq9Qkw/rz8OHsiH/Zs +kPHtE4OTILj6Eds4gQ+TIkqrnTbRBLiCBixHkA+jwnVfJffTBF1pw7423P/p +9fO/V1M1gUAQd08fHR+WkQW/mgxpgha1tNjWdV5s0wS+PnFBCzC9v7NVQuTF +ipCG9N51AIo7w4YC7Hkx7YitoNRrCGQrBuu+sOTF+tOibmrcQiA5179y3JgX +a26LraTMRcA/wPuOAeLFHqhbnz74gICWsCMQFuPFrnD4qlwT0QaDwai4e5UH +G+rWTKkf0QZk4tTB+Js8WD1GlmN8WRf8SSGfsY7gwZY7SxS9YnXBwsHRueRA +Hmz9/rLVq1xd8OnLrtSOBw/29xuz/qt+XZAdtTTWa8iDydTdPJkOToHjXz+e +DuXkwfQUuYCK0GngFJfO+bmEG6Npf7v18Z8e+AS3qUPzubGKG8VdhgL6AB7Y +7OMec2MKXu6KWyf0Ac6ff8L/Pjd2TE/hS3uQPph2zi/hCubGOgJvjgT81gce +GpUaTrrcmCIZbeiJ5TPAd6Pnwq8xLkwphelUKJUhGH95zDLzGxeG47laPCRl +CM5dvq8Hv3BhZzq1RS8bG4Ljk+YyqW1cGGsK/CCTYQg2Pg5vKZdxYehB5jEF +CSMQ/GL+VmQoF6ZVTGtzx8oYRLuQv6Jn58J8TcQLqcfPgcrP+vcGGbgwY2pq +5mlyUzANkn1zqbgw4TJdlgkeU6AnyCkvv8+JdRS8lFLVNQVMP8Qrzac4seNa +a+ZO2abgicXZ6uwKTkyNZTuxzdAMEPVSayWMOLEsbzv6K93mYKPma+baaU6s +Ms2qP3nGHIiK8YW8hZxY1Rd5r/5Dc5BIXqBmqMSJXavnpeuTtwCm2Jt6Xz5O +7Nyvp+yPsyzA5InvDTULHFgsT71wla8lIDkmTNSN58BE2cQK6jStQSSXtlN8 +NAdmFfQvsNzRGuwcuf7tCOHAvJJKdb9HW4PV/mKNs14c2CbBzm+o2RqMhMrV +m57jwB4Yy7iFnrUBtW1aVY68HNjOvfOWlR7nwRUHh4KQl+yYQtd5V4ZPdmDh +dLTO22J27JuhuX7dth24KJ83tf+UHTM32Mh/LmwP7MhmhaMfsGNDfBuf7Pzt +wZkS78dxIezYjY1L5bz8DkB0KzwjVZsda9PMb/QPdwQ/krJvlX1lw8RwXGLG +J13AQDuu3OUzG5ayEZI9YOYCeo+e93F2sWG217/537jsApoCanlvNLJhl5Z7 +vU2yXUC+/UCZZQEb9rtiXa113wV4yTD2/fVjwz6H3BA0bb8ADrpv8JgysGHN +138GcUa4gS0KGi1KKjYs/8AU289yA6vg/oWGI1bsoVmSIUuNG5iszi0V3WTF +XEMSkj7+dgNtOQ2ae8Os2C2jmrIcz4sg2WvLJf85K/a1+NTLLy7uQIDu0ost +HVbM9gft+JVIT+DU1JssosmKye283Ocp8ATP/BX8TFVYseS8knb6bk8gPrKv +Wi7BiuV/Pqjt5rkE5MvvtrkxsGJqD57FNr29BHRMXk/0f2XBXNplCVR0XiCO +jKeV5DMLxnKt3DFQxQt01kYWy31gwSLsVCSUL3gBI2G9K3caWLCAJDm2srde +wHrt+772Uxas/88ng9u+3uDyg3+cVZdYsBcv1ZIKF3xAuZ7b3vgFFuzm5V6S +67xXwOp+5yiDPQvGq1fnVXv2CvB3Sy24ZMyCzRWyHYevroBIZVEFnCILdsum +IuhTmC8Qepn2UGiHGYv/qjXcy+oHvFWkKUcEmLG/lMo1hzPXgD/l2+fBzMxY +yLGL10PJ/EH4V/2zbGTMGO/sUpsc3h/cCXK/bzDPhHnvHq81cvYHpTV5vPVV +TBjlxhdhh3F/sKjCLZehx4T9TFny1lwIAGuUxX3HTzBhwTcH/j6mCwS7X5UD +emWYsPPt1p7oWCCgCTavJ2dlwvoHnlGYBwQCydq7Ov4jjNh6UGJyJVkQ8FSl +sDnnx4hVZjXdnZQLBr5UaXtLrv/p38dca6yCQfAQ/nGCFSP27gxsHooMBgnB +cOr9SUZsD1xsIO0NBsW14d6ylIxY5sPf9vS+IeCn6vp12hwGzNp7801icyhw +UxsvaW2lx2DBb3K3sgjgUaJmrVdHjxXXkg/1DUcAL95U8q5Sekzbusk5kyYS ++B3oOn1KpccEOnciZTwjQSTxBfuwMz0mGWrr90AyCqTrB0WvHtBhpccqIv42 +RoOs+k8y137TYeWzjb/QejTIkZIc3pymw+K2HK8siF0HefQjSntddJjJoPGy +R8p18PIzWiR/SIdxvPo1KKByA3TYMFjyKtNhPiuL9/7yxICuD+6kjyXosCej +PYMBqjGg9wTxlRA/HcbzF3eKYBkD+vn9aUXJ6DBe89y78ikxYGLiW5NcHy2W +EzKXSk9/E+x6Fkid8qHFOvxwEboMsUA69OSRbyENZptpHpWA4gE2ZiI9k0mD +JZ3ltbW/HA+sdd2sbG7TYClNkUmJD+LBTabkMuhLg5XMxJ75/TMeDBeO2bCo +02ALlxh/U6YmgMQvNyqreqgxEvVHI4J7t4CQWsaIWBM1ZhdI0jIpkQjePH5B +lVNJjX0yMHWis0kEk579DjczqLGOr1vFGbWJQO0fgdbCmRrj1rqTWhJ+G8xJ +d17Y2qDCOkTqX7zgTgKRKSPJl35SYUSTj4kWxkmAbft33eg3Kmz7rQVfUGwS +AM08TO2NVFhI+NMDwnoSyLDxashIoMLqbuMPzPqTwak4RnY1PioseC1wl/zl +PfBszKItTJsSU5N5gX/gkQoUZxX3B5UpMTEOQYWWW6mgbYn1+HFJSmyT8/yt +Ey9SwdzO50dzTJSYH+tENcmvVCDNZhRgMUqBGU84clCEPgDVeqdEjoVQYJ8S +XwRHPU4DusaE84leFFgADtQHtaSBQQuyezOOFNhPgW/N2EIa2HbB9rJPUWAN +uazm5qrpQCNC8wsVGwV2YotnMuxrOmirUL4xWU6OKZqVVGeIZgKrWvZajTxy +LIqBx0jQNBPMNW4sZ6aRY25dCjqUkZmAprvSxjicHItTnznYG8wExrOy8g36 +5Ngpbxb11KQsMMQjNp42TYZ1+7SxWjJkg/kYTk19HjKM68m0bKnbY0AXVfE7 +jY4MG8lrnWLPfwzkQg0KJg9JMQvhc0I8U49BsG8UXfgUKXb08d3wtksuoLL/ ++b28lBTLbNWX0Lr0BIgq1wSxaZFi1+/S3gCGeeCM/DkpZ3lSTFRMm7vqah7w +kV4cLcOTYpLhN29cT88Db3CCp05TkWJGS35flCbygC5jPFvoZxKsJkLYhjvs +GXCds6wYu0CCXVd4RdFIzAcJU6uu0pYkGN0pP1/vpXxQOprIFaJHgpl3KRkm +chaAjf7GKBYZEqyfCukwXykAZNcNHiYsHBH/u3thEL4QQIXFL2aMR8Rk97LE +zrwi0JAheXrB+i8x4YRWdC75C0BjP+9GqvmXuEvzPT5D6wWwxhXf5MP/JV41 +YB8RDX0BNkoJmNHyIXFMl8WM5fcLIIUJaVRdPyQOCuO+Gs6WgodLHArhJQfE +gIneJ5u/ysFcxcC5tLsHxPFH33ZPKr4EykEPfMv9D4gKvxMH1EJegs9HzOXj +mgdEu1eJgXbkrwAVJ72E7pd9Yvw/w97rohUgCJIKMuzvEU0vU86LdFSCFgpM +Q2xijygk/1s5dLUSsHRH24G2PeKdZbemk9xVoNzyMMvv3h6xRPFOOYNXFZi9 +vMP2VWSP+ETGhIKWsxqYp/+ieWK4S2Qgb1zLiXkNji8Ob8nnbhPj4lvFpom1 +IHDtmBR33DbxC0O0+MxWLajfiXH857VN1CPHtK5K1wFtKumOXvVt4uvSNQb5 +rDpgTgjPujz4hyhswjoSHlIPghz5ThbQ/yHK/v5o02LZABou+vre2dgi6ojG +vQNpDeCfd0v+teEt4tmFbBHX/gaQEO5Fj55vEY3K41uLzN+Bh1kNo6M6W8SK +uhCV8/aNoOGL3XWu8E1i62V5QXi/Cfz7/ur1X5dN4gPCXWrCcBPQmSRbmNXf +JF5p+SjbRyCCntVS09ecm8Sv69dq778jglH6A7xp1QZR/kOIWmA4Bo5OP2q7 +vbBOnHWyeZP3oRmcMv696/d5nbg9go8O3GoGiZa6x87XrhNvuIWuNeNaAIvb +coZ43DrR79ON6s/hLUDkhoZnq/A68VF8OumUcis41TBC+9d6jbjswTMFWtrA +q9KiE50aa8SO8/K7A/ttgOfR1cupuDXixtNPPVzK7WBoh+qB4eBv4vHDwJ1X +Je1ALMKaJXd/lZhhGBnqk9MBWmL+MCD9X8Q1xaexFvkfQKbrbZ9Bll9EpXX+ +t6tzH8BlXcHeSz9WiLlmPscuyHYBFsrTSalXVogaC/qPvr3tAs6J6bQzacvE +y9XZSc4T3eDwnhJVwuQiUehXo1eZzUfQd7XTna90kRjRR/dFuewjKDC1b38V +sEi0atEU7T76CM6yxcZ9o1okPhP0T5Eo/wSyM/rJpI4tEDO0BCYYaPuA6uNr +Rz1hc8SHpXu31ZO+/OcXlM4uunPE9wmqb4ybvoAxx+ymLYY5IgP96lW6jS8g +Trg5SjDvJ3G646dSnH0/GMhnOfTtmCXGvPp5okl1APi9qNhlZZ8hFnVy3njI +8hUcZ/KN1ZmcJtKrTDnJGH4F6/6yTAEvp4m20vH1QQlfgb/mC8Kg/jQxkPbj +zMmjryDoc75JZuQUUeZ6mN/nvSGwuSRjoNI7QXzTLNsdzzkMAt+UOGV6TBDN +jE9q9DsMg+0oscAdkgliUs3TfbKiYbDLIvz0rco40TIrRVxI/Qc4VGX7o/V0 +lLjiuaefdXkEUMXu5un5DxMrFVS0nx2OgVtGQbXPGYaJwvRBNb0W44CGa6OH +5vl3ImmrXAFn+Tige7G83T3yjSjc4KLJ4jIBmD+PG507PUS04GHDMXtPAh7+ +9l0bngFiG9PbTZ2jKZA9q830trqf6N9cLdWjPA34XjUR+Iz7iV7coI3KexoI +atebjMZ8ITpkhhXlD08D3U/WBs1Dn4lu9Trr9cQZYO1BeNYf2UX0YEpynq36 +Ce5cC0h8UPOByFh3mez5xk/wPrL1qvlqJzF4e/WqrvIcEE1zA/3OHcR9dppA +roY5sEEsGPmi00os1iYkx/TNAyGlM7L5rA1EDqfWt1EySyDeYGEfH1tPHHyW +FhEWsfRf/53Y9Wyrlhg0e60ksXcJNCR/8Hj27TWR5vLel/Vry+Blb6qOtkYZ +8dyjOmnP7hWw9jD74nq2PzFWLgobrvkNIsnS2/XUbWGOM0tBKsMakMtx6+RQ +vQ6PzMJu/QRrwELpe2OCdjrUkC2JLipaA9c8vBfb0ovhtUZuNBixDkhIao7c +murgsQwVxlvGmyB7kUNh1ugtXMpcPBaRtAkUBwJdL440wKnifdtz3ZvgYrFy ++8Xd9/BGN9wvOrsFLorbtSvytkAS27pJf+s/oLN3+I6SxQfIqCj3azt3B1wK +/dFpL9MFdXadvzts7AAa0RGKOPJu2EzeWMx1ZhecjRiNHnzdA/Oo2L7n7uyC +XqkJ/yCOz9BdajypxHMf+HydqMhd+Qyp8z267Tr3QQLy23Z17YOSw8LTaZIH +QGLFTynp5BcYp1N1s/b3Abik6/9yZKkffmT7mJaY+heoZ2/0/LYegIeVy00a +//4Cmt/+S+StA/Aj4wqq8vkHXuQESMg+GoRm3zl+kp87Akvrgc8iDYcg/1TC +A74MEuiTF5IhWD4MX91+WuP2jAxqbu+8VuD5AW0FOcTm58kgg1Fo/+m4H9Cg +ttM+S54cvtwJZfZ1GIEZKyzJ6S3kcNUk/HYTwxi8f4UjomiHAjYV7j/vDx2D +tG6NswpnKOG9/fCOudkx2PlUioE/hxLKF0eQM78fh8xJAXuCOlSwPrqpqUJ1 +Eh73gePFBdQw78W/j299JuGjCdnx70fUMHEQjLXmT8LO6+uCeY408Lw08eAb +0xT89O9sDKMQLdz7SlQnmZ+Cxa0Bx/Rf08GTx5qrTbNmYKB7LXFelQmqDA5l +NnXNQOYPfzh1Spjg8YiVcNnDGTjxRKc4gp8Zindx69JcmIWBP3pXv5GzQHZ3 +3wGi9E/Y6WnnwHzIApkY4uqOOf6EbidYJ99qskK619mPHt3/CX+PLn4Li2aF +JKTtbiFbP+GYis2GCSUbXHnMvyXXNAffC4G7P3HscF5X4fvjtTnYS5Je1+/F +DqeX9BrpCPMw8PajYdJadjis7h83d2seml+VugVMOWDH4AeOJ2YL8HKh/YXZ +dE74lCFYhfHnInx2XtRj9SIPzHmdxBvBvQT/PBc4S+jggZl2z/4uGCzBuXGX +SgYpXphc0tve9moJRlh46wtv8cLQUwTryNBlKOndt6uVxw8DltVPLpUuw51N +PxYWFgHo+8BE6PzYMpwhUVOejBGA7pNhc0o6K1CLEGhY4C0IzSP7gpfpf8Fy +nkSW8fPC0JgwZ2cLfkErbe/LH4aF4ZnuA9Dp9wsK3+bgiZPDQcAjQV3w9Rdc +WSGqOtTgoMybqCy7p6vQZfPqlFA/HpIFc45e5F2D9x/Phm8Yi0I7l9L+euU1 ++Dwh8UlsmSisPgu7GEzXIGXdQcU+nRh0Fb5c+yZhDarj/Jo7PovBlg+NKRRb +a5DWOM+U318C8r02u3WeeR3e2Yn5IDQpAf1z56LKpdehILfIoaepJBTxZ/G2 +vLAOGRxS3EnVpWAs/8XThZ/W4cSjCOdRURk4Srmnsbu4Drl2zLKzimWg8tpd +RSPKDaivHBzDKCMLZ9vqhLc0NuBybNMxb81j8JQv/b7uiw2Y5n1quf+mPKRo +rn41E7sJk1JFBuJsFKFDmX6R2tNNeJPPVPNetSJ8kzH6KKlhE+pFUVemMyvB +i15Ut5XWNyG/qHFU92cl2M5u5xbrtAWj7nLgDLxUoNC/VdtvYVvQirKJUDKk +AoMXYk1lMrZgbYrKlN9pVSj+/qXWQM8WTPT8yxMlrQYTPEh5CCf+wA+Zec76 +HCfguGkmU4jlH6jB8dy+PuMEVNWQoey5+gdam8vU8PKdhHPMVhv+xX/gpzHn +33syGlDvbUlvC/s21H4vN+werAWfFGi1cslvw57AspIkVgC37/a/9Tq7DR8q +5OkbVAJY7HpYzBazDVU6uk8s70JIzWAa47q6Df+aj5W3O2jD8xJ2mCrtDmQ6 +qXvSsV4blupcPKIT3YEdvgpJHFw60CQsNOq17Q70u98zwPddB2bO5YVRtO/A +LLbXZyRCT8EF0rL67xM7sGHxSrH93Cl4UrBmp3x/B3qtfA+QsTkNxy26gqyO +78KVVLeZGaQHxZvXrxU/2oWU9obvW1TPwNDRg8rw2l34rEx6d/i/Jr97h3LN +5Mvuf77BXChxygD6yvH57lDtQbZwi59NTmdh7SMdrzP+e5ADvAK+TUaQps7o +hcDdPQj7+kk7nI2hXb/1wtrzPbij6AO4KU3gPxpvj+yxPcjMwvqD0+EcPB2c +5rp0Zh9uNFM9cBE2g5mpuc+a3PahKPUX33sxZnCh/Pnkg+h9eF0jRkl5zgwm +z7xz0nizDy18ViTk6szhoOmsXbLwAYwrXj2xGGYJxX1Ws11OHsDVp5Iuk+uW +MPTW7ndlqwMopkqftuxjBQWaGGzG7hxAzq7Q1Swfa3hRRsVCbvsA5n46yJxN +Pw9r9eADMtZDeHPuci+7pC2kcTX4MiRzCLXzzlcKEm1h+UPHc9cvHEKf8PE9 +pT07uEWZYNjXewj1dtZfN+U5Qj18yp3C+UNoz+7UwmrtBB9q5nSFkv2FohWG +25oszlAz4JU+Xv0vZC+XY/hm4AJjJ4d0/Qv+wts5d64/+XUBjr81vBLa+Bee +o2kfwlu7wpNpWGb0179QMr7cwqjZFa6dLl28Q/0PhkVxR0w/dYNOZVH3C7z/ +wUbH2Runb7jDhriN+hdx/yD1V3/P4yQekNPJc7oi9x+U8QzQuBzrAXtZzFQa +P/+Dxt0EGdF0T3gyWHRkUOkIhjcVDsdOXYaZ57IpRoyOYHbaHf0n0V5wXZJJ +bsr9CAbZbq19F/aGJSM7N35lHUHaI3N7ias+kEu7R5zq8Ag+CfrdVHTqKlRn +xEkm0JGgyN67DQLkfnAu7IcmLTcJ+hbIdTzCww/qWJzzYD5OgmQSlsq0Va7B +PcoTb/ldSVDdg4IQ8T/+sNh/8+MTXxLEJlwl2OoTAC0nXk7jI0jQiK7/95z5 +AFhZL8IgmU6CyDRRtN18IPTwZnBW7iBBBB82g2HWEMjxvSOgrp8E5S7pz9IU +h8CWUzGJJydIkKekU5EuCIWCQttVaJcEnTgyemsaEQYH+yYojKVJ0a+EUGUF +mUh4UyuHt0+VFAkUXqsRmImEx0st5Sx0SdHUiiQVZ14UTIrtsrF1IEU1foUG +76WuQx3V16Xu90hRofHbX/QoBq7lXyEu5JCi1afDGfrVMfAJs+Sg93NSdJ9/ +63uxxE24t/D47zWMFLV8SnovIRALKx8lmEZvkKLk0Zy0arl42MOeMM9MQobK +hNRKX32Ih3NJ8dHPGMmQl8x060nPBCgQGVfeJkmG9t6R0yVU34KJDjdp6J3J +UOqZnsYn8XdgwWDM08c+ZMj5xwX5Xv0k2GQUoyoXTobs8zRZnjAnwy3NGxfN +MsjQgXiYTEvlXegiGI1l9ZAhsMfvmPIkBUZkRNlIDZOhD79U8rV5UmEmY9Rq +wxwZcl983mGXkQp7/0YIjJOSowvlPwKYcx5A9fGwUFF1cvRe2+Dczc/p0MI6 +jLn2NDmKCV985O+RAX0/hRbrW5CjsWiM0ZY0ExY2hQx6+ZIjG6T4QE83C7I8 +DTpeVUiOhk4bRUvtZUMZ7qBOnWpy9GvJeNuiKgfq3Q90GiSSI7Nb2J3vVx7B +yOsByTs/yJFpekE+3dZjuOB8bUGLlQLJO4rR1vLlQQx3Ja87igLpHlFc3mot +gCMPfdQckiiQXPGFUCOdQrjN4vPp10MK1PXCmZDQUghlSb0PWd5QoDI3nL/t +hyL4cOrSeZslCkQ7uaiqNf8cXs2/yDJrTYnsTW3vn7Qrh/fCsh/fc6NE9QvC +oj5T5fCV6SfJE36UyLa18EvppZdw9Z+a9r3blIiWOfTWh+BX0Mee3l+9kRLl +/tQ1G9GrhMmK6N/0B0qEd3ut1JZYCctpg+7c/UqJvKuivCS6K+Fy3Xj+9Col +mmmq+81pWAW9OKoHkvFUqIk3OatCtxreWZ5zVpOjQs+GHxNuXa+GpS38K1Mn +qdBimeS6eUM1XPSLp1CzpEIM0/30d2Vfw0sfz6tMJVAhWveAQV6yNzCx8G5z +UhoVkuvZZxdSfgNLIlqMVfOokN+iC3/NxTdwXkrWI+ktFXq4cHQlvPkN9Eg4 +ylRZoUJMJHrBLy/VwARHZcLkLhVqtmA5TL5XA4uVL1fcoaRGe/ZWnYPVNfDn +dH/nhBA1KpmPXn24XQMpGqgt78hQI/8ktlOcXLVQNFVzUlmdGjVt9rXtKdXC +i7B497YZNUrLOzNK7l0L47hG4pSdqFGLmGGifFwtLPzFzDrhRY1wLvIhnx/V +wra2U7m3Q6iRFYy2WKiqhTOPwqSU46gR5+lB++sdtZAs4FXNeAo1emlodz5n +uBaKnJ3Rvp1LjcpVhFPgci3UwfN8UiqlRgB5NAUd1ELXXSO78Vpq5Bh4SH2K +rg7e/Bwzl9hKjdhti9equOtgfnGtv1IfNfJ4VGPaSaiDLVHL/8ZGqVH87ODZ +ZLk6OGWJS0pcpEY/0rh0aNXrIImsFbfSNjVyv2vWp4fqII78TsEYGQ2a7/na +aKxfB9GPJvlEZho0vXJjU9y4DrpUbb5TFKBBk9dPRI6Y1cEbiZJnxiRpEH38 +kH+gVR3Mc3YcvKVCg0w0Q472beogpvrARVGHBu3Jm5wLta2DE4ydK6MmNKj9 +9NTdP//xv9mD0Fv2NCjoIXE84j8WajxOqXiJBiUul9twnK+DIM09dTSQBh1V +aR90/je/k1eO4K0YGvRl8u/rp+Z18GCY9tP6XRqE2Vc5NZjUwYcGYdEOOTTo +n6WOFdvZOqj8dkGus5gGTRw/VlBxqg5+kTw/ofCaBi1YJMjngDro+7Dz/mMi +DSoKcWwYVquDdDRqiLqXBomQBf4IOl4HT81zPhudpUGDQ/r2U8J1cNI63kx/ +nQbFVD6jI3LVwaiOLdLqvzQo88nMIidjHawtGnC9xUWLBGFsp8FuLZS6mCqq +eIYWXW7T4grrqoUdAyRfH1vSotk1/eq+xv/OU9cvnvoCLYK7FalfKmrhY5Fz +c6NhtAhfnRQ6k14LmaYYSm6V0SLLltOMvfa1cMsxUWaMiQ7lsv62ApM1MOXj +zog+Px0SioGM8n018JiWZ3K1BB3CDubiqbAa6CGg9+sWokN/EmeGAp7WwOEf +5BWK/nToUmDp3i3HGthkc10x8SsdwtdpxGh+fwNvmwWfUHpMj37eNDlR3Pca +PuiV9il/QY8CJw1XJYmv4WP9iSdidfRITPRc/buXr2Gl1hkKnn56BH+MSrEn +vYbfpfg+H1IzIO3gnm8P9F5DSbKmix0BDCiN881V6uZq2FFNmWJryIhS9NVv +GrdVwb5jDS395xnRx9J/WYSaKvijxPePoQcjamlTN2MoroKrT77ZgRhG9GpY +3ZozsQpyJb0QI9QxoiIDAzy5cRV0dzN+tyLChLjCvIXVf1RCCo6Muev7TIhs +LrPBgrQSsq1GM7FRM6OzwBlvt1QB8R8uqRayM6MXaskDEv0VEERqJnyQZUY0 +q+yv2PMrYNjsjBirMzOSry2nltKtgKtvFN3zW5nR5K7HDak7r+CK9MI1Vz0W +dNrAgCZR+iXc4h6LLzNiQYQnIVWWnC/hAUV/9pY5CzJJfrunRvIS0k28a05w +ZkHM178sag+VQ4m0+6xloSzo/pjIrHNsOXQ9UK3aLGVBeW6aLS+myuC3nvi1 +OGZWVCm93vjiZSlMB7mnrbhY0c+9tosx2aXQvOpNjpggK1qeeWZ/Nb4Ufsqc +OdUhzYr4Rx4+v+tYCjsuaGdT67GikQBcx2emUli7c6h9J5IVZZm1xxsEvYCZ +hMC0+4usKIhxTO+XaQm0inBVzWllQ9GZrwNvKxfDzFwOqp0uNpTf6zoIxIrh +ELHjq0UfG/o0qTK5xVkMrSlk/ktlQ8cwmpMuO0Xw/N3N1ze22dDFra4rwg1F +0O5pnIKnFDvyvRQvlAiKYE6zKmmbPDsyu6vuvihXBEdmFvpwquyoDpvN1hIu +gg6Sxn4/dNjRHVeWyIajQuhYxVlh7MCOWD+c8pkjFkKX1mJZ5fvsSHJWA9vQ +KIR5P88fpmSwIwO+45qb0oVwipq+99cjdiSMOoz7eQuhq9FV7+cl7Ci79vsJ +8Z0C6PZVrZSvhR11Mm9p7FcUQI/5DxKkf9jRxNKw7gpPASymjdhxPGBH9X2m +Z3gpC+C8zLHOBlIOtICR89Ov58NLfqkegUwcSH5XN0j1Qz68vGdbNC/BgeYH +sq5FBeRDH/plkU92HGj6s8WYR+MzuBzWQEF/gQNRomnFnMJn0Gvh9py+J8d/ +/kTFE5X8DHq2S5Y2B3Cg7zlzHMb2z6DrdQ+FmmQOpOWQsLy3lQdtN6fg4yYO +NPFe4uIcdx78fqEKP9zGgZTVe09c/PMUWvfdIOfq4UB1eUM9ZxqeQsuXwp33 +v3Ggo7GG/APtp9DU09Ekdo0DZXp8bBIzeAL1Rr47eIlwIlszgzoj9cew3aAE +PJfkRPLOrj7XNx/BU/UhuFk5TtRGw9Io9uoR1M7gmnXU4ER3Z7M/TuAfQc1z +lt5mlpyoeVqkJps8Byq2fg5TT+BEyTr7g/Y1WVC4rCOTaokTwajG+x/I06Dl +0/q33WucSO6LROaj1w/gnbTS0Xs7nOib8U7TR7cHcCvingg3JRd6N9uuFdCe +CruNrF9J4LjQQIWjXtW9FBi8+rP9jDUXSlC7ySd+PRmWT39bYHDkQhMR4QqM +G0lwaqiL/osbFypzYRJK90iCRsSXZrbXuJCJ1osbhZZ3oEhK0NjlZC5Ekd+o +m3c6EX5UoPxzp4UL6a+/fBlxPQ6Sie9wn+viQqXYSI8scxxU51s8yd7HhZg9 +719ryYuF+WQfbzwa40Lz+0m22V03YehAOkP5LhcaCTme91khBr7qTJD3O+JC +98SUfG723YAz70LNlam40SVNJRn6azegSaHDw0Z2bmQrGjqLu3odigaJin6U +40YvtFPd115HQrvLXPqpKtxoqyNs9StjJLzvSONlpcmN2Gh8evHeEXD/9ErF +mAE36jUk+9gsHw77uN5orF7kRo2CfvPzEyEwol7XgvkRN7r35EyA6ZcAqOjQ +t+b8jBu9B4h7yi0ALh053Kt8zo0Yl4Rxzbv+0E4/uMvsDTfy/WASqiflD08O +lcD0j9woC84LnS30gxthKmOzA9wonDLk1YkzfrBUsCVc5Qc3WpHLUjYdvQp5 +3Udqhua4Ec9U97Ga675wd5NRlpeEB1FcT1vm3PSGlVk5XZepeFCpSoRRz3lv +eElDwrOBgQdNSPUtzjd7we83Ub49Lw9a/WU4wvzkMqxjDeB5osiDPCZn4tUi +PaFvzVHNqjoPujX5jlHnwAOK2yZbQMiDrGL/uMhGecDMvKJ7k4Y8KC2+8/GF +2+4wWP47BcGdB30eIykoanaDcgMX8wO8edD8h/hZcms3OBe8Dtuu8aCXcS7q +PSuu0KqJLsI9mgdND0a9dcK7QmVjrfXnWTwo64zjgXSRC1xZ67q3m8uDLoCD +vguGLrAw3VrWoJAHtZa7aqjNO0OO0aueS5U86E4r+d2BNCe46ZU/JtvNg3y/ +soT78zrAUib5iKg+HhQ+p7WZG2sPXavf8Xwa4kHMr8VxIut2sH9v0OLqDA+q +fagUOffVFlYnUndXHfKgzi3AYtlmA71k0z3JyHmRxLjorKq+DRTpw1Fa0PKi +Wrv7vyZ7rWEq90m0xcmLst852RhMWkG/Yp9aVXleNBFKOlIrZgnHP/NnMKny +ItrOhZDgNxbQeK87YE6TF0Vvr/sunraA0kZSCplneVGNyVBmoZ85nF3/WfbH +nRdpvp2vL5oxheb8GXc++vyXn0s2r5hgCptPnbpcFMCLno3citmSNoVPsvLF +rWJ4UVyDZ/vbPybQRsv52ZvHvMiSevd+jrsR7PBgupFcwIsiW6YtGXoMoXLK +e6eLpbzIqSvEgEfZELLM8Atw1P9XT8a/uwUsZ2F34vfMgAFexJlroi+1rg/V +q28FGf7gRVrdQvu01/Th8xFVS8IUL9IdLd0d3dSDcXIZrAOrvIiMJfQTM5ke +BINmyYp0fMi9Ibq1EZyC5X9JvOlY+VDF6pAyGtSF/BKVBtPcfOh1G1PZMR9d +uBvGRP1AjA+RkR7epSvQgdXCPTHriA/pyRKbNGW0Ic4g3KVLnw8pRWkyRPcj +eN9fCj4z4UOS50ebGiIQ9Gm/dWjqwIewVVHG5ecQinmfCqkM4UPv5fkdzytr +wfT0TavEaD7E8eNNJ3meJiRryld2if+PZ0/CDSZNOM5CusGcxoe+bR4enNk+ +CR/Wvve5+ooP0Y04bH1cUIdUkz6G+jV8SFNU0DzaRx0G0QpICzfyoTeT+wkT +G2rQ3CF8/lMXH3qYNT8cQK0GGcjUXOV+8iHZxSmoaqIC34aQW8wt8yGF1hvN +T+aVocevz7pPNvjQJ/OVJ7KxyhD7fkmMiYQfLS5kxCRgSjCgImfhFx8/Or6v +rzdnrghxYp7DRXh+NMss2ip9qAB7c5S6HSX5kYmVna36cwUontBb9lGFH6EA +h5F4MgX4w+Gf70tTfvRKjxtUZ8vDW/3dzu42/EhnBrdVTCUPlc9kmQo68SPS +v8g8M1gO3lM6rnjXmx95LhoW452PQW061z8+CfzofcWMhpSZDCypa4+QbeRH +3Ok18YRyCWh17IHPbAs/itJqUyjQloBkBU6Oj7v40QUOtu8nhsWhw70dwPCN +H1WgBtloJnHI7C5FtrLOj5rq4z2Op4jCxh9/Ngp2+ZEZjt1OSUUUXjJtmbE/ +4kdh5L/wuyME2KJh397DIICqv1hLPJMjwGC2u4llEgLI/dPjn/7zeEhItA1z +kxNAl/5yNsRl42HfXzEvfpX/4rs+tbMa46H0YpNhko4Aeonn+xVVj4PjxDUm +b0cBFO/qfSsTCsPTVywzpNME0LPIlU1zS34Y+OAdydVsAWTIpS7Qv8AHC+tE +fF4/FUBs4mHJ0tf5IBnZuo5muQBK/ed0S7eKF2KZd9eM2wXQCnnurJg0D/z9 +bsv+QY8AurkY/DuqlxsKTdl3Dn0RQJPXmF19/LhhlIz0E+dxAWTx4+WJ1UYu +eBLrMLy2I4AKzDzMGzw54eWfx+pq/gqgLmpW3j1OTviQLkNkn1wQtaa9ycpo +54A7lm57N1kE0amrFAyfJDngm8Wj4nQpQZShRMuf8o8NyrGfIKu3F0QfP+TN +Wk+zQEf1vCuHFwQRPno/+lUBC0x2pB5GlwTRxLhVGZ0HC1x+/rWiK1AQLbEy +KEWOMMMSTX/HkbuCKOmc8rQEK9N/75nhD8LpgsjqBoeMaAEjpL6FlC/mCCKd +dbHiGVVG6PGFif5XsSDilnRzSXZjgASPsvp/REG0CMTzX/XRQfMkNlHdDkGk +svuB59dVOnizMuz+rV5B5PBHdbuahQ5O7ut7sAwLIvIrUSVvrWnhk/uz7CIb +gqiHVf/KwSY15HkrePW0qBAilzW13rtCCf+5PednlRFCZm2yWIAAJZxlUvgw +qiCE8r7+XTbopYCVF0/hA6EQKom7Rr4mTwH1WbwH8u2EUE4f89MQKnIo+27r +uu8FIcS0Y5lOIJJBNo9o2ZOXhNAya1XQQSgZHH+XGv8lSAhVsZw5w7tGCoM9 +69VIUoUQa8gFhYhlEujApjPbk/Wfbq7RvFlOAnXe96RkPRFCWq4OCVevkkAm +9olFuXIhlLBbdqFx9QgUN1E+duwUQpWHJhxqYv/AV04Lknd/hVAnIZBr/ec+ +aMBGyxMohBHDEOHIKH4f5Hl72JrTC6OA2sQIOfF94NMcVr3II4zsG96IePrs +AYoreRd5lIXR7jDP+i7tLljilmadPSmMvr87MOx+swP6Wl6/r9AWRrL4XftV +lx3wmKeTS/+cMFq+4unJ/X4bKLf9+hDkJYw0xGW6TOP+AL6rIUHa14RRXYRi +Lt+JP4CEj1SEMVQY0TdNhtP/3gK9VzkiCuOFEWRrvWDitAXc+DWODeQJI6fY +wAv9BpvggX9i6vFvwmjw910wb7oO9nvL6xPHhNHdv89OjfKuA1eJLxOTM8LI +jrT7dcbMGlAa5ZVLXRNGxtVGdQZha2Ap3+rnLgUORbEw8HbZ/QbJDPMxtkI4 +pDXofvWf9wrAToRlxONx6LKWSukA+wrY8qB/USWKQ9fW3v0ZaVwGDs3yfbQy +OBQZ62wUwLYMjgWHCjWo4ZAc+wED6lkEnyZo3/GZ4ZAimFEpvjoPyBgff9Kz +xCHrcUm9F5LzQPWk3LS/DQ6RGNzvyJ2eA0/SzWl7HHFIXKNoxch2Dlw1eGQT +4YVDO3103W5mPwHLa9mtkVgcchS5fyvv8gw4NdlETXMLh/xlr+jIHZ8BoYxm +/Mp3cKj4YctM+M40mPQM0klOwSGTXq7504nToEqgKUUzF4d4Sf9Wnq+eAuYJ +547l1uKQC45cT1t8EhTbrhm8fYtDL/lg1sLaBNiTTfX42ohDDxdFPfwzJ0De +QP9TxlYcYjVZ052aHQe/cNZs0Z//4xITJuK9MZD4zmHHaQGHvo3LiOqyj4DR +e3/ZI5ZxKPNnSqXIhx9A3vXJ8axVHHI+sHFeifoBhmgmL3/ewiHS9Io7CivD +gGDtNgpJ8Sh5TSjy2MB30LR2uRnHh0c0OUfVbh+GAFsb3bimIB6RXA1bv3ln +CLhnle2fx+FReRX/tpPxEGAAv5RSxfHo20a/s+7Xr8A2ya+YVAmPEp7vcYb/ +GgRbYiFJ04Z45LfbfO+J1gA4s8dd8s8Ej/xpJSj96QbAo976Nj5zPBowiHQe +/9YPdAL2/5qfxyPdYTgaFtgP7mNRfq0X8ehDkKtBwpsvQNo+zqowCo+6N1Je +O5r0AdtrtWwUMXgk7Z/58iyuDyTeWvjsFodH16Jed6T9/Ax+vjY6S0jCo8pr +vw9/KX4GeQycMP8hHj1Imacv+/ERcDYVSea9xqOAvY5YFvsecGrw28+jWjzC +XvDcvsrcA/yXaAucG/Boatn9ytu2btDH5Sso3IxHuASpk6SK3eDOVVW2J5/w +iGvymwE9dxcgwXcePFrEI68DDcEYmk4gr7ZXf7CCR0YcXx7LdHcAJ2OZYPs1 +PHoudDs3LbkDvAu7v8a3g0d2tJtyD9g7QHC/zc9sChGknhw2TyndDpZjFz5l +CYugKxMlHR3BrYAvhy95R0QEyRZ47x7XbQVnKo0MbMRF0KG2SLMySysoHq1s +5TomgpJacQqk5S3ARSWsPuOkCFpTm+wJWWoGQ3O0+WlWIuiE7BumUzEY6LC8 +/fjteRH0tqA9Q8cWA7UtNFkT9iKo/zSe5ZUCBjKfUCfLuIogtwnyyLudRGBl +TRnc6iuCSP1d6Oqzm8BgO8nZzVsiqFM11YbbrRG0Kd04xZskggZWTP/dF24E +b54dAXjvP2aTEH0/+g6kR/1TSkoXQfWn/DNlbd8BC5VDQcIzEZQdbicvYdcA ++gt31s0bRJDWNDvfcHg9aGELWQl9L4LGu/xIXmrXg+ob23NPMBHEcWj2m4u2 +Hjxw+DOy1CGCVindeYqz64AZx2b7zQERdLGmFx/bXAv6Ylezq1dEUO80h8lX +6RrwyfWnNpswAcUKZx17b1sNpiie72aIENDc6smoRzLVYKv4UgWvOAF9uZPG +e/i3CvAuLwvgjxGQjKXpqFZhFbgYsLEjr0FAKoOpyg+3K8F+7NFLYxsC2lEq +WGt0rQCM4s0Xv9gR0OVsUVV7zgqA+3CT38qJgO7lcg5//vAKnGaguu3gTkDX +I+i3FBRfgZR0hoveAQR07vjtW2lML4F4ES/f7fsEdCKm8Wzdcik4oT/Sx5BG +QIIwvvRhaSkwWnx8KyWTgLxvlNDIeJWCa8dwf7JyCSgi8vpVu+UXoLFGvK+4 +jIDGWm4qlP0pAeYdSgltnQT0W1lO7aLkc+B+6Y/mmR4CajpDW3V5vRiE0tVt +9nwioGdmY4Ok74pBrsnJCwNfCejBcTmbmXPFYGEIaU7PEFBMpxlO60YR2A8l +23Sf/29/wrKPXxgXAUb+theLSwSUebK24xF/EVB01udeXycgzyZNBvq3heA0 +Ke2nwD8E1PW2Uiw+sRCcL+iO290loH/Kz5aizxcCr9PJGpGHBHSGRXduW7IQ +/P9/UmQvHFKyvFcA/gcEn/hn "]]}, - Annotation[#, "Charting`Private`Tag$1930#1"]& ]}, {}}, + Annotation[#, "Charting`Private`Tag$4276#1"]& ]}, {}}, AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948], Axes->{True, True}, AxesLabel->{None, None}, @@ -1786,8 +2279,10 @@ qXtjmPTJ8H/5Kvr/fPV/AF0he+I= Scaled[0.05], Scaled[0.05]}}, Ticks->{Automatic, Automatic}]], "Output", - CellChangeTimes->{3.898192034299303*^9, 3.89819226647221*^9}, - CellLabel->"Out[2]=",ExpressionUUID->"290b01d4-18e2-45f4-8d41-2dbdbca178c9"] + CellChangeTimes->{ + 3.898192034299303*^9, 3.89819226647221*^9, 3.899992005379006*^9, { + 3.900514550221245*^9, 3.900514562436994*^9}}, + CellLabel->"Out[8]=",ExpressionUUID->"67987562-f98a-4262-ade7-d035d51ff650"] }, Open ]], Cell[CellGroupData[{ @@ -1813,178 +2308,339 @@ Cell[BoxData[{ 3.898191509613262*^9, 3.8981915263970737`*^9}, {3.898191556827965*^9, 3.898191571387702*^9}, {3.898191965103423*^9, 3.89819199225441*^9}, 3.898192257827187*^9}, - CellLabel->"In[3]:=",ExpressionUUID->"3800b10b-2c97-436f-a271-4ff3d597907a"], + CellLabel->"In[9]:=",ExpressionUUID->"3800b10b-2c97-436f-a271-4ff3d597907a"], Cell[BoxData[ GraphicsBox[{{{}, {}, TagBox[ {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], Opacity[ 1.], LineBox[CompressedData[" -1:eJw1WWc413/Utvcmq4UfQkJIA52PhJQkSaWNJMm/VFJE40eUyB5R9t4k+/ux -Za/snWx+skd4eq7reV6d677uc785L865z3WLmv5neIeGioqqg5qK6n/ry7Gz -89vbJEzqHnq1qk2GUQf+pZ6/JOwg90Xw1Fky6HMNrHxfI2Eys2t4yAUyiBx9 -uPnfAgnfOSTiduoWGUrf+zANjpJw/8PyiarnZGCS69iD6//xhQn+xilk8Hty -68yrzyQcrmTUivldIIn6cTTVYRJeM8mjObLgAvR3dBSFrothLSnF5WVqN+Dt -rLCO9BbFmV5n7hkpvQfDshAz6RoRXPa5aJ91nAc4UNStP/3aiw90yHOa5XlB -7rMQq7Rze3Bh1aucNVdv0Pe5KLIVvAs3Pbrg2h3tCzphRfqnpoUxzwIn/avd -ATD3sfcv3agwfn1g+JPfvgAIcdpILBkQxmMPvJfSDgbA9M2jjKqtwvjuu4Om -G1oB4CP2jTiQL4wLaWPsftsEQH9csgKvmzBmU2zhYysNALvMzzz9JGF8ZOP2 -WNODQIitet7++KoQrg6/Y457gyBY0U4zwUgIl7Z6L5ZNBIFHmG16/1khfMv2 -TkLzchDYPr7/XhcJ4fHY8URW7mBQ33v9+F4JIdwUFnRoQysY2uxQbM2sIPZ8 -/LCzOSMYaCQZ7UTfCOJ2C7mcJO8QuEH229EYL4CrbOP0vj8JhQZYZrSPFMAq -JleIT29DATYurYuECmBO7f25T31CQcR254CtlwCuViPfN00PheGbkfH8dgJ4 -d0TSvurpULBQTVe9oSmAT2UZhTXeDQOb+drbM338+AGDJdW+u1/A6RZtKisv -P47S+ii0rh0O6Y06nm1s/LjwKH9437lwGD7uYRPGwI93pjJcq74cDtq7d8jL -r+/AIk9ofbOswoGjWzLdcGgHnqT70zHkGQ5fLpzODE7bgefddmdHd4YDoe2d -s09vB7buFInZfBQBVAf2EpoufDiTr/XNfFEkOPJr3HBx4sMtPIwS7T8iYWXb -dLPyGR/OuEe7XP4zEmZbYlVPW/HhPpr2q+UzkdBjL5drcI4Pn47ixWf2REFO -uXrGdSE+/CiZy9H9dRQ8uHYt6lkKLxbm+L4qfT4axrWcTuTF8mLqcx/+et2I -BnP58KH1r7zYlzaan9Y6GkxoRvY6+fBiD2HaZq530XAq/n4o+Rkvvhy9qlpX -FA3iiy/8vTV48er2iELLgRjo/hD8LuknDxaf80sJEYyF1gqR5FuNPPhxSFlH -iWQs1G3HNe34wYOpXkdaLSvHQvHjHKFXhTx47dNZdrfzsRB5tTXJKIoHKzPT -iJz7EAtW+9mbNh/yYCte3y8O1HGwUfNK0ICNBwu+TCutW42DRTomdXoGHqy1 -wWFWxhQPs8e9budvc2OnvofffwjGw2BmWKL4AjcuH7Gqpz8aD+Uh+WprXdy4 -65b/jPqLePCwWrwVGfePTzSxwNvxsIvFMmHxBDc+VkL2iRdIhBvFdR5iatz4 -RSSLstb+RIiwPfjQ4BA3FnGS8Fs5ngiSPesqyfu48dLDCI4vFokgn/yx3IyN -Gyvx1dos5STCCf2sgZafXBgJ+yRNXk2Cez5bOzIsufCSSg5p+HsyJGubrfXf -5sKmxuiMfUMyzK5X9bJd5cKVKzohUr+TwdbMO8ryLBfeGLY+28mTAo7K4gdF -FLmwWddrG/v/UmBPim/QnhVOfHrErXrgQCrcPyRD37OLE+dilWRHnAa29Hlx -dpyceNf2O1f57jR48VPnNA8NJy47XTxLtZgG75/e8dId48DeW+d4qfjSIfFb -uFBuBgf2vyRfmH8qHSYOCcj5a3NgE9/0F0rf0uGuCt2lcw/Z8UaV+8ZESAbY -MPiuTZr+w8M8ZX0JGWDXLhrqepEdB2XOSIzkZoCrHQwVHWPH7EGKKtIdGRCb -8+K+LD07FuxV7Q7ky4TfKn+cmUPYcF91VpmYbyaYHe6PLytjxbfp5Bi6vmaB -RfxhY+3vrNhfPBUU0rPASsib9kciK7454nH5M86ChxuaNxq8WTE9T31MylAW -OBIJvF03WfGk8xnpSvFs8NN56jS7wYLZ6R7Z/UrNhspLbEZCyiw46OF/gSWt -3+BH9R3q0H0s2Jb54P720W9Qd5RI3bOTBbdUxtHTrn+Dlp22zOI0LHja30Au -ViQHBgY6iuWamDGd774i/v9yYPVulPRJa2ZcErLjfAXXd5CxP7ZtE82EncUF -Nz9a5gLu05f5FcCEJ66vXBh9lQvGmmYXL7kz4avHavtuB+fCGw6PJLBhwkde -snwqq8mFrui+S1xHmPBW90TOEfk8cGt+lZ5Ry4hvdH5Qk9zOg1GZqtuL8wxY -eKD0MVdRATh+6vGw/M2ApTSmra90FwDPMuV7bwcDNvJgWG1YKYDjJYIcFYUM -uFXefo+GUiH4X7LK93dlwD8zlwzOJBfCSTI772FhBvyalcKvE1cEEX0Xyp9r -0OOUnsz378oIUBxRXG9Tpsf+FgUNeSMElE9yKyhI0WODncl9HLQYRlcaP49y -0OPkWxy0xeIYZHj0Hl/opcMph7et9O9hyNQ+KXbgGR2uHpIeNF3BUJ6m/Gow -mRbfUGFUqpUqhYs5vDmq4bS4dPdTtmG1UhgtnJ8K8KXFDOxDjwTPlwJTTfql -sy9ocSKy6xx5XgpnR2Tl83VosZWE8xpNfSm0C0r0+w7T4AfcDu8/Pi+Dsdc7 -1HQEaXBnndiusplyYHmZRvFlocGtHPkm15kqQM5eN2rwLzVmvXpcYB+pAuxs -XrK8GKLGmjgw6fSVCmC4+rszOZEat7PcHOmrqgBx5W9PedSpcYxBAod/aiWc -kj8nfVOeGqsulx8xqasEa5mJ3iRRajzUoTpwcbISskV2n9RioMarnJOu85JV -oMnuwmPfSIVlpLJ+NERWgemoUVrfbSoskPnx5NuYanAdmjWVMaLCN+osvaYq -qyGx143/mTYV7sqJf+YzXg3zLYUvufZT4Ws+B42+yP4AGmfdINfxbWLzxNyf -ou8/AA5ONJ9n3yYO/tnT8KW7BvL9pbTGjTcJTdVlKY1L9cB0dcyMWm2TOLnP -sH3oVT0Yi8S+ERbdJKTNB+61JNbDfCIJ6039JYaDLzPFbteDNN6jmuH8l0h4 -8KBdJqUBgib5Dr6I3yBaVm0CJdmaYDSt9Zzvxw2i6JG/XASpCZSf+tgk224Q -J8ZQkK5qEzRucyb3q20QXssiTyXuNwHDDtZ9ms3rhPePXEe++iZ4CtS72dbX -iFvF7x/uD2mGUjqsKjGwRrx3hZ9Z2c3AVeNkcrx8jYD9yokPG5sh2ehv4EPP -NWLkVMgdd/oWGLm3wvNTbI3YUhDy1HzSAoZ+M0xfzqwSd2X9FNC1VlCY6FqU -D1smTK73SsZe+QlP5g5IC5CXiYIHGT2Xnv+E3JXX17eslomuWOHLJ4N/ggaD -TGXdkWViuSBQu7HrJxiSXgTea1siWihcl3Kvt8PT68LHoliXiAalRUnFRx2Q -32zizP9igajhCh3+9KMLtjpTszZvLRBNFzUMTf90wYlBmvERnQXCeIZd0EGo -G2pnEw2ydiwQl2/5s5GtuqGXdUPUIGOe6BCK2rPJ2QPbWp/L3cf/EJrOrbta -LXvhZH4P86bxHCH65kpJ/4UBSE2MOVqlOkdcPZPaZ+A+AIKf/7vnLTJHiLXe -fbaXGID2FQafM20UgpqQJE3sGAQJB2OusPVZgv5MzVIleRBKXy+xIZ0Z4o/3 -Wqbo/SH466nE4Do4QeyhSkScV37Bw4S0VW7eX8QZlbeUW6FjoMBh8/bE4DBx -k8Fi4lrRGPyxleV4nDJMRMpdqLzaPwa2agmkNp1h4u3QQ/trIuPwtDFSP8Bx -iBAQfy6BosdhYXK/7qG6AeJAl1GidOIEPMmOvxFgMUDwSE97BdVMwPJLiScr -VAOErszpv5TJCVjl2vs171A/0cHwpdJg/yT8VeFZUv/aS5B+du+LSpwEhrer -4dq2XQQ5W2F/ccQUvNN7mhPH1kWMCyR1lhJTwMQ/X8sU10nwaJonePZNAUvC -1HJNTwexPVEfbys4DZyN/XrntNqJntEYAdkP0/Ap6Kpp+sBP4j/F7UXpuGng -Me18xv3iJ/G9l9mvt3Qa+JaaI1tT24jbPm9KjdemQXBnxeolwVai/e+k83XT -GQge0eDIy2whpCzf82GHGRBOLSYJn20htrF/ZbnfDOzWyNXvfd1MsJ+OP51U -MQOaDca6Je2NxOGt5K1ksVnQvm3w5C1rI0Hj0hM2eGQWTi3qftVCDURkRLJe -tP4s6AmrL/1IqCOi1aWUWu1nwdiCFNHi+IMI/VIu5Vc1C+8fPXbz+VZNhF/f -+yqjaxaKHMv+M5ytIm7scrx/YWoWxH3NjrfcrCS+umW172anwOUvWRI+QRXE -60PePSd2U+BDAi27YXM54el73vm3LAXmiaie5hNlhPObVFLYaQpI1i6UejuU -Eqf3XKVOu0yBK+2aieezS4gbHB1HjlhQAE//sm+WwMQtPcOVRGcKjFPuYrGi -YiLuiAL2/kCBcwxMXpFyRYTM6Qt3JwMosEfplGwkdz7x/hNYTydRwEV3fF30 -bS5heOWIo+83yr//w+1HxGIOAR5PGuOKKXDBTipI1OIbMfA7zVyqigL5HtUW -ER1ZhPWEymm+RgqIRlkeEtXNJIR1pb9YtVPALY+JLiI/nZBXy/WU6aNA/9fz -MRqXUwmmqFsmF35RIKXO+4SGahKBekQMRsYp4LDWPID2xBOiUomNvTMU0JXk -eYmoY4hx/4+6avMUELhgKIxGIghDZA40yxSo3Rb/z9kzjAgYm9eUW6OA5ZWY -BCejQIKj5NQGsUEBuiyJkZfC3sTdx13C3zcpgIT01NexCxGo4HOPd5sCc0HB -5n+CbYmw4Qmi7R92pPGr0D5yBbRNpxk3/mG5ELMqPhVnOJuJ1F3/4X6hjFlW -Tg9QV5V5YLf1bx5KnYWuGn6QwuiSU/uXAjldl968cwiBLJoiXdd1CrDjKVK5 -STioqGPL2BUKgG+Sa/mzKHisMW0hu0iBRxb3J8r9/vlop+V4wTkKRB7dr1eR -kQD9HY3R96co0MY2lVrxz3eG3ns7JDFKAYbBRO7KqTTI8uJa0RmkQOiVQ8fM -yBlgoIM8W7oocEjT//4vnizw2Xp6q7KFAg2yS6FmEdlATDkcFq+lABXVt22z -4u9AW9JwXzSfAsETfAdH9PLgeWh0cmk6BRRbn5ia9+SDPdGR2xxLAfNY5Qrz -1SLwVfkTqe5NgU0vv+URVwK4lp/0hbr8m7/aum/mewxOyrOfbZ7/65c0qVAU -KgVx7oVVm5sUUNjJ0m87WAq6/Wxm4ef/6TnzlzPjyiBi18sxXU0KBKwJSSmp -VEBUauptVgkKVNV1vVe6UA3xL8UDng7PgqV9d9XV/f/uKOnLAkvjLDCJ99CR -aWugJ03tIlfBLJx26HVqy6oF6mdcyU+8Z6FOesD2KV8jtH04UT9++J9e0zal -Z7IF5liP51c8mIEjwfO1FONWcHde2vIwnAEmiu0kbVkrsLq81J9VmYGEkMf7 -ZD+3wfkDf06835qGyT9PIhzPtMPvPaIkO/dpsA5/5r87uQtclpMKvD5Ngdry -StZBwW6gyrzXq/1wCtj07Fu0yN1wLobxXPm5KUhZsee0udYDgj7sObs4pmBW -/4V7MVsfjJOtZz64TUKuU3FxmsogiHWkyXnaTcCxAyWZBoG/4Mm6JMdX7TE4 -1NYeUPzjF7h26vevSPzb/w7TL2T//oLfEeFuV+jHQPKHgCbT7RH4nKF0XK18 -FHjv2LQSMr+BqyJX6+uJUZgO3bkoVzwKx8b5tctP/IavbHaH2H9PgGu6ILOp -8S8Iyfog5CAwCewREhBz5BcEmERsjutOQsHGkRyWnb/AI76uojx1Eo5H2dEd -HxwG+5MkY0f7KeC+t/e2gfUwGDo22U2xzkDlvIvD3Q9DQGO3o9dcaA6M5PX9 -b9QPgMmtxJZc5TlIscvlUgscgMzT8IPNYA5GQpW77W4PgOneeznZrnOgiKX4 -6Vb6obS68BPd4hz4DLQrvJDsh7c7zbWiG/7A5SRrz+SAXuilX1NdnfgDK8qf -YvUsekF57qOiHv08fPyxp1lbpRdGyr/vXVSdh7fknbSnOnrgpA3rumbCPNCf -3F34eHcP0JVkpv56uwBYJ0RaIL8LriXpxBz+ugCiB7rOyXh1QbZ/7+cP+QtA -z/hs85N5F5hbMbgr/VmA3cvWzJe4uqCC18Ts7Y1F+DXcdjn3fie4WlALko4u -AX18ksqtgx3AyGbw2nR2GXLzn2gkLLbB5X0mWIV5BbKXXFYbWtsg8YT5Nov4 -CrAa37Y6lNUG+s/tX2ZdWYHjo/7upbZtEDAa/pyuYgWONnkJNC22gmTJn0ex -n1eBtyFqUI+uFex7N9Jf5KyCXSyX5cmxFqhZoZ/Tb16FfOI709OaFrCRE7ZZ -YViDl7wphLN3C+R8PmF1ynYN1uPT9eTEWkDLztd08tQ6tJXQ6nqcbYYA77CI -YrN1OH3HPmpAqRnGk+MGfZzWIfNnM8sd4Wbw+FVwQzV7HUpLz1+kG2+CNoMR -E4+9G6DdunHR3aUJzPcfuiC3vAEFshuRsT6N8HawXdM2ahPON0fFvRqug/68 -Mw/sCzehjF32WF9hHRzzxQFOPzch6Gy6hGNgHcxpJU68Z9yC6kHBSaezdXAj -6aVX1P0tMDtB+LkX1sIxO/GeNqVtkI611TgRWwNr9EfzdppSIV4diY/T0dUQ -a7tQ/8WGCj1oKD0X4VoNRgMpw6IOVCg9TNba3bIa0nPF2KT8qFC3Mh/PvGw1 -WNxnu6lcSYUcz8wMCuVWQVvTAN1ZGWpkORNSb91RCemfXQ2c5qnRUKlYod/h -CqjldR3jpKJBEkbbpeO7KmD0g4tTBDsNYvB2SblPUwG7HMnJ5VI0SPlEXsjf -+nJwu/aGifUmDcodUGdAd8vh1m4nHFhLgwxMBcPXIsqA6+tThYxoWiR9K7+2 -+lAp7Bd4WnUikxYpDoQ3aIuUgrbXkxttBC0Svb9VMs5SCo7Ojz1WumlRTz1x -LnCwBMZvPhpX56ZDdJL69IEfSwCLPAiveUmHXnXarw7PYPgv0pxrxJge6VsO -jBd9IMDzeXCopxk9KlWiqqS6T0CqQYPU0Yf06MZPOfEnpwmY3Tqs4elOjxKs -z6xPMhNgfZXV9kghPdrm0jfm/FAMVnyZrR6iDOioQfLrMf8isHDdDjg0zYBO -ti/+/VpbAK7XlUmDqwxIrvTbm/PpBRCrfC/tPT0jsutI9ZP2L4Dfwy1VA3sY -0Wc5HV29mwVgDrGr7ucZ0fG8PDejpXwwXdUz6c9hRA0N1HUqUvlwwypk97vX -TIhFd5nZOy4XNrqYG/58ZEK654Vo2LxzIUj3udO1ECZ0bfBKRvSLXGiWujxw -MIsJFXJsWMvp58LJsR0RvSNMyKSUfSls+TtIm3uLK55iRkIuKffK9L7D4nW3 -/X0cLKihzrhuii0HPtWv9OjsZEGpT5ljy9a+wQH1ux6Z+1jQSC93TNboN7DY -pT3zDrGgyFeTdj34G3R106Yp2rIgR8E4ZW27b1B8yVnR7ee/frazt+7+zgb3 -83ZHlUJZEVPM9Y3B1n93uE7GOjmBFf1aIz/gKc2CUJ2BLxLfWVFyScu+q+lZ -kK5+ik6whRUZumx1HPyYBZ3Swo1/GdmQ7e+cGYpOFkjRFJtXPmZD1MVq4p4l -mVCZSf/pyhl2NHMo/NLV8gxoOpBf2nKZHZXVHjeW/5YB3fE2S2cs2FHycQUN -/tgMmP3SYXL8NTuS5aDc3uWWAfwfEiRI39mRqienC8PZDLhjdrZgWowDNZbU -4yPd6UDH5z/qvM6BEj9WFlygTgeeWScOHkZOFKS/LGYymQai1ZYq0bycaPxD -YNu+ljQ47qjmWi3Lic7ecE7ljUyD5yO/JLhvciKPiFxGac00mM1WvBNZxono -1i1eSb9PhWmZ8Uem2lzIskOPyU0mBRYF+lyS9LiQeLhThtGOFNigawleNORC -rZGVa4epUoBloKDE9SYXqnm9NqHRngz7fL24k+y5UOBjkd833yaD6YZKxkIi -FxLd/bk5YSgJOmpd5sic3Gg2onE5KSUR/I6HaV3k50ZeW2QBcnAiGGZkh0js -5kZLY2Ohti6J0BDw62SlDDcaJq9f8LmeCJW3NYIZtbmRTEr6QidHIuSs/NV4 -78iNLrZyZd19mgABpCe+XhPcCCs09xWcjwejgA/jN+e4Ec27C4QEigce5ih1 -hRVu5HCY6nqkXDx4zjaPNdHxoDmyl3krazy45smr8YjwIPoJpTbuqjiwOzc1 -4mfMg34wRqJJFAcXHUxVQsp40FNrG35TjVgICONjWPnBg7rdCxTWFGOhnaj8 -eaGJB/GJX+L8Ih4LxnT7n7L3/ePxlzYupli4/HEh69UyD2IbVYoKaowBk6/k -g3eleVFkHF2Z2O0YuFUWK6vsxYuKjA3SMj5GgzXrlFiDCR96eCXQy505Cqae -59Ox3uZDGjFXXxhuRYLVuPuozl0+5H53SEZiIRLuVkglljzmQ0fZndLHeiPB -1Nni4DcPPhRW9UZwMD0SriwMQWgxHzo/azDsZxIJ2j2d16zEdqCtz0eDKrIj -YG9SZQDD5A6k9HxNWuZNOBh9zc2rmduBLFxnFw3sw+G9b2Kv58oONK3/6skr -m3BYdPAUE6DnR/tSqe+t/fPRNXrGqftE+NGYvAmnoXI42M3+rjhlzI8CAl1f -7m/+CvUH6Zfel/Kj+yN383RTv4BDruYFzs8CKLtGsmjNLxQUrzXN3YwQQMwo -ZkbUNRQmt695pscJIB2jGc+Lz0LBRMfux/lsATTLZrbUfyUUjrXHg1+9ADp8 -vZHz+d5QWF1glxWiEkSKtvVBOPkz2Ml30pHuCKLdtpvFBo0h8DDWOkdFXgj1 -173xVlcMhv7Gnf4cKkKoaLkgY0w8GM6u1TweVRNCv+XL9UMFgkFGT/pgwGkh -ZBZW3Cq+GQQjf34nLd0RQievNvVkVAfBJfWbEdmhQmh1sTc683YQHG8776HI -IoxeqFo1M34OBDaaw6Zyv4URW2Loy1mpAMh7RnthdEoY9asffLd7TwBYzDRq -fpkXRp9f6dw34g0A3GkpwUG1EyUzdEd3bfrD47SQ8RnhnWj8UAabRqs/dF/b -skkx2IlyefNPvnT2h/jvFQ6yhTvRxWgn4nmfH2g9MPKX8d2FerR5ZLhSfUEw -b/d/WuJ7kJL+6KGCXG/wsXXzVujYi6Ion46nNnuBoeu5A2E5IkjRecMsbsID -ZK6SL0a/FEVGbMWZ/jbvoX2UOdL3ohgyavZ7YbvDDRpMf2vw7CWhIBKLXJa0 -KwzRxa36i5HQ4Es93VhRV1iMtUwTkiShY5o+pWFCriA0NbVL9AAJ1Z8JKA1m -dgXzx/Mr8qoktCYrGlEx4QLrb7dTzl4iodfONyUnE11AMkZI2N2LhDg+iBic -V3CBozo9TWy+JFSh0HmqRsoF9CZC330KIKHDSrJIR9QFHh0QWQoMI6H/0u/t -PcvjAoXfJJtik0hoaoTB0G2RDIaVSq7lVSS0LULak59HhjuWS2qnaknIcq9K -9qNMMtizfF+obSChoxXbuw4kkSFM/9jt1p8k9MyR61paKBnG25Ha8C8SyqwU -1h5yJsO6Pc3CnTESKuqt2PfdngzsO8sTJiZJ6NIe/qpPj8igeFNH4M8fErri -cEr5nBkZtKiZG54skVD2ZepNpWtkuBxVQ15dJSHKINvzXRfJYKXloer4l4SE -qXtjmPTJ8H/5Kvr/fPV/AF0he+I= +1:eJwtm3c41t//x+2993a7b2XvkdA578yPRLJJyEpIkplRCklSERGVEEKRneQ+ +maFssrLJSsie337X9fvrXI/r9TzP1/Oc61zn/HVEnK6ZupKRkJC8ISch+b8x +7JfR2tERAV0QDsxb3MkCsyFcG8P7BMTSRpL3h5ANjFnGtip3CIiy7L6UlXE2 +wJ30Obj2l4DuXZIZMs/OBnWxCTTjswQkvSMHxS3eABrZH0LoOwHdCJeoEm3L +AdfrXomktxLQmWTDl5N7OWDI0l00qJmAVJ+2THPK5IKCWzsS8l8IaOLU1q2J +x7nAuItfJaOMgN53GKjJ2+eBp36OhrfTCIjGaySimyUfHNBIGNulENBKugnD +HYN84PZi1UQtiYB6My961NzJByea7liuxBNQcfh/8T8288EQ95tLjncIaDbx +x2LXTAHAfZoPxK4QUJvqPo36+DtQQHojm+QEAXHIFAuHSXwAamb5VKlKBHRV +4SSbi9kH0JQ94a4gT0Dl8jGgNuwDGNc3kXGSIKC/jEutXT0fAFe8TEU9PwHF +y3tefhFVAu7wzTVHkxBQ0d6PcA7SMsDiJSwpfIBH/XT8v0YVy8CLz5ZxlTt4 +NMcmPa3sWgaqHBtN5tbwiPZW2rXYtjLwOydz0GAGj9ITi4YZXpUDa6WLiwyt +eHSnGZund64Es5FPjd404VGCijzjlZeV4EZ/W9Gpejwa6VWZvzZUCeKD1f28 +a/DItHUc3jWvAvVE7oOO93j0y3RL/8DkI5A9282UmIhHXox3E+DVT6DmBe11 +qcd49HZ/XF6v7BMw+IP11MfhkQruxi7//ifgklD0bD0Kj6gEjVJhfA14PhCH +swzCo+CXmxMlNZ8Bpau+Iu9FPEp2Knjrgkeg217BatEGjzS61A0VzyDw0po/ +9LMlHhUwc0V6+yKgevZP4yUTPPrMYs6t1oCAm9Izm3xtPKoSj9NXvfoFfCX9 +dVtD8l8/ldIGfH8deLrX+YZRDI9uOJSHRlLWA8eN6tYxAh4dvfH38VKpBztz +8RyRgnh0LG+isC+5Hkh2quZ9Y8EjzhhOqVOODSDuZXTHxS0R5F+337HK1ASs +U3zW5dZFULBWfnmsfhMQTbDlJVsVQTQaO+LNt5vA5yhZ55wFERThl7CpuNEE +lr36N5d/iqDmkjthrLPNwETjuNDtBhFkL9WHH51vAQIqLNqmX0RQrMg2RaVM +K5iT3b0sWiuC9LVJdqx8W0EEvv3D18p//rgpx/2DVlBCG6DLWiCC3nA56PIK +fwPsA41emU9E0GLK2QCOB+0ASb2OiYz/1/8tFyv/cDvwuhWa7fZABD2rE+pi +lO4ATceVRiSjRBD5KutcfWcHuOmfYVgaJIIanea2pxM6wSRbiGSDgwjabR2d +fETSDR65Werl2Img51hiSoV8N9CsVnCKsRFB+eDNBe9L3SD50lzqWTMRRB80 +k5fS0A3OFFvQ9umJIGYPc33mhB5QYiQ/NyMjgmzaCi6aG/YBh9f0FF8l/9Wv +nxy5FdUHGDZmhfPFRFCqWOd5e9QH3NJfWHmLiKC3BXk1p9T6Ad8iXfMmhwhy +7mhua5P/Ae7EzLyh3sehPx96DLz1B4HcCPoyv41Dn/+rYzl4OAhG5NJ/tm3g +EEYhnX2lbxCo/jDlfPwHh/xCx2zm3IbAwjEUyTOFQ68oA6t7ng4D0/rnzhKt +OLStrCtgIDwKRHunR5ubcGhDWP/h49BRsDkta+tWj0OlDDw2gsOjIJWq3iSr +BodoViQ6+NLHwLjB4inBIhw66cOsw/dsHFzt1OBhfYpDn95UK/QaTgIwEZVY +9BiHvNYyGKeiJgHLWgeT8UMcikg89PiCJkEZuwvlg2gcYu4tT9tRmwK7lnFr +FME45HEv+2m50jSI+TnybfsiDn0MtFoOsZgFtsvH/3tmi0O7FdvWx1/OAukj +n3oVKxySdQtgGP41CzpwlNW+JjgUc/avhV/4L8DlIpO7pIVDSkcDvyaq5sCc +XyD+AcSh4kD/eBu6efAx6ssLCU0cGjpge3JkNw/sci2euqngEOUjE2yBcgFk +LYRFjIvhUF/P8fNf3RaB317zfrgoDnmK2RlhdYtAj4EtSFAEh7TcNyVYhJfA +gkyOty0fDrX71HC0jywB+evtF3oZcIjizVc3tyvLIOTPKa/HU8JI5doNp9Oz +KyD90ok57KcwOnlv/5i+wCqo6ZF3We0XRrkqdx2YzVbBYSXBzrRVGLkLdHr8 +rVsFd27TnuX4IIw8HtPYOhWugVjWPqmUcGF0Ial0rD1vHRTcbc/9L0gYWeVU +rt9bWgffNpoJO9eFURRX/pG6wgZgGqrmt3UVRq/805hffd4ACZkZ9AJnhdHl +lRstPZOb4LmS1+IrXmEEFvqi+px2wKc3rpdN2IVRZ4/WD7WqHTDC7TBFwiiM +yPZWb48x7QKh/fPDl0iEUeSZOTUGtAsyG060EX4JIdn6RvVwxX1Qr6qg3zsu +hIzjq/OSE/bBdJ5kfeSQEKLZXv8ivL4Pjj8U/DTzXQjpKK+9Tv90AN5akBfk +lv2ra4+prNsdgdbm/ePW74VQeXKLrU7LEVg4uZlJkyeE+D7XN6fzk0Bpofnn +V9KE0N2liCHuOBJYPNseK3VHCJmou4s9DCSFVYHPPYrOCaHh8zR8yyHkEO9y +/c3Af0Io/8jn0WwTOXxo8t84qZYQmuqarCSwU0AniU0Lc2UhpOZ2mB9ZRAHp +h8+f3uERQueP67I+3aaEAc3ioXi2f/lESKGLMRUcLz2qMKQXQnemQjLfvaGC +ZXHvpF8eCKKKujtbX62poT2g5dGeFESZ+W4b61008KvkuKnXsCBKlE1adFSm +hYrclQ+TegWRg2cNU2QKLaRecSGfaxJEAkPsdGxudLD4NVqOKxBEp9ccrutx +M0ByyqDGfj9BdOCdgo8aYobeq8YkJN6CqJP2XJybLAsc+HlMQ+KyIOpxOKNW +4cMCCyt6ikNsBBFjUnXhyjYLtHSXS8cBQXTSJa4lgocNInOqHwYnBJGQVYdc +iTMblDz9k/WGvCDK5VVYPl3MBo94H9xrxP/L02XPkm7EDvPaZn09qAURW6+l +DsNzDshW9fldIokgys9ZrKJe5YBh2U/nanYEUD/vEFuGASc0DdOyZ14SQFOB +N9JbjjjhnuxLg7JOAXQ3ro5q9zY3NE6wwB2mCiDcHwU10zE+eFOR2UA/UQCl +K1ldcTLlhzndX68/jhNAtM4N+PRmfnjIplmPvyWA7gvYR1dXCcB3iXg3fRcB +5OXac3ezQggOKI3EP74ogKqqKN5lawpDit6kykFLATRtWQ7GG4ShHQctrZeB +AJLPl3qa5o2DDEl/Ch7LCqAXPLQvwp6JQDWVt72DYgJIiK/xh/mMCHTpczrA +iwggZorfJe+V8bCGs9+4nF0Aud0SKaAfwEPP5JrVwW1+lDBn6+2gKApbn90/ +QajnRwOD10laT4nBzRPajl41/OjEi/oj0TwxiB/Yjykv50cULwpzXnOIw5s8 +PkP6efxISpspTH5dHEqkWoZ5PeRH2L7tFk2HJDQ/yZJTHs2PxqpK13oMpeDt +wZb2w1v86Fl2VJlEmxQc4D2Fe+LLj1bM/toWd0nDmOeE+nKrf/zxieXQkSws +U/+5eGjCj4q/ixu/TZCD40PJHP+d4UdnNi5onOaQh2r8dG5Dmvyo45en/ff3 +8nAubYXmSIQf3TXy363cUoD6Lz4b/7fEh4xPLqv8mFCGKw9H9ilm+VCuwErH +mdMq8Hn4Xv6XMT7UEh2c8CZTBS45nKTW6OFDd9l+XtHwVIUJ+HKiTDUfOpOI +FeE51aAme+/VhVI+RLfhpEATpQZnyP/y577jQ3Y/uLwUttSg2ox8EO41H1LF +lIvvTJ6Eo7mF8uwxfEh0R803rV8DxqS0jXZE8KEBv7ASbltNqHB/IS4uhA+x +DqmZ6I9rwkgP8XnKa3zoilP8/uH6KSgpk/1624IPsVsrTn/DYTCgJI1tlMCH +tJ7fJEn4pAVxWdXouSAf8hTQ0D3g0oYtiYPeVtx8yJTEU87KTxsK+HO3ddLx +IYXK6lgKFR1YdyLxbv0qL5IMzZV52qELvcRLFG4v8qKw9QsvvmjoQU7erjHN +GV5Elf/bHsvXg+67TJoVA7xo97071ZV4fcj0OXY9j8iLpgtr5Pf9DGDVu7eZ +rh95kVmynq7+hgG89PKrCb6UF32duytwIegMLLtF9S4t558/JdVP4XuG0Fbr +jmv8Q170I62Fn6bFCFIovWY3vMeLzr1/wBpxyRi+I6Av1BG8aDOZ5ZzZgTEk +oTwUjPD7x9G9ivnCJjCnObj/xgVe1E3BtxYXeB6mKgZovzXnRR23Ke04h87D +uBe+xaNGvMiFOT/3AJhC3xuesQYYL7rh5K8lzWIGTwlfBMLHeJFR3IOf37rM +oXysTYG5EC+axc1SCRpYQPyGBU8sNy9S1y3OM6+3gDRtxmvrtLyIWT8prglZ +wt4ALKd1mQeV+kT6zUxYw+YJTXaSOR7EzvG7+6WvDaw+e/K2ygQP2u96tT9N +ZQsz8Iq2GT08yJbZ/6yf+gXo2U5gCqjiQTpch3V6nReh/UlcSMGHf3xO8DXd +bXtoki0wN57Pg17wHt4iKDtA1ZucdYYveJDL5H9zE+aOkOw4dYDIHR5Uc8O0 +fWv2Etx4TD5lGcKDyu2zqBvOO8G5vaNzcX48yEbnTbMi0Qm2d21LbLnxIL7k +ZKCe6QxTwxZ+fjPkQZfOt5zsi3WFcXOzZ8h0eZCY03u/ZwxuMNxsqvIE4EFP +2lo4Y5+4QReJkSeZ8jyIlyNGzvjNZSjf9103iJMH/Rh02ojcvAIJWGvJOyYe +xPL5C9teogfkKmgSnqLmQaopg390VTzh/m3ijtEuN3rpJnS35K4XbJb+8I4w +xo2sRX9+djG9BqufveOzGeBGRS/d2MJpfGAhWf69+K5/+rzuHBYPH5gwkHlp +p54bvffeARrK16F95FPOjjxuROCdvUY66wvb4SZ1UCY3OnJpfil2/gaEe1a7 +uHRuFGfQgMuovQFxvvxjvo+4EZ1uUcaHDD846ZCZxxXAjVJIg3iD7wRAU36K +NOI1bvQw7aWYOWkgrO93feh+hRu1J7093nsnEGYbSfhW23Ej90FR3cWHQdBN +o1jDXvufX82bwPuNN2H/Jqss9SluNOCRs/bKNgTql9zAFatyI5ZTgiZ5ayFQ +XOIEJZkkN+Lp2Q/+IBUGF7hq29+wcCPxRnqy+3W3oPda26XfP7lQkU39yPOG +O3D0nYx58g8uZP/78qqT+F147sojPdjFhdQXqP/reXgXyo+bSj1p4EJRCW/N +iy5GwrXvg+vKBVxIsteQ3ow1Gga8/XUvNIgLgS+8SgtN9+Gsi8HNY75c6LDc +hb9CJxZa4Qq82j25kNmA3FvKhlio9sz7PM6BCw100/lzNT+Au5EbfA26XEij +5tSMwuhDGO5I/p6enQuN1e1iBNEnsLhDP76XgQtds8vdqPB8AidBnPcLKi60 +xByg/rH0CdQT5JST2+VEjxg94/7oJECmoePFphOcKDJ0TcbVMxG+NDtTklrE +iRY050sF65IgUe9JhdhZTiRY1fiG1uk5XCvvS17R5URvs1/m+759DkWP8QV+ +hJyIX8Ox8/LKcxhDnnXCUOmfXvQH1URoGjRBZVXefJxoPujTZtSjdDh+cqC6 +fI4DhZsfeomkvIRsbwXSwic50G1mxRmD/pdQh+dSiP4IB3owkWrbyP4K5m3O +awx2cKC4wrG+orhX0Kd0r2a/ggPV0N6wENTIgCQywkTtKA6kQpmSzczxGoZy +nbaPCudALiXvEzrkXsOtI6eDpkAORGlaMihl+Boud+donPHgQHZXufhqb7+G +w0GyVSbnOJCeO/ek96/XsKLh1IeLvBxouWIt73J2JlR872Dyio0DfU6vn35V +nQnfPYv4M07Pgez3TzXGd2bCbI9GGZdDdtTXctEhZS8TJrAY5XtMsaNkl7DB +BOMseNXOLivwHTtaO1U9NTGfBed0w7U+5rCja3JeIr77WdBFLmNi9xU7SuJp +1B1gyoa2ZNPC4QnsKET7WaiMUjb8L88zPTKQHS2dFMiUvpkNRddvJj05zY44 +ewcLF8newKEHqfcK+tiQ2JyXixBtDuxpxBU6drAha6oVyVM8OfDbUW4nZwsb +mnVyobETy4G1Nyp4b9ewoWTh4Tfpujkw80JPgXkWG4rn+J2pficHekgxdh74 +sKGOhI/HXPZz4F7rbR4TBjaku1hqc30rF65T0JyipGJDVlk3TaKp8+AyeHSp ++ogVrYfyF+Zx58Hxkhf5on9Z0TJ3VDCXWh5seF6tuTPIivzFle3Tg/NgnMe6 +Y2YuK5ISWawLOcqDAnTub9e1WFG54nu6DO58aF/7LQ6vyYq4DJW2T0nlw9e+ +Cj4mKqxoiSwvcBXkw+PDu6qFYqwo46MwMdUtH8oVPmxwZvjnH7bv+rciH2oZ +l45197Eg3owF04ULBfBKwiHnB3cWtJjhTJisLISFes47o5dYkNxPZsOg9kK4 +vNs8wnCBBV17Lv1cfKYQ+jo/yXI3YkGaZq5GA2zvYKiyqAJOkQXRp0d4B117 +B4XeJaYIbTGjM9MxX8dk3kNPFUnKYQFmdJ/fvyAUFUFfyo+5AczM6EmfWZTc +UBG82ad/ho2MGXkvjC2RrBfBWH/XRwa/mNDcOyVWEo5imF+ewVv1gQmR0HuX +Vv9XDOdVuGWT9JiQcXbIMaXyYnhZlcLqnA8jSiuRPTnx/AN0PjGaV19Pj+LU +cxaDXpRCt7wTlnqV9Ih7PSfkybtS6MH7hLwlnx4ZPHM5WfW5FPrsadu3P6FH +Bef5Z2VHS2Eo8S37oAM9Ykw1HCwXLoNP9f3Dl/foUN2LbO4P2WXwWVW71PU/ +dOhifN6yT3kZfC4hPvh3kg757mWSqDSVwQz6YaWdFjqkYu0T1firDL7rwObJ +U+gQJd+H0RnJcthkxWDOq0yHjBJfXPtWVA5bvrqSpovRobRZnlUCKoffThLf +C/HToa2MxWCXznLYze9LK0pGh+IfOHIkr5TDsbEftbKdtKhWrWvyilwFnDRR +8PpQT4tSnAXWqkAFnP0Sy6tcSYvkTK6pDxhVwKWsU34nX9Ki88PhQkGeFXD7 +cpaEjhctUlQ1EP6aVQH3Bvb7mxxokZDWe7JjHyrgoYFlpIEZLYouMOiRra2A +FNK0Y8bqtMijhY1O+UcFpH7hFNclQ4tuvfexEZ2qgHRMNSfNRf7loX12uWC5 +ArKueD+1oaFFrDzUTq4UlZDj0tfTI3s06Ee8x6sHTJWQp1vkj/0fGvQR0wRy +PJWQXzskfWKSBn0pSnY3EKmEQmW9Bi79NOidnSB3j0QlFDkmuzXb8m9+4CZr +o0IlFE2+l33lMw0SvEO5xn2yEopRT5xfKqZBG8ae+AZYCSWD1I+8s2mQ2OC5 +yS+6lRD9NJacSqZByu84D3wNK6GltrOF1X0aVDNrrqNtUgmX8gJvt4XQoJnL +7ifEzSvhHaa4AuhNgyhltsW4rf7l9cvoL3WkQSabJpDSphK+HywjFTejQeX1 +dpG//rEObJFO16VBXRdOT5b848Hsn1YsajRIW+6tnJ11JfSmW7sTKUmDlgc+ +qg5YVEIKH6r32wI0SA6r/sxvWgmf9/ENejHToCe77o/5jSqhvIYcxQQpDdrb +JI39plcJmzK05SzWqdGrmpVXhH/rs6Oytm2ZpUZXXkj+5lSthGueXlGnBqmR +s7hkbYpUJYzpul38oY0aca7cefFa+N9+nkgaPlZLjSbsyS4dZ6uEZelvqZ4X +UyOl0XMnBMkr4RmyWgWmLGr0mn6/PHStAo5f7ra7k0SNWnFLvzTGK2DA99l7 +m/eoUREvg53ptwrIoLRX4nGTGv33VE65qqICnjgk0Jo5UKO1GPpOi+gK+M1Z +Tbn5PDWa/K6jGfHvvDm1nHXQ0KFGfoP1N6eMK2D8U/9yggQ1enDyZ6cmSwUU +3b0//oyfGlF+8/aWXS6H1Q4v6RmYqFGEygbZ2dZyOCvZfGl9jQoFjAc60IeV +w9DHw3HuM1Ro/Zswa7FZOWTb/FM58oMK8dYQ06PFyyH4wsPUWEP17z5r7Rr+ +VgaTrDyqk6KpEP/txfBFkjIo+Tl8hjaYCvkw33UZbimFCJ/IEu5JhWyjXx8/ +/aQULv3+5OZmQoVEJ9rpcvhLoU4kI/sJPirUvMGem4grgUPzIqCAgQo1krVE +z41+gD7nVK8IH1EiiplrP9XTP8A0Pgci9TQlkjz5vkKC4wNcKy72HHhHibhb +zxpRbhXB1z/NGoJPUyLynCFuXEABVJxW3O1VpkRncDMOf/7kw4YFVnl5cUo0 +mOFDhnnkw9mtjrRZJkpUE6FOMuj4Fkqynb1hNkKBPK6IMfRY58JPPFJv33dQ +oB8N18NfDObAs8J0Y7T1FOi8M3vEhws50Fv66xn0lgL5aZBwkrm8gSV6OniZ +QAp082ttD9O9LKhtRLCO8aBAFabf0rbZs2CvGVn81EUKZNnAO/U6MxNuOqKd +VB0KpCqXecqy8TXUCNHsomKjQIy7kd8PcRmwoUj59nghOdIe+vz70+Xn0KKC +vUIjgxwx7FYoJ39OhbM1a4vJieRI9yJLiwx3KqRpLbYyukmOKBJ1P/n2PYNG +09Jy1frkKLdWAK8algRHF+hdOTXIUcqjn0nTf55Cn9WF5z6y5KjAeTd22/Up +TDjMoxLjJEfGYaU6fHaJsJ/n2GjiJBk6rLpAU+b9BF4WpuD400eGVKk5x0j2 +HsPtY1MGZ1rIUGgH/QSIfQz5lF6XkxSTIaTz+3um0yNobyT48GoYGbIJJmE0 +xOLgH7P9uq8+/xj3Oi8z8gG8bTu8TXAhQ4pPA9UXvsfCzMupLkNnyBD+OJbb +430f/org1NTnIUNJ+feCFmejIV1Y0Z9EOjIEPV2Xj2tHQ9kgg6zxfVL0Rmhl +Gp8dBQO8w+huTpAilsgggx83IiHVhZmBwnxSZDTCFV2qdwdKWt6K20knRYXF +rlI+jRHQ+DwvpveIFF24GJWyrh8Bk/SNcsdukCJpq9v2M1a3oahyuT/bKVI0 ++KvwMunpMPif3DkJBzlSZO9FeCPiHwq9JOdHCkRIkc3EwifVohBYhhPU0aUi +RX9WH83HKt+E2oxRbEEdJIiUbF9c/lYgdKMRbmr4QoJStUfJtUcDYCz5x2DW +MhI0XKX7g0QrAHbvLI3np5Ag3nNurMtc/tBp1rzo5yUS9Kqw8PLPNV8YPbHs +JGlOgn6ePeiPv+EL80diuAL1SBA2IfRxdus6XOuuCWORIkGX26968tJfh2S3 +DFKi546I8/HyCkYfvOEZ/7Aj4e9HxP5Ck1ytX1fhE88Pbh8/HBF5Egee/cZf +hThrXpWlm0fEGI7Ur2X5nhAqzHedZzwislOErcVsucNoMcGTi6uHxLPJLDkZ +lu6wXfB8RmT/IfG+/fSGfPVlaE/30bvy1SHRyv+Zn1K8GwydiqEXVDwkhlBb +nNNyc4ENgzW+FVyHROPYDavUGWfI0LkyeG7vgOjxDvDecHeGaTXWeXcaDoh7 +wU1GukFOsDpJXHfO8oD42uzhiaLPjpDmwi9nUs0DovLDxCoNa0doicu5wydy +QFzJerUxs+AA1/IJ6OziPlFA+rmj+DV7KIGEND7c2if6PCy11f1wAQZE/bRp +ddkn/mr5eIKC8QJsOJMeNGWwT7yT2gCOvGyhYx9vBSfHPjGapTRW/qQNTFng +ULiZt0e8+Nzn4qUjSzhb1HMu8eEeMeZn6PZwsCVU9k/wLvTdI3rpCWdXbFnA +jiPmwlHNPaLEfpK4zIE5pOKkF9Pu2iU+SB+/VShtBs2HWnTtKnaJeQ3H/hQR +TWHmqxgX/7RdYs3L5Fo3C1MIJKkyc113iZsh31qzYs5Df0gqyLC7Q6zBvlV5 +M5jAOgqkcWxsh6jCRntJze0cZGkNtwUNO8QMrgvSC5XGsNB8/5lP/A6RpG8k +cOSyEZy+ssXWh98h/vfcJWB18wxUlKtQWKbeId56khSy5nwG3l73M6H+vU2M +9AmMvdFrAPlvrT08WblN9DQ8dTWF+B80ffqb5qXhNvHYyQRAUaMHM2wKxSrl +t4kS95yePtPSg8tCnnqdnNtELmJpIsk3XRj7du4u2fgWERl+sqH9pQO/1E4d +uvltEUd5CknpNbUhU2Sm4G2bLeLZWz/q7H5oQTuDS5qpYIs4cOxK9L6fFtzu +GQ1uo9ki7hpvDy1UnIby84Prci82iaRhwkG7Zhj0W5GR4I7cJKouSuwhSgxW +bUVcPPTYJBaofMqy9IXwNJVk0ze1TWK2WFjOfQMATQk3n13p3SC+09laZxfQ +hMmS7W0mnzaI49ccsYFnGnBYAU+ilrlBFC89m2PBpQFdsFZ3Kp8NYgFXfYEm +vzr0v8innkW/QTT8zhXDra0Gq128vWPX1onPNJwKDrpPwEPPuszrg+tEzdni +q+KuJ2D0TQ96LHed2EfSLsbzWBWmPKseGdFaJxKDbyrRHCnD6i7bW1w3/xL7 +ZoKbrE4owsOB96UHjn+J2dd67DlmFaDWONnctP5f4lSo8f3LyQqwbTnfpJTz +L3GprzXt/Z48HKHfEzH5sEb8YRj/sLBIDuLYz1meSFkjttDGr1aJykFXvqxY +oVtrRJ6Ep/0+6bJwWdzw79LZNWKJ3d65t4ky8Eg3reH+3CoxKHayvPqVFNQx ++rPt07FKdGvKuvBSXArGmGvLWFesEvFJZ5TqSiUhi/Ni0vHIf/zb8e7zTgmI +v61xuV54lRjmZ8xkRBCHOtXDtAeWK8TJ1b9W0YRj8H3+m5PNGivEDEnb7d16 +UciTdu3KE9wKUYx7GGfuJgr7t6gSDHv/EGf8/tTfLybAYyGWLC92l4lS6ua2 +czZ4uH1h4ZpCwzIxouC1kysNHn7TDO9ofLhMfMovVxxUJQL9Dt/EL+OWid9G +RLWgoAisi9hgwPR/Ey0lKPWaV4RhstN9r16W38Qvfh1O512F4RVtwW/uQ0vE ++KnRwegRIchCqfvgydUl4mxwoVJ1tyB0iHlKO5W4SAxLYYj5MsIP9+OVqKLH +54lLbon0BnY8sPNasytf/jzRyni31XODG2aZXGh8f2Oe2M1eyxrwmBueYbsb ++YNqnij+t8uD9xsXTE3qJpOQmSM+3ipgfmLNCb0C3Jw+b/4iTjKfEJ8+4oCY +1e6X8+gX0aL5ypfePA44x4OPuGn2iyi+8h5ePWKHqunXj9qCZ4nKuZ6ML2rZ +/r13lA6O2rPEJ9RmvvvX2eDPi6m16wyzxDsaw6GfjrPBSOEvYYIZM8SqRsEK +zaessCeTZd+7aZo4vNPl/yScBfq8LdpmZZ8i1tSWLBtyMUJ5Ju+7WuOTxKwG +tsA3+Qxw1Vea6ca7SaJfzLp1LcYAfTXfEnr1J4l1f7wEmHzpoX9HpnFy6ARx +maScxHiOFqoqXxpsMpggnm3/GdtynxZupgi7bHFNEKOFxf77Kk0LA53Sg60/ +jBN5VjzJlANp4N8FKQOVb2PEgsqb1gyC1NCvLM8+2W2MSP2nz2WuhQpuhh3z +2yIZI6Z4aOlwBFHBbRbhVx9VRomXWVa5dQYo4b4q28apVyNEt/2vkW65FJDq +7naGnu8g8XFN4CwulAzeO+tfkcswSMS5S4j4aZBBGq61NprcAeKnR7dvNu6R +Qrq3i5utwz+IiE7J5PwtUsjcMXr2nG4/sV183D31CQl8nHLBqXisj2itdH3K +3ZoEsjkNBLLe7COGNm8zcuFIIMdGV2bP+17ioCg1tuF8BHj4G7eteHqID9c+ ++LASD0Dq9GmmjyXdxOFWO7c6mwPA976WwGfUTXyf3Di8ubEPBE9XGY9EdBHl +XcdKOxX3gXa7pcGX/g5iL+VGVNrnXWDpRnjdHdpC9Gzpvn6XbRvEXr8Rk1D+ +lei8SNOu0rAFPofWXzNdbibeIkpBqsAtIJroDLodmoheAx8s/4xtgjVi1nCX +Vj2xbOedp3vtBhBS+k86k7WauCXN2OGc/xdEGcztitytIjrOO0eQev0FSw4x +La/XK4i/7gSHhsn+BdVxX91e/yglbr069ZqsYg28+/ZE67RGAfF+WP3xmfZV +sJKS6rKa6kt8Ja5/zfzYCggle9qop2YDXyUKcZXO/gGyz52bOVRvQf6daxM8 +kX+AmdJATfTpp5DfzdZysm4ZXHfznG94mgNvDPT6jp37DUhIyo+caythbE53 +84WsBZA6z6EwffYjPH2F89GA6QJQ7PFzchmuhiN1WR/cyBeAS45yo8v2Zyhz +JYEs9/I8cDlu26jIWwcfPB/VNNScA83fBmOVzL7C3cYDzhW2WeAeNNR8QaoF +ql3jDdf5NgNoRIcpIslbYdeb6zTPomfAmZCR8N7SNsg88Ofz8cNp8E1izNef +owN+9ru1H7U9Bdy1fd8NL3RD7STZdTz3JFBLXWv7Y9kDdbUCaTNHJwDNH98F +8voemLUgb/crZwK8fX5DTDqtF/4541VVdXICLKz6vQ417Ie2I42Ux9zHgVdG +YJJg4SBs8SediGj7CTQ3t0oVeIbgHbG+mLc+PwHD2aBu3cghqH5xz4KG+yd4 +txXE7G03DEV/ae1aXx4By8Y379cy/IR/pnQbWziHQVV4bW2R6jhUkXBcBTkD +IOPt4fePXuOQ1OnSo367ARDTC37WZ47DEekrdc4cA8Bakrj3g2kCNifNV5pE +/wA7fUQ1kl8T0KFZvoTDvx+oy3wpMXk2BT9YWtVcC+kFKr39ybUtUzAuOanh +q3YvkA9Zuim9PwUv9xsUtzH0guMt3No0l6Zhm8VDzaaMHsDu6t1DlJyByQJT +4HxnN1hK51+XrZ2FSvivRquGXeCXtsJA+sosbBb3V1gS7AKTC3o1dIRfUFY7 +KcdnpRMMqvlGzt77BSVnrSWZn3WCpt6vHC/Pz8Fp1YjI6d4O8IohQIVxZh6S +Fjkc1Zt8B89LH/CGcC9Agx/C8hcovoNk29cHcwYL8L2k7LHuqm8gLu9bY8P7 +BRi1mkRrLvoNBOkQLEODFqH0YUKeLWUbMA3tDFik/w3rueUnJH5/BUaEWVsb +8Bte1nFMDXv3FfzXugeafX5DZccF1hjvrwDwiFFn9f2GKz+KlarWmoFUWdgz +21fL8HNpeLg+eTMgC+AcceFdgenxWiNntRuBrWN+d5XyCsz7EpOYTtsISs7A +FgaTFagw/ZyQ3tkAnISvVJRFr0Dl668evHZsAHVfax5TrK9AooxPVHRMPbjL +76Kb3b4KT91o2Rje+AJGKHc0tudXYcqYmYNo0xegvPJQ8SzlGryalq+2l/wF +TDdUCq9rrMENLbXJs+pfgI43/a722zWIqg+5jO8hQPGl5P3U3b/wXN9wcapv +LbAr0H9z4tVfCNpnuW0JtaAsaSTtQfVf2PmbDiPr+wxcPKjuK63+hRpq1YKH +6p9BI7ut8137dfj7iqyVOWsNiHYj5SGc3IC2lFT6gjMfwahJMlOg+QaUeTZP +zZz1EahqSFG2XduAnS7jArWXPoJZZos135wNGG4fMHlmogrofcz7Vse+CYfP +dx+MzlUCagaTCKflTfjYtGuQnqcCWIvZIlXaLWiMzBNbJ8pBvpbLEZ3oFvSZ +CSAVLiwHxsFBYaU2W/AY28yPCK1ykDybEUzRuAUrBUXQoX8ZOP5l9XpO2jaE +vvIlTpslIGhkr/hmxTYcTb/rXvK1BLRuUa4Yd23DKwsJXWFpJcBbls97i2oH +yvbtrUZolYCKNC2P/3x3IOmS+h/u5A9ANyDRaeG/XaiV+a7FyLQYJD958brW +eRfmf3cLKpMqBnOFueMJ4btwyU63OoKyGMRNfbLXKNuFpcnWd5L9ikCvybRt +nPAeVK3zcVs3eQ9cpFTMZDf3oPjQzTvZ0oXg7ni/tm/WAXRpWXw8cikPjH40 +vBpUcwD3T1522pXJA+qJKDm87wBORSjrP93NBSu6+fOx1IfQ+P4xiRNJucC+ +IOxRluchDMxJVOTqzAHqAaLDvUpHULA9Ukb6whuQfC6VYvjsEUw8Q6gIkn0D +VsWZZCdcj6CEzaSrLNkbkDe8dfv3syN4r+XZ3878bMB1uu041f4R/PL+760+ +kmywQ3nyI78TCdaE6Mr3ajNBju/f7y+9SbCg687+jimZwHzs3aRICAkmx3zw +WMg3ExRX4RnEn5JgiXeV9bKOZwI3TwYH5SYS7OliomRF4mvQ2zlGYSRJiq3J +mXTqhmWA4rRok/A1UmxXbOGCNusL0MYe/YuZhAzzvp9m7tKdDmYfRIW/ZiTD +wqgkcEJP04FAaGRhgzgZNvLQrt6CNx3E2N2hoXcgw77tfT/zVjINOAqGo2dt +ZBjZwF3i48upICQpzEpikAwTt9nOvaeQCpIZw5arZ8mwnO0/1Ud7KeDbQYjA +KCk5JvTmJq13QgpQGw0OElUjxyLs7JBQ4zPA8spf/kM2OebLVxdUhSUDKW7/ +Zq0Scuxq1ecUCbZkoPfIz76XSI5JlBso0kwngdBbN+K2hsixa5qO9rT3k8Cc +w/W5U6wUWBzfJ5GDH08Bwl3NaA2jwByvptxHMYngWqYLy7QlJTY0pfFxX/YJ +iA9OTY93psRGP48V32R6At6btIuf9KHEbha1Np9afgyWD0+cjr9PiZ2oDfv6 ++P1j4HWB3lethhL7/ByXba34GHhwlPTEiVBhp6c4urofxIPYxVmHE7JUWK7S +2vtx03iQX8e/NKH+jxdDx1z54sG8TxTFCXMqbAMvPtOV/xC4f7dWmYimwt5c +1exl64oDbtFHySpLVJgP82qomeIDEH1RmTC+TYXdSvmma0vyAOQoXymKpaTG +ZoNbdL62x4KZye7mMSFq7JXfsnK/VyxwgTnb989TY+9eOD3MeHcfOG2ftR2t +oMa03zrPS52OAfYezwXvRdBgPjQeQtfzo8DeIG376kMaLCOKz/F2ZBRIMQgO +t3tOgw1tiZoM2UeBLnHrMYVSGqzwEU2xJ0cU0PnF+XpkmgYjW5LZWLsTCSRc +nogq/keLPaiWTGa4ehc09ZD0pZvTYle4GkLCDO8CJ22fKOpLtJgo9+gDOcm7 +IB1/bnYkmBYrWVrdNZ+7A5gmGPLuFdBin5ghTfLlO2D9YozUTyY6LCQxNTH0 +egR4/H1rWJ+fDhPo5KH5YhYBZE5djisRo8MENwz9gGoEcBPQ+30Po8PaLJVN +Jvdug8Eh8iJFXzps4KUK35f7t0Gt1S3FmD467D+BN2K/7W+B++cDTiql02P7 +wc0z2TAUJHyT9Cp8S49dGe663MAQCtL1x14eq6TH1rbvzp0ZCgHFp/6j4Omm +x/oY4Zn7ASFgQIKvY5+aAUsI8G4pKb0JxMlqXZpuMGCZCzlxOzAYKIb5PoMR +DNj6kKOiCHsw0Nw+3loVz4AZWGbYZ84GAZPlR3IFbxmwGz6riu/jg0Dg0KXd +R2MMmGqJ3sP+yUDQVEL52MaQEau5ZUfX9DwAdMpU13VbM2IbD/5wytwIAEN5 +3huGbozYqHwA76RhAFh++cMWRDBiCpXqjkqH/oDrwdtjhEpGjKfApNDRzR+4 +Oht9WsIzYW6HDto2On6AgiNp9tYuE9YbUi2ao+gL2JbDmdiomTHjfXGyD5y+ +QOSru2o2OzP2l4u58M/2dQBCNaO/SjNjNyhzWqnQdRA8PXWM1YEZUxJzlXhi +ch0slym6ZtYzY0Rb2hl00wcsSc5dd9JjwVo9aH+wT14F69w/owrOsmA0F9sm +3pVeBXsU3anrpiyY3Mj9uZSoq4Bu7NOXaAcWzFU0NtBB8ioQS3zEWhDEgple +X657EegFnPZUP/zNZ8H8PVev2OE8wY+2qJVIZlYsmfyDJn2uO3gKXuhacLFi +1eHUcg/C3YHph7LnxwRZMWPtE0sWlu6gPXlKp0mSFXPa43duoXIHTZdOp1Lr +sWJBf952cXteBhVb+6djQ1mxO8x33HswN5BM8Et8NM+KyVhoOdMLugDz5Adz +DiusGO07O8refWfARpt1Sn6LFWMXw7/tH3EG8ctdvzop2DDuyMHjMS+cQfRH +OU02HBumsnox9pGIMwg4tzj91JINE676+LhDyQlYhDipPq9nw8SfWlCcDncE +yS84qLZa2LANGb2vsm6OoJ/Y1GfWyYY90Gqk0zF2BJYUUv6MP9kwynWlpSkh +R2D98G/p7U02zKL4d+vkXQdg+ypS4bIEO+Z/POcUk5A9cKzPkVZ+xI4xi6kY +FkdfABkz1vuPk9ixwuFZ+SsOF8AENf2332ns2EmtjzyX1C4Ap7PXPHPz2LHZ +jA+yDIu2wLnvRD5fHTtWzafqrG1mC9x+fRUj3WDHKhe2cAOyNsCLfhHfbsuB +JT0OGO5jtgKLwdUU9Jc4MKapfCO9FUvgMXd/Vv8yB7bO02z8q9MSXG4Uz/9y +gwM763e75GOCJXC65aZQHseBSXnosT/jsQQ2fydgei0Hllv8u25Z2gLoDQ/Y +eeA5MRKtggfkAWag0SAP5IpzYu6SbjorF8yATlUgblqWEzshnqJDoWUGTidx +TV/U4MRqFhg4XzOZAc1z5p7nzTmxrXv46Zy3pkCxviNYLZoTSysakSicPQ+E +C5qSqRY4MTlDluy9mybA/FXVx9YVTkxYNYdwz9kExCbmj8RvcWLeWtck1c6a +gPWQeDw3JRemft+7nlbIBLSetXwvhuPCcBsWK83R50DA8kzjf5Zc2NDib6dg +CWPwXYFyI7aOC4vAbnKVZRgCsuNb3OdauLAdbX7BUzcNgRrfvDp7JxcWJeVs +TWZuCDLJvt9O+8mFKa4fa4M0hiCo5ylD4TYXNiXxwDHkxhkg6i8q+l2WGys8 +a//5hbkBCKnSNmNO48Yc/nsduQ30gaJd54rDa25M9/mjTTcRfbBwZBdfnMuN +NfAVfTgi1we2+gEt58u4sc0fdlvvW/SAen8efPqdG/v1ZibywFIPbP9llOYl +4cFoH3GfxgfrggC5AQqCKw/2175S5+egNpDtccm84cmDWdWYS/N/0QazAauw +4ToPhnZvt4XkaQOLWroQ13Ae7JhFrnV2oDZQNjq1mvuMBxP1kB6O49YGfz0y +f0q38mA2d9KZ4y9qAZ8crwpVOV5MSrxDe4vkNBjt4E9iUuXFsr4PtFxdwIDR +TuuNWU1ezNJVeIayFwOSZyUUks/wYgWf7h6k5mJgenWmYMOVF1t7FFJtaIIB +q1MOr8vSeTGtH/GpRucgAL3n4xTp+DB+BmmX0kFNUHhA4knHyoftOjj+0izT +BPxixQaT3HxYhkcv/0G8JtgOZqJOOMaH8WF+qjhdTVAi3Bax+o8UnQpzfpVq +gGOeOoHFgXwYS8MhrUKaOmAgO+EkO8OHCZp33g+KVwMfA8nNZhf5MJmJDOmW +a2rA7XeH9ss1PszXNWRR57waQAPux5hI+LEAj9riGg41cKPo+dxvPn5Mkz2V +L+fFCTBkd+j9zoQfs2l7MiVWqQryKhtDpGv4Mb1Gox01ahVgIZPgNV3HjwWx +n+C98VsZkGXZX0xv4cfoZfg/d/YoA7v4LcDwgx/jv/2tciNDGTC7SpAtrfJj +3PshL8Y1lUEA28OYAjEBrDjL05chRAnoXjVPkkwUwG6zFC07MCsCv4RPJNdS +BbBjE1R2AnsKILsS71X6SgBb0tmzWZtVAGRkq1qahQIY1l8YtFCrAFDywxWj +RgFsuqLPmdpHAaijJsPrWwLYg7qrFX398kCW/SRZ1QVB7KoUE2u1pxy4qJZx +df+SIHY/cgTjMJADcRepBzF3QYydht0t9bgcWMztK2rxE8SAdHA2YVIW5Gn6 +Xhx+KIgNHpuOV7ggCwhuBVWHREFsJXz/GKmFDOD5KHhNV1QIo/zFOL/iKgUO +nXP5WaWEMFWFXYtaXSkwzaTwdURBCBtUmzCqOCYFil10RPygEKbZYTYjOisJ +9Fk8ezJthbCNK6lbG+6SIOBy1QmSJ0JY9UUBVqUACdDHaUby6UAIk6MqfHTv +nRioRiOF0RTCGMf4sULlBDGQ4elmY0ovjD3JCtKkDBQDXl+CS+Z5hLFNypwl +5tNigOJqhguPsjD2eSqDpqn/OFBu+P3V30MYM/usIhhLcxwk+MY8kf8hjLH/ ++pwlHikKdr8VVsX8FMbuCdfdve4tCpzEusbGp4Qx87EpjV5rUaA0wiv7ZEUY +42tgLpyVEQULmRYz2xQ47LxG3bDGIAHEMfyKsBHCYW/JGZJilQmgfYz2E995 +HOb09uzY8L4IIGNMb9czx2HLlz9KiyyIAFV12UlfKxxGm1t6OfSHCHj51JS2 +7SIOu67urexXIgKuGaRZhXjgsPDTuRxuV0QAS6n0+vBdHHbOZ6JDfRgHTKPP +ybyowGHOoWUso2nCIMdmxeDjRxz2dYlJQChUGOxIP3Hrq8FhpmeyyO/YCYOM +nu5XjPU47JF8W2mZoDD4jbNkC+/AYTbL7Z/QayEQ88luy37uX91m29ioWBDU +rlz5guMTwdQ/EV6wz/IDtga6UU1BEYy3+9n90FZ+4PqsYNcaJ4JxqZuKUhTx +AwbwW+nJcREMWzn13TuIH9g88MkhVRLBcrle9L5j4AfrxwIfTBqKYHOHr9JK +1PmA5IVIi+wwEWx6ip5hvIAH2FyvYKOIEMH61960dDzhATH35jqcI0Wwn/Ok +YaOBPGCm9OwZwgMRLIPhp4i1Dg/IYOCEmSkimPwp5r3KUW7AWftGPKNUBFvQ +xBypebkBiUjzXtq8CFb4m4VsJJMTyJ3YqdpbEsEMTmVkOMRxAnsjqYALKyJY +hBll9IE/J/gU/GiFb0sE+zjJ++KeAScI6LaaSaXAY99Ubht1rXKAxbtz7c+E +8ZhWW8SwoD4H6J+lzUy0wGN77+VkasnZQZP5/fSP1nis1OGNUcoqG6ioo3k2 +dgGP+d2WmIsaYwPJL6njpJzw2HDRK9m0T2zAwpIyoN4bjz3ULwsv8GMDvY0k +Z/7ew2MizNFB5xZYQXf21qppNR6Ldk4WYpxiAXVsgUtBn/EY4ziqkephASW3 +N2dfIjz2ynT22IV6FpBgtzG80ITH5pyt6ZayWMB5jr+Nd3rw2PWosZ0eVxbQ +eXc5tWQJj+V15XpYDTKDdqeZ02zCBMyp5+yJv/RMYIIidzsJT8AaTc0Mx5YY +wXqOexHvcQIm5gEj/3xnBLyLiwIiMgSsrMU4P+QxI3C5sbYlp/FPL3qp5hQ3 +I9i9e/TOyIqAbecK+p+WYgDH3/Dy3X9EwAbq701ze9GBk/rDnQyJBGxU3WpF +8TwdODuffu9xMgGTgMoNXqp04LoMbuPZCwLGKPddTJOUDtSUH+/MKSBgtRK2 +2boptMC0SSm6oZmA8fQPmEy20QBX9w3N/9oIWK78170fJTQgiK7yb1s7AWsm +lHAupNKAF8bql3r6CNhgjzq1szsNmOvHNCenCNilP+dJs6lowG4Q2V/XXwRM +IWlOK3iZGjDyN7ydXyBg2WwkQ1f6qYGigz736ioBM8mLvZWeQw10SWnb/TYI +WO/DcYPReGpgndUaub1NwM5bhU6oB1IDD904jdB9AmZzrUG0xIEa/P//Ucz0 +sdGa9n/U4H93Xn+J "]]}, - Annotation[#, "Charting`Private`Tag$4506#1"]& ]}, {}}, + Annotation[#, "Charting`Private`Tag$4333#1"]& ]}, {}}, AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948], Axes->{True, True}, AxesLabel->{None, None}, @@ -2024,8 +2680,9 @@ qXtjmPTJ8H/5Kvr/fPV/AF0he+I= Scaled[0.05], Scaled[0.05]}}, Ticks->{Automatic, Automatic}]], "Output", - CellChangeTimes->{3.898192035744974*^9, 3.898192269563216*^9}, - CellLabel->"Out[4]=",ExpressionUUID->"a1ae8954-fbf6-4da3-af68-6b671bd3498f"] + CellChangeTimes->{3.898192035744974*^9, 3.898192269563216*^9, + 3.8999920108277273`*^9, 3.900514569884214*^9}, + CellLabel->"Out[10]=",ExpressionUUID->"9da6699e-7e68-4fe3-bbca-3d41a5b2fa59"] }, Open ]] }, Closed]], @@ -2055,14 +2712,16 @@ Cell[BoxData[{ RowBox[{"x", "-", RowBox[{"c", " ", "t"}]}], " ", "]"}]}], ",", RowBox[{"{", - RowBox[{"x", ",", "0", ",", "20"}], "}"}], ",", + RowBox[{"x", ",", + RowBox[{"-", "20"}], ",", "20"}], "}"}], ",", RowBox[{"PlotRange", "->", RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{"0", ",", "20"}], "}"}], ",", RowBox[{"{", - RowBox[{"0", ",", "2.5"}], "}"}]}], "}"}]}], ",", + RowBox[{ + RowBox[{"-", "0.15"}], ",", ".15"}], "}"}]}], "}"}]}], ",", RowBox[{"Axes", "->", " ", RowBox[{"{", RowBox[{"True", ",", "False"}], "}"}]}]}], "]"}], ",", @@ -2070,21 +2729,24 @@ Cell[BoxData[{ RowBox[{"t", ",", RowBox[{"-", "25"}], ",", "25"}], "}"}]}], "]"}]}], "Input", CellChangeTimes->{{3.898178973693942*^9, 3.89817897918531*^9}, { - 3.898179032473754*^9, 3.8981790330343733`*^9}, {3.8981790703170977`*^9, - 3.898179071723257*^9}, {3.8981794463865957`*^9, 3.898179468000723*^9}, { - 3.8981920043821383`*^9, 3.898192023632134*^9}, {3.898192069391204*^9, - 3.898192133857958*^9}, {3.898192285099327*^9, 3.89819231095504*^9}}, - CellLabel->"In[11]:=",ExpressionUUID->"abbf03f6-0fda-49ec-a27a-f6ce4665a2d5"], + 3.898179032473754*^9, 3.8981790330343733`*^9}, {3.8981790703170977`*^9, + 3.898179071723257*^9}, {3.8981794463865957`*^9, 3.898179468000723*^9}, { + 3.8981920043821383`*^9, 3.898192023632134*^9}, {3.898192069391204*^9, + 3.898192133857958*^9}, {3.898192285099327*^9, 3.89819231095504*^9}, { + 3.8999920362980022`*^9, 3.8999920394522943`*^9}, 3.899992078047659*^9, { + 3.900514587315585*^9, 3.900514637446789*^9}, {3.900514682954908*^9, + 3.9005146831114407`*^9}}, + CellLabel->"In[23]:=",ExpressionUUID->"abbf03f6-0fda-49ec-a27a-f6ce4665a2d5"], Cell[BoxData[ TagBox[ StyleBox[ - DynamicModuleBox[{$CellContext`t$$ = -6.1370134353637695`, Typeset`show$$ = - True, Typeset`bookmarkList$$ = {}, Typeset`bookmarkMode$$ = "Menu", + DynamicModuleBox[{$CellContext`t$$ = 13.438577651977539`, Typeset`show$$ = + True, Typeset`bookmarkList$$ = {}, Typeset`bookmarkMode$$ = "Menu", Typeset`animator$$, Typeset`animvar$$ = 1, Typeset`name$$ = "\"sin t\[IAcute]tulo\"", Typeset`specs$$ = {{ Hold[$CellContext`t$$], -25, 25}}, Typeset`size$$ = { - 468., {148., 153.5672601163118}}, Typeset`update$$ = 0, + 468., {138., 144.66726011631175`}}, Typeset`update$$ = 0, Typeset`initDone$$, Typeset`skipInitDone$$ = True}, DynamicBox[Manipulate`ManipulateBoxes[ 1, StandardForm, "Variables" :> {$CellContext`t$$ = -25}, @@ -2096,7 +2758,7 @@ Cell[BoxData[ Typeset`skipInitDone$$}, "Body" :> Plot[$CellContext`fp[$CellContext`x + $CellContext`c $CellContext`t$$] + \ $CellContext`fm[$CellContext`x - $CellContext`c $CellContext`t$$], \ -{$CellContext`x, 0, 20}, PlotRange -> {{0, 20}, {0, 2.5}}, +{$CellContext`x, -20, 20}, PlotRange -> {{0, 20}, {-0.15, 0.15}}, Axes -> {True, False}], "Specifications" :> {{$CellContext`t$$, -25, 25, AppearanceElements -> { @@ -2106,7 +2768,7 @@ $CellContext`fm[$CellContext`x - $CellContext`c $CellContext`t$$], \ ControlType -> Animator, AppearanceElements -> None, DefaultBaseStyle -> "Animate", DefaultLabelStyle -> "AnimateLabel", SynchronousUpdating -> True, ShrinkingDelay -> 10.}, "DefaultOptions" :> {}], - ImageSizeCache->{827., {174.861328125, 182.138671875}}, + ImageSizeCache->{827., {164.861328125, 172.138671875}}, SingleEvaluation->True], Deinitialization:>None, DynamicModuleValues:>{}, @@ -2121,73 +2783,215 @@ $CellContext`fm[$CellContext`x - $CellContext`c $CellContext`t$$], \ 3.898178979956296*^9, 3.898179034211294*^9, {3.898179067188308*^9, 3.898179072260508*^9}, {3.8981794391495953`*^9, 3.898179468590567*^9}, 3.89819203740875*^9, {3.8981920705481167`*^9, 3.898192134749393*^9}, { - 3.8981922877394743`*^9, 3.898192311213628*^9}}, - CellLabel->"Out[12]=",ExpressionUUID->"5ef14612-0c45-4c0a-bb1d-ce2104b024bd"] + 3.8981922877394743`*^9, 3.898192311213628*^9}, {3.899992018533494*^9, + 3.899992040138331*^9}, 3.899992078559535*^9, {3.9005145783495626`*^9, + 3.900514638938266*^9}, 3.9005146839627657`*^9}, + CellLabel->"Out[24]=",ExpressionUUID->"5a9a8759-6b47-4892-a2cd-3f5f7983442d"] }, Open ]] }, Closed]] }, Closed]], Cell[CellGroupData[{ -Cell["Cuerda ambos extremos fijos (Dirichlet)", "Section", - CellChangeTimes->{{3.898192335899827*^9, - 3.898192353089321*^9}},ExpressionUUID->"2869d40a-0b8a-4da8-973f-\ -5cc0315b0e04"], +Cell["Interface ", "Section", + CellChangeTimes->{{3.899827315830656*^9, + 3.899827322674528*^9}},ExpressionUUID->"03702aa5-bf96-485c-8066-\ +09010281f34b"], Cell[BoxData["Quit"], "Input", - CellChangeTimes->{{3.8981924225230722`*^9, 3.898192423056665*^9}}, - CellLabel->"In[13]:=",ExpressionUUID->"950a4713-1227-431a-96f1-234e4232ea21"], + CellChangeTimes->{{3.89990160871773*^9, 3.899901609301051*^9}}, + CellLabel->"In[11]:=",ExpressionUUID->"8c6a9fc5-79b7-41bf-97f2-73cc2b7b457b"], Cell[CellGroupData[{ Cell["Soluci\[OAcute]n", "Subsection", - CellChangeTimes->{{3.8981923783135757`*^9, - 3.898192384557886*^9}},ExpressionUUID->"b8677823-dd2e-48ef-8f85-\ -54ed01948e67"], + CellChangeTimes->{{3.899900117739513*^9, + 3.899900120591461*^9}},ExpressionUUID->"19fc4060-dba5-4a57-86d4-\ +1ded0551afda"], + +Cell[BoxData[{ + RowBox[{ + RowBox[{ + RowBox[{ + RowBox[{"fp", "[", "u_", "]"}], ":=", + RowBox[{"2", "/", + RowBox[{"(", + RowBox[{"1", "+", + RowBox[{"u", "^", "2"}]}], ")"}]}]}], ";"}], + "\n"}], "\[IndentingNewLine]", + RowBox[{ + RowBox[{ + RowBox[{"fm", "[", "u_", "]"}], ":=", + RowBox[{"0", + RowBox[{ + RowBox[{"u", "^", "3"}], "/", + RowBox[{"(", + RowBox[{"1", "+", + RowBox[{"u", "^", "4"}]}], ")"}]}]}]}], ";"}]}], "Input", + CellChangeTimes->{{3.899900128707466*^9, 3.8999001287078648`*^9}, { + 3.899901631121653*^9, 3.899901684140098*^9}, {3.899902817054885*^9, + 3.89990284655849*^9}, 3.899992758880567*^9, 3.899992880795418*^9, + 3.900515668199782*^9, 3.900515724780816*^9, 3.9633202330852757`*^9, + 3.9633202956993732`*^9}, + CellLabel->"In[9]:=",ExpressionUUID->"2d64bb97-c816-4a61-8121-9e0e68117d77"], Cell[BoxData[ RowBox[{ RowBox[{"\[Phi]", "[", RowBox[{"x_", ",", "t_"}], "]"}], ":=", - RowBox[{"Ap", " ", - RowBox[{"Sin", "[", - RowBox[{ - RowBox[{"\[Pi]", "/", "L"}], " ", "p", " ", "x"}], "]"}], - RowBox[{"Sin", "[", - RowBox[{ + RowBox[{ + RowBox[{ + RowBox[{"UnitStep", "[", "x", "]"}], + RowBox[{"(", RowBox[{ - RowBox[{"\[Pi]", "/", "L"}], " ", "p", " ", "c", " ", "t"}], "+", - "\[Delta]"}], "]"}]}]}]], "Input", - CellChangeTimes->{{3.89818044234851*^9, 3.898180506464436*^9}, { - 3.898181794691731*^9, 3.898181819230462*^9}, {3.898181907221609*^9, - 3.898181919489126*^9}, {3.898181974293263*^9, 3.898181976865163*^9}, { - 3.898182844477331*^9, 3.898182859860426*^9}, {3.898192393818509*^9, - 3.898192406681209*^9}}, - CellLabel->"In[1]:=",ExpressionUUID->"e668ce4d-853d-4371-8ba9-5a37f6da7c8f"] + RowBox[{ + FractionBox["1", "2"], + RowBox[{"(", + RowBox[{"1", "+", + FractionBox[ + FormBox[ + SubscriptBox["c", "mayor"], + TraditionalForm], + FormBox[ + SubscriptBox["c", "menor"], + TraditionalForm]]}], ")"}], + RowBox[{"fm", "[", + RowBox[{ + FractionBox[ + FormBox[ + SubscriptBox["c", "menor"], + TraditionalForm], + FormBox[ + SubscriptBox["c", "mayor"], + TraditionalForm]], + RowBox[{"(", + RowBox[{"x", "-", + RowBox[{ + FormBox[ + SubscriptBox["c", "mayor"], + TraditionalForm], " ", "t"}]}], ")"}]}], "]"}]}], "+", + RowBox[{ + FractionBox["1", "2"], + RowBox[{"(", + RowBox[{"1", "-", + FractionBox[ + FormBox[ + SubscriptBox["c", "mayor"], + TraditionalForm], + FormBox[ + SubscriptBox["c", "menor"], + TraditionalForm]]}], ")"}], + RowBox[{"fp", "[", + RowBox[{ + RowBox[{"-", + FractionBox[ + FormBox[ + SubscriptBox["c", "menor"], + TraditionalForm], + FormBox[ + SubscriptBox["c", "mayor"], + TraditionalForm]]}], + RowBox[{"(", + RowBox[{"x", "-", + RowBox[{ + FormBox[ + SubscriptBox["c", "mayor"], + TraditionalForm], " ", "t"}]}], ")"}]}], "]"}]}], "+", + RowBox[{ + FractionBox["1", "2"], + RowBox[{"(", + RowBox[{"1", "-", + FractionBox[ + FormBox[ + SubscriptBox["c", "mayor"], + TraditionalForm], + FormBox[ + SubscriptBox["c", "menor"], + TraditionalForm]]}], ")"}], + RowBox[{"fm", "[", + RowBox[{ + RowBox[{"-", + FractionBox[ + FormBox[ + SubscriptBox["c", "menor"], + TraditionalForm], + FormBox[ + SubscriptBox["c", "mayor"], + TraditionalForm]]}], + RowBox[{"(", + RowBox[{"x", "+", + RowBox[{ + FormBox[ + SubscriptBox["c", "mayor"], + TraditionalForm], " ", "t"}]}], ")"}]}], "]"}]}], "+", + RowBox[{ + FractionBox["1", "2"], + RowBox[{"(", + RowBox[{"1", "+", + FractionBox[ + FormBox[ + SubscriptBox["c", "mayor"], + TraditionalForm], + FormBox[ + SubscriptBox["c", "menor"], + TraditionalForm]]}], ")"}], + RowBox[{"fp", "[", + RowBox[{ + FractionBox[ + FormBox[ + SubscriptBox["c", "menor"], + TraditionalForm], + FormBox[ + SubscriptBox["c", "mayor"], + TraditionalForm]], + RowBox[{"(", + RowBox[{"x", "+", + RowBox[{ + FormBox[ + SubscriptBox["c", "mayor"], + TraditionalForm], " ", "t"}]}], ")"}]}], "]"}]}]}], ")"}]}], "+", + RowBox[{ + RowBox[{"UnitStep", "[", + RowBox[{"-", "x"}], "]"}], + RowBox[{"(", + RowBox[{ + RowBox[{"fm", "[", + RowBox[{"x", "-", + RowBox[{ + FormBox[ + SubscriptBox["c", "menor"], + TraditionalForm], " ", "t"}]}], "]"}], "+", + RowBox[{"fp", "[", + RowBox[{"x", "+", + RowBox[{ + FormBox[ + SubscriptBox["c", "menor"], + TraditionalForm], " ", "t"}]}], "]"}]}], ")"}]}]}]}]], "Input", + CellChangeTimes->{{3.899901583164562*^9, 3.8999016014617453`*^9}, { + 3.8999017129582243`*^9, 3.8999019814903107`*^9}, 3.899902267832367*^9, + 3.899902722089841*^9}, + CellLabel->"In[11]:=",ExpressionUUID->"d92880d1-9373-4202-a72a-1fb84aaef9eb"] }, Closed]], Cell[CellGroupData[{ Cell["Animaci\[OAcute]n", "Subsection", - CellChangeTimes->{{3.8981923879533167`*^9, - 3.898192417000469*^9}},ExpressionUUID->"91ccfbf0-8b30-46b1-a5b4-\ -b48e8bc0443c"], - -Cell[CellGroupData[{ + CellChangeTimes->{{3.899902875629018*^9, + 3.899902877621332*^9}},ExpressionUUID->"b80e3577-0aa4-4665-884e-\ +5eb653d5be05"], Cell[BoxData[{ RowBox[{ - RowBox[{"L", "=", "10"}], ";"}], "\[IndentingNewLine]", - RowBox[{ - RowBox[{"c", "=", "1"}], ";"}], "\[IndentingNewLine]", - RowBox[{ - RowBox[{"\[Delta]", "=", "0"}], ";"}], "\[IndentingNewLine]", - RowBox[{ - RowBox[{"Ap", "=", "1"}], ";"}], "\[IndentingNewLine]", + RowBox[{ + FormBox[ + SubscriptBox["c", "menor"], + TraditionalForm], "=", " ", "1.5"}], ";"}], "\n", RowBox[{ RowBox[{ - RowBox[{"p", "=", "1"}], ";"}], - "\[IndentingNewLine]"}], "\[IndentingNewLine]", + RowBox[{ + FormBox[ + SubscriptBox["c", "mayor"], + TraditionalForm], "=", "2.5"}], ";"}], "\n"}], "\n", RowBox[{"Animate", "[", RowBox[{ RowBox[{"Plot", "[", @@ -2195,45 +2999,217 @@ Cell[BoxData[{ RowBox[{"\[Phi]", "[", RowBox[{"x", ",", "t"}], "]"}], ",", RowBox[{"{", - RowBox[{"x", ",", "0", ",", "L"}], "}"}], ",", - RowBox[{"PlotRange", "->", " ", + RowBox[{"x", ",", + RowBox[{"-", "10"}], ",", "10"}], "}"}], ",", + RowBox[{"PlotRange", "->", RowBox[{"{", - RowBox[{"All", ",", + RowBox[{ RowBox[{"{", RowBox[{ - RowBox[{"-", "2"}], ",", "2"}], "}"}]}], "}"}]}]}], "]"}], ",", + RowBox[{"-", "10"}], ",", "10"}], "}"}], ",", + RowBox[{"{", + RowBox[{ + RowBox[{"-", "2.5"}], ",", "2.5"}], "}"}]}], "}"}]}], ",", + RowBox[{"Axes", "->", " ", + RowBox[{"{", + RowBox[{"True", ",", "False"}], "}"}]}]}], "]"}], ",", RowBox[{"{", RowBox[{"t", ",", - RowBox[{"-", "10"}], ",", "10"}], "}"}]}], "]"}]}], "Input", + RowBox[{"-", "15"}], ",", "15"}], "}"}]}], "]"}]}], "Input", + CellChangeTimes->{{3.89990017820576*^9, 3.899900189017247*^9}, { + 3.899900230213272*^9, 3.8999004023190928`*^9}, 3.8999015980944157`*^9, { + 3.899901987509057*^9, 3.899901990657992*^9}, {3.8999020630667963`*^9, + 3.899902064463809*^9}, {3.899902792566524*^9, 3.89990279708622*^9}, + 3.963320365402595*^9}, + CellLabel->"In[15]:=",ExpressionUUID->"5f5d7145-de3f-4990-8e17-fc76af1d1f8c"] +}, Closed]] +}, Closed]], + +Cell[CellGroupData[{ + +Cell["Cuerda cerrada", "Section", + CellChangeTimes->{{3.898192335899827*^9, 3.898192353089321*^9}, { + 3.898192529882348*^9, 3.898192533303226*^9}, {3.90051619115246*^9, + 3.900516192256271*^9}},ExpressionUUID->"f7c821df-f7a3-4504-ad8e-\ +1f57ab62ffd4"], + +Cell[BoxData["Quit"], "Input", + CellChangeTimes->{{3.898192602542685*^9, 3.8981926030939083`*^9}}, + CellLabel->"In[11]:=",ExpressionUUID->"c970e035-82ff-4670-b2de-80e1d5d66132"], + +Cell[CellGroupData[{ + +Cell["Rutina de ploteo", "Subsection", + CellChangeTimes->{{3.90051620636901*^9, + 3.9005162170879087`*^9}},ExpressionUUID->"393bbaa5-426c-4fcc-9c60-\ +d3ec1ee16a7d"], + +Cell[BoxData[ + RowBox[{ + RowBox[{"ploteo", "[", + RowBox[{"h_", ",", "L_"}], "]"}], ":=", + RowBox[{"ParametricPlot3D", "[", + RowBox[{ + RowBox[{"{", + RowBox[{ + RowBox[{ + RowBox[{"L", "/", + RowBox[{"(", + RowBox[{"2", "\[Pi]"}], ")"}]}], + RowBox[{"Cos", "[", + RowBox[{"2", "\[Pi]", " ", + RowBox[{"x", "/", "L"}]}], "]"}]}], ",", + RowBox[{ + RowBox[{"L", "/", + RowBox[{"(", + RowBox[{"2", "\[Pi]"}], ")"}]}], + RowBox[{"Sin", "[", + RowBox[{"2", "\[Pi]", " ", + RowBox[{"x", "/", "L"}]}], "]"}]}], ",", + RowBox[{"h", "[", "x", "]"}]}], "}"}], ",", + RowBox[{"{", + RowBox[{"x", ",", "0", ",", "L"}], "}"}], ",", + RowBox[{"Boxed", "->", "False"}], ",", + RowBox[{"Axes", "->", "False"}], ",", + RowBox[{"PlotRange", "->", + RowBox[{"{", + RowBox[{"All", ",", "All", ",", " ", + RowBox[{"{", + RowBox[{ + RowBox[{"-", "1"}], ",", "1"}], "}"}]}], "}"}]}], ",", + RowBox[{"AspectRatio", "->", "1"}]}], "]"}]}]], "Input", + CellChangeTimes->{{3.900516219720352*^9, 3.900516401007144*^9}}, + CellLabel->"In[1]:=",ExpressionUUID->"1cd41e92-fa97-4907-9860-ec0321b429a9"] +}, Closed]], + +Cell[CellGroupData[{ + +Cell["Soluci\[OAcute]n", "Subsection", + CellChangeTimes->{{3.8981923783135757`*^9, + 3.898192384557886*^9}},ExpressionUUID->"7f997148-f2cd-4808-abdb-\ +69a7c617c391"], + +Cell[BoxData[ + RowBox[{ + RowBox[{"\[Phi]", "[", + RowBox[{"x_", ",", "t_"}], "]"}], ":=", + RowBox[{ + RowBox[{"0.2", + RowBox[{"Cos", "[", + RowBox[{ + RowBox[{"2", + RowBox[{"\[Pi]", "/", "L"}], " ", "p", + RowBox[{"(", + RowBox[{"x", "-", " ", + RowBox[{"c", " ", "t"}]}], ")"}]}], "+", "\[Delta]"}], "]"}]}], "+", + + RowBox[{"0", " ", + RowBox[{"Cos", "[", + RowBox[{ + RowBox[{"2", + RowBox[{"\[Pi]", "/", "L"}], " ", "p2", + RowBox[{"(", + RowBox[{"x", "+", " ", + RowBox[{"c", " ", "t"}]}], ")"}]}], "+", + RowBox[{ + RowBox[{"1", "/", "3"}], "\[Delta]"}]}], "]"}]}], "+", + RowBox[{"0", " ", + RowBox[{"Cos", "[", + RowBox[{ + RowBox[{"2", + RowBox[{"\[Pi]", "/", "L"}], " ", "p3", + RowBox[{"(", + RowBox[{"x", "-", " ", + RowBox[{"c", " ", "t"}]}], ")"}]}], "+", + RowBox[{ + RowBox[{"1", "/", "10"}], "\[Delta]"}]}], "]"}]}], "+", + RowBox[{"0", " ", + RowBox[{"Cos", "[", + RowBox[{ + RowBox[{"2", + RowBox[{"\[Pi]", "/", "L"}], " ", "p4", + RowBox[{"(", + RowBox[{"x", "+", " ", + RowBox[{"c", " ", "t"}]}], ")"}]}], "+", "\[Delta]"}], + "]"}]}]}]}]], "Input", + CellChangeTimes->{{3.89818044234851*^9, 3.898180506464436*^9}, { + 3.898180692713339*^9, 3.898180716903131*^9}, {3.900516500188979*^9, + 3.900516501668541*^9}, {3.900516881461626*^9, 3.900516901775219*^9}, { + 3.900516971062172*^9, 3.900516978135683*^9}, {3.90051701305536*^9, + 3.900517088438813*^9}, {3.90051842789923*^9, 3.9005184403243103`*^9}}, + CellLabel->"In[2]:=",ExpressionUUID->"5004c67f-dd94-402e-9fe3-6f02d02d56b7"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell["Animaci\[OAcute]n", "Subsection", + CellChangeTimes->{{3.898192582349769*^9, + 3.898192586398913*^9}},ExpressionUUID->"bbd3b2f7-979d-497d-9612-\ +62fafc1882ff"], + +Cell[CellGroupData[{ + +Cell[BoxData[{ + RowBox[{ + RowBox[{"L", "=", "10"}], ";"}], "\[IndentingNewLine]", + RowBox[{ + RowBox[{"c", "=", + RowBox[{"1", "/", "2"}]}], ";"}], "\[IndentingNewLine]", + RowBox[{ + RowBox[{"\[Delta]", "=", "0"}], ";"}], "\[IndentingNewLine]", + RowBox[{ + RowBox[{"p", "=", "8"}], ";"}], "\[IndentingNewLine]", + RowBox[{ + RowBox[{"p2", "=", "3"}], ";"}], "\[IndentingNewLine]", + RowBox[{ + RowBox[{"p3", "=", "2"}], ";"}], "\[IndentingNewLine]", + RowBox[{ + RowBox[{ + RowBox[{"p4", "=", "8"}], ";"}], + "\[IndentingNewLine]"}], "\[IndentingNewLine]", + RowBox[{"Animate", "[", + RowBox[{ + RowBox[{"ploteo", "[", + RowBox[{ + RowBox[{ + RowBox[{"\[Phi]", "[", + RowBox[{"#", ",", "t"}], "]"}], "&"}], ",", "L"}], "]"}], ",", + RowBox[{"{", + RowBox[{"t", ",", + RowBox[{"-", "30"}], ",", "30"}], "}"}]}], "]"}]}], "Input", CellChangeTimes->{{3.8981805142923937`*^9, 3.898180537465892*^9}, { - 3.898180645557987*^9, 3.898180661868188*^9}, {3.898181852865807*^9, - 3.898181875930192*^9}, {3.898181923529931*^9, 3.898181928093925*^9}, { - 3.898182064471676*^9, 3.8981820671620417`*^9}, {3.8981924289969997`*^9, - 3.898192457848226*^9}, 3.898192503145162*^9, {3.898192563944908*^9, - 3.898192564448118*^9}}, - CellLabel->"In[30]:=",ExpressionUUID->"8a08043a-8d2c-4138-b46d-df5cf857daea"], + 3.898180645557987*^9, 3.898180661868188*^9}, {3.89818072858652*^9, + 3.8981807476452303`*^9}, {3.898192593558537*^9, 3.898192593991366*^9}, { + 3.899993202699121*^9, 3.899993206402958*^9}, {3.899993383214109*^9, + 3.899993403688957*^9}, {3.899993434459256*^9, 3.8999934346039047`*^9}, + 3.8999934718016653`*^9, {3.899993692377632*^9, 3.899993706431909*^9}, { + 3.899993769254171*^9, 3.899993783907792*^9}, {3.9005165432027683`*^9, + 3.9005166135195293`*^9}, {3.90051691456253*^9, 3.900516996645801*^9}, { + 3.900517041687758*^9, 3.900517048782256*^9}, {3.900518447046261*^9, + 3.900518474197001*^9}, {3.900518521866563*^9, 3.900518533309231*^9}}, + CellLabel->"In[43]:=",ExpressionUUID->"49920284-e2aa-4cd3-9f7e-072f7e0ee39b"], Cell[BoxData[ TagBox[ StyleBox[ - DynamicModuleBox[{$CellContext`t$$ = 6.484752655029297, Typeset`show$$ = + DynamicModuleBox[{$CellContext`t$$ = -8.495939254760742, Typeset`show$$ = True, Typeset`bookmarkList$$ = {}, Typeset`bookmarkMode$$ = "Menu", Typeset`animator$$, Typeset`animvar$$ = 1, Typeset`name$$ = "\"sin t\[IAcute]tulo\"", Typeset`specs$$ = {{ - Hold[$CellContext`t$$], -10, 10}}, Typeset`size$$ = { - 468., {146., 151.47858336568055`}}, Typeset`update$$ = 0, - Typeset`initDone$$, Typeset`skipInitDone$$ = True}, + Hold[$CellContext`t$$], -30, 30}}, Typeset`size$$ = { + 468., {231., 237.}}, Typeset`update$$ = 0, Typeset`initDone$$, + Typeset`skipInitDone$$ = True}, DynamicBox[Manipulate`ManipulateBoxes[ - 1, StandardForm, "Variables" :> {$CellContext`t$$ = -10}, + 1, StandardForm, "Variables" :> {$CellContext`t$$ = -30}, "ControllerVariables" :> {}, "OtherVariables" :> { Typeset`show$$, Typeset`bookmarkList$$, Typeset`bookmarkMode$$, Typeset`animator$$, Typeset`animvar$$, Typeset`name$$, Typeset`specs$$, Typeset`size$$, Typeset`update$$, Typeset`initDone$$, - Typeset`skipInitDone$$}, "Body" :> Plot[ - $CellContext`\[Phi][$CellContext`x, $CellContext`t$$], \ -{$CellContext`x, 0, $CellContext`L}, PlotRange -> {All, {-2, 2}}], - "Specifications" :> {{$CellContext`t$$, -10, 10, + Typeset`skipInitDone$$}, + "Body" :> $CellContext`ploteo[$CellContext`\[Phi][#, $CellContext`t$$]& \ +, $CellContext`L], + "Specifications" :> {{$CellContext`t$$, -30, 30, AppearanceElements -> { "ProgressSlider", "PlayPauseButton", "FasterSlowerButtons", "DirectionButton"}}}, @@ -2241,7 +3217,7 @@ Cell[BoxData[ ControlType -> Animator, AppearanceElements -> None, DefaultBaseStyle -> "Animate", DefaultLabelStyle -> "AnimateLabel", SynchronousUpdating -> True, ShrinkingDelay -> 10.}, "DefaultOptions" :> {}], - ImageSizeCache->{827., {172.861328125, 180.138671875}}, + ImageSizeCache->{827., {257.861328125, 265.138671875}}, SingleEvaluation->True], Deinitialization:>None, DynamicModuleValues:>{}, @@ -2252,8 +3228,15 @@ Cell[BoxData[ Deployed->True, StripOnInput->False], Manipulate`InterpretManipulate[1]]], "Output", - CellChangeTimes->{3.898192565674349*^9}, - CellLabel->"Out[35]=",ExpressionUUID->"14770923-c700-433e-8768-719f8783bc27"] + CellChangeTimes->{{3.898192598062817*^9, 3.898192609214459*^9}, { + 3.89999320073435*^9, 3.899993207417535*^9}, {3.8999933902787867`*^9, + 3.899993404252393*^9}, 3.8999934369110413`*^9, 3.8999934723973417`*^9, { + 3.899993701795348*^9, 3.899993707319549*^9}, {3.899993770234145*^9, + 3.8999937845873613`*^9}, {3.900516590283757*^9, 3.900516614565571*^9}, { + 3.900516924267798*^9, 3.90051699772759*^9}, 3.900517053417328*^9, { + 3.9005184489193993`*^9, 3.900518475489642*^9}, {3.900518523046338*^9, + 3.900518534673654*^9}}, + CellLabel->"Out[50]=",ExpressionUUID->"f782af83-1720-4d5b-83b7-ec22e95c643c"] }, Open ]] }, Closed]] }, Closed]], @@ -2268,7 +3251,7 @@ d30ff61ae8c7"], Cell[BoxData["Quit"], "Input", CellChangeTimes->{{3.898192602542685*^9, 3.8981926030939083`*^9}}, - CellLabel->"In[41]:=",ExpressionUUID->"d779f2d7-dd0d-4aaa-af27-39c2a5c8f995"], + CellLabel->"In[51]:=",ExpressionUUID->"d779f2d7-dd0d-4aaa-af27-39c2a5c8f995"], Cell[CellGroupData[{ @@ -2334,14 +3317,19 @@ Cell[BoxData[{ RowBox[{"t", ",", RowBox[{"-", "30"}], ",", "30"}], "}"}]}], "]"}]}], "Input", CellChangeTimes->{{3.8981805142923937`*^9, 3.898180537465892*^9}, { - 3.898180645557987*^9, 3.898180661868188*^9}, {3.89818072858652*^9, - 3.8981807476452303`*^9}, {3.898192593558537*^9, 3.898192593991366*^9}}, - CellLabel->"In[2]:=",ExpressionUUID->"f5fd9de1-9fdc-4681-89c8-159ff2ee5966"], + 3.898180645557987*^9, 3.898180661868188*^9}, {3.89818072858652*^9, + 3.8981807476452303`*^9}, {3.898192593558537*^9, 3.898192593991366*^9}, { + 3.899993202699121*^9, 3.899993206402958*^9}, {3.899993383214109*^9, + 3.899993403688957*^9}, {3.899993434459256*^9, 3.8999934346039047`*^9}, + 3.8999934718016653`*^9, {3.899993692377632*^9, 3.899993706431909*^9}, { + 3.899993769254171*^9, 3.899993783907792*^9}, {3.900517549457512*^9, + 3.900517578757332*^9}, {3.900518571785811*^9, 3.9005185817248297`*^9}}, + CellLabel->"In[12]:=",ExpressionUUID->"f5fd9de1-9fdc-4681-89c8-159ff2ee5966"], Cell[BoxData[ TagBox[ StyleBox[ - DynamicModuleBox[{$CellContext`t$$ = -22.420909881591797`, Typeset`show$$ = + DynamicModuleBox[{$CellContext`t$$ = -3.1576480865478516`, Typeset`show$$ = True, Typeset`bookmarkList$$ = {}, Typeset`bookmarkMode$$ = "Menu", Typeset`animator$$, Typeset`animvar$$ = 1, Typeset`name$$ = "\"sin t\[IAcute]tulo\"", Typeset`specs$$ = {{ @@ -2377,30 +3365,36 @@ Cell[BoxData[ Deployed->True, StripOnInput->False], Manipulate`InterpretManipulate[1]]], "Output", - CellChangeTimes->{{3.898192598062817*^9, 3.898192609214459*^9}}, - CellLabel->"Out[6]=",ExpressionUUID->"e51222f8-2608-425f-a2aa-bac4b48f5b5f"] + CellChangeTimes->{{3.898192598062817*^9, 3.898192609214459*^9}, { + 3.89999320073435*^9, 3.899993207417535*^9}, {3.8999933902787867`*^9, + 3.899993404252393*^9}, 3.8999934369110413`*^9, 3.8999934723973417`*^9, { + 3.899993701795348*^9, 3.899993707319549*^9}, {3.899993770234145*^9, + 3.8999937845873613`*^9}, {3.9005175512942142`*^9, 3.900517579616249*^9}, { + 3.900518572999558*^9, 3.90051858300095*^9}}, + CellLabel->"Out[16]=",ExpressionUUID->"5fdaf8d4-66ee-4430-9bf4-c4f7e1804645"] }, Open ]] }, Closed]] }, Closed]], Cell[CellGroupData[{ -Cell["Cuerda un extremos libre (Neumann) y uno fijo (Dirichlet)", "Section", +Cell["Cuerda ambos extremos fijos (Dirichlet)", "Section", CellChangeTimes->{{3.898192335899827*^9, 3.898192353089321*^9}, { - 3.898192529882348*^9, 3.898192533303226*^9}, {3.898192654197616*^9, - 3.898192661629095*^9}},ExpressionUUID->"1a313421-9826-4125-9eb9-\ -cefa598ab583"], + 3.898192529882348*^9, 3.898192533303226*^9}, {3.900517299649535*^9, + 3.9005173011455383`*^9}, {3.900517344888742*^9, + 3.9005173453846188`*^9}},ExpressionUUID->"83ba6f10-4089-4f2d-abdb-\ +5e9cccd31d70"], Cell[BoxData["Quit"], "Input", - CellChangeTimes->{{3.8981926331104393`*^9, 3.898192633629643*^9}}, - CellLabel->"In[7]:=",ExpressionUUID->"4cd22503-f7f7-479b-9990-b5fe187e0c5c"], + CellChangeTimes->{{3.898192602542685*^9, 3.8981926030939083`*^9}}, + CellLabel->"In[7]:=",ExpressionUUID->"318c2f3f-5e68-4302-8889-249832e547eb"], Cell[CellGroupData[{ Cell["Soluci\[OAcute]n", "Subsection", CellChangeTimes->{{3.8981923783135757`*^9, - 3.898192384557886*^9}},ExpressionUUID->"22b73a1c-5df2-4d86-bc08-\ -cdc4753541b0"], + 3.898192384557886*^9}},ExpressionUUID->"e09dc0b2-1a96-47b5-93e5-\ +dbc436ca4503"], Cell[BoxData[ RowBox[{ @@ -2409,30 +3403,24 @@ Cell[BoxData[ RowBox[{ RowBox[{"Sin", "[", RowBox[{ - RowBox[{"\[Pi]", "/", "L"}], " ", - RowBox[{"(", - RowBox[{"p", "+", - RowBox[{"1", "/", "2"}]}], ")"}], " ", "x"}], "]"}], + RowBox[{"\[Pi]", "/", "L"}], " ", "p", " ", "x"}], "]"}], RowBox[{"Sin", "[", RowBox[{ RowBox[{ - RowBox[{"\[Pi]", "/", "L"}], " ", - RowBox[{"(", - RowBox[{"p", "+", - RowBox[{"1", "/", "2"}]}], ")"}], " ", "c", " ", "t"}], "+", + RowBox[{"\[Pi]", "/", "L"}], " ", "p", " ", "c", " ", "t"}], "+", "\[Delta]"}], "]"}]}]}]], "Input", CellChangeTimes->{{3.89818044234851*^9, 3.898180506464436*^9}, { - 3.898180692713339*^9, 3.898180716903131*^9}, {3.898180997503902*^9, - 3.898181015732379*^9}}, - CellLabel->"In[1]:=",ExpressionUUID->"5ce7ac40-671c-4b61-8f60-90f5b856b11c"] + 3.898180692713339*^9, 3.898180716903131*^9}, {3.9005173155223913`*^9, + 3.900517320521571*^9}}, + CellLabel->"In[1]:=",ExpressionUUID->"5fcb17bf-c596-43af-b2ae-a9754f958511"] }, Open ]], Cell[CellGroupData[{ -Cell["Soluci\[OAcute]n", "Subsection", - CellChangeTimes->{{3.8981923783135757`*^9, - 3.898192384557886*^9}},ExpressionUUID->"307170b2-cd5c-4604-a882-\ -3adeea0ba1a3"], +Cell["Animaci\[OAcute]n", "Subsection", + CellChangeTimes->{{3.898192582349769*^9, + 3.898192586398913*^9}},ExpressionUUID->"81e99816-fb3e-4a0c-9163-\ +d68973ea24f8"], Cell[CellGroupData[{ @@ -2446,7 +3434,7 @@ Cell[BoxData[{ RowBox[{"\[Delta]", "=", "0"}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{ - RowBox[{"p", "=", "2"}], ";"}], + RowBox[{"p", "=", "4"}], ";"}], "\[IndentingNewLine]"}], "\[IndentingNewLine]", RowBox[{"Animate", "[", RowBox[{ @@ -2466,16 +3454,19 @@ Cell[BoxData[{ RowBox[{"t", ",", RowBox[{"-", "30"}], ",", "30"}], "}"}]}], "]"}]}], "Input", CellChangeTimes->{{3.8981805142923937`*^9, 3.898180537465892*^9}, { - 3.898180645557987*^9, 3.898180661868188*^9}, {3.89818072858652*^9, - 3.8981807476452303`*^9}, {3.898181020818433*^9, 3.8981810334052057`*^9}, { - 3.898181189573732*^9, 3.898181198365382*^9}, {3.898192672733438*^9, - 3.898192678045958*^9}}, - CellLabel->"In[2]:=",ExpressionUUID->"825c216f-7518-433e-bba3-cc9d768fecab"], + 3.898180645557987*^9, 3.898180661868188*^9}, {3.89818072858652*^9, + 3.8981807476452303`*^9}, {3.898192593558537*^9, 3.898192593991366*^9}, { + 3.899993202699121*^9, 3.899993206402958*^9}, {3.899993383214109*^9, + 3.899993403688957*^9}, {3.899993434459256*^9, 3.8999934346039047`*^9}, + 3.8999934718016653`*^9, {3.899993692377632*^9, 3.899993706431909*^9}, { + 3.899993769254171*^9, 3.899993783907792*^9}, {3.900517375533929*^9, + 3.90051740364543*^9}}, + CellLabel->"In[2]:=",ExpressionUUID->"3023518b-84b4-4e53-9a96-8cedf385663d"], Cell[BoxData[ TagBox[ StyleBox[ - DynamicModuleBox[{$CellContext`t$$ = 18.302947998046875`, Typeset`show$$ = + DynamicModuleBox[{$CellContext`t$$ = -6.964942932128906, Typeset`show$$ = True, Typeset`bookmarkList$$ = {}, Typeset`bookmarkMode$$ = "Menu", Typeset`animator$$, Typeset`animvar$$ = 1, Typeset`name$$ = "\"sin t\[IAcute]tulo\"", Typeset`specs$$ = {{ @@ -2511,17 +3502,159 @@ Cell[BoxData[ Deployed->True, StripOnInput->False], Manipulate`InterpretManipulate[1]]], "Output", - CellChangeTimes->{3.898192678824436*^9}, - CellLabel->"Out[6]=",ExpressionUUID->"73d31706-7b2a-4b96-b36f-2d07eacc745e"] -}, Open ]] + CellChangeTimes->{{3.898192598062817*^9, 3.898192609214459*^9}, { + 3.89999320073435*^9, 3.899993207417535*^9}, {3.8999933902787867`*^9, + 3.899993404252393*^9}, 3.8999934369110413`*^9, 3.8999934723973417`*^9, { + 3.899993701795348*^9, 3.899993707319549*^9}, {3.899993770234145*^9, + 3.8999937845873613`*^9}, {3.900517370672058*^9, 3.9005174053938313`*^9}, + 3.90051879849496*^9}, + CellLabel->"Out[6]=",ExpressionUUID->"5390baba-654b-417d-9e36-cdfc0d60f37b"] }, Open ]] +}, Closed]] }, Closed]], Cell[CellGroupData[{ -Cell["Soluci\[OAcute]n general y timbre", "Section", - CellChangeTimes->{{3.898192701976215*^9, - 3.898192714415106*^9}},ExpressionUUID->"0da64a8f-8f6a-4f95-81e7-\ +Cell["Cuerda un extremos libre (Neumann) y uno fijo (Dirichlet)", "Section", + CellChangeTimes->{{3.898192335899827*^9, 3.898192353089321*^9}, { + 3.898192529882348*^9, 3.898192533303226*^9}, {3.898192654197616*^9, + 3.898192661629095*^9}},ExpressionUUID->"1a313421-9826-4125-9eb9-\ +cefa598ab583"], + +Cell[BoxData["Quit"], "Input", + CellChangeTimes->{{3.8981926331104393`*^9, 3.898192633629643*^9}}, + CellLabel->"In[17]:=",ExpressionUUID->"4cd22503-f7f7-479b-9990-b5fe187e0c5c"], + +Cell[CellGroupData[{ + +Cell["Soluci\[OAcute]n", "Subsection", + CellChangeTimes->{{3.8981923783135757`*^9, + 3.898192384557886*^9}},ExpressionUUID->"22b73a1c-5df2-4d86-bc08-\ +cdc4753541b0"], + +Cell[BoxData[ + RowBox[{ + RowBox[{"\[Phi]", "[", + RowBox[{"x_", ",", "t_"}], "]"}], ":=", + RowBox[{ + RowBox[{"Sin", "[", + RowBox[{ + RowBox[{"\[Pi]", "/", "L"}], " ", + RowBox[{"(", + RowBox[{"p", "+", + RowBox[{"1", "/", "2"}]}], ")"}], " ", "x"}], "]"}], + RowBox[{"Sin", "[", + RowBox[{ + RowBox[{ + RowBox[{"\[Pi]", "/", "L"}], " ", + RowBox[{"(", + RowBox[{"p", "+", + RowBox[{"1", "/", "2"}]}], ")"}], " ", "c", " ", "t"}], "+", + "\[Delta]"}], "]"}]}]}]], "Input", + CellChangeTimes->{{3.89818044234851*^9, 3.898180506464436*^9}, { + 3.898180692713339*^9, 3.898180716903131*^9}, {3.898180997503902*^9, + 3.898181015732379*^9}}, + CellLabel->"In[1]:=",ExpressionUUID->"5ce7ac40-671c-4b61-8f60-90f5b856b11c"] +}, Closed]], + +Cell[CellGroupData[{ + +Cell["Soluci\[OAcute]n", "Subsection", + CellChangeTimes->{{3.8981923783135757`*^9, + 3.898192384557886*^9}},ExpressionUUID->"307170b2-cd5c-4604-a882-\ +3adeea0ba1a3"], + +Cell[CellGroupData[{ + +Cell[BoxData[{ + RowBox[{ + RowBox[{"L", "=", "10"}], ";"}], "\[IndentingNewLine]", + RowBox[{ + RowBox[{"c", "=", + RowBox[{"1", "/", "2"}]}], ";"}], "\[IndentingNewLine]", + RowBox[{ + RowBox[{"\[Delta]", "=", "0"}], ";"}], "\[IndentingNewLine]", + RowBox[{ + RowBox[{ + RowBox[{"p", "=", "3"}], ";"}], + "\[IndentingNewLine]"}], "\[IndentingNewLine]", + RowBox[{"Animate", "[", + RowBox[{ + RowBox[{"Plot", "[", + RowBox[{ + RowBox[{"\[Phi]", "[", + RowBox[{"x", ",", "t"}], "]"}], ",", + RowBox[{"{", + RowBox[{"x", ",", "0", ",", "L"}], "}"}], ",", + RowBox[{"PlotRange", "->", " ", + RowBox[{"{", + RowBox[{"All", ",", + RowBox[{"{", + RowBox[{ + RowBox[{"-", "1"}], ",", "1"}], "}"}]}], "}"}]}]}], "]"}], ",", + RowBox[{"{", + RowBox[{"t", ",", + RowBox[{"-", "30"}], ",", "30"}], "}"}]}], "]"}]}], "Input", + CellChangeTimes->{{3.8981805142923937`*^9, 3.898180537465892*^9}, { + 3.898180645557987*^9, 3.898180661868188*^9}, {3.89818072858652*^9, + 3.8981807476452303`*^9}, {3.898181020818433*^9, 3.8981810334052057`*^9}, { + 3.898181189573732*^9, 3.898181198365382*^9}, {3.898192672733438*^9, + 3.898192678045958*^9}, {3.900517702714695*^9, 3.9005177303367167`*^9}}, + CellLabel->"In[2]:=",ExpressionUUID->"825c216f-7518-433e-bba3-cc9d768fecab"], + +Cell[BoxData[ + TagBox[ + StyleBox[ + DynamicModuleBox[{$CellContext`t$$ = -19.66278076171875, Typeset`show$$ = + True, Typeset`bookmarkList$$ = {}, Typeset`bookmarkMode$$ = "Menu", + Typeset`animator$$, Typeset`animvar$$ = 1, Typeset`name$$ = + "\"sin t\[IAcute]tulo\"", Typeset`specs$$ = {{ + Hold[$CellContext`t$$], -30, 30}}, Typeset`size$$ = { + 468., {142., 148.77549629860283`}}, Typeset`update$$ = 0, + Typeset`initDone$$, Typeset`skipInitDone$$ = True}, + DynamicBox[Manipulate`ManipulateBoxes[ + 1, StandardForm, "Variables" :> {$CellContext`t$$ = -30}, + "ControllerVariables" :> {}, + "OtherVariables" :> { + Typeset`show$$, Typeset`bookmarkList$$, Typeset`bookmarkMode$$, + Typeset`animator$$, Typeset`animvar$$, Typeset`name$$, + Typeset`specs$$, Typeset`size$$, Typeset`update$$, Typeset`initDone$$, + Typeset`skipInitDone$$}, "Body" :> Plot[ + $CellContext`\[Phi][$CellContext`x, $CellContext`t$$], \ +{$CellContext`x, 0, $CellContext`L}, PlotRange -> {All, {-1, 1}}], + "Specifications" :> {{$CellContext`t$$, -30, 30, + AppearanceElements -> { + "ProgressSlider", "PlayPauseButton", "FasterSlowerButtons", + "DirectionButton"}}}, + "Options" :> { + ControlType -> Animator, AppearanceElements -> None, DefaultBaseStyle -> + "Animate", DefaultLabelStyle -> "AnimateLabel", SynchronousUpdating -> + True, ShrinkingDelay -> 10.}, "DefaultOptions" :> {}], + ImageSizeCache->{827., {168.861328125, 176.138671875}}, + SingleEvaluation->True], + Deinitialization:>None, + DynamicModuleValues:>{}, + SynchronousInitialization->True, + UndoTrackedVariables:>{Typeset`show$$, Typeset`bookmarkMode$$}, + UnsavedVariables:>{Typeset`initDone$$}, + UntrackedVariables:>{Typeset`size$$}], "Animate", + Deployed->True, + StripOnInput->False], + Manipulate`InterpretManipulate[1]]], "Output", + CellChangeTimes->{ + 3.898192678824436*^9, {3.90051770393944*^9, 3.9005177323339987`*^9}, + 3.900518710144327*^9}, + CellLabel->"Out[6]=",ExpressionUUID->"00aef52a-f65d-464b-ac68-1ba0c120ed10"] +}, Open ]] +}, Closed]] +}, Closed]], + +Cell[CellGroupData[{ + +Cell["Soluci\[OAcute]n general", "Section", + CellChangeTimes->{{3.898192701976215*^9, 3.898192714415106*^9}, { + 3.962555336805324*^9, + 3.962555337781443*^9}},ExpressionUUID->"0da64a8f-8f6a-4f95-81e7-\ 6a97a48124fc"], Cell["\<\ @@ -2534,7 +3667,7 @@ d32622561de0"], Cell[BoxData["Quit"], "Input", CellChangeTimes->{{3.8981924225230722`*^9, 3.898192423056665*^9}}, - CellLabel->"In[13]:=",ExpressionUUID->"04afbd4b-010b-44c0-90e2-b7be69120ef7"], + CellLabel->"In[17]:=",ExpressionUUID->"04afbd4b-010b-44c0-90e2-b7be69120ef7"], Cell[CellGroupData[{ @@ -2566,7 +3699,7 @@ Cell[BoxData[ 3.898181919489126*^9}, {3.898181974293263*^9, 3.898181976865163*^9}, { 3.898182844477331*^9, 3.898182859860426*^9}, {3.898192393818509*^9, 3.898192406681209*^9}, {3.898192766444613*^9, 3.898192780020356*^9}}, - CellLabel->"In[7]:=",ExpressionUUID->"27355c6d-593b-4261-9737-666e1860be82"] + CellLabel->"In[1]:=",ExpressionUUID->"27355c6d-593b-4261-9737-666e1860be82"] }, Closed]], Cell[CellGroupData[{ @@ -2604,11 +3737,9 @@ Cell[BoxData[{ RowBox[{"L", "=", "10"}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"c", "=", "1"}], ";"}], "\[IndentingNewLine]", - RowBox[{ - RowBox[{"\[Delta]", "=", "0"}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{ - RowBox[{"p", "=", "1"}], ";"}], + RowBox[{"\[Delta]", "=", "0"}], ";"}], "\[IndentingNewLine]", " ", "\[IndentingNewLine]"}], "\[IndentingNewLine]", RowBox[{"Animate", "[", RowBox[{ @@ -2632,13 +3763,14 @@ Cell[BoxData[{ 3.898181875930192*^9}, {3.898181923529931*^9, 3.898181928093925*^9}, { 3.898182064471676*^9, 3.8981820671620417`*^9}, {3.8981924289969997`*^9, 3.898192457848226*^9}, 3.898192503145162*^9, {3.898192563944908*^9, - 3.898192564448118*^9}, {3.898192802174564*^9, 3.898192863396657*^9}}, - CellLabel->"In[19]:=",ExpressionUUID->"9772e236-e7c7-4796-8975-f302308dd7d2"], + 3.898192564448118*^9}, {3.898192802174564*^9, 3.898192863396657*^9}, + 3.900517788777759*^9}, + CellLabel->"In[2]:=",ExpressionUUID->"9772e236-e7c7-4796-8975-f302308dd7d2"], Cell[BoxData[ TagBox[ StyleBox[ - DynamicModuleBox[{$CellContext`t$$ = -3.844005584716797, Typeset`show$$ = + DynamicModuleBox[{$CellContext`t$$ = 2.2745361328125, Typeset`show$$ = True, Typeset`bookmarkList$$ = {}, Typeset`bookmarkMode$$ = "Menu", Typeset`animator$$, Typeset`animvar$$ = 1, Typeset`name$$ = "\"sin t\[IAcute]tulo\"", Typeset`specs$$ = {{ @@ -2675,15 +3807,10993 @@ Cell[BoxData[ StripOnInput->False], Manipulate`InterpretManipulate[1]]], "Output", CellChangeTimes->{ - 3.898192565674349*^9, {3.898192851467334*^9, 3.8981928637048683`*^9}}, - CellLabel->"Out[28]=",ExpressionUUID->"be9ac52e-6921-463c-8143-5c66b280cf70"] + 3.898192565674349*^9, {3.898192851467334*^9, 3.8981928637048683`*^9}, + 3.9005178000817137`*^9, 3.9625553213664017`*^9}, + CellLabel->"Out[10]=",ExpressionUUID->"b9436c32-3aa9-4abb-ba11-0dfacdf70e9b"] }, Open ]] }, Closed]] +}, Closed]], + +Cell[CellGroupData[{ + +Cell["Condiciones iniciales y timbre", "Section", + CellChangeTimes->{{3.9624598796261578`*^9, 3.962459890194985*^9}, { + 3.962555344894259*^9, + 3.962555346445012*^9}},ExpressionUUID->"5f97827b-b279-477d-b7f1-\ +7bebfa411881"], + +Cell[BoxData["Quit"], "Input", + CellChangeTimes->{{3.962555778579513*^9, 3.962555779312846*^9}}, + CellLabel->"In[52]:=",ExpressionUUID->"2e8c453a-8055-43ee-bbab-8040dee6d392"], + +Cell[CellGroupData[{ + +Cell["Cuerda pulsada (guitarra)", "Subsection", + CellChangeTimes->{{3.962555916518458*^9, + 3.9625559289054956`*^9}},ExpressionUUID->"bf39a4f5-21ac-4b65-88ec-\ +ed2a3bbcfa69"], + +Cell[CellGroupData[{ + +Cell["Condiciones iniciales", "Subsubsection", + CellChangeTimes->{{3.962555449300577*^9, 3.962555471611081*^9}, { + 3.96255559433354*^9, 3.962555617852477*^9}, {3.96255593318537*^9, + 3.962555933353318*^9}},ExpressionUUID->"dde6fd7b-66e6-4f59-a369-\ +fe20c920b0c6"], + +Cell["Supongamos que la posici\[OAcute]n inicial satisface", "Text", + CellChangeTimes->{{3.96246321283515*^9, 3.96246322466335*^9}, { + 3.9625553560698767`*^9, + 3.962555363668726*^9}},ExpressionUUID->"de516194-55dc-41c2-9d23-\ +e8caf5e6ccd1"], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{ + RowBox[{"\[Phi]0", "[", "x_", "]"}], "=", + RowBox[{ + RowBox[{ + RowBox[{"UnitStep", "[", + RowBox[{ + RowBox[{"L", "/", "4"}], "-", "x"}], "]"}], "x"}], "+", + RowBox[{ + RowBox[{"UnitStep", "[", + RowBox[{"x", "-", + RowBox[{"L", "/", "4"}]}], "]"}], + RowBox[{"(", + RowBox[{ + RowBox[{"L", "/", "4"}], "-", + RowBox[{ + RowBox[{"(", + RowBox[{"x", "-", + RowBox[{"L", "/", "4"}]}], ")"}], "/", "3"}]}], ")"}]}]}]}]], "Input",\ + + CellChangeTimes->{{3.9624599062661858`*^9, 3.962460056076868*^9}, { + 3.962460112712391*^9, 3.962460269836179*^9}, {3.9624615143519707`*^9, + 3.962461516653912*^9}}, + CellLabel->"In[1]:=",ExpressionUUID->"baba0232-98d0-4b5e-be0f-63cebdebcf76"], + +Cell[BoxData[ + RowBox[{ + RowBox[{"x", " ", + RowBox[{"UnitStep", "[", + RowBox[{ + FractionBox["L", "4"], "-", "x"}], "]"}]}], "+", + RowBox[{ + RowBox[{"(", + RowBox[{ + FractionBox["L", "4"], "+", + RowBox[{ + FractionBox["1", "3"], " ", + RowBox[{"(", + RowBox[{ + FractionBox["L", "4"], "-", "x"}], ")"}]}]}], ")"}], " ", + RowBox[{"UnitStep", "[", + RowBox[{ + RowBox[{"-", + FractionBox["L", "4"]}], "+", "x"}], "]"}]}]}]], "Output", + CellChangeTimes->{ + 3.962460057559025*^9, {3.962460117970415*^9, 3.9624601825675383`*^9}, + 3.962460270012486*^9, 3.962461404376052*^9, 3.9624615175381517`*^9, + 3.962462800885817*^9, 3.962555799724715*^9, 3.96290979963699*^9, + 3.962910808141614*^9}, + CellLabel->"Out[1]=",ExpressionUUID->"09817fd2-3a15-418e-848a-a210049a195d"] +}, Open ]], + +Cell["Velocidad inicial", "Text", + CellChangeTimes->{{3.962463229261167*^9, + 3.962463234631624*^9}},ExpressionUUID->"9edb6ee0-fa6c-4c90-a12f-\ +70fc4f1d7408"], + +Cell[BoxData[ + RowBox[{ + RowBox[{ + RowBox[{"v0", "[", "x_", "]"}], "=", "0"}], ";"}]], "Input", + CellChangeTimes->{{3.962461574428129*^9, 3.962461582592329*^9}, + 3.962461614727244*^9}, + CellLabel->"In[2]:=",ExpressionUUID->"61ce351c-bc88-48d2-99e8-5e1b24668e94"], + +Cell["\<\ +Esto corresponde a una cuerda pulsada, como se puede ver en el gr\[AAcute]fico\ +\>", "Text", + CellChangeTimes->{{3.962555371615343*^9, + 3.962555386564242*^9}},ExpressionUUID->"5032821e-8721-4725-addb-\ +e3ba44bb7dfa"], + +Cell[CellGroupData[{ + +Cell[BoxData[{ + RowBox[{ + RowBox[{"L", "=", "1"}], ";"}], "\[IndentingNewLine]", + RowBox[{"Plot", "[", + RowBox[{ + RowBox[{"\[Phi]0", "[", "x", "]"}], ",", + RowBox[{"{", + RowBox[{"x", ",", "0", ",", "L"}], "}"}], ",", + RowBox[{"PlotRange", "->", + RowBox[{"{", + RowBox[{"All", ",", " ", + RowBox[{"{", + RowBox[{"0", ",", "0.5"}], "}"}]}], "}"}]}]}], + "]"}], "\[IndentingNewLine]", + RowBox[{"Clear", "[", "L", "]"}]}], "Input", + CellChangeTimes->{{3.9624600589672318`*^9, 3.9624600755561028`*^9}, + 3.9624601194453173`*^9, {3.962460282820859*^9, 3.962460294948463*^9}, { + 3.962461409228219*^9, 3.962461419699753*^9}, {3.96246152026335*^9, + 3.9624615223104897`*^9}}, + CellLabel->"In[3]:=",ExpressionUUID->"63a97684-8149-4499-bf93-b9a3ce2a94c9"], + +Cell[BoxData[ + GraphicsBox[{{{}, {}, + TagBox[ + {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], Opacity[ + 1.], LineBox[CompressedData[" +1:eJxTTMoPSmViYGDQBGIQ7ZX64uKBl6F2MJrFWargvqSJPYw2nj9jzmZJFzjt +ffb6prmSIXA6POX73kmSKXD6rn67c69kCZxeIOrf1iXZAqcbOTard0pOgdMR +kQvXf/i4BE5z/2+McZdbD6dVA9+9ONy9BU6Xn7O0n/FlJ5wW3yJ4j5FxP5ze +9sj5zHmbQ3D6UNZc6cg3R+D0VzVb/rW5x+E008/VAtKqp+C02f+EbcHrzsBp +H98DTa47EHTybHl/80MIeoL5vedS1xD0y/xoyUd/EfScB6E1Bb5n4TTjIS+n +3jcIWkJgFV/9NwStF8d5u4DhHJyO+nW8OEQEQW8xcl0qbYOg0xbbc6zqRtBn +WkzOHdM6D6et+E8zTTRF0CtmJppHOyDo5nV9C96HImirGy+KJBoR9Iqk+uWP +uhG02FvRO2umIeiPjM6ujmsQ9ArtueJZ1xG02DZjH5NHCLrF4VTDvzcIujZj +DX/vVwQNAMK1OfI= + "]], LineBox[CompressedData[" +1:eJwVzns01Gkcx/EpE3YtGVpbm8lOW2dJIwlROz7ltETqbEqXCcnKymUrzRat ++5pdx31bZXKtpkRjDUUpw6DpgvL7MYo2hjQpjWlsSGi0v/54znNe53k/z/dh +BR72PjiXRqN5UevT3tRmFeU8j0T8w0xu8gcCSxxOlZl+QWJktYfy7SSBNKml +os+MhPCRMqxplEAznffe1ZzqL18VW6oJvPeQmpSySOyLThjLGiYQ3OXjHrmS +BINp/pv/IAHX4aRKXVeqD9qROiMnEG3T3hrmToLryGoPJAlUHlv0gvQi4aCv +YbQ+oObPihfl76bmi1LPCu4QmDLpS1oVQfVjTaUON6j++7U+ewRUn2R773Ae +AYts1VTZGxKqYkO6MoBAw4H4sqtjJLobfJQpfgT815jurXtPoqmvUMbmEih4 +vK72wdwOCBbb8E/sILCQmXpcY9aBH3K36Rq4ETC5Yjlmjw4UZ2bp21kTmCc7 +OCLN6oB3LMMwYaIdqsl+xSPbTtzkfmlmntqOi6/rWo0y5eAY9URtOf8QRszL +GqWyC1652TUSyQOkH6oJPrfsMbYF9RqfftmGdxtEypD4buiteC4JorWBZyer +Nrvdg2trYv/Mt2xFf4UsrYP1L8wcOy+0uLRgJrQr3+rkU9CNmALnvfdhvVFv +NriuF0qrGZHx7/fgfoH1c9VXCsS45Bj3593FCeb+pc98+6Gb2/j3guY7WDni +Y9C9dQCL7wyOpqllMJ0/qi+bHsBLlbRoWlcGujRf/G3BM5Tssg0jV91GmH3d +k8+2DML81r6UQrdmiDwCzzW8ozwWE19+oAkTqq+Nh848x/wjq08vTW9EzQ53 +nZxNSvDaNk5aeEgRv5lfXD2kRIWL+5wWQT1YfZ49Qv4LzPo6SSdG67BubXLO +IrshSMKLlzCW34LvEmJqjnwIAXR23fSJWky0ZgweSXwJXobtVGfJdQjo/jzv +Za8QXsTlRY9Xw1RRc2Gu7BWiuEeEQs9rmBebuNP56DDG9T4ck8RUgVbmLx40 +eY3yk7467vliROaJM0yaX8PrfvmBt+Mi1Fun6DN+UcE4vOu7S/tLwfCMXJlk +NIJSC4+Qcb1L6GWT8mjJCBZeL1N9E3IelUVYpvRXo7K2olNuUAA/sSODOatG +VFVtIe/QaSTwzyf2XnkD2oB9X3FEOv55xcw38tIgwWkvma2NRUohP0CxTYPG +hoM5efxYBHmrl1dsp7wpcs9Fw1iYSySVW3dT/jFt4AYzBqlZ++6mB2pAO1Q/ +quCcRIjj2f8+j9Yg4CyLwY47jqXJCzbrlVD9uFx4ShuBWacYw+5SyjS1dYlh +BJ6on3eWiKj7hrrVN5nhyN59zc+tivrPcifZACcUH1d4H+NLqN6nQGkTF4ze +jqwiHTl1HtHieUbrh9o/Jn+SP6LMn+HWM32Rs36/lbCHciE7TMnhYsslm2pX +BfV++19pdnG7cCvqYUviMGX/akGhdivOsB2yto9Qzlx4U8XxxNHBgp0sDWVp +zBPnODdYeoX3N45T3pBqX67lgD6n62L2JOVz3r9ujnPEQM360IBpyjTH8BYt +G5JQ4SpbLeWEjKc6s0zkWhhMfPz46ZwmE63luPwPGt9gnQ== + "]]}, + Annotation[#, "Charting`Private`Tag$1773#1"]& ], {}}, {}}, + AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948], + Axes->{True, True}, + AxesLabel->{None, None}, + AxesOrigin->{0, 0}, + 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]], + ImagePadding->All, + Method->{ + "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> { + "Version" -> 1.2, "TrackMousePosition" -> {True, False}, + "Effects" -> { + "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, + "Droplines" -> { + "freeformCursorMode" -> True, + "placement" -> {"x" -> "All", "y" -> "None"}}}}, "DefaultMeshStyle" -> + AbsolutePointSize[6], "ScalingFunctions" -> None, + "CoordinatesToolOptions" -> {"DisplayFunction" -> ({ + (Identity[#]& )[ + Part[#, 1]], + (Identity[#]& )[ + Part[#, 2]]}& ), "CopiedValueFunction" -> ({ + (Identity[#]& )[ + Part[#, 1]], + (Identity[#]& )[ + Part[#, 2]]}& )}}, + PlotRange->{All, {0., 0.5}}, + PlotRangeClipping->True, + PlotRangePadding->{{ + Scaled[0.02], + Scaled[0.02]}, {0, 0}}, + Ticks->{Automatic, Automatic}]], "Output", + CellChangeTimes->{3.962461420224223*^9, 3.962461523000874*^9, + 3.9624628011556253`*^9, 3.962555810311687*^9, 3.9629098508155727`*^9, + 3.962910808436511*^9}, + CellLabel->"Out[4]=",ExpressionUUID->"3eb6f421-fb87-4671-b5d0-b575ea1ccecb"] +}, Open ]] +}, Closed]], + +Cell[CellGroupData[{ + +Cell["Soluci\[OAcute]n ", "Subsubsection", + CellChangeTimes->{{3.962555484003696*^9, + 3.962555510245841*^9}},ExpressionUUID->"65c9f4c3-4f48-46b3-9b69-\ +23966db55bb5"], + +Cell["Soluci\[OAcute]n para las amplitudes y fases", "Text", + CellChangeTimes->{{3.962463245401289*^9, + 3.962463267431857*^9}},ExpressionUUID->"29be1052-92cf-4419-b603-\ +0a8805c9def6"], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"ASin\[Delta]", "=", + RowBox[{"Assuming", "[", + RowBox[{ + RowBox[{"{", + RowBox[{ + RowBox[{"p", "\[Element]", "Integers"}], ",", + RowBox[{"L", ">", "0"}]}], "}"}], ",", + RowBox[{"Simplify", "[", + RowBox[{ + RowBox[{ + RowBox[{"-", "1"}], "/", "L"}], " ", + RowBox[{"Integrate", "[", + RowBox[{ + RowBox[{ + RowBox[{"\[Phi]0", "[", "x", "]"}], + RowBox[{"Sin", "[", + RowBox[{"\[Pi]", " ", + RowBox[{"p", "/", "L"}], " ", "x"}], "]"}]}], ",", + RowBox[{"{", + RowBox[{"x", ",", "0", ",", "L"}], "}"}]}], "]"}]}], "]"}]}], + "]"}]}]], "Input", + CellChangeTimes->{{3.9624603207007*^9, 3.962460376203795*^9}, { + 3.962460635149899*^9, 3.9624606969671297`*^9}, {3.962461428053484*^9, + 3.962461439220387*^9}, {3.9624615274183607`*^9, 3.962461560917666*^9}, + 3.9624628560559483`*^9, 3.9624628953912582`*^9}, + CellLabel->"In[6]:=",ExpressionUUID->"4df3fce9-2fbf-4611-9338-284d140b1d94"], + +Cell[BoxData[ + RowBox[{"-", + FractionBox[ + RowBox[{"4", " ", "L", " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"p", " ", "\[Pi]"}], "4"], "]"}]}], + RowBox[{"3", " ", + SuperscriptBox["p", "2"], " ", + SuperscriptBox["\[Pi]", "2"]}]]}]], "Output", + CellChangeTimes->{3.962555816653638*^9, 3.962909916393139*^9, + 3.962910813284314*^9}, + CellLabel->"Out[6]=",ExpressionUUID->"36492b92-5de8-4656-a449-731061b1c10c"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"ACos\[Delta]", "=", + RowBox[{"Assuming", "[", + RowBox[{ + RowBox[{"{", + RowBox[{ + RowBox[{"p", "\[Element]", "Integers"}], ",", + RowBox[{"L", ">", "0"}]}], "}"}], ",", + RowBox[{"Simplify", "[", + RowBox[{ + RowBox[{ + RowBox[{"-", "1"}], "/", + RowBox[{"(", + RowBox[{"\[Pi]", " ", "c", " ", "p"}], ")"}]}], " ", + RowBox[{"Integrate", "[", + RowBox[{ + RowBox[{ + RowBox[{"v0", "[", "x", "]"}], + RowBox[{"Sin", "[", + RowBox[{"\[Pi]", " ", + RowBox[{"p", "/", "L"}], " ", "x"}], "]"}]}], ",", + RowBox[{"{", + RowBox[{"x", ",", "0", ",", "L"}], "}"}]}], "]"}]}], "]"}]}], + "]"}]}]], "Input", + CellChangeTimes->{{3.962461466690763*^9, 3.96246148298485*^9}, { + 3.962461586084846*^9, 3.962461599460814*^9}}, + CellLabel->"In[7]:=",ExpressionUUID->"70d17c38-c32f-4118-b26d-d49d93f65bcf"], + +Cell[BoxData["0"], "Output", + CellChangeTimes->{3.962555819227765*^9, 3.96290994919135*^9, + 3.9629108134308023`*^9}, + CellLabel->"Out[7]=",ExpressionUUID->"ba490c1a-a452-4c28-9f75-fc02b25076bf"] +}, Open ]], + +Cell[BoxData[ + RowBox[{ + RowBox[{"\[Delta]", "[", "p_", "]"}], ":=", + RowBox[{ + RowBox[{"(", + RowBox[{"p", "+", + RowBox[{"1", "/", "2"}]}], ")"}], "\[Pi]"}]}]], "Input", + CellChangeTimes->{{3.9624616260206347`*^9, 3.962461643537562*^9}}, + CellLabel->"In[8]:=",ExpressionUUID->"31f15465-b343-417d-9825-d2c26c57c8b3"], + +Cell[BoxData[ + RowBox[{ + RowBox[{"A", "[", "p_", "]"}], ":=", + RowBox[{"ASin\[Delta]", "/", + RowBox[{"Sin", "[", + RowBox[{"\[Delta]", "[", "p", "]"}], "]"}]}]}]], "Input", + CellChangeTimes->{{3.962461664392232*^9, 3.9624616853347073`*^9}}, + CellLabel->"In[9]:=",ExpressionUUID->"6620bf37-783e-4721-b9be-aaa6785542ab"], + +Cell["Soluci\[OAcute]n completa", "Text", + CellChangeTimes->{{3.962463270777156*^9, + 3.96246327945749*^9}},ExpressionUUID->"2e85b068-40d0-4f97-ae13-\ +9c9840621076"], + +Cell[BoxData[ + RowBox[{ + RowBox[{"pmax", "=", "15"}], ";"}]], "Input", + CellChangeTimes->{{3.96246338108457*^9, 3.962463399405508*^9}, + 3.962910039894382*^9, {3.962910143638349*^9, 3.962910196881559*^9}}, + CellLabel->"In[10]:=",ExpressionUUID->"9758d349-4582-439d-bba3-29293c0a0efe"], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{ + RowBox[{"\[Phi]", "[", + RowBox[{"x_", ",", "t_"}], "]"}], "=", + RowBox[{ + RowBox[{"-", "2"}], + RowBox[{"Sum", "[", + RowBox[{ + RowBox[{ + RowBox[{"A", "[", "p", "]"}], + RowBox[{"Sin", "[", + RowBox[{"\[Pi]", " ", "p", " ", + RowBox[{"x", "/", "L"}]}], "]"}], + RowBox[{"Sin", "[", + RowBox[{ + RowBox[{"\[Pi]", " ", "p", " ", "c", " ", + RowBox[{"t", "/", "L"}]}], "+", + RowBox[{"\[Delta]", "[", "p", "]"}]}], "]"}]}], ",", + RowBox[{"{", + RowBox[{"p", ",", "1", ",", "pmax"}], "}"}]}], "]"}]}]}]], "Input", + CellChangeTimes->{{3.962460536770708*^9, 3.962460570987171*^9}, { + 3.962460675131118*^9, 3.962460676483143*^9}, {3.962460714042923*^9, + 3.962460771852673*^9}, {3.9624608558049803`*^9, 3.962460864996828*^9}, { + 3.9624616936441603`*^9, 3.9624617218002043`*^9}, 3.962461869181178*^9, + 3.962461938556758*^9, {3.962462884562278*^9, 3.962462884728043*^9}, { + 3.9624633307610607`*^9, 3.962463332079885*^9}}, + CellLabel->"In[11]:=",ExpressionUUID->"25f6d5c0-c9ca-43ec-a907-90bc37ead899"], + +Cell[BoxData[ + RowBox[{ + RowBox[{"-", "2"}], " ", + RowBox[{"(", + RowBox[{ + RowBox[{"-", + FractionBox[ + RowBox[{"2", " ", + SqrtBox["2"], " ", "L", " ", + RowBox[{"Cos", "[", + FractionBox[ + RowBox[{"c", " ", "\[Pi]", " ", "t"}], "L"], "]"}], " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"\[Pi]", " ", "x"}], "L"], "]"}]}], + RowBox[{"3", " ", + SuperscriptBox["\[Pi]", "2"]}]]}], "-", + FractionBox[ + RowBox[{"L", " ", + RowBox[{"Cos", "[", + FractionBox[ + RowBox[{"2", " ", "c", " ", "\[Pi]", " ", "t"}], "L"], "]"}], " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"2", " ", "\[Pi]", " ", "x"}], "L"], "]"}]}], + RowBox[{"3", " ", + SuperscriptBox["\[Pi]", "2"]}]], "-", + FractionBox[ + RowBox[{"2", " ", + SqrtBox["2"], " ", "L", " ", + RowBox[{"Cos", "[", + FractionBox[ + RowBox[{"3", " ", "c", " ", "\[Pi]", " ", "t"}], "L"], "]"}], " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"3", " ", "\[Pi]", " ", "x"}], "L"], "]"}]}], + RowBox[{"27", " ", + SuperscriptBox["\[Pi]", "2"]}]], "+", + FractionBox[ + RowBox[{"2", " ", + SqrtBox["2"], " ", "L", " ", + RowBox[{"Cos", "[", + FractionBox[ + RowBox[{"5", " ", "c", " ", "\[Pi]", " ", "t"}], "L"], "]"}], " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"5", " ", "\[Pi]", " ", "x"}], "L"], "]"}]}], + RowBox[{"75", " ", + SuperscriptBox["\[Pi]", "2"]}]], "+", + FractionBox[ + RowBox[{"L", " ", + RowBox[{"Cos", "[", + FractionBox[ + RowBox[{"6", " ", "c", " ", "\[Pi]", " ", "t"}], "L"], "]"}], " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"6", " ", "\[Pi]", " ", "x"}], "L"], "]"}]}], + RowBox[{"27", " ", + SuperscriptBox["\[Pi]", "2"]}]], "+", + FractionBox[ + RowBox[{"2", " ", + SqrtBox["2"], " ", "L", " ", + RowBox[{"Cos", "[", + FractionBox[ + RowBox[{"7", " ", "c", " ", "\[Pi]", " ", "t"}], "L"], "]"}], " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"7", " ", "\[Pi]", " ", "x"}], "L"], "]"}]}], + RowBox[{"147", " ", + SuperscriptBox["\[Pi]", "2"]}]], "-", + FractionBox[ + RowBox[{"2", " ", + SqrtBox["2"], " ", "L", " ", + RowBox[{"Cos", "[", + FractionBox[ + RowBox[{"9", " ", "c", " ", "\[Pi]", " ", "t"}], "L"], "]"}], " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"9", " ", "\[Pi]", " ", "x"}], "L"], "]"}]}], + RowBox[{"243", " ", + SuperscriptBox["\[Pi]", "2"]}]], "-", + FractionBox[ + RowBox[{"L", " ", + RowBox[{"Cos", "[", + FractionBox[ + RowBox[{"10", " ", "c", " ", "\[Pi]", " ", "t"}], "L"], "]"}], " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"10", " ", "\[Pi]", " ", "x"}], "L"], "]"}]}], + RowBox[{"75", " ", + SuperscriptBox["\[Pi]", "2"]}]], "-", + FractionBox[ + RowBox[{"2", " ", + SqrtBox["2"], " ", "L", " ", + RowBox[{"Cos", "[", + FractionBox[ + RowBox[{"11", " ", "c", " ", "\[Pi]", " ", "t"}], "L"], "]"}], " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"11", " ", "\[Pi]", " ", "x"}], "L"], "]"}]}], + RowBox[{"363", " ", + SuperscriptBox["\[Pi]", "2"]}]], "+", + FractionBox[ + RowBox[{"2", " ", + SqrtBox["2"], " ", "L", " ", + RowBox[{"Cos", "[", + FractionBox[ + RowBox[{"13", " ", "c", " ", "\[Pi]", " ", "t"}], "L"], "]"}], " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"13", " ", "\[Pi]", " ", "x"}], "L"], "]"}]}], + RowBox[{"507", " ", + SuperscriptBox["\[Pi]", "2"]}]], "+", + FractionBox[ + RowBox[{"L", " ", + RowBox[{"Cos", "[", + FractionBox[ + RowBox[{"14", " ", "c", " ", "\[Pi]", " ", "t"}], "L"], "]"}], " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"14", " ", "\[Pi]", " ", "x"}], "L"], "]"}]}], + RowBox[{"147", " ", + SuperscriptBox["\[Pi]", "2"]}]], "+", + FractionBox[ + RowBox[{"2", " ", + SqrtBox["2"], " ", "L", " ", + RowBox[{"Cos", "[", + FractionBox[ + RowBox[{"15", " ", "c", " ", "\[Pi]", " ", "t"}], "L"], "]"}], " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"15", " ", "\[Pi]", " ", "x"}], "L"], "]"}]}], + RowBox[{"675", " ", + SuperscriptBox["\[Pi]", "2"]}]]}], ")"}]}]], "Output", + CellChangeTimes->{ + 3.962461722146682*^9, 3.962461869379499*^9, 3.962461939080865*^9, + 3.962462816400888*^9, {3.962462861798956*^9, 3.962462900767913*^9}, + 3.96246333258848*^9, {3.962463382816052*^9, 3.962463402239911*^9}, + 3.9625558545504007`*^9, 3.962910052480776*^9, {3.962910147082822*^9, + 3.9629101993787413`*^9}, 3.9629108164227037`*^9}, + CellLabel->"Out[11]=",ExpressionUUID->"eade371c-d390-440f-8b24-1f4fa37907cb"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"modos", "=", + RowBox[{"Table", "[", + RowBox[{ + RowBox[{ + RowBox[{"A", "[", "p", "]"}], + RowBox[{"Sin", "[", + RowBox[{"\[Pi]", " ", "p", " ", + RowBox[{"x", "/", "L"}]}], "]"}], + RowBox[{"Sin", "[", + RowBox[{ + RowBox[{"\[Pi]", " ", "p", " ", "c", " ", + RowBox[{"t", "/", "L"}]}], "+", + RowBox[{"\[Delta]", "[", "p", "]"}]}], "]"}]}], ",", + RowBox[{"{", + RowBox[{"p", ",", "1", ",", "pmax"}], "}"}]}], "]"}]}]], "Input", + CellChangeTimes->{{3.962462933843292*^9, 3.962462982445938*^9}, { + 3.962463054628879*^9, 3.9624630558924837`*^9}, {3.9624632879487143`*^9, + 3.962463306649392*^9}}, + CellLabel->"In[12]:=",ExpressionUUID->"bcf2ed1e-9850-486c-a367-01575bf380fa"], + +Cell[BoxData[ + RowBox[{"{", + RowBox[{ + RowBox[{"-", + FractionBox[ + RowBox[{"2", " ", + SqrtBox["2"], " ", "L", " ", + RowBox[{"Cos", "[", + FractionBox[ + RowBox[{"c", " ", "\[Pi]", " ", "t"}], "L"], "]"}], " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"\[Pi]", " ", "x"}], "L"], "]"}]}], + RowBox[{"3", " ", + SuperscriptBox["\[Pi]", "2"]}]]}], ",", + RowBox[{"-", + FractionBox[ + RowBox[{"L", " ", + RowBox[{"Cos", "[", + FractionBox[ + RowBox[{"2", " ", "c", " ", "\[Pi]", " ", "t"}], "L"], "]"}], " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"2", " ", "\[Pi]", " ", "x"}], "L"], "]"}]}], + RowBox[{"3", " ", + SuperscriptBox["\[Pi]", "2"]}]]}], ",", + RowBox[{"-", + FractionBox[ + RowBox[{"2", " ", + SqrtBox["2"], " ", "L", " ", + RowBox[{"Cos", "[", + FractionBox[ + RowBox[{"3", " ", "c", " ", "\[Pi]", " ", "t"}], "L"], "]"}], " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"3", " ", "\[Pi]", " ", "x"}], "L"], "]"}]}], + RowBox[{"27", " ", + SuperscriptBox["\[Pi]", "2"]}]]}], ",", "0", ",", + FractionBox[ + RowBox[{"2", " ", + SqrtBox["2"], " ", "L", " ", + RowBox[{"Cos", "[", + FractionBox[ + RowBox[{"5", " ", "c", " ", "\[Pi]", " ", "t"}], "L"], "]"}], " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"5", " ", "\[Pi]", " ", "x"}], "L"], "]"}]}], + RowBox[{"75", " ", + SuperscriptBox["\[Pi]", "2"]}]], ",", + FractionBox[ + RowBox[{"L", " ", + RowBox[{"Cos", "[", + FractionBox[ + RowBox[{"6", " ", "c", " ", "\[Pi]", " ", "t"}], "L"], "]"}], " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"6", " ", "\[Pi]", " ", "x"}], "L"], "]"}]}], + RowBox[{"27", " ", + SuperscriptBox["\[Pi]", "2"]}]], ",", + FractionBox[ + RowBox[{"2", " ", + SqrtBox["2"], " ", "L", " ", + RowBox[{"Cos", "[", + FractionBox[ + RowBox[{"7", " ", "c", " ", "\[Pi]", " ", "t"}], "L"], "]"}], " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"7", " ", "\[Pi]", " ", "x"}], "L"], "]"}]}], + RowBox[{"147", " ", + SuperscriptBox["\[Pi]", "2"]}]], ",", "0", ",", + RowBox[{"-", + FractionBox[ + RowBox[{"2", " ", + SqrtBox["2"], " ", "L", " ", + RowBox[{"Cos", "[", + FractionBox[ + RowBox[{"9", " ", "c", " ", "\[Pi]", " ", "t"}], "L"], "]"}], " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"9", " ", "\[Pi]", " ", "x"}], "L"], "]"}]}], + RowBox[{"243", " ", + SuperscriptBox["\[Pi]", "2"]}]]}], ",", + RowBox[{"-", + FractionBox[ + RowBox[{"L", " ", + RowBox[{"Cos", "[", + FractionBox[ + RowBox[{"10", " ", "c", " ", "\[Pi]", " ", "t"}], "L"], "]"}], " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"10", " ", "\[Pi]", " ", "x"}], "L"], "]"}]}], + RowBox[{"75", " ", + SuperscriptBox["\[Pi]", "2"]}]]}], ",", + RowBox[{"-", + FractionBox[ + RowBox[{"2", " ", + SqrtBox["2"], " ", "L", " ", + RowBox[{"Cos", "[", + FractionBox[ + RowBox[{"11", " ", "c", " ", "\[Pi]", " ", "t"}], "L"], "]"}], " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"11", " ", "\[Pi]", " ", "x"}], "L"], "]"}]}], + RowBox[{"363", " ", + SuperscriptBox["\[Pi]", "2"]}]]}], ",", "0", ",", + FractionBox[ + RowBox[{"2", " ", + SqrtBox["2"], " ", "L", " ", + RowBox[{"Cos", "[", + FractionBox[ + RowBox[{"13", " ", "c", " ", "\[Pi]", " ", "t"}], "L"], "]"}], " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"13", " ", "\[Pi]", " ", "x"}], "L"], "]"}]}], + RowBox[{"507", " ", + SuperscriptBox["\[Pi]", "2"]}]], ",", + FractionBox[ + RowBox[{"L", " ", + RowBox[{"Cos", "[", + FractionBox[ + RowBox[{"14", " ", "c", " ", "\[Pi]", " ", "t"}], "L"], "]"}], " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"14", " ", "\[Pi]", " ", "x"}], "L"], "]"}]}], + RowBox[{"147", " ", + SuperscriptBox["\[Pi]", "2"]}]], ",", + FractionBox[ + RowBox[{"2", " ", + SqrtBox["2"], " ", "L", " ", + RowBox[{"Cos", "[", + FractionBox[ + RowBox[{"15", " ", "c", " ", "\[Pi]", " ", "t"}], "L"], "]"}], " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"15", " ", "\[Pi]", " ", "x"}], "L"], "]"}]}], + RowBox[{"675", " ", + SuperscriptBox["\[Pi]", "2"]}]]}], "}"}]], "Output", + CellChangeTimes->{{3.962462950567539*^9, 3.962462984808421*^9}, + 3.962463056632148*^9, {3.962463307303125*^9, 3.962463334634178*^9}, { + 3.962463383751441*^9, 3.962463404622436*^9}, 3.9625558574243813`*^9, + 3.9629100697434998`*^9, {3.962910150093384*^9, 3.9629102005749187`*^9}, + 3.962910818424078*^9}, + CellLabel->"Out[12]=",ExpressionUUID->"dbe88bae-da66-4321-88fa-1eb7e3fcf982"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{ + RowBox[{"modos", "[", + RowBox[{"[", "2", "]"}], "]"}], "/", + RowBox[{"modos", "[", + RowBox[{"[", "1", "]"}], "]"}]}]], "Input", + CellChangeTimes->{{3.962910769797117*^9, 3.962910772871526*^9}}, + CellLabel->"In[13]:=",ExpressionUUID->"0908e3ca-a4b2-4688-8b2a-bdb75c7c92e9"], + +Cell[BoxData[ + FractionBox[ + RowBox[{ + RowBox[{"Cos", "[", + FractionBox[ + RowBox[{"2", " ", "c", " ", "\[Pi]", " ", "t"}], "L"], "]"}], " ", + RowBox[{"Csc", "[", + FractionBox[ + RowBox[{"\[Pi]", " ", "x"}], "L"], "]"}], " ", + RowBox[{"Sec", "[", + FractionBox[ + RowBox[{"c", " ", "\[Pi]", " ", "t"}], "L"], "]"}], " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"2", " ", "\[Pi]", " ", "x"}], "L"], "]"}]}], + RowBox[{"2", " ", + SqrtBox["2"]}]]], "Output", + CellChangeTimes->{3.962910773775475*^9, 3.962910820223394*^9}, + CellLabel->"Out[13]=",ExpressionUUID->"e0207bf2-b251-4838-862e-355ba30e9603"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{ + RowBox[{"modos", "[", + RowBox[{"[", "3", "]"}], "]"}], "/", + RowBox[{"modos", "[", + RowBox[{"[", "1", "]"}], "]"}]}]], "Input", + CellChangeTimes->{{3.962910834370913*^9, 3.962910834902462*^9}}, + CellLabel->"In[14]:=",ExpressionUUID->"37377bb6-e7f4-4b85-972e-7c6804776f6a"], + +Cell[BoxData[ + RowBox[{ + FractionBox["1", "9"], " ", + RowBox[{"Cos", "[", + FractionBox[ + RowBox[{"3", " ", "c", " ", "\[Pi]", " ", "t"}], "L"], "]"}], " ", + RowBox[{"Csc", "[", + FractionBox[ + RowBox[{"\[Pi]", " ", "x"}], "L"], "]"}], " ", + RowBox[{"Sec", "[", + FractionBox[ + RowBox[{"c", " ", "\[Pi]", " ", "t"}], "L"], "]"}], " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"3", " ", "\[Pi]", " ", "x"}], "L"], "]"}]}]], "Output", + CellChangeTimes->{3.9629108353040667`*^9}, + CellLabel->"Out[14]=",ExpressionUUID->"edacc8a6-17a2-46db-aa4c-61354e353c9b"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{ + RowBox[{"modos", "[", + RowBox[{"[", "4", "]"}], "]"}], "/", + RowBox[{"modos", "[", + RowBox[{"[", "1", "]"}], "]"}]}]], "Input", + CellChangeTimes->{3.96291084535872*^9}, + CellLabel->"In[15]:=",ExpressionUUID->"183f7369-5ac0-4ed2-8e4c-1df7a99473d7"], + +Cell[BoxData["0"], "Output", + CellChangeTimes->{3.962910845593038*^9}, + CellLabel->"Out[15]=",ExpressionUUID->"bce02fcc-b168-47d0-95ba-07ccd2f11e2a"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{ + RowBox[{"modos", "[", + RowBox[{"[", "5", "]"}], "]"}], "/", + RowBox[{"modos", "[", + RowBox[{"[", "1", "]"}], "]"}]}]], "Input", + CellChangeTimes->{3.962910850846569*^9}, + CellLabel->"In[16]:=",ExpressionUUID->"eac7be41-e5a8-4709-8374-b8852f8a2d1c"], + +Cell[BoxData[ + RowBox[{ + RowBox[{"-", + FractionBox["1", "25"]}], " ", + RowBox[{"Cos", "[", + FractionBox[ + RowBox[{"5", " ", "c", " ", "\[Pi]", " ", "t"}], "L"], "]"}], " ", + RowBox[{"Csc", "[", + FractionBox[ + RowBox[{"\[Pi]", " ", "x"}], "L"], "]"}], " ", + RowBox[{"Sec", "[", + FractionBox[ + RowBox[{"c", " ", "\[Pi]", " ", "t"}], "L"], "]"}], " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"5", " ", "\[Pi]", " ", "x"}], "L"], "]"}]}]], "Output", + CellChangeTimes->{3.962910851207082*^9}, + CellLabel->"Out[16]=",ExpressionUUID->"2b180975-ebec-4f0c-abd1-f0958aaa5e16"] +}, Open ]], + +Cell[BoxData[ + RowBox[{ + RowBox[{"todo", "=", + RowBox[{ + RowBox[{"Join", "[", + RowBox[{"modos", ",", + RowBox[{"{", + RowBox[{ + RowBox[{"\[Phi]", "[", + RowBox[{"x", ",", "t"}], "]"}], ",", + RowBox[{"\[Phi]0", "[", "x", "]"}]}], "}"}]}], "]"}], "/.", + RowBox[{"t", "->", "0"}]}]}], ";"}]], "Input", + CellChangeTimes->{{3.962462986799087*^9, 3.9624630624112186`*^9}, + 3.9624633571007957`*^9, 3.962555540896488*^9}, + CellLabel->"In[34]:=",ExpressionUUID->"b187127e-db00-45ff-bd9c-9b260f9a5a2f"], + +Cell[CellGroupData[{ + +Cell[BoxData[{ + RowBox[{ + RowBox[{"L", "=", "1"}], ";"}], "\[IndentingNewLine]", + RowBox[{ + RowBox[{"c", "=", "1"}], ";"}], "\[IndentingNewLine]", + RowBox[{"Plot", "[", + RowBox[{"todo", ",", + RowBox[{"{", + RowBox[{"x", ",", "0", ",", "L"}], "}"}], ",", + RowBox[{"PlotRange", "->", + RowBox[{"{", + RowBox[{"All", ",", + RowBox[{"{", + RowBox[{ + RowBox[{"-", "0.3"}], ",", "0.3"}], "}"}]}], "}"}]}]}], + "]"}]}], "Input", + CellChangeTimes->{{3.962462929775712*^9, 3.962462931486764*^9}, { + 3.96246303702652*^9, 3.962463117361765*^9}, 3.9624633611645107`*^9, { + 3.962555872967527*^9, 3.962555879942637*^9}}, + CellLabel->"In[35]:=",ExpressionUUID->"a69bc4d5-6742-43f2-a68c-79ec0622c924"], + +Cell[BoxData[ + GraphicsBox[{{{}, {}, + TagBox[ + {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], Opacity[ + 1.], LineBox[CompressedData[" +1:eJwBUQGu/iFib1JlAgAAABQAAAACAAAASmXo0cDpVT61K2LdEU46vgRDGnDf +GTQ/CJMOejchGL8zn5icsxlEPxNvACICISi/S83Xsp0ZVD8Ydkvk5CA4v1dk +972SGWQ/dwvF/ssgSL/dL4dDjRl0P86LhnGWIFi/oBVPhooZhD+4IjRD1x9o +v4EIsyeJGZQ/iL7DLuYceL9YWaGv8PGkP0hCyb3iEom/C/+BXEcerz8mV39Q +cpCSvyVR7ujDi7Q/NfFp6z9nmL93zjk/mPS5P8kPA+ofop6/F7QR3gEBvz/I +x+P2xCmiv7biQ8zPPMI/rnWdDEErpb/Cap0bWezEP1tH5BL4Bqi/9SY9D61t +xz/JpMlKfJmqvwL5qxAbJco//xtToWRGrb82/2C2U67MP9MUOf7Kp6+/zIQ0 +zsYqzz/h241oYO+wv31orA+N9c8/6iRnaFpGsb/Lo5zH + "]], LineBox[CompressedData[" +1:eJwV1nk4Fd8bAHBbpUhIaZGtSKgkJUtesmZP9kJJdspSskQLRcnSIkVSwrfs +4t5RclS0KNmz3Xtn7iWVpSspyfY7vz/mmefzzJk5Z2be876vnOcJu+N8PDw8 +4/j4//nlhy1ntBa1wt9ki6k9NhVoZIpkdam1w0O3FQauwk/Ro+HnTSIpHfBV +YOiVrGAVEtlQyB0c7ISdRQcsJ75VoWS/au/cTZ8h0vwf34f8avRHv2jQN64b +brA/WogcoqHaRyNZEfHdEBN7PfOiGw1dEFQ9eCmpG9pyIuKnPGhIpLX4Zd6N +bvCtXKTV70VDih6lOazCbpgf/Cd6PZiGHM9WONu3dsOtfyzXF+dpqLqG/hHk +emDUotpmaSENhas3VK1+3QPrgr5+Ch6jIW8N2dz0dz3AybFspXNpyHl3zFXh +Tz1gHNOktPCThnS0NTz5entAINaHlfiHhvj2PVrx40cPlO5Kc0pcoKHUA/H+ +jet6ocbG2k1TjI6enDSSDQ/thUnTo3ftd9IRWdpwtU2uD8xmPnpcDKWj1jGB +UfXNfTDJf03fOZyO6lWNLW+q9kHBkahYldN0lPukUdhJsw/OdLmKNUfSkWfB +m2sMyz7YZ/U4dfYcHQ3de5f6NaIPbkSntwun0tFY8scbc8190DKllfnzMR2x +PghPunf0gVw4jZ1eREefllnZ1/f0wV/pS/FqJXRUmtgscXGgDxyDirp8y+no +ZPynW4LTfZB9eORhI42OJqNbb6/c1A+nBpJbt7+moxn/zqwtUf0gOf2eaOyj +I/vdbunb4vrhRdv3R2sYdFTMO3RpZ3w/iDJ0pP2ZdOSeORWyN6Ufbj7eRAhS +dPSycZ3ZgYf9MLCi7ZLGFzq6LHt08kxTP7RrSceacOlo5ecxy3frGHBEIdzq +IB+BAh+c3tcswwCVK8yaCH4CNQQuaLZvYkCHwaqKuwIEOs0vtpGxjQHdax4D +YzGBetU0prn7GBDqFdlvJUSg+1ej8iUDGCDTVjc/vJJAKgZL5r2fM8C07fY5 +4U0EKn9StLmnngEZErkNqxUIpCFhe2D/GwZkTafZyCgSSPdr5iOVNgYsNmZr +qSgRyPqassX4EAMuLtvpvk2VQKG9VpmR4kww/Pu8i72TQH/2TbwclmRCHrMm +rlWDQNHFGSOHNjAhRer8iRe7CBQfR+rpKTGheJOS7HVNAmUohHzh02PC5urF +DYo6BKoJuame7McEEzVqyZwBgfT69xyeC2ZCyNsPi1v3EeiVETMhOJwJXvPn +zB8YEqhJUrHXNo4JMWXCuXrGBGK8oMetusWE9gaRC15mBOJZ1v8xp54JFe/s +VrlZE8j0oZxPhSQLZsN4pXhd8Ptmiii+kWLBpcftjtexZVNmBvvkWJAqzFwu +70qgf5FdngKqLIgqjxzXPUSgkgNJ7k76LPAVZl064kaglbw/HeZ8WZChvDDu +fhTPN8WUEA9mwfrtPiPd2KOjTR2KYSzQL4g/auNJoDc9jw7YnmVBo/mreq1j +BIosd7bKS2cBmMeaz3oRiPSoN9r/jAWhzlPxe3wJ9NGhhN8d4evZJzTvYBMW +d1+FNrDADO04/hf7uma4fvYnbOEY9Uo/AhmvUNLlcljQPZp4Y2UAgdQXrZrh +/8YCqeIyGV9s6RneZ2vGWMBJ/6X4HPvvUL/mvikWKOjXFRwOJFBRXerOW0Ik +TMd0+l8LIlBmVczEY1ESHKRcWrqw45/4VdStIoHY1VkqFUwg9wzD7d9kSJC2 +zGblY4sFTynraJCQmjTPU3CCQPPHBr/baJEw1Favy8Eedmn7z0uPhP8mnX9J +ncTxbFykmGJGwg3j2dZr2BEbPOTZh0l42lhq5RZCIE9bNUfGURJkpLtCkrGt +L/Je6fYmYYtOn8wzbMXveT+bT5LwdvTUWrFQAolLnVJ4f4oEeeslx7Wx56xN +XBqiSChYHqTtid1Z9a3+WTwev7v4Qgl2/deayeokPF72/O9W7KJ1V5UqUrB9 +5CYmsC+c25pWmElCHn9tonoYgYKfzr9+eI8E1tVKeVtsl6GWqXsPSdjRHWgS +iK1mGepxs5iESnFFlVxsqTjDG6kVJNz9JjdKx15SKfH2Co0EEav+3Z+wJwa/ +/Et4TkL/sK3QADZLkr7tfD0J2y+e9/uD3WSe6BnTiO8fCzggGE6g6rMuGRFN +JCxbs+L1GuzccuWm0BYSPi32r9uMnTwwMxfUScKdzmjDXdhnVjfv8OslIbLS +0M4A+9j+nONeLBIGv9YPW2Bbx5y44zFAwpP2CWEHbO0y/WbXbyTwfO0hDmMr +csR4HcdIiC4L/eGJLbZqQOPABAmizajEB3vWtMrXcoqE1VPojz/2t6iEbNNZ +EkxmQt8HYg87qvg+4KGA9qJHIQj7yPhKPhl+Cgb2/BT6//XPSbNZ2YsoKDxb +G+2HbbHxy651ghToPtU+dRy7vra55fYyCvQlA/96YO92pPmtWk5BxZztIhfs +Ym4O/40VFIy1fs+yxZZPunxPVJyCKjHNWhPsTPmTmikSFCg5aXnrYIvUOrcJ +SVLwzvrnnW3Y8Q4GAUlrKYis9XCSxZ7+sWXREikKYqISckSxgxPF78dLU3A6 +8tiJBfw/BuVm9vDJURBQ/+/9KHar/cfAOQW83koXqdfYJj+qFkcrUSDQv1Gi +GLv28r3cv8oU3DctvnUDu/BZcOev7RSYs+Z2uf8/PuydgkPUKdiv1WRvgH19 +DAS5GhT81To0J48dKyumO6xFgWd8+wgbx+NkzXSXjy4FwpW1OxC2/0HOiS96 +FK6HYbxZ2A6XnuZRhhSYXrHWs8ZWHXUQ6raiwH7XwtY8vF8Ie0t0xRZ/v9M8 +L09iG77YF6Z3kIItok+zdLFdU7b35ztTUC2po9SC92OS2tKi8GMU7PlslEPi +/StxZ8FdyZuCC4f1TtzHzuX9I87wpWDy79JEN2yinRNlGEwBKaOc3onzwVB4 +rbl4JH7+PUm+Upw/QpmV843RFOwMUxY/gj1n/LgyMpaCmn5Nf1FsCcmMdeyL +FNT/cJ4IwPnIsObEcFkKBfNFzsdEcL7KnZO/YvUIx1NKTzMPzn+q3mv1eAsp +EGGdOXLbh0D0Tysmqh5TEDQeraOK/en+rItUGQU++e+abL3xfAaft4zUUGC1 +2MkmAedb10tJ7xNbKGhuujCVdQSv90fcWd12Ci4VrJeQxA5xOr1jvBPHp1dO +ZJoHgRKVjt1x6sPrS7osE+tOIFqTrp/iFwqKjKa7jQ7jerBiXLDhH46fvSYC +55wI1P7iyuX9cxS8GIqNGHbE/zdQYXHLAoXrx1DgQWzxJlf+PgE2CA57sWQd +sBMa57gibHjXvZX52I5AojN3J9ZvZEPxxXN24VYEEv5qzAizYMMyg5vHR3B9 +/HiLcp22YsNVRVt1Rexko+jeWFs2lM+lXvDQJ5DQw/LPSQ5suGDxsaRZj0DL +3Na33fdgw4al19Uycb0V7Bhv/BDGhoycsIkvuF4LoKyyjdlscOf1bPTC9b9P +18iMzGFDWIlK0iHcH5Q9G6XuPmCDbNCiNFvcP7jS9oqLF7LBVWG3zy55AlWU +kOE8lWzoDyzdO7wB14fsjdrMt2wYnwjN5lmF4yOyqCHjFxu063KeUrwESpk6 +6Gb3hw01y8V5c3lwfjo1+3v5NBsabbRvui3QkUiI1eaEeTY8zF2c3DFLR8d9 +uUlhSzlQJSPb8GSKjsSddtrYynDglJ5lwOIxOgrQeN671IIDKc9qDMM+436y +tauYsOKAVI2XE18XHa0KGo/zseXAxicfXqd20BHKV1BsdOAAOGkU5rfi/ksy +LfTcEQ48nzDNetFER8+nvYSmTnFgVDzdJqeOjoSQyN7BXA4knAor3JhPR0X7 +PXPr/nDA7s5Ff6MgOtJQldODaQ6cFJk6cyWAjupEqH40w4EHOdc2tPjhfrfD +TfIlzwDs2566xd4b95duLimvlw3AaPlnGysPOtILtY15Jz0ASejg2IwtHn9X +z7ndZAACpY5ut8D98++RdaJDGQOgPPF2B/EL9/MHTflvGg0Co/OqKduRhuLM +Eu5XDQ3Ch5QUbnpJNZJjmvfkJXyBCCbxpXGiCmlrxt9cqz4EZuvy7l4Xq0KH +pVumeTuGIM+G9/5Wlafod9M1zsnzX6GMb0OWs1QlyhRwD7fb9A22HSw0fSpc +gVayqh/yNXwD+wnLpvKBMrTo7Hl7rZDv4EeU/rh8qATxPHYv44gPw23mn/cP +qCco9G7ZNfFXw7AnwNC3R/w/9EIlUVAseASc/YxXimvmIzHzUNULIqOQzjTT +Xx3xEDG2tnZE1o4CLVBniUFLDirPgU2D7mPQOfh8R/rfTORWtltsw/wYdMGE +45bNN9C5hAfnGU9+gGh2pufZhCRU8m1DloglF2YcXtXX/4tCifcSjrCsuUCP +TsvmSY1CXnZjCqUHuKBu6hSqtzEKSdXWlls5ceGlfYFqlUUkupJ66E2yJxdU +TDRfJWZHIN/dd34ui+SC8h7+B8y94Ug+XsJsSQEXNvtWHyfn/dH8npjl3f9x +wfSoTcicoj/qHRtoLyjiQuibT7FrbfxQmtNTN5MKLsj07Wdb3PdBC8p2YQm1 +XPij15yWBV6I0Zaaw9/BhfS2wvnvC66IuDR1rKOLCwq+g3W/bVzQTR2PLXk9 +XBi645u+cN8JWeRvq9rH4oJw69j4cn179OxM8/vz37mwQnraW53HAmVs3ZV6 +YJQLzZNCoJ5rikI42fZyXC5I8Fuaq+kbISXLQLJ+kgtf7Cz5bXl0kABv56O0 +KS44RnR4GulrIKpax//IPy64VVYHB/OooFr/vO1qc1z47rFD/BHPenRbRuj3 +wgIX1JK3sMSstev+B3h89b4= + "]]}, + Annotation[#, "Charting`Private`Tag$24329#1"]& ], + TagBox[ + {RGBColor[0.880722, 0.611041, 0.142051], AbsoluteThickness[1.6], Opacity[ + 1.], LineBox[CompressedData[" +1:eJwVz3s4lIkXB3Biu6x7NAxdaJsuKrWhcctBSJJBoxJNRYpmK6SV0sWSJLpf +3Ma8b6kkjXJJUnM0g2HMzLvdlFhqtDXtVkhUavm9vz/Oc57P832e73mOTeTO +kOgxWlpaifT8f/tHax7Wvwt1Vxt4PKvKWyTWXWoZ1810gM4ZlawBIxO0F+YW +VjK9IdqsuavVyAZXKJ9VCJhcqODafLlp9Cuu2fzl/mnmZkgT1yVkGHniXwuO +LM1hJsLDoI+9PwyDkZjEychipsOamHHeb/U3Yer4yllHmWdhx6pit3zdeFwb +Rpb39ReD4bWGnq3nUlFvNDVi2dRyOGHzKeVJ01FkBX/USI9VwQfR3KOK6pOY +pHKG3M+1EM6TdfqfPovmVSZd2toIMReOZx9uv4C31UsVlJsE3j44Wtr7Ix/b +/FL7c5ZJQFd6YO+q8QU4JBIzAkIksFX1c1O5aQGy9zlvat4qgemsZdJg2wK8 +Y7pgqP60BCLnbRxxWVOAtd6W1hUaCfR5J4uF5QV470rfrrNnpbB1qrOJYF0h +SrYJrMLeN4BNVOnv0lwBVr7j83lDDTAhebQzmxRgcYxLXZRWIzgbfTLnlArw +8JZn63aYNUIjj60jrhOgX6RJfppbI0SEhSX6dAmQCjtsIcpuhKDx/N6vNkXY +6bd9ks78JhhgHrF4fakIlTLX6PHsJiiZymU2XC9Cse/P1QaeTZD3hisqrCxC +ofdVrkVoE/SdCc9hS4sw0uPVmfn7m6Cmt+kfU3URatihE9cqm2DQLDAteqoQ +B2cuMbqxXQaLXyzK3nBKiO5qL1nWHhnYl/X825MrxAyB38GYNBm8/MUncAMh +RIYZt/eXPBlktOdOdC0X4mJtPpXfIIMp5Vm8DIUQ93Tknsi0aoZ3WdaW1WMI +/HHis9Hmlmaw3TAQP8+JQO8VwzLPJ80w/Pj10whXArPHah2a1t0Mmb8SBZnu +BE7Zr9f34nMzcOa88HvkTaD7tul/Blu3wK4AvoldMIEHvYNOQlILkGufXxgb +S+CYb9eNrVhyWJNpdcXxHIFWSq8BWCAH63s18cUXCHQg259udpbDfc40a6N8 +AqOXjysQrZRD2ei/058XEdicF8ny+l0OmWc+lzuVEHjChekSK5PD+YQ3W+zv +ElhieHPy8Ydy8BjMZm68R2C92ne0okMOq+x7LmeKCfyUldjwo1cO8a/3LVdK +CFzdQQWetGiFKR0Xb8xoJXBySkZUTWwr6BKcJL0OAh2Dpvh27moF25vDGYOd +BAbOqJqtfaAVBE6eMR1d9H+KVx/8T7cCpw0F+WoC1ZOX7Om62wqt4Rdkb94R +eO3+QPZP+gqoNKutqP5CoORU1k5bhgI0kZrLEd8IfBFtE8KxVkCsX0nU6DCB ++oYc8zwHBRw/57rEaYTAOF4pOW+9ApTt59cn6ZK4eHTj7VUiBUxYK/3P1pjE +gJX1f/jcUYC+2njPERMSowqmcdgSBay2m/mqeyKJJ9ldby3bFMAVbzyQPonE +dzvDmer/FPCka21noSWJWuK7fz8ep4Tip9YNz61IZOhbVjSaKGF4tmuu8RQS +vUqe+19jKaG22F03cRqJhS9DU+JWKqGkQNAzYQaJFXbVfpFrlLAj1HAmi0Vi +c4rZJO4mJWxflB/iNpPEQYvHN9i7lTB18XAMbzaJgcFB3SOFSrAwfpQWP49E +bYm/V857JXxkt7g9tifRwrjU8OCQEva+79K54UCiHW9CR5yWCvjrIm794Uji +umHZLq6ZCli3pGIbNolVi3wuW7mpQD23T2DnQqL8UHG8ga8K9Go0p9/SfqnS +cR/lqCBdR/lboSuJBnxJmzpKBbHJN1Tf3EjccgnGlx5TQWQb1zcNSEzpL3pS +cE4FCSfn8qw8SDwDI0SOkO67dTOsnHZ9xz3n+EoV7DB1+S73JLFtzuSxUfdV +oIvDRIgXie+T9j3iylSgKFbPaaPNNHPhO3WowODu9dd/LiVxYWQe2/Zv+p5t +MMPPm0Tfm191JveqoHL1Fds62gkBNYWjYygQzx8YPutDYmY+I7Zfn4KA/tu3 +v9MWanY79jAoSL8o4fJ8SVSkO6iabCmIa+GyzZeR6GLUOuaUIwWxd3hEIu2S +vE3scA8KZjWnL1TSZsz4ymetoOCUteittR+JaaLjRG8oBdd9pI07afc5sZ7W +bqTgorlIXkubJ62bkM6n4OGjsKER2i7PNQkWqRQsl159sHc53R958Kr6GAXr +3WdtukWb8WFSZ9l5OrebPquHdnpSmXESSUFhYZapsT+J/dpLfTzLKFjYu2qm +E21ednuyXg0FtpqEDeG0FYw40dMHFPx05S9xMm0XcmyPUEFBzqVj3mdol8wV +mG97RsHrmt19V2kzbtsHOKgpOMo4L6mhne4hPzTynoJgjuauhPb+mDKjnEEK +LLunfZfR/h9SdLSB + "]], LineBox[CompressedData[" +1:eJwV1nk4VO0bB/BIJUWhbKGQoiyVIpGvEKGdyluoZEupbKnUW4lotWQLM3MO +LbJFL6XIyVKk1Iy1TaRZzkwySfvC7/z+mutzzbnOuZ/7ue/7efT89m8MkB0z +ZswymTFj/v9b98T4kPU4LrR6Z/5uciMp3SWpN1Qnc2GU/kuzlrHnkZ6GQ8pc +PNW14JUxPkcZve1R48I0ilPKZlwvF/nDQZuLglKnWwmMf7hSKgV6XAwtN36z +h7F5koKp4lwu1D97mrgzDuzY5BJuwsWRb9w8Q8YsTXJn90Iu2tuu47crSXX4 +DsTYWnExZ49A9injSVesMkhbLh6OZgxkMnYQx5aNd+DC3fTJH1/Gh82etexx +4SJnIMVCj3FZhKaAu5qLjtQ/yW9XkZSoyn90yUYuNvB0pmcy1h25qZmzhYtr +lRMfuDHe5PjbYowPFxk3OlN+upDU+UTntQF+XChFZJ3NZ/xTpSfWPJSLvyH+ +Q7QzSS3wMmKlhXMhGSK3xzEOZEXc+RnNhc2o3Vctxh1zFQYaYrmI3jgl03ol +E4+t1SavLC5Uj2dX2Toy8ZyM3X+fxcUuL++AcgcmnqbWM/r5TH69kpfpMT6/ +wb92oISLu9Ih38/2JBUcmDL3ZAOT7yCftK12JMUperNC2MyFPB18pmA5SXV9 +muvt/oxZj+76giFbknKKqU2e/pKLj8tP+EfZkNTM5A8/bwxyMWz6zxuHpSRV +u/P4jVvDXIRoz2g9ZEVSvhaq/1T/4CLuya4zhZYkldu1rOqpLA9uXz0CZJaQ +lIbO2YNSNR62V4WXHV1IUncGdeb8mMHD4Zo5Y1MWkNTmB+WdY/R4gJOyAWlO +Uum7Xi5Wmc+Dql3UkwpTklIpNBpeDB4evdZ7eMOYpMpjavKWO/Ewmzs/MdeI +pNavWb/R2ZUHwyIfrXNzSSrpU3T5Fg8eODYrS7YZktRkq6b9R4J4aNW9ldYy +i6TGNQYMUEk8sL24N3rVSOpK+s+c5jQeeme8P5E0nVl/0AV33mUeFAYb59tM +I6lYhcrC/nwedFc4jsQrk9TIernd46qYeK1jOeJJTL325Anc+niIatPWE48S +1IfvvW87F7QhJafk0RM+Qd0OSqp3s2yD7sw7Ns/7CepEt901yqYNU6ZZvWjt +Iyi1O6zQG85tODhBfKbmDUE5HNz256h3G3y6z/Rt7yCo7C9dmrMT2+AV8bm/ +tp6gVg21eob3tuHa+LRH/TkEpbrz2FIRvw2fxBV+qy8T1Fuuiba3pA2nm/xt +yjMIKrLs3PuVX9sQl3fg6t4UguLsdw3XnNSOjfnHwwpPE9S3j41JDyzbMeOO +cZbDAYK6IqluUbrYDq2KXW8kIKh9mesMQi6147dn1MmntgRl5fQ+5mFWO1Qq +XxfcsCaoFpaC6dH8dnjrzYrdbEFQQ+v/SRJXtUPdYGb0kTkEZXfnm0fj+3bM +qXtgMTCJoF6eWthz2LoD5cvU/v66xqGUdK5L+fwO7HY7pT+ziE3Zbz7V817c +gYThx/5O+WwqPGn7k/7BDnxs2bTKL4dNdcloXO/70YFvVzt+JZxjU2xhou+b +yZ0oOPfdIWYPmzIrC2ltX9wJYUiv8th5bGqNo1lRfVwnNrawM66SLOr87spA +YnYX+j3GuhfF5FIS+5LESfO60H3i/UersFzKReNq4UHzLgw5e8TVBOZSsk1p +g6uXdcFsTV1myYZc6vDsyIM/13WhYklksfncXCqwd9HpjTFdiOlIWHibm0Ot +2FR2Va6tC1mZ5x36dXKob/ZF/ODj3fA/uuVgCHmZilzUWKHW8ALXY0Zn/ryY +QfWWNp7j6b3CVUutTmFXKvU7pCPH+MhrKEZwx2XfvkDNXzFhJLD6DY5woosn +c+Mplzy9oHL1t2i+d0FNp+4wFa2zXf+ddy8U/8hY9LjvpEwGNk3qXtOHD0Gc +CIPYHVCd8km+8VcfvjsUWv4bdgRyVM5Ng9x3+D24eU/2iXjsWVz9cqJ7PwLi +T9tO1LqIIlc/ovZbPyrU/yQHyV7C1w9aU4UZ71G9I6b6V1AGKj1cxqY58WHi +LtlAV1xGontVvLYLH9yDZUpBDy7D29FY/qorHw9ORe7tfXIZshaTFG+v5YP3 +gTVa038Za1Weq73w4uPfhf5L5k/NBs3dPE87lA+LsOA9vN3Z0FobuOFKOh+r +1o7cW6iRg+Or4jkVQj6md+mrl+zIRZtvsPcCMR9KBWs3rgnJxewod83iD3xo +1g4/EUbkooVUvpT/iY8R07Nh4xJyMe0363TqL+Z9qQHOQ8W5KCi5HXpASYDG +lKmzTn7PBVeFtjGxFKA+IHdReAIL+sZPflxfKsCc6i2fliSzEIXSSgMbAczt +iq59zmJBa2+k+Qx7AZa7tn7ZXMiC/8MxBgpuAnhete1pecrCj2hNBdpHgC5T +ZzXfqWzo9bi9yI8XoG6Yu3x2Khtn621ubkoU4EBBnHtpNhufr5ucnnBOgFfJ +A03m+WzUhyst3pMsQNvUTWM1K9jwl29LWpQjgPVwhENcJxsFFv+41JUJwN9t +8rJajQOzs0G3374WYIe+Sh4nlYOM/V4Xkt8KwCrX1lDN5mDU09Xf4Z0ACW7e +lcdIDrgz56tcEwowT97cZ2kZB2GVg6GhQwKEFucaObZyUNEXZfhnvBCP3Vyj +umQJLLOKS9NcJETYMXnqnRWBLj9NS9ZiIQ5uSuvrXEYg4mJp9ywrIbaxsxQf +LSdQLHihZWQrxPMVZgnZjgR000xJS2chItVq+arrCMgOdZV4bBXCsUm31CWA +wJNC46YLsUIcDdzaVnqRQHBXbbByvBCZxukqBikE5GQ9FdIThLBztne9dImA +3T//rsk9L4SSYmJmUBaBsgnt7YUZQhifOHS9lySQ5n+0r6lQCM/t0mmKFQS8 +dZ//lGkXYt2X+q3/dBJQ0gyvrO4UYrdJiExUN4E61elhUS+EOKW8rvPcSwJz +Jm6j6R4hZDP3yRb1EJAOC7ue00Ks/ZC986aAQOzjkf9YI0JENwsrnn8hsLiR +3L9FRoTxmfkS1jcColqn+cpyIixLLncK+kFgdcXZvLiJItgfub3rw28C0zlq +KXumiaAaGoy7siQKIs32Wc8TIfmLnuyeKSS27ucZD5uIMG5elsOHqSQUQyIF +xeaMTbs5gSokwrff8561RAT/vSOla6eTsHFzdp9gL4Lut6BpfC0Sg07i8XUO +IrwcSjZfrk2CwPn6IytF0Hni5J+iQ0JuSZv1oJsIeQ3NGvNnkXg209eoc5MI +C00/5xsYkjihJcO/6CUCK1/j5KY5JCymX+Gs2ibCl25BZOxcElkKErWaHSJY +ztLhtBqT8PsaNS5/jwjFCZIvRmYkvrZc6D9wUoT8rF87h5eQeDOpM/jPKREi +lUOJJksS9au1pQmnRSj1CkvNtCKR/KzwN/ucCM5lO5LnWZOY19Y0rTWded7q +wKC2LYmpqlNyvLJEqPAYbXjG+LvHZj1+tgjtQrb70eUkGjv5pr85Itgt2HWg +xY6E70sZF+NCEd5Xn55ksYKEk5Zra0WxCDZRGqH1jOdvS/awvymCu8a/x9c4 +kPjxRnfHlgoRzqy0ub3ZkcRbnUBh/20RTqWvf9XB+KFvyd59d0V4u7WydK0T +idQ+m8PxtSJUF3wJWrKSxCG9U6NT60R4dyl9dR7j7X4t8bkNzP93Vd4pOJMw +4Xul/tcsQoLHMs3njFUMCQ08EeFF038181xI/AwQsVtaRSiKvj4llvEjUVTR +uzYRtvlfbzBYRaLY6P7C0E4RtOzPzd7H+NJuuaof3SLMTs9aXMH4SKG7Xdwr +Edj8+8NfGe/4kNo4pUeElAbJTgtXEs4mr9xyekX4+mrK8b2MTUP1eHP6mXyK +dN1JxtNKg7fc4otQeE/hEY/xr8GbPctFTDxLm6R/GfeZf9/1WMzkZ6trM3Pf +RtMBO4nngAhKpgnrXBmXlscf6BsUQZ4XHR/MOO3z0297hpj9jFENOcU4xmLa +se/DIuREevy9zNgvctvYU9+YfGouQjHjVZV5Z5R+ivDpdaH5Pcbm38RTsn+L +UIV7zxoYq1ktzDAcEcHorY/2Y8Z/og9pl4+hYeOfptHC+H0VlWc7lsbXVJ+G +R4xbfo43bh5HIwD3tCnGZcvW3vSQp3FlY/Hs/xhnxqQv6VWg0fXY8nUe439r +3lSHKNIwvO1jf5Gx/18Dh29TaDTYzvGMYuxmt6f5pAoNSUaGmhfjhcdvrVWc +TqNb+XaCJWONBz87stRptCpduD6V8ciYFdtma9FQHGt4UMjkj78i8d1Nbeb5 +6MThO4yfxD4PsplJI1ihYWY84yw538iNs2kU7RyKU2E8skt9CW8OjZ7cEvkO +Zj/9G7hf1xnT6JXbHpjCeEGsY/QaMxpRHv03R5l6yXj3x+rpAhpbLLpzyhj/ +sb/9w82CRvaiCX4+jJtHjY6sWkrDMWr3sUKm/sy29y9rWkajquBRmxvjtNqc +3yuX02C/rpAVMfW745jSMUcHGn4qVz+rMP7+a/i43WoaHLtb062ZfvDeWmJ/ +fy2NV59CHaqY/qm/Gyhju4HGfcMMNwvGFw+9jLXeTONlbfFHbabf5nyrjV+8 +g0bBx9LYWqY/z2865PyfHw3XkVMXtRl/rlg4YVEADcuqvoMHmX6ujbiSaB5C +wy2X16PD9PvmoTPn5kXSKJTOn2jDzIea9Y6rbxykcWtW29/opST0y/5MNjpM +Q6NiK7eMmSeD+/ZfNPyXxnXr9ilqzLyJH/BMmZVII/bZq7+li0hI3JU2cs7S +UDIfL2pZSGJ9UZOK7gUmPqPSm/0LSGiHLEubkUrjWJdH3zhzkumTmZlquTSK +Z6x5qDWfhJbLyy3pbBrzPUvKps9j5uW1VI1pJI3ddbuOTWbm4eqAcdnK12j8 +bW+r/sjMT36/JHdyGY2QoMH2f/VJqL6tzJNtpBHp9LfktQaTr8nHjt15RGPq +5OHBQ+okFGycvPY+pnEDLt7KaiRks9oUu54x9ReRd99ClcnXBumhGy+Z/dRI +v2anSIL70GjdeikNk7MhYaFjmO9/kRqP+0zj4tFXhfdHCDTr35G794WGWesV +9Yl/CVDHV94z+EXj0CSrCyk/CZRa+xl+lxNj7y6Db8GfmdOiJOc3S0uMiV1q +ixa9JyD/xq9ro44Y9MhAz5J3BOIU5pVPmCWGY3Dkw8W9BGKCqgLDDMXwH3jt +Ovs1gRC9Tp7TAjHMs22WtrQRWJWuVPBhpRiVcdMWLqojMO7YSU/rMDE2pM6X +j84mUDE08JOKEIM7ceTEFOY89w/04jgfFINt+oKfn06gcZ25xCNGjADD8Qce +JDPf1+85vi9ejDOlFlebTzP3g+alRfmXxajrjJyuFs7cL1Q/ySjVizGBT2fc +WEngVsK262mNYizev63ogQMBvz+PVs9oEuN8NY9qZ07HegEr0+ipGP2Hiz58 +tGbO9yp3U8cuMdrqond9NiUg43vd65CEWU/G08O20wmMueF7s19Fguq0zrWV +dRw8Gujex5kugZpYaON5j4PzCzaYeWtIcE5QOCK+xYF6lWNJp44Ej3veKv7K +Z+5rTUZFzUYSGP7KSCqO58Bb8PlaqZ0ETaxBRR8XDu7qJbCPhEgw89rwwO8G +NsKzb15QqZeg0LEi8G4eC3f+ZCfUN0qQ3t+tv+YyC398T58Mb5JA/r0Z+SKJ +hQQDn6i2pxKsMpKRdh1lIbdYwSe1W4I67jHNsM0sPKwNMFH5KME+6dmxuvIs +aLyf8URZ4wPOOq06EBqQi/vzE+WV933AFcNqrTj5HCi7hZvEKg3ARUV34g6z +LLwx5bYfrhnAraU7pzqXpKGMjdl834+Qj99+5aBKCnxuWirrjHxEftCn7cKk +szgRT558UziIV/ay4QH8kyihdXKUVkuRNSo3d4F8BBJZ8TverpVi85b1+xJr +wuG/8aNh6QYp8mWaR18dCId2TU3Zmi1SVKYd99n/Mgxnk7Y9Ou8nxX2ZlWe3 +FB5AsOXlIYXDUijt0X8QkbEX+nHTVk24JsW2/PK/XNVdGFl6VLG7QIoTofHl +oTF+ePnxfdu1Iikeyvk0yL3fieQt//k4l0uxly24p39rB0bnbYyIr5Fiskq5 +tjPhjTe8JPbYdin6PxUJq9U8UHX6+672Tilm1ZiSewUbkGaz3Tj/hRQ7q0JE +6hXr4X7VrMLhrRS5+oQalbca9w61Pj4plkL0aev9I+qOyDBdkrRhQIr1yxtc +L1fYI6w/11NPKoXdvexjAfm2MFq9t/fBFykS747PvKVuATmZjivJ36UIGlzh +y8k3QV+lTciOX1JU9Y3r4KoboCYk33zBXylMjqz69ENdFZkzJ30dHZXii3xr +d8XlRXb/A/hk1Pg= + "]]}, + Annotation[#, "Charting`Private`Tag$24329#1"]& ], + TagBox[ + {RGBColor[0.560181, 0.691569, 0.194885], AbsoluteThickness[1.6], Opacity[ + 1.], LineBox[CompressedData[" +1:eJwVlnk01lsXxylFI0L1pGSI6hZJypDsEGWKjEmZVcYk4fYWz/STDJHKVBRl +iNBgDvvhGY1PuoVSplIUN5UoSu/v/nHWWZ+1z9lrn32+37OOktcpO995IiIi +9eT4b7bwHelkjToauoUaGXpeUmoQM1kT0k/RhrieTyUqK0Vwx630m48p+2B9 +cPGOX3JSaNne/SiL4gCn11GXvpRTRGef6foUig9k8k90XpLTxDfbLpokUsJA +ZrtZVoDsXrwtZxMTR2HCx2WDGfOkbJEm8XjjJco1qF70ZPTVL3c87JJTNvHl +LqSN8DZdcgnBJX9oR/crlIHh7qs1lskRmO7n7LbVrAwuS3PmKMURuOH5Vg/p +4DKQoVtQe7kRaHiv27u3vgxqvQvmdGYjsOZeakWVxgMYDrB1cvSNxHH7sTrL +jgcQpzb5XVbnb3QsTGs9s+wR+GbGppo+PYeqh/4dYceXQ19IpUlo1wVcE71f +/0ROOSQEastlfL6AUiW34xdXlYO6c8iH+xJROCNhr3FoqByW7Ig5eEM/Cp+y +qs706VZAxdqkwCtZUXhOkzb3Y7gCZuYidr9wj8YOSVlZjb1VkBj+YWOhPxXZ +e4J8Ox2rwO9fvPfrLBWrA3iVYQFVENIRXGNGo+IdfqTLk9QqOOdV6vskjYqR +0W+yD4xXAcWG9Zcah4rKn/M3e2dWw7N56aaza2gY0aEH6ZM14GTCWxXGouFy +jYrhZolaOJgW+LWpmYZ3EzUTZtfWwqb49T/E/6Fhp9XGl26mtbDLRiskbJiG +W1plz6im1kJPwzizaxEd+/mf8x/pPIF/op8P1trScX9j3vL2c3Xwjv/2+lAX +HfsUlSrmLtdBIGfAZryPjmHUm66ad+qAk1B9Y/w9HXPgauHV1jrIQ+vujik6 +ztZTjY+srQcn6wJvmZUMLKt1Df9QXw963M9SOXYMXFUu3ScqiqBAEU48ZDPw +aMKsw7uVCEN2EfOnWhiY6zPcytuKkLbui4H6MwZulaupiT+MwLLKkz47wEDj +cI/rcg8QuNxplt8vBu666Zx/bRsLjIpkLN5uZ6JLbNsgoc8C8S5KkbMuE8+H +Ga2LMGVBJnVitMGQiY1WW665uLIgMTDih68lE61+z9EULrLAtii3T86HiZ5u ++ccK+8j4MXOXnylMZFrIZ2SMkvF8s66MdCbm70p+HjfJggaV9Mmt2UwcW37O +MmhxI/gKeQu33GNiOFrrae1qhIAIFYWYBiYmKH6XrUtshMCBP/IV75lYutTf +tiS9EaTp0pJRn5jY+aMvPvtOI0x6FwbpTTBxZadgHq2mEcbtVD0v/mRiDu3m +hOlwI7hYx7RHLyGwcsikTWjQBM82mOkPbCWw6wDtS+L+Jrj3g21dp0ngVGnD +Siu7JvBPoayP1yZQ5396noITTaD0sO2LiAGB1TLbplgpTSD8U7DS2oLAnr8D +5aOzmsDH/U93gzWBP/rv7d1T2ATFfeKmKocI1L2/Ib6mvglmVKsoHGcCa/at +UXw00gS7ujXCfH0IfFXkbBryrQlse8NcAk8QOCN13V9jrgl0ZVxf+foTqP9G +sqJIhg3fi7ILNEMIrD27wOKOIRvMl0/tUf0fub/X+JSnORs67k61sy6Q+42o +19Y7sGGAlf3pIJXA3ctn+274sUE4GNtsTBBYlz9x5to1NqSyZYZjLxP4eqlG +ht0tNlTd9amqTibwV2hAg1QRG3Raopb0phC4B95LJCIbXoqxdkynEuiWp6Jh +2cIGg2aHBV/SCYxa4mm/6AUb1mpdtn+TSWBDd28W8ZENXpYbPROzCezbQ2Gb +fGdD0kFdhUO3CZy74zQiKsIBvSxbe/FcAg1DOrWi5Dhwts9JyTKPQJTg88P3 +coBy65mmZjGBA8Fi49qWHNgaNHvl4n0CRV4YrfjmyIE3Ry96d5YQuDen7uip +AA6UFqc5GDwg0EN8hqYezgFlQXrosYcEUoN0Cj5ROdBFm/od8ohAlt6jLydS +OVBcqnDkVDmZ/9bnlWo5HNgsvLf5SAWZf6G6wbtiDniMrPDRqSRQMdDfM7eS +A7uShBLiVQQaPSuI8WjkwN89x1Y1k+ylO1ys0MYBbZd9SReqCaRnK3e+7uLA +rNqKkA01BOaKeUxlDnJAo8etpp7kJv8seZcxDhgyW/zNawl8PBoQ4DbFAadC +egSSfPek/hNvES70i3eXbX5C4LUPEkv8FnNhuzBRJpZk4nj3kWBZLpy5cSb3 +Fcnhw3lFZxS4UHbO9ahSHYHHfcJmIjdx4dsnBaOjJDu/NbaI0uKCe3+WbTzJ +B7ykMxkGXNhd2RBXSrLeYP9orBkX5psEf+aS/JdHqd5lWy6cbr4V1UmyfP/5 +S1ePcIE5Z6X7Hy91s3yZ7sOFGInwtf+t//2asjk7mAsS0UpbSkj+13Uk8k4k +Fwb9j/pcIrnvVaWgkM6FjWb6AheShS7E6tIELij/eu6kQDKrx/7k41QuGI9a +SXWT53ngrFxdfZvM1yuYZJCc0zUh3lDEhe+S4WKqJKc4ojO7nKxPJxZqyX4x +nicWCBq4UHpaL9+E5DD7o9PtArI+mxbdRrLfTod+pva85sJ0QMlQOnk/+5/y +3795zwXrudszX8n707VJ3fV2ggvevZVgRDLFekfXuBgPusae2dWSeljcJqr2 +bTkPMr6VKA2TepmxeHr2x2oehI46rBcj+fWBILn56jzYvGy6UIHUVzt/t6+E +Dg96mDM715D6azBbXLHMiAeFUa++LSL1eWtfgcNqRx7YmV0U45H6TWafvbvO +nQfH25IOp5D6phrvm1T244HvvrF+O1L/XnsHr6pf4IG+mnv8g0IC7bHsrdZF +HvwofvfAuoDAfYZRO3Sv8KDoyM2l/aR/VA3k/zHO40HSAr5fH+mvER3HFYfb +eSAVE/rM5iaBLytVvI51k/kOc1mXSb+27Pz60GuQB7Vl+mONpJ+LdyQdCvrO +g6GeqDmx6wQGb2tOpq/jg2J7iPpcAoHupWkDFzeSXFKq1B9HoK36cc3E7Xwo +1spwLY8lUGvL/KdppnyIz9fK280k8LvaHsmSID5crZN+VH+O9PuQMT8ukg8d +U36ViyMJjMk6EH2SwQdNlau/zM8SuFLW4bNKBh8eXAtyvHWKwF2iAcJMDh8W +PmUH5nkTGNmbnhQrL4ArT3kfFc1J/aRm7z+uJoDHmd1fU0wJlLC7+8dkuwAy +74sfmzYiMENQduqPmQB69JZ4pumT72cFzyY8VAAvQoL9tbeQ713SpKRPswD4 +D9Mr3i0i+2k5wzd6LoDZmibxqAUEJiwUoa7vF0CxvfTwIlEC111YMvFqUgAO +GglWP6eZaOiv/PSQYjPQqkYVdYaZGL3PNhkimmGx35e47fVMnPezWEpetQVS +b5vRdL2ZKN9u/A22tUCiz2xv8jEmaue8fOGj1wIsM8qrN85M9DUXv1Fq3QIJ +1w+2O1oxUZDhpWoc3gIne7Q/1mszMUmfou/HbwF1R/MPp+czce35GO8qv1ZQ +mGyl0dIZuNN2ndnrM62w4rTLWNgVBh7cUL5JNKoVOEKNwGNxDIxuGxy3SGmF +8aK4J8vOM3Bo7Z7IvtpWKNltvWjMjYH36r8lLFjaBpuvL5zOVSb/B388Ku1L +20CtdWrB6lw6Wlmz6KbVbTAmmRU7kEFH7xvrbXSayPiKzStuXaFjsk7fhzVd +bcDWuW85R6Xj6ClXytDvNghryX5h6k7HmwOO50Os26Gq9vre3xQ6ijZZGCeO +tUN//nMPjVgatjG1O3h/CeGP0ZjoowNU1JdsnXdlpxAyQuO2GuyhYmGGp47r +XiHcF2iuqttORUbp5dufHYWQezjPPGsNub5nJHQ1TQhJE2IDrd3RWLgla5V/ +txBU4nTOq1Oi8cLJ+5KJ34XwdcPP5REvovD/+9khGg== + "]], LineBox[CompressedData[" +1:eJwVl3k4VP8Xxy1JpZRJ6YsSlVBKpdLmZIlkiWwVIVsqUZayM8tNJEsJSSUq +ZN+Koo/KliVLljBmxj5zZzSSSMLv/v66z+u5zz3nc97nfc7nufKOnmdchAQE +BMiCAgL/f35sVPY7JNIK0hxbD+VXIUguljub9aMVtB57W1dqBiDuDJPRqdYO +2uZcwVI3b/QCf98gHv0NdKR6PylTXZH4xgz+8HAH7OyMdBoK0ENRl0tdU7d2 +wd8dTWsFCixg+nj2sFtoNyjLlGkrwVXw2Vtdsv7zd/ATfl3fI+oLzLzqu23y +vUDa6Xcm6XAQtI4v4e3d3gvRfk//frQIgqqdJ4zid/aC+er0nh6PIEh9XbPS ++mAv2Ns3/f2WFgSOr2rv0Y16QX3bO8GJ5cEw+qQ+ZuxWLxy9pLSsvCMYxqOa +Hsw390LbeavIzbahwGhcOWX3rReMesXUJr1D4esKY4uq773gzWSvL7gbCnl3 +miWpQ71wKCHcfeJdKFynfX24bLYXqOcjm46vDIOpwNbEtVv7IBBME3mXwmDu +Ssdj5YA+oO991R4kRQaLAxfidoX2gbP8tdcu8mTIERy9vY/WB81SaoondpDB +LmnmxrHoPngZJTM1pkmGjzXSJ83S+mDf6U/mFS5kCN98ccqvoQ++aK/HHheS +YW3XuFG9NB2+++n0rNamgPvzm9rNcnSQbx6U/3yKAtXuiwfbt9JBW3Kpu7s5 +BW4KS2yh76LDFdWJn6nOFOhRU5/la9Nhr+UOrbjbFHh2N+Cl1FU6rNkkPRpZ +T4EdWqILru/pELfecP9nXSoUvM7e/r2KDq3wyKrZiArqkqZmBrV00IvLIjVa +UOHoWNKLHW10sN4Sp/fcmQom91QMJ0bpME3+sLqMSgWvHuMkf1I/MMv/fYtE +VJjWnvyIS/XDcldJw6ZaKgTmJHBtNvYDrI0XF/xKBVooU1NTqR/Wu5i66dKp +kLDtxoiQZj/MFimP7flDhfIb8XujLvdDQMx7tReqNNDs07Cd9+iHC8dGLTao +0+CTbj/m4dMPH3P1QkMP06BBSrHHNJTIp6jZpahPA3rl29B1D/uhI2BCpsee +BgIr+pqeVvUD23b3o/poGuinyV8qlGLAl0xWTvkgDdSTxBVrZRkgO/xU9sAY +DTZHzw33yjPAVdjx+ysuDf76dzou2ckAfqOYissUDXLNIuysjzOgfSP/p4UI +BmsFf1rOuzHgLSVp+eJWDARm+iVJHgzo21CyESlhwOM1fFP0ZoBH+pZz3jsx +qP3+wsw0mAHaueXHyvZh4F9w1jg9jgHXFcyxYi0MmPZVugbvGGDp89TBwwaD +JstcYTvEgICo7EVPOwzKDJM/eVUzwFBrPsPlIgb3D/ocT/nKgHSvjlWqlzA4 +sVrpKH+QAU6rHwju9MJgr8i6OWE2A+ZOdVc2+2CwaU7w3YZxBny91XvT6RYG +f0b7DmrPMKDK93zPlSAMsj/E7HsoxgTZIqdDHAyDpJKgyaw1TMiTelCicgcD +2uvLhR/WMSFK9bW8QyQGdgk6u9lyTFBnpze9isZAwmNG5Yg6EzhGLbrpCRgs +OA1zTh8i3uet30VLwgA/15bprMmEpmubBM4lY1B9Ilsx+iQTng3ZnGc8weDW +RnuFAVsmrF6kNlm/wMDRVM2KfpEJhz8ke7e+xMCEKhjZ7coECZMsn2MZGChy +0n82X2cCmZpGnsrCgCTru+2LLxOmt0tFaWZjMG+id646gAmJjxPHg3Iw6Chh +V72jMSGCL1nclYdB1Vj5VGkEE3YLfF03mU/UL31XqTCaCZZaYs2ChRhQwlRj +M5KY8Li25cBCEQYexQuf054wwf3WCTZejMG50ZaZJ2lMyN8ry2sswUDNyMs+ +PocJdUicc+UNBrKhOg9iCplA1zEcUHqLgWiRZF3kGybYHFRR6SN4cnjkL/ae +CaRsw8/kMgwYUm93kauY8HLWMke2HIOGU3ccg2qY8LHu93A2waXB5xJuNTDh +1BKG++53GKQWqDR4tTAhjF2nk0Fw1NDc/LUOJqj+8bq89j0Gfuub91zuYUKl +4Mt+b4KdDJ66ODOYcHmTSmo9wSZBno/sh5igX9RRIFGBweH8483n2UzwcA9e +fZpgxUEJQatxJgjrC1eEESyxbkjdbJIJxuGGb14R/E+/xM1ohgk1lVoLVQSz +A7AU/X9MkK/tftBCMG61w+25AAvO1oncaifYYWKtkJwwC7L3NWR8Ibgr4t/j +FBEWPK9XViwl2HDLyH7pZSxYHrN7Mp7gqormlsQVLPjVyxO7TPABqzeX161i +Qbqhv/cegnP4T4UfrGZBROOk0g+iHoWI8CdrSCzYFRu88xnBSQrXD0ZLskBe +WjdEl2DxirNtYlIsGFK/tYlB6EWz1Loa8R8L6qeNV7kTPPtDWURUlgV9VSKG +Pwi9Pe6QntE2seCT5mC3M8HD8nMaQvIsiHNVLWkh+tVq0eQ+v40F1EUrWwrR +T70fJUsDlViQ0MJWaiD6XxH+JPWPCgtWiZrqLSU4451Hx6/dLLCJP+VrQ/hF +1sLa48ZeFlg//BzuQ/jp/jgs46uzINy8n0cm/BayWeIofog4b7BwoX8BBlPl +s52XjrKguGe7hDPh1yvmg54jmiy41CZbq0342fJ2cTpLhwV64eNq/YT/d/Is +xbqNWZCoVCF7+xWxPyyMUKQpCzw7qvf9IuZLp1LbW9OcBaGCXx6eScfgfPTu +vpdnWZA5xtVkP8MgQm15to8TC1j8R7qexPxKPlq0U3JlwRk2tHsQ850qOE2i +u7FAmUcqcYgn4rcPBuh4sGBPQLC/TCwGoz4Vp0j+LMLn03vGb2Pg1V+0UBPI +Auem8+GhNGI+T2QV+Yew4JGN/tElFCK+VIL0AJUFP2xXNg4T+0in3BPPj2ZB +yy7X10LEPkudV4g0fsGCtgPJ80XniPpc/9MUzCC+N5mWdrfC4O3X1ZMlWSxo +mlpWKmWOwddn/87J5rOA/+7LJT0jIp9WlzK3nAUTPowlQppEvbcjvtxpYYGZ +d6DC1CbivD9Cg4+2s2C77W/pLmkMbljf3DPRwYK7AoOlr9djcEfJ6ZF1Lws+ +t2b37xDH4E3D0cuKIyyYlRfRiv5Hg7WrJ5ZV/2VBWsKD9s4uGrRXRoYbzLPA +Caz0NdppcN9929KWRRY07vU7HtNMA1LDeeHeJQNwUF6pQbqaYKxmni8+AB37 +K2mZBTRYM5c8KbNlAPL6HsykhtNg5dgJurfhAGwXz9wiTdyPTQ9Z52eNB2Dx +1mASaTsNonQDe0JMByCWypxY3EwDsbSCrgjLAZhVv2dVLkmDFRdk2p7ZDwDm +smidMUeFZd8mahq9B8CwO0TLu44KS9Dj/C0pAyBzXd1u2IoKvUd1TzKfDgA1 +JHn5gAkV8t/xWMnPB+ADPri3TY8K598cI5EyBkD0z1LJqANUKMxl+ggUDYDk +RMcL93VUsEvZcri/bgD2F+RU9LdSoMw/uzrh1wBELXuln6FJgavq73uWGw7C +DszPWnUmDKpaO3PKjAehW+4C/wovDNZdmwi9ZDoIulOK008GwgC93KZYYzkI +B29fuTrcGAZrpWK9whwGoTBOofjXszB4P+ssNuM7CCmzx6rk9cJADIkfG04d +hEvHHdp614VCtoFj6ofpQahwjv5Txw+E31zpNaMJQ0C/VpNqaesLpeb6wvG6 +w/Bz85p8TtcVCD2JPSsZHQbH6V+T30lWIN9/6ns6NgLngls7G8100OGDtPj/ +9o7CW9AyFelxQbabWmYFv41C/72f/Y8CvdDvhnuD18ljYFCh1PV+yh/RxTrd +/lHHYJfgHYEe8QD0yUiWH357DFIU6bfHlAJQ7NfXc0/vjkHGYJ/7d9sApNJe +J9n8cAx0V1gvXVYdgOx6BPWVX4+BUldJY1xMIKod880eaB8Di4EsPZ50MEpa +YudzZisbWGkXn6HFULTgJLW/TZENn/N8urNXhCHnz62/TyuzoWXoxn7PdWFI +jaJzy3gXGxqm6fQ+lTBUv6gUcFKDDeTI/oNGlmFo5u+vUE0jNujVW8rTMsOQ +1c+Iuyo+bIjl2HUqnySjClMdo6ybbFh56HtlpxkZKRT8W6nkz4ZNR+iGfjZk +9MPDM3pbCBvkDpfrPPcgI4xnEbf5DhumrluSKPFkVDIml7g+hQ3D2YZlAQwy +WssoTROqZkPOgxup265SUPTK4OC3tWwwMxhIMfehoBVHdM+6f2FD/bUgpm8w +BQklta/q+sqGxDiRzYkxFDRpxvfL6mHDKcF344bFFNRao3TalM+GEVFSi/8f +CorKfTz3RJoD8Q8PdFT5U9EyumPXmY0cKM4i4e5kKqKtUCkU3cwButCmxysj +qCjwUpnrjW0c6F+4/F4xiYquyHe26apxYGfLNs+aUio6+VA8k3uCA4LLc2My +f1CRSDDZ4tANDjjRrCpHrWio5CdvFnlzwMQvZeihLQ05u559pneTA/6x/dWH +HGmo+vRu3DyQA6izN9v+Gg3RFPpDPTAOGJwbKt1CpaEl9RrZ6Y84cAs1y0Xm +EPGOvjBVSeHAzeUDUdRCIl7h6umCpxywJv3Abrwh4iWPHv+QzoGQPgmJHVU0 +RL0W3/U9lwPzp7KPS36jIaG1E4LinzjAinX6XDFNQ0XhNhnx1RzQcUp4M/+X +hhz/1RrJ1BH6rN6wat8iDX0aeZKo1MSBdoPK3gBRDFHKDFV1ujjwXHS8LEQK +Q4J2GWf9cA7U1c8lWe7HUEE7aWGBx4H6ztK3fRoYctAPScf4HDjREyZldRRD +VWqWP+5PEfkln9zfroOhMGFhWu4CByxl0rSPmWJIIMsuf5CEQ1fB4L89bhiq +5XV7PFuHwxd8zO/AVQxFqZntst1AvC9cs1zVA0NSZTq5nRtxcGuTt5vwxtCu +OqXseiUcDP/FZLSEYGhqRdoVbAcOm6ZRrDMZQ+9MZFS0d+EQN50ZyqVi6ETX +qqz3+3BoP7DRreUOhmxHJl/laeLwXubrQX4chhSU3V2vauHAlatVkIzHENt9 +ZJuSLg7nxc6I7kjAkPdU94vnBjhESFa93ZWMIQ0NM2c7IxxKjy0ly6RgaCGw +YYvMaRxyXDM1/z7BUKRwZVq8BQ4a6qr37z3HkKn+AUczaxwO8yq2aadjaP3d +fHnx8zg4NAllsV9gKI2Ulhpuj8PRYs8AsUwMlcuHPw24gkP0ShHVzFwMhbgI +2B28hsPLhaMKvDwM6Wb5b5zyxMHdImFRvgBDrWruKdd8cUDvYz2dijCU4DNi +o+KHQ2fwOwHPYqLeMjuZsQAcnotI3XIvIeoDs2SHMBxYjxlrjr3BUB614dxG +Kg6FhTL71rzFkE+dzn+9GKFPym6NToIPi1V+T7iDwz+TZLmoMgwtmhxIMr+L +w46xYbZ6OYaq7+dbr4nGYVnh8wctBEd2KUk1x+LwYpu7nO07on7ptK6IBzg8 +5bLv9hK83k4mQS8BB5fumu+n3mOI/jzeUvgRDs7ccpFcgtNGVq2rekzocRYj +CVZgyE05vCPoKQ6jQT8X9AhWvSYQf+g5Dr2jrQ0hBE8W+JtPp+OgcmbRN5Pg +sqlJUvErIl/WRYFqgkM03Ns9s3CoWjp6uY1g3aCRuJ05OOCF1KJWgldU2Zlx +8nA4rXCk9yPBrcLf17wqxGFqft3AC4IT9M1aHUtwKPpve50/wTZ3G2Lk3uKw +2T8y6jjBm1t0TtPLCX+YuOyZJc4/SqoUf1SBQ+vfkdJ0gnOsDny1RDhYrNKV +Pk6wV3L+PdInwu86VXZfCT3e/ksO/1SNg8/OyD+mBP+zu032qsMh5k7a7xpC +T+2PNwIVGnB47eFgpUpw+JYLvu1NOBwL2iITTvSjCTvpSWnB4WKnue43ol8k +9r7Le9txSN7q2C5BcErOigv3u3FIGxeRcy3F0ID4tJV2L6HfuQxGIOEHxRsD +ppN04nypmiI0wi8F+8t0zwziAGerI64WYuh3Yrqm0AgONweFOKcIvx3+G61R +NIZDxq3uQtl8DNV8cNlJGsfBLvk4NTGH0FPeTPETHwfGucv3jmcT/ace3ew1 +ScxruOkSehaGevXXSrbP4HBvM+sI/gpDcq8XVlH+4lBe57Bg+xJDzitx0b3z +OJw7Y7rnEzEvP1qr5uKEuBAsEMlzSsXQvn05v7VEuKBhNXEz9SmG/B4m8n+K +ciF8ct63hZhH4fMeQ2aruJDx4UXXkkcY2jAk0yixgQufP6zVbY7F0IUTojUf +pbngM3P14ZNowm8Zkx9ubOTCYWtvF4coDO10/1LUpsCFLfbq4ZXhGNL6fTM5 +TpUL0qj3b2cwhm5bO8ZrqXEhbFPTlcOBhP7lxtE/93Jh91ycS5wfhqxCtlLM +NLgQr2YiJEXsqyui7ZcldLjwy+LEcvIlDOVfrnT6eIILD2xsBQKcif3VmHnh +xkkuuFXfiSX+91FobKhZmzEX7EcGqJI2GIr/T/VQ3FkulCnm/GgzxlDljjvL +JDy4UDPVXNCkhqEDHVLN968T9Z8VE9qnSvQvKCNO0psLz0PH6u4pE/U110pv +8OPClKNv+WYFDN3xFFGVo3AhKWzDtQoShs4UU8xUE7hgkJY41fSThhptSOvz +k7hw6/Tvu4HjNKS7JK1X7TGh/1zuu00cGjpo+dFJPZXIzygf02bRkOzMou+R +11wYvXG+WugrDY0dDk42+MAF7QCRSscMGnIYWmnfWMWF9HGR3zZpNNR7N2WL +8WcuJGKW4wZPaKiJ/j7HtJ4LtZ+mlZc8IO6rkL8frNu5MHlPSWEymIaCPt0a +chnlgrl8+KM3ZjQkccprJ0WcB6YGNkdnJqgo9eNqscMSPNjQIBwojFOR2qFc +zs+1PFiqrzgtNERFJkrsVxf/4wHtT0dxXwcVRS61k9fayoMTV2lNU2+paMln +g/UCh3nweemOu18CqWj6iLxAiAsPvuateiH3l4Kw4g+M/W48yLd9WJXyk4Ik +d9hWjl/hwfPRprJVHAraJ50YcOE6D8wf655p7Kag639W/j4ayIM9Ct+rS0so +iFPyhzMXywNmPvuJkTsF0VVbv/lX8CAxM/J8djsZPeNKBAsjHpSJbz5y7gsZ +OWaZK977yIONvwR2ziMy4mzt9kut5YHKRLz59lwympZhbKxr5cF2+y/GIuFk +JLGCd0lyhAe6cdhTngYZ6Y2K/stbNQ5i6Z9NYh6GoYKnsHXYbhzK1UwPdbmG +oF8Bv0QvXhyHqX0kbJlpCDpgncHtdxqHeq/QSJVDIej96tXF3W7jYKAT9uuY +WAiqDWNoNXqNQ+ucYFJ6XjDqcwy2L7o9Dqjk5nrfySC0dPv75LC8cXiT+2Ex +wiMQXcg/ILFxYRzOOoW22B3xQ2HYczL99Q/oNfRc05F6HeWyNz4WN+KD8riv +pCnzIrrzBHNgmPBh/ILXr/aki8j5zPi2PDM+nNay+Whw5iKSragoMLbmg0CR +N3dtjQOKjLGpjXLkg2o+KRIs7JHbgUc/V/jz4bPvGlLY8HmkQJM8KfqKD1nL +e7dNzJihBY2gVd2ZfMh2ddmS52aGesaH2l9l8+FaFkvNoccUxVoXX9Ar5MPv +SvJyXd/TaFHljDdWwQfp6XXpJrOnEL0t5qnwNz70bbmptXFBC5XdnnH61smH +x9kF/rcYx1H8EXvl9O98iOvU0YoKBmT4cleJNoMPg6bJz8IXDqN3fs1fyBw+ +GAfGxOUs7kEJqvtjzHh8oGbO7H4VuhvdGEyxkOfzYZZmk96/qIKUjNyZVVN8 ++PNn5boNAgpoiWDHi9gZPixma4RoC8ggVumRKw5/+dCt626iLUBCFVfSd6vN +80HB69i9qwJCKFFO7PfiIh9qbm7QvBgh/+F/Nr1tkQ== + "]]}, + Annotation[#, "Charting`Private`Tag$24329#1"]& ], + TagBox[ + {RGBColor[0.922526, 0.385626, 0.209179], AbsoluteThickness[1.6], Opacity[ + 1.], LineBox[CompressedData[" +1:eJxTTMoPSmViYGAQAWIQ7ZX64uKBl6F2DFDA4ixVcF/SxB7GN54/Y85mSRc4 +3/vs9U1zJUPg/PCU73snSabA+Xf12517JUvg/AWi/m1dki1wfiPHZvVOySlw +fkTkwvUfPi6B87n/N8a4y62H81UD37043L0Fzi8/Z2k/48tOOF98i+A9Rsb9 +cP62R85nztscgvMPZc2VjnxzBM7/qmbLvzb3OJzP9HO1gLTqKTjf7H/CtuB1 +Z+D8My0m545pnYfzazPW8Pd+RfABxgVMWA== + "]], LineBox[CompressedData[" +1:eJxTTMoPSmViYGCwAmIQffC0ZoUl6wV7Bih4/f3+vasGl+D8Ja92n+Lruwzn +88kuf//kyRU4vydza9oClWtw/jeH1U8y6q/D+SVGR7aIHb4B599fd6T7ouIt +OP931pXZmlW34XxtR/Z/abvvwPnuixTTN4rfg/PLZeOVHsbch/N13oRyX/d9 +AOcL83/gOPILwWfZP3u98pyHcH62ye6bnN6P4PzVnkkL9n1D8L++lhJ4Nu0x +nL812J15issTOL/eo3X+lmcIvuJdrxuLW5/C+VbmLVMkjZ7B+TFy538yXkbw +v57qfVTQ+BzOn8ESVxKk8gLh/ntbFzEdQfBZaxtDLAtfwvkMK+PWPxJ6BecX +zVrfK3QIwd+r3cEhmPcazhf0KtJp4nsD59/RvXC5cg+Cv2GevcqTuLdwfux6 +M0HZfwh+Q+vCxjur3sH5a1/IzubzeQ/nd8xtTbjnh+CnBL1VXReI4Mvs2bPB +NxzB7+qPPtaThOBnmM38yFWJ4Cu1iHiwL0Pw/1nU8F5fgeDffPv40rLVCP6E +8M2xbhsR/P9aQcWtexD8Oxf75zFfRvB3tH1PvnwVwZ9iHa+5+AaC771Ub4vT +PQR/V8XZk40vEfxpuqb9gW8Q/MJHc0IU3yP4Gj459w98QfBZGK8smfAdwX+w +1Tor4ReCvydrsb7BXwR/ujz31///EXwACDP12A== + "]]}, + Annotation[#, "Charting`Private`Tag$24329#1"]& ], + TagBox[ + {RGBColor[0.528488, 0.470624, 0.701351], AbsoluteThickness[1.6], Opacity[ + 1.], LineBox[CompressedData[" +1:eJwVVXk41IsaRre0HVFkSbI0R4uYnKy3vDKJwm3BZazDTNaZ30/pFMrJklIR +xRFFiUhTqLHMwpgxhQojHVK2yjkVRaW9pO7cP77ne97n+d7n297n+4xCyZ27 +VJSUlAQK+7/fumu0Wzrm7ZBnPJq4cZ6Ww79oejGPddfhkinHtdnjvcNvF/IL +a3Q3Yd32C6npHjPg1tnHK9L1wuPIjxJbj0XwYX0Wn9ZlQW1oJJDmboIhi6O0 +TN298Hm96fVp199QrLXtyHHdw7iSfqnjhR0NybNrTI/p5uKtUOh+9OdOrHI5 +lc6LyUXtocM6tts8cT+NHBtoy0Xunujg1vOeWD7D7Kr5vj9hofuKEr/BC63T +l8x77ufhRZuZ9op4b8x/n2e1LKMAps2vd1PHfJA/lECr+3Eeq7/kWRlVBGCj +Pv3SsPcFdD/wNYx9F4CXfjYzZ1degOaPfLdT6wNhMB7PrFxTjM2V73ZQ7wWC +jLSmKA0WI3SFM//lhyAsZFVXlNmW4Jm8bt+bAgZ86Rer305egiM3ZB1FFoo3 +A15zS/TKoO3Uywh+GoojQbN3edLK4NWnZHhQiYkaJqlXn1uGSHl9boADE2rE +hrQDNuUoM3bRqhUw0ZLyyG9W4mUkH2+ayrnMguU1jVn6s7nghPIEveww3DFv +YXRSuSiaYfBGNT0MjBtxDX/QuRjRTFLVLg1DZv3jmKdcLly3X7NqfxiGUWnl +QLnHVWiwAr4ccQrH+d4tN9bmXIOKptRrxYIIzPuZHOBiUI0FQ0soShmRyI/0 +CTLbXI3w+5uy1UsisbzHjKFBVOPDH4Z/fuNHwuFKH3NAXA1P+qNRv78jIbyS +V8c3vw7LgECLLbZRmPAcb3STXwf/8Zwb0v4orJvTt8Fh5DoW0o7/5f86CglN +zU3UT9fB9nlXJFeOhurKM1Itgxvwcjart18RDaMfG2895tzAWNbvf62MjYZ3 +xZn22F94SGJ/TXVTZqMwMMU9zIgH46uZKl4L2RhZyOn0teJBZeHlWEsTNshE +p64NgTykpOXcjtnExrGdE/dVK3l4kbrz2NvDbIi/O/Wfc6+B9ersMy+m2fgX +b43/SUYNHpiYTtLmc7A1XGcwaW8NCKOHrXv1OOjrnhjaVViDl3LpKU9rDibL +859ajNcgRnosdAabA8qO16M3T9TC4pfeKr0uDvQOudiHX6zFLyY8g+oBDtQr +i0/M5ddi/u2L42qjHHyb7Wm+Y6QWkj29blQlAvek/Nhh2zpEhNa0f15DoOW1 +ekvyf+qQnt489I8tAZF+1GIKqw5Tj3OuFNIIlMXpC6Oz6nCuZLsJ25dAAjX5 +x5dndbgNr7L0QwTIoP5thVN1iFu59NiddAKsjN8uQqMe82i9BT2nCGwbfUY7 +sr4e63+vUtlSSmB58dZji3Lq8cpyoduVmwR05aX99RX12Jlwd9yunYDa9++r +/ZrqEevntTn3PoGvPtXy4rF6lFiyJsqeEJAv0NQ0d+QjLnuZ4N/fCNzcwNnV +7c3Hy5I9Mh0lEoLo1vq90XwMN7BMJTNJlLbF0Rvy+GANVD8KVyeR/7GbG3SN +D58hB80oLRInTVZ/V5bxUTX9MNVKj0TcoaHzrhN8qORKn5iakOBUWr99pSLA +0xuuTf8xJRE6kLUxS0eAavqOGw6rSfjOGTttaS4Aq22M99mchIeN0z+9NAF6 +1VMa4y1JOO06ZxVPF8Br7au2W1YkbHM+HNEnBcjU9Ol6aEvC+E35SuZZBV/6 +d6O/AwntpUoHZl0X4HWUR8FdRxLz3egdV1oEoFS6BanQSKjE85Z6DAhQfv2j +6gxnEp/L55Fv3wrQKbt5umMzifEeljRnllBxZ7KmglxJjKg0adjoC9G9LAei +LST6qNrM/rVCiMejAoa3kugIiqlNdBHicO+i7e1uJGQZd2YaBQpBWTWuk+xO +gi8y9rm1RwhufE3dTwW+NnqgIjxdCL/c4xQXDxIli3u/zj0vxMbM9+E+Cnxm +k7lbVY0Qixq6D1IVOGPP0cIddxTxgkjWfQU/pfjJxIdhIZSYIcs2KPB+uR3y +PwixYkBSFaPIr2Ze9+zObBEy5t4zSFLUdymTmjGlL8K0fNnhYEX99hNXLdes +FYHnFPVETdFft7vpoyBnEQZRa3VS0X/EtZJD2XQRjga6HxnaROLHPINfZRwR +tMbv9nx3IpEbXdDxPlkEp0mN5eOK+a5u14yl5IlQbeKx/6pi/rJV2bo+XBE0 +nk92269X7Pf4PGl6kwg9GyU2Z+1IpG1R+WX8uQhf5jha3fmNhP6VxJqlUyK8 +zn3am08lwZv9lb5tQQPEo0dzbNeQeNz2ppxn04AcndGEUQqJfabRHv+4NWDR +hsHqL0aK/R59/l6L0QBD7hadR0tJ2G0ecoxPb8DuGLOiuQp93ivzfcEtbABt +hWmbv0K/YTN7MgevN+DbvTIkziORc+tuPx41YP/+YPu1yiRWLd+cvHuiAY1F +kR03pwhIU5tNS5UbUTLxZ8evnwhMOAn2zlrViMHF2vZBLwm4NJepdSY0om9y +uiPnHoFhQ6O6HycbUa8b0M29Q2BvUqE/tbQR77+1Zp+WEbiInIqc9kYsKyhi +99QQmBInOfnpi+ErNRowziVweun30RNUMfxLG79ITxBYkbg/S7xJDIuve6jU +VALe64lBQ44Y3gc0TVJ2E6gW+e97IRaj+NiiMx/dCGzW69PXvS/G8/kJMw2c +CAzG77y59bkYT6Lm/tRW3Kc5dlvUq9SakMD/ozvJhACTb83dG9yEVQHLak2/ +cKBdqzGsrCyBmPLe/1E+BwEZU17/LJag9FyRaMEJDkpYz9pbzSQwNr39l3oi +B2ZaQuEJXwn6hW/OxjI4cNrH+FPrugRHU/n/bVrOgXWhT3muhRRH1LmZSaVs +0NM7nqbZS/G3N8WOPM3Gwb0bl+53lqJ/ZHfwqmQ2mt1X59L9pbAXRBbMCmLD +ffpHssFRKXLWJGz002IjJKg8sGJYirOtmw+fSIjG4a1LCgrGpJihd8FhR1g0 +yq2ze45/kEIv8F32sx3RGFdLcOPMbUa3sdmpBMW/2ifxsLO0boYOIdb3+ysK +GYYfNRszm2G94nKYhmEU6kdoHV3rZXC2cSxIyYvAA9fkyUwXGUp1Bg78fTAC +n6qaFrvvlIF716BLlxkBmwN2IbfDZeixWHtA1SICgkUWn6SnZZgzmTzy6lY4 +hJv0DHmjMpxkOJUqj4WhsfxtbG7uTaRJ5qjWLdoFWVTREvr4LaR9/mxR94OB +mrHo6KBPt/DBkvLTa5iBSxH2DUylFmhMf3cbEDOQFtbnR2i24PxZmknhQQZc +QzXOpq5vgUe0Y8joZDC66Gk6VRktsNfOUvXsD8SgK0drxppWTFC5/vrH6fj4 +64YFlZw2eJpXERcObofK16vqSyh3caNubchEA1Vi/ZNR71nVAV/XlDgrfR+J +u4c0xVnQgQefm5gUpo+EeW7ZNhtZBxyn7BLeXfGRZNsMv9B70IHpP3xSjW18 +JWOkv+7IdAd681qOy7fRJYVPvA/GeHRicSrfZSreX6Is2+qUOd6JrUa0nf1V +wRIdda7aoU+dcK4KKb/8NlhiHjRnIEZJjvwKstZYlyHx+9YW66UphyNtDT3O +jyGptXQuW7JejrOUkMHpAYYkrBSzuSfkkCcl3nbpD5F0HF4nb13VBYuiIZ0s +GVNiv6Bd5ZRVF0TqKz+UjDAlFQUhNv6OXehUNX2Xo8KSpFadLH7j3QWdvt/3 +zXdiSewfju7RSe5CnGt61g4JS1Kxukg7qq8L6ikP3L7zdkkSI64tyPzYBWqf +ctGDmWGS/wG7/GTv + "]], LineBox[CompressedData[" +1:eJwVmHk8VO8Xx0laECG7UioJlcpSlEMke5KlxZ51zNwbKbKkhCShlJAltNmS +NQmPJEIJY0uYITOWmeGriEJ+9/fPzOv9uvM6zzmf53Oe557Z5opbua/i4uIK +ID7+//2+dXfgYd52iAt+uDVVxwNd3dvW4nOiHQZUeHeWJXui15ekGO1m7VCg +mmH1vdQTbflXJPXYrh18/kvoLJjwRH9EBsP3UdphgRZ8zO60F3p9RNPmTHI7 +7J2fr8na4o3kElh/cqfaYfGAZNr3RBKqdQnLLfnVDiHDfC/VX5KQ40HRs+8W +2kFTkr3Ks5qE0nq0Kj+v6oCfKWSlk6MkJLk55sq0eAeQj5T8t/+ADxLJU/yl +Bh2wMv4wf1ejDyoOrs4+atABoekyNeO9PsjS3NLK0LgD9k/Nm4dN+KD4/wKK +7U53AONfQriKABkJaDbhQZ4dIKaYYBdxkox4G9zZKL4DltTyYkTbyOjpwz+P +Pz3oAOM2tTtbB8nIwPOuaUdKBzhvtAvhZpNROF953khOBxiiz9066ynon+Vq +b97KDlh7d/ffp3oUlC6fLClY0wGKhkYiJ09S0JFZ5U/i9R1QlVVC/mxPQcGP +Tu9S/NwBtgWWSboBFLQwmM0woXfAZ53lWIE8CnpUpPHwNKMDVH4yIy0qKEjj +RouB/WQHxJaNbL9QT0GXd/zMocx2wLDLfd7V/RT0k6TnmrCuExJi7pHl12KI +NU8b6lbtBBsvnk0fzmCowjO+3kSjE9qGjm2adsXQ9V6d50i7Ex7Hmj0YJWNI +/E06JdewE0y9Cz8rX8fQsSvnl0LsO6FPIP3Y7qcY2sDko8+4dMKdnCDXzAIM +9dlUffDw7ATJ7PnQoTIMYepSdyz9OmHu0zrKmwYMpc72SO2I7oTaijfPOocx +5O4WtZx8l4jnKigdP44h1S714Q2JnUDaEbFl0zSGGksfvJxPJ/I1JeUGLGLo +3naDWHJOJwhDtpQtN47sE3/hwy87gREbzVlag6MZPyvN1tJOiFrQTM4RxlH1 +CLeM7ttOOHePeT5HHEdRVsX/ymqJ+tIEHXxkcCR7YGNjRnMn1OQNz53egaOx +LJQr+rUTwg7fD/VXxFGJMH43uqsTZPAmeQcVHBnNfLH2o3UCr4xUXtRBHIm6 +hB4aG+2Ehwv2YU0aOBpqV5G1n+yEGFf/M+2HcZSrO7DSPt0JllxT+7KO4Mj/ +9Z0fx+eIeJxqLi3AEWzVbqr62wnzdYcaU/VwxJcwmbePiwrKKZtDPujjqGsl +Je4pLxXa5GK3lB3HUSZu7CfFT/D99XnkEzgi0RZs4jZSQaYlTIZjhCO1ky8P +84hT4ejRoxfVTXC0Umu3OVCGCvLr5p4dN8VRy9613JytVNCbrq3abIajhxkV +oy4KVFhzQaKwhmBnQY9PPcpUiAynBe80x5HyNbEC0/1UuLnZQcGG4N+chvg6 +DSrUlWsVmBH83sH/kvoRKsSF3dogQHDsl+12eXpUqHZ5Y5JIxLM7StWSO0GF +D7PZbiPE+vKF4VsemFEBbtyy/0Pkx5E9sGq9FRXeLq9R6zPGUWXsMCPUjgqV +/Iqca0Q94UsJzT/tqbB91iaGY4gjc7JuoacrFX5kOwvuIPSQHJhOGPCkQn9W +SIg8odeIaab/KQoVdovq943r4qjwncWZRj8qlOcV7wzQwVGg8j9t7UAqcL9Q +8v6ijSP9x4Vyr0OpYN3s/4J1CEeC/A48O29SYav5O0aHOo6eTr5rEYyjwoN7 +9MDfe3GEPTq5nZRIhYufNvxnqIwjTYMfwR+TqcBVZhblsovQN51vT0gOFfSP +mivPbcHRA5OMyN6XVIg6lWGESePIcX7/0IFXVAidkssuFiP8ank2fqKSCqP2 +nUqP+HFUtcweM6ilQtC2IJ/DhJ8j8q7rPvlAhR4NXf7nXES9q1/O2LZRocNZ +OH5oFkM6b36fbvhBrP+d8vlLP4bWucUUyE1Qwa9nh2IDFUOdG7fwBk8R+vQc +0Ir8TPQb6XjF/j9UmHncXOpZg6HYzQ8kMwW7ILpDw68oDUO2Lbt8/4p2gY7o +5V9LiRiSC3jXbCNF8BXjFLE7GCppHwkS2NEFFqpPEl4GYujbzf2DVw93wRVV +z1+2pzCUrfpRvVunC5a/atqvGGKIPHgmTtWgCxz8yrBLRzDEpXkdxiy6wN97 +4VutAoYUJtuyrN264LKE7dDoAgX5W5I99sV3gVWuBykskYJ0lldqYx50wSN7 ++1pWJAWtzUuUYKYQz8/Xrt8ZSEGpPO8+pT3tgmN6zsx/5ynofcV6Zb6qLnjw +PsLTahsFCW5+MT062gWvXmkox2eTka7tzcEfE10QdlJieOE+GfnFO7WOTBHr ++x7I0rxJRj3cki/oC12gvCKRqXaBjDKY0Y4DAt3QO1N0aN82Mtr7mvSFqtYN +h7WFOEce+iBz/b359RHd4FH0ISHAkYSuhfClvL/dDT+NfHXKjUnodTkzqi6u +Gwotj3u0qpHQJsVM19rkbigVdcm+wUdCAwIbpasKukFLyMZUqswbkXtmoou7 +ugHf6SwhwuWNYr3LPZ7s6IHj3U0bZEI80aRuYTS/Ug9MxgUkXXf2RCckn+Vd +2dcDbr7djdUGnmhV04MpM60eWJVk+eOtgCe6usP/yp+TPaDtIRTyOdUDedAO +RFkF90BDjUR6WJE70rN5/Wx1Zw/sabxnHl99Af3WzR/1CusFDcoqBumHI6p+ +ynocENELN7ql7N9lOqLwdSqno273gtFoUc7AeUck2F7wPiexF/pOsQ0TqQ5I +welVxtCLXrCtsXEaqLNHtqHFZ6zbeyHpzY5mrcRzqPztm8+wrQ8+CX/z3yxt +i/wPNJSJf+iDhrsP9d7dM0a0Vw13Orb1Q9Fy6IqGhS4skroe7w76DpbHvW3v +dp8Haw2He3vDvkP+cI3JXWl7KOBmRh2M+A6mgzLJrk724Jg873s07jtkT9ul +3Rm3h/cfpY1OZX+He8/+cloXHODWVpfZwJbvsHRUuNdmnTOI9nDMPkkPwI6/ +8fyJG1yBnHXl2Be5AWBPxq1Zs8cVGsgrmp07BqAtpNXHwcwVrvAIbx/YOwBO +u0crKmNc4Zuq2p/pYwMgI6OkILvmAmTeCXom4UPEc6blU+YvgLLe2n8e7wZg +e0LJs3/17vA6L39XX90ALNy+V7lAdwe1TZanjBsHIFtk24fWf+5wZCz5qXLH +AFgd/DC5eNgDLO4qmf7HHAAx2/sfrr3yAL9v5slXRQahgn9D+HC8J/w+9vP9 +pMQg5Gc0VFnle0JwQRLr/OZBEFt/5W1KoydEhNF0dBQHIeUWyfDlkick7fRl +rNIZBM/sN471Hl7w1vfBgVjvQUi6/zrq/QFv0Pl+yH4ZG4S+CqP5QFNvqDcY +jMT8ByFGFzvB4+YNLRIK3yzDBoH1835v/ANvGKh5Eyb2cBD+HTvPHfHLG7j4 +vn/OqBsEHf+ZvtKXJDiRvc2zWGIIAtbkvd087QNqyYIKjbJDwOjTdHrGRYat +cYuj/duGgO/BrkBuETL8vdrtulplCGbn/ZI11MhQeOq2o53uEPD23iq6d4UM +otwzNsteQ7A3SGRl9icZuOYHN4lgQ/C398WnN9wUYLNbqAqXhuCHFfWy+UYK +NPY9PWUZOgR2jwK3zqhQ4OrrM+Y594YgVvGQuYQbBWhOdQbGVUPw8/xoxudm +Cny2KeRxRENwuqkqtbSbApWmqfV+DUPA9A9SJQ9T4L6mv25a2xBUs0SHTy1Q +4LiQ4pHpkSHw/ShJ4mzH4ACv2CLP+BCU2uYZOu3FYMsid5UkZwj6qDoHsw9h +sMD8rnlsfgiq9o4upZphkF8bf/AhPw3KDpk9s/XDILks5GfuRhowHsufPhmM +QUSed3GtGA0UWqxTJCMwcEzS3zcuR4PJrVil7EMMhLF5JW01GizeX989UYbB +vwujEycP04D0+GSvezUGk2c7Xrrp0MBrbaVAyQcMGo7nK8QZ0UCkvutHVQcG +AZud5IftacBr1Sxxl4WBq6Wq7YALDdKnnUd9ZjCwuMkd0+tBg+iydxdl5zFQ +mMiZ+XKRBmNei89/cuMgInt5Z/NlGvCXFupKrsVh2cLwbEMQDWR/1lwVEsCh +q2y8riqCBle07hb4ieFQN/Z2tvw2DQz3GCQPSeGQL31HsTiOBhuWjdbKbsEh +/PqehBfJNLAWU7TlV8ABK/33ITudBh92KijV7MbhLPPrfHo2DWrK3nrr7sFB +1czP6UEBDU5fY4q/O4iDbJh+YnwxoV9Qe1CJBg5rSzY1xVTQwCN6RiP4MA4/ +Rxl/I9/RIOvU1hNiR3AYkniz90YdDTYbXH1xXQeHFpNo15CPNOA8dLSu0cWh +PPRsUkALDTaaBpq0HsPhyWulFr+vNAjTKovKM8Ah9sfiMqWLBm9FDNecN8Qh +UPzLfu9vNJhzeNE4cAKHC8YZ7m5DNGBGPvq4zxgHixA8xekHDbb2ynBbm+Cg +VaT75dw4DVZHhAUYm+KgMCLMbcsh6nlxetdGMxyExX6onfpJA0tDXOglwUsn +yrzM5mlwzWp6r7A5DuNBkWknlmgwk6cRaUrwpK2yVxYXHQ5vnhK2I9j5P9FV +cjx0GHNf3X2Q4J7bS4/TeOmQo/qqbZiIZ7qdoS69jg7DEh4rzgTXVX/5+oiP +DgpP2Z7FRD4athXeYhvowDExWk8l8i2YzuBJFKKDFOXj6EeiHvnbt9I3itBh +vc3vxdtGOCTLX9SM20QHbbVSSzmifsHqMx38EnSI3yrNiDyOQ4SNns9tKTqI +Cce/q9HH4c/Ubt61snSI6n/X06hH7He0SGbEFjpoKScczgIcRrctHlq1jQ6d +UXpjZkdxaLf+TF7eSYcTQdh+yUM4GE6VrQlWpEOYeEm3pjoO1bfSnywo0aGg +yrVL8QAOL6qwrl/76JBukPrrmjLhD2s7zPcAHabmxLeM7sLhPgfWTavRwUuT +XSG9A4drW4WPTB6mQy/ztsmSDA6zb/90ex6hw9k//qdeSOBAOj2CM3TosNy5 +PLRdFAebqNIcuj4d/kQq5d5bj4MK24a/15wOOyUnmnRnMai0NkMxlnSo/UaX +/sPBQL/m2CWd03S4KSbJGzyGwbm4fd+fnSHqZZ3+8v0bBrdV1+f7X6DDi1uW +ESJE/25KWXFU9KCDCmeWIUn09xPu3yIDXnT47ffSYCKfiN85EqSP0YG3Rv3g +eCpGnFPVJiJX6bD1i3+Y8xUM/AZL/n0MpoNb503fSjIGy8dzS65eo8OZtP1D +/a5EfIkk6eGbdOD7fIASZkHk9xafLIqjQ19Sr6MxcZ49WZaPMX9Kh4wjXfkz +9RRQ8ZDS4X5BhwePlDT/llPgTZvQz7JcOlR9enSt7SUF2jKXzsoW0eG/Fyij +/y4FlvV6drPe0mH7SNyHmzYUOBd1uzn6K7FfWacb9n0nA3MqLPRIJx1CHBbK +VlrI4Gt3Zf9/XXRQTBFaSasiQ7TihRS7fkKfZ1qiuilkqGg54q3AoEPbFCVQ +2Zq4D4T+W9fwlw764Td0Sup8oLMm5pbxMh2uFFx5WPzKB+6Td675ukKHpsyF +m1FpPiDSco6nf/UwNAceelQcQHDkx+VpwWGw8xspFlLxgY2LqT9ltg/D03Pz +F3jvkkBg7PjAJdNhCDWL4S1W9YbPD+nn/pgPw1jdj/UZUt4QaxD87ZrlMCxt +j0p1W+UN/Nmve27bDENRm+r0NaoX8DnIdGQ6DcOOfRVn2Je8YB31v4+tl4bh +t+bgtZZCT1iNHhdtTxuG/v0ftLLXeED/EQMjWsYwcF07Takcd4eiKjY9NWsY +VqR/HXjR4g7nKo6KiLwYBs/3opZCce5QXEjz5yoZhjzrzW1Cou7gmLZda7Bp +GAQbMtJXibtB5dX8hqRfw9AZ+9dCn9sVfNTefVtvOgIVZOti1blzkG/s+qT2 +9wi8fH2o/93vIzDHkt7ITPoB1zeUh7m2nEAP0sea0lJ+wGMHzc4NmBE6eLIs +7HTaD+glj7fcFTZGviXm03VZP+Cr8BOFtWdMECfwetvjgh9wwesxDY2YIQYv +M/ZU/Q9Qe7U+TWHeEnXLFa+v4fwAcYn0YF6WDSo/fYLngcEo2Jet3M62cULR +ppWRsidGQchUOGw62QnZ6+9e98x4FFRZx5P5B5zQqoP8GyosRkHFfNfnXlVn +ZCHyVbzvzCiMe4s2mJc7o/F2WyVZyig8zKX9sX7rgqQtPE49fTgKSRZDu/wL +LiDO8V6qSvIoiP70IeW3XEB1R41sy1NHQSrSR6Rh/ALy2KN0vjFzFCovN/cl +73BDpQJTbuO5o7DUVXmwNdUNmbVeDlSpHYWnO/d6Kd9wR2FGkZllzFHwiFez +eq7miTodvexVJ0ah7lNin6qFJ9px2VSqgEXwQ/2aZE9P1JIlnJjz3yiMNH3k +40r1RJsW06Pu/x2FXZOrsxWXPdHLwgrKRUEGGNmGtr6v9kJ/P6QosTcy4IKh +wvzGLi9k3h8y5inKgDalxqPaLC/0c42+i5MkA7YkXry/VcobHXH+am0hz4Dh +QpUcpUveqF1kXFtFgwHdJ7w85baSkPzu1oUXhxggfCYkZaM6CV2GV+XbtRlQ +v/fvt35iXpEm+++T0WVAzbp+vr9+JOT2kWs7nwkDioUCvjl9IKGFACm+cQcG +PCnFbIrsfdC2QZO+nEgGGNvqej6+SEYx9dpFNtEMuK7ec7ftBhn9fKEStfYO +A6xjS6hfiXmr3k9QzSeBAR3ciYZHysjIbV1n/IHHDPjPAU9/O0tGnzn1HqPp +DMipPp1wbjUFqVNLjyY9YcD0m021n0QpaE3GQ9afZwzoi7vlKHCAgl4ePHvi +/WsG3ODZ372HTEEbpUy2XCplAC/nbq16EAVd/ac1t6OCAV/n7m3ii6Ygk2bZ +nOh3DLiyZ+tziRwKYjnS/51sZADPJen2Dz0UtDfGs2LoOwMMzt34z0wNQ0n4 +mbsJQwxwvJcgKgwYWrE2djs2zID4sV6TJ8YYapdTFnnOZMCuDxEFco4Y8i2f +olBmGLCoSDN/EoGh/lSagdwsA4omira9u4uhY9fbZTp+MyBwUuz6kyQMiZiW +NKstMSChsTqj5QWGyuiXdy6tYYLTifLG1CYMyTZ6LBWuZ0KP2fDJdV8xFJlv +R3USYEK/uMsM9BDz+pXDNz4IM6GGrGm6YRRDteeVzlzexIRrzZ6s7ElivtaT +2bdLggkfKzIvrZrB0Dz/8kCMLBMOX5wUklvGkPMMp/SIHBPmDn4WHFiFo089 +QzFT25hwJe10q+s6HCVn1R2y2sUEM0leuy8iOOK6VSy0WokJCo/nRIslcORN +zmaWqzCh5L0kyVEWR1qaEQ+kDjDh1+XU92I7cdTjKqWRrsYEudPlOwcUcXQp +7lXvVk0mmEzKbbqkgqONVfpXnx5mQukj11v9+3BUwOiTVjzCBJv1FkEiB3Fk +JIxV5+swocVwcUxaA0eMIzyO+/SYUFfZ2vrrEI62PNiTpWHIBFH2x1FxHRxV +ofpjVUZM8MySFXHRxZEdy270qCkTNoT99yz4GI5mxTmR780JVtuQ7mGAo4Rj +4buOWzJBdzZqdpshjlQwieZPVkz4ElKVW3gCR80pBSQzGybsljSvWm+MI4+P +egLtdkzIzVLZoWGCo1UzPYWnzzGhMDqeccAURxmy5JO99kywp84urRCsbcQ9 +c86JCeNbd3inm+Go71LS/SEXJvjm79nNb44j/0xlNVc3JpCMSUeMCd7YWtfN +8GBCJhacTby/ocLfNgHe3kxAKqbnNQg2kWdJcnyYcPOggCeDiMc0v151EWOC +Q/vhRjeCw6+K2c9eJPzAeXS1jFhf7lnecsAlYn3hg+FdRL7V7ZC5eJkJ5xyc +hxuIes4sdemGBTLhU3RNcqQRjuZ2kUZWBTPhyYhqnjhR//3TKzejQpmgbDYh +EXgcR3vDHuzku84EdQ3H0Vx9HLXm7W66G84Ei/STIgV6OPLqqfUSjmRCGm/j +02uAo9WrrPke3iJ+f0Ukc9tRHGXtmciXjGGCpH/b6odaONI5e808LZbwz9L3 +b32aOOqPEJ2Wi2fCVJi7PEcNRwGvXybk3GPC6LfBkY79OHq9lkrNS2KC4JX2 +IQFlHJkd9Lq8N4UJmy1Sd1zYhaMJx2XxksdMGJH8+fv2dhzJV+w69/YJE9Sm +eM8ay+DogVsIvSmPCdtfZ3+KJ/ytmiAcblrIhLeLHxV8eHD05d3z7V+LmBAk +omsk8Q9Da0Q7PHrKCD2/z80N/8RQ4PudnNFawo9zpjN6/RjaxKmK83rPBLdc +YYenVAwVS1qqsj8wYUnkV1fvZwxN4kGXfn1iAi29WqSkFkP2W77+4aYy4S42 +80ftCYYEpfzK33UT/ZH5lcf3EYbei4r5Xu5jwq6nY6ZX4oj+XX9+fHyQCeFm +vr0DwRia/sXs+TrOhKavPBUy1hjKnrp9/zaL8P8F6ds5xHlkPaFioT/FBOHW +wp1zOhiqHPL7WPGLCSIRO9f9VsRQePO/0vR/TNjiG5J18S8FqTVk4XbcY3B5 +/xzbaIqCxmoNlIVXj8ErU/wZa5iCzMpisiPWj4E63bwi4RMFiWWK3/PZNAav +rSb6zycS56//Xuyw0hg8WKVwg1+Ogs7hHbt/qYzBxeO1nx8KUdAGkj+jYN8Y +GGz+LcpeISM/pyr7repjELG2kXeZRkbaJoama3XHYGS5MqM0nYza5BwVu23G +4OBUjEicEBnNtdwduXhjDG4qx3ENfSGhAf5ur6WbY7BYH1OX9JaE6s1kp29F +EfFI3S07n5FQQlveYsadMTh/6IBOUzAJKXU2bfrycAz2+uvskdlFQo7fuE/s +zhuDHP5Qrx1XvFHj2OX84c4x+G9ERKT0tycqUKzZT+keg+SLVpUBg54o0Xt1 +5ULvGOyaCpOTaPBEzqz7DUKDY1Ccb/qVmeCJ/k4VDR4dGwOhxU6JNkVPtO/3 +hFDq4hhULydtpZ/yQMmrHf2tdozD04RNa4/EuKF/FyTUOxTGYSamNUiH4obc +PrTPndw9Dn1yfCbylm5INVw/wHzvOHB5LOTGibmhTyuKQUaHxom5NVxvJeMC +mv/7K0zHbBwsf62Z8ShwRbYzt+8o+Y+DYeavffdLnJHoUHn2qoZx6N9rPNnB +OYN4Q29YH/adgDTZmXMHHA8irlzHohGRSVicfF7h+t0MGtm9WKbYJHzMdJb6 +d80cYlVP7bWXnIRZez1tN3kLkKjUL+zePAlt56hbY71Owt4mxfxPipPwckv3 +drE/lmDP+Pn8lc4kmGYd42kPOQ1vt93KCCJNQtlZ4V8NXmfgmjuXoyZlEvb7 +RovtrDgDBrlXN8/ik8AffDv1DM9ZaFclp1EuE1z+K0Mz/SyMw6lU5+uTsO7J +skdj2zkQd5RJMkyahDqD6LevFB3AL7Xorkj9JAgobyxa/uYMb5ZSb9U3TIJ2 +QaLXuyVnWHKMuuHXNAmB707ePy/nAre2O1zu/DwJvB8yjh9zc4G0Aj6H+72T +sOWLflY22wU+1rqriHAm4aIkuh087wqSP2RahSVZ8I7rZ8TSLzdwOL7243tp +FuR6qOU/EnGH7Bc/a303s6Ak5/lOwf3uoEJuLumQZ4GprYV+LMUd9OaupN7b +w4IW7IB706g7kNZ2egvrsyDRd7WmwGcPqFGOXieMseASSTv5cogXaHRJfLl/ +kQWLNzYJuz7wgtchL+5tusSCkQyLU7sLvCD7S6O0ZCALbt0WTz7x3Quicd49 +cuEsWC4qt0ea3mBVGn5qTxIL9kW9I4dOeEPreRHxomQWsGzm5nlXvMFgdXa/ +6mMWHP/svdNzEwk0bd5fUHvCAl65WkaJDglk51cua+exoHCb9XXyPRKMaYWm +GteyYDyRZ435Ph9w/iHg1FpHsDuPwKljPtB/J227+QcWXBwuaFG28YHPA+8K +LD+xYHvdGi73IB8oufa31q6TBXWd/Vo/6n0gpD7ghzuTBcxv4nrzpmSYI619 +OTbOghqrT3/O2pMBE31E9maxwKVXoO4emQwubhVz5P9YAIzTotdjyWC4Zm6t +/18WpNgaqtsQ86GwiZ9KuCAbor9z9L4cpcCT90L8WsJsUKjzzUg1o4Dq4cKJ +GVE2yA3+aT94ngIWiuPPXaTYIL871LI5gAIxaxy36e1gQ0zzjYXQVxSQura4 +sqDABk2ddr0X7yjwci556PVuNtizyI8ff6JA0yj18dZ9bBBsLtzOGKbA6g/G +4lxabCjb0iT1RxiDRK2x2TdH2PBdBfMP3IyBfEkEFQc2VHkd2V+viIFuFkqg +GbBhXYrJjTIdDELD1PnRSTas11vtLOKFgcB858QVKzbcapV7NeKLQRp28dNe +GzZsmZb4FBKMQZVDfmTGOYLl02UE4zD4rb2N65o7G5w9twTlvMYgsrR2SN2L +DU9kMx3qKol5Xtm+hkNiQ9fejrjndRgclH4U5HCRDY+Rd3bbVwzq76mdFbtE +5Hewy3tjLwZW6zs1v1xmw2+5BSOZIQwuLgjMHQlmQ9bf57KxLAxW8DzqbCgb +wsf0/8zMYBA3dqKk4DobuPxra7YuYFDQE47LRrHhA/V5Zx8PDtoWWy26otmw +5oymoOt6HFo+1qjE3mHD0irW2jJBHCbKFiYWE9hAHtLaWCKJQ6BK0qfSRDa8 +bRDY4LgZh3VPD77wSWKDmAPlaec2HBQSMbfvjwm97oTfFFPCoZxPQD8xgw2S +PTeqf+zBwSA8d5tpFhtOnnnmF7QfB1ff0aGq52zo1N5zlPsQDjPjN2r8ctmg +PPfz+IwWDted5dKUCthwMS+zLPcoDhv7qoNGXrHh0MXzEUq6OGSePHc2tZgN +Uy7Fry8dw4nzbl7TqowNDbnx6pEGONTqPBTne8OGn7dOCDkZ4mBecWDu/Vs2 +wNm7WtxGOAzsaaderWbDaFpgmY8xEY8lHMqD2BD5Nq37jgmRX+5phbvv2WB7 +SsQr+P//93k+/CrewAa3J+4kLTNCnx29gU8a2VCvg33/RHDBiKS8UjPxXP5k +lYI5DhefnGstbSX0e3JljTXBBx3T/I+2sWEjloEsCf4tM7S5qZ0Nq7NaGbIE +V32Ta7KksiGwyOJqJREv9JHLxf5uNjzAPwRtJ1jXJkfKrY8NceLCLAcin9Wi +jHpOP6GHJqnVk8i3qV2BHDDIhoN1Zpv1iHpi4rzEuOlsSPhzY2TiBA4WZnm1 +MSPEfoVv2exK6CHMx/bcxCD22zT8ay6hV1fTHuGMMTacSDmzVEfomRyJV+2a +JPw4/+j5C0Lv8/rFF4rZbHimHd7hoIPDFu5fAtrTRL+FPL3+QxuHkVq1ioYZ +Nvzh731z6DAOz0KuOFnMEn64fDTYQQMHlYU/xS5/2FA6kl8pporDdLn2edYi +0W9f/Y7kquBQcil09eV/bOixZjkJ7Mbh8DSXXTQPBwYXXqbpEf5aKjjGJbKG +A59ieOtFCf/VkSJyH6/jQFPMscxywp+GzLVLrzZwYFLxY5qXEA7rnxo/O7SR +A2GpV1uv8uHw2eWORb0IB57zsdvO8eJwelAwq1uCA3zScv6xfzFw7hIzXNrG +Ab+KTMWiEQx23LebjtzBgVlNaTYMYDB2MiVZaBcHlt0FPz/pxgBrlWXJq3Dg +y39NfNQmDILrtycYa3Ag2Tyg/G8uBjrX3Q9TD3HgCv+r2A3ZGKzSeTFir82B +cymF/f+lYBD9Vkn9oi4HNmnkb9h9G4Ok1/v7k0w4wCWjeczFHYPXGbBj1JED +W4NnSMubMPgV9GutiwsHfj9a42zDh4GG3QvW4AUODDdzbl1focA7IaHSXi8O +xMWLFFtOUKDx+pBeqx8H2CneR/urKPDdNdSpJIoDsj3XarJsKLAF9uvvu03E +U/fkUTeigLMMQ6HgDgfGs56lp2lRgEk1m3qWwAGT2bCtE1so8J+BbGhKKgf6 +3p9/cZVBhjW73qVef8UBbqX+ljskMhjz4NeWX3PA/mC8G3aODLE0edegUg74 +HtcsVzAh7oPkmN3+lRzwb6oZkNxNBtn15yo96zlAKWEv8jJ84ABroduihwP9 +yre5pYn7yqFIQ3jzPw58fxU6OyFOgopzC4LtXFNQceWJwzhxXwquqRK4yTMF +l3y15d+Oe0Od/dF1E+umIPvMvHPnW2+Q5zNYKROdAiuuau3xs97AdDvFMds9 +BXpPVbMb73kBJk1uDrGeAv724PZbwx7Q+HFP0z67KaAUC3sofPQAOd/phpGz +U6D598aq9Jce0N7kV2fkNAW1HqmSorgHHLh89c0m0hTYQtBxxb/uMP816llB +2BTwyX+gb1/vDtcjs24M5E3BnHp9Ti//BdgQsNbEpXAKbm1z7xHhuEKqF0WE +WUTk/35Jen+bK5SaHs6ZLpsC2uLaRxIJrsAU7mhYhaZAZqdA/D0RVzDN4Fq3 +mzoFrjv/vLog4gLib5ziLi9OQWKAmVL5sgMUjm9+LGg2Da9//E6pVLGB6PRI +5yGLaYiTWllj890a3Kw4O1+dmobQzPK3zbetQba6+rW53TR4PGpw0GGehpj4 +842xrtOQs+tRkXu6FXhppMzwXZ2GOv3ZXnVeS5CP2GS09vk0JD7ePOF57Tj8 +OxSyofflNFRJLQqJdxnAN86Pzuf50/BdyzombbcBJNiVOhgWT0N0WXasZtcx +WFGyuhRZPQ0XekwcmnfpwkBHfAYPdRqab920/nVfHSqj5i9Qu6ehu6X78R0t +NXig7bQ7p28aXK2kzy8PHwDTZ3vLjg0R9Uj8CQ9QVYWqwC/NNyamwTZs+Ils +8k5I2qMef4o9De4Diuf9GfLgO5JmvW16GqRiJSReHtgKimZkWt3sNChtHje8 +mCIGq7m7nibMT8NhbafAowc3Ar1cm+T8dxpuBnin9abwQjUpZ5/q8jRoDr0/ +Lp46p/NIjn9uZWUa7PtWh+nxi+n8DwsVnnA= + "]]}, + Annotation[#, "Charting`Private`Tag$24329#1"]& ], + TagBox[ + {RGBColor[0.772079, 0.431554, 0.102387], AbsoluteThickness[1.6], Opacity[ + 1.], LineBox[CompressedData[" +1:eJwVlXlYzOsbxiskWojKlJGkyEE6oYS6KyrSRrvotE3bzHxFWhAVZWtDqZAW +tO/TTNPqm6hJUzMiolKnFCJC6CD6ze+P93qvzz/3/T7PfV/Xu8Lr0D6ahJiY +2BvR+f9tSXvb1TTmaPROXmz55w6K0ewdKkGDypvwfWT4+Bvyu9HGrPSMKuWd +UNGZ/p5BSmJPZw/rprIDVumGnlEjleDsM9V4RdkHzLa0xNjGVXi54dyOBOWj +UHTtajPj6iFb0fbsReUY7Jc2uOObaY5oqarVF5RTUOdG+ZG2zQl/WVw+zwpK +QaXx7aHgNCc8jj001sdLweMoyi3FSSdozFpXrB16FdvXdf3KK3RG6+872t2P +UzHFL6W/WewKmcnUzcvjryFPTEVFod8N6S+P7+D8yUS8o+pQ8HUPmFBd7ww4 +ZuHJMG/z0H0PvNuvP0eqNAtu/8h4rfzgAdXxY96l67Nh6DOTrgFPHArQ0xTr +FzH1zB+5IU8s8ikvyN1yCysHobSG6g0X15zyT5/vQNarawWXQcNEn8P8Wyq5 +eHKmbE1eAg1n3aVo9jtyRXvq7fIpo6HK+5BKdUounuamvrSdoEGOMIw9oZ+H +9w/7JrsJX7ScfrFf8mQ+jmhUKhz08cOBOQkcbm4+eOZvcjRO++HLOeOFAYJ8 +BO5TY3Cz/KCWkN/CX14Asd3JZYa9fohIC9G53FyAb33M1hYrf+iWyEtSpYoQ +crAzP351AB5qt3h06hRhhVPppzGTAHhUhtefci0Cn5N+Qe5AABKqB4OGiorw ++pz7vZKkALxtKu3Lsy6G8nmb33pfA5D5dHfl38klKOmS/b6XFYjNLr+lX9WX +QCm26MW8h4Ho6K3wTRkpwd36k1mxg4H4MbiEOrW5FJJxoVJt0nQ4vBs92/C8 +FD8jtcePeNIhPRN9wEK1HOzusmx9cQbSA5zd15mXgzr2aqZmMQMa3es85Ily +RNQJO39rMmBU2OPd11gOvwvFlK7dDNQWpnK42hUwVrbedj2RAbF/ovWKTCvg +PhL1UjeLAXMFBjfDqQI9i+LuJZQz8OSUSW30qQqY+59vviBk4IP9eMMeQQVe +GGz8kCrDxKZ5PYZGwxVgT54ZNFzKxPG79+7qfK/AZJiiVN4aJuauSWtSVK2E +t7NuVK0ZEyv+mDwYZFZi552rvLHjTPhXrTN7HF2J+wERK9POMVHmv6T1wdVK +lAeM8WenMLHtyTivsLESMf/lpKmVMOFYkMYPlmUhJbPN2vkFExkHT1v5rmCh +eMbNcPYIE8OLmJ0um1kwX6rACvrIxKGTpkLDgyyU7IvvOidBoFp3vZ3OYRbC +Gr7Z6coQmH6zpEs9lgWT3md/bigSuLDvw+O5pSxM3rG/WrKawKO5z+1/NrEg +s2nKyV6HgFJjc/d4Nws3ktR/1GwhcHt1+rOuaRbm3tJKa9pFoHHatPeGVRVU +C2ieJI3AbNZ6t0SPKnxJGLF0YxCw9KP0Rx2tQnYePZlzhEBP14eXtIwq0Pba +SueeIqB67rm7S0UV/AvH1bbGEPDZfn/Q8kEV8qcWeyVcIPA5L31ow3gVRt1v +GBDJBLYcOOOlLsaGu3lJ3a80AqfkiVcKCmzMfCzYbpFB4EGri89cLTaEkdbV +dtkEpCN2jP7Yxkb15RFVyh0C+/7W9h23ZWOPqQVxM59A+mvKmwFvNnzNXmb8 +W0Rg4MYs/64wNs58y7g9VEpAc+/Ht/fj2PjqJR2RXUFAJdJiq18OG9rra+fb +VRFYWJodN5/LhoRdVnElh8Ccvh/9pR1sGDmxXFq4BH5K2WvvHWajo7BEJq6W +wCe9ksivU2zI58jdl6gnMOozpytNloMDF1XD1zUQ6L3irr5tJQcOnLdaUo2i +PJq4wQNbODh9HE+uirjl48KWaBsOBMb1IU9FXEcNVNL04UA+um4BT8QVlvf9 +2o5xwOF55gSKODecWktP4sCRfWNtk0j/el7I/AW5HPhMUSp4Iv9L3QI3Vh0H +E9Z2f0fXEYiV0Cp1fMSBzYlTrPEaAsd1ov/8N8rBlHGe/nzRPIfce20zfnGw +x+FSywu2KK/4jTmQr0bQPr6nG4vA/rr4L8OrqrGVVbwoqZyA7dvRHWe3V0OJ +vWfwaAmBnUq4umZfNSTt4oQyhQS27kx/3eFXjZwVC8edcgloZFteWJxcjdAo +t0fiNwkoC273VheIOH9XqVc6Abnp6bX771bjh3jbvyGiPvxwLhdkj1XjctuO +U1XnCXyMlVLbOVMNXnfSrIHTBEaqPA+/UeAidIGsUn0EAcECBQVtYy5in5au +SDhE4L4hk9blyIUpy2z7aX8CNfTW6qN0LiA9teovT1HfeeGu9alcyO/8xb2y +V9SXb11F7iVcPO4ZirXfTSBx5dpp8WYu9N9LBfOMCYRHvszc9YEL+vRtiYfa +BJilep/eS9SA+fDBYydNAl59SSZJlBokGEcuS19KwFrfdOTpjhoUyYWc3TyX +gPpE3hrv6zWwvVJxcaCXiSXLxE5IVtSASrsmJy1kQmaPa0dhSw3e87Tevm9m +YipP+tCnTzXIKZGj8AuZ6HAPYp+0qIX666wpiaNMhAkMkP61FqT3o7iwnwzI +aXNGH0rVITVpToziewbuJOjE/6LWYdTke3xwHwNdVqtfuJvVoffaM7egegbW +8hWCNVPrYJw42RMUzsAgbyKPpV+Pxy80/Mpe0xG6mm49sqcex5YIH7k/oUPm +3OtJRY96PJXP5HSRdBiYvzQ+dr4e/4VQMmfS6Eh+0N6LF/VI+kJpjTKjw+Je +rlzn8QaEUB5JmlwNxIDaCs6fxAZcnN0Yp30qEEejMtx0bjdgxa0Vp4Z8A5GD +5IJkfgOk+oePpesH4ldjlOl+aiN+WRxMsnsWgPI6t9A3jY3gaC0eocwLwBK2 +/IC4OIko2q4tOWai/zL+l8OIEon0kBgNTU0/3PIZ5beuI5EcXjfFmO2HdYq1 +tXEuJKzyY/J3N/vCNNTjqmIFiY0naTeNt/lCL8M5L2VDE94sk9p/RJ0GT/e8 +gwUDTehp2ltPtHmhenhHh3B7M3T+CdPMlHfDs13RnxMsmkG1+LZ7dd1+fC+7 +q2S1rxk0saMXmV77oX/CwLPNrxnFs20Fm1iuqFm84XvTlWbkK61OaLVxQe1O +FTXW22YkxmiZ1UU4oiHvU3BKyn2I35tI3Oxji+bAm0tdxx+glDlF55evx7dV +hgtKmTxcul9lEFy8jzQaNuVdDOdBQbpvNmWePXn25q5I/zM89Dt7LIr3tSeV +FBwmVl7jQTqpX39AzYHUE6cLrz/gweO5S/bCZEcyvC896fzSNjgfDrQYZLiQ +00lfF/g8bAP1i5W0YOIguXPPT55JdxvUXdOIVDN3Ml5SLGr5YBvCVT/byN9w +J5edlP7U+7UN9beXUZea/UMaBao/2qv2ED3NwylVlh5k5E67Swh7iMyPn18v +SvYkJX4UL1yq2Y6XfGnaLnEfcmmn6SQ2tEO31/j0Qg0fclPOi6c+Bu1oene4 +tNjch6TtnnujzLodyx3Nf7jG+ZBt17w0TUPbMTLmJ5u4iEYmbVXeGsBrh9rQ +8cpFFF+yQK6CmtjVDnf1nwfe6vuSTcPmM6y+dnyqywqOd/Ylv1w8+mB6oh0q +uu5tRqm+pFOf0OYShY+/stSP7JT3I6kRZ725AXzMWj1jm/7bj9xst8y8P5iP +YNW4+E0q/qSNBltL/BQffTNTM9f1/MnIjqEPllf4GE+hJ7YQ/uQw1TB8oI6P +ygs/wy/2+5OFjZPxc2Q6wJZ9dDmzNIDUm/Goti/rgMr88cVeGnTSyrrptFlN +BwYj67z8Deik943ltvrNHbgu+dxmkw2dvKQ/8EblWQfOP1GypobRybFDbsrD +vzvwp0WwXKuVTmb86xgRZN2J56qXK+a7MkiWNmeXl3MnaAax4s6BDLItQkHR +wbMTnRsee/qeYJDfKE9K9UM60e6Ufbczg0Ha7LUb/JPRiXf/jknV9zNI8WZL +04TxTpw9++3SFzsmSVlYJBf5vRMSrTld/7gzSW33eX1BYgKw+ZZKiXQmuf8n +L9hBQYAjoVLb1scySbauWe7S7QJc7JedPsJhku1Rdw7LmguwUcj3Gm1ikv8K +ZhnN2AowNrPt55IOJilLb3427C2AvkGpW+MQk/S9DamiOAFWhW0IlJxPkBGf +M7tvXBWgcsHy7rDFBJmMP9kJWQJoUIobC6gE2dTXYHC4SgCXDMt7u7QJ8tka +qqR3owChly5zuHoEOR524rEDTwBzvf6Xo0YEqaywlb6lT4CnC/piIm0IUsfr +mv5fowJcp6sMv3MkSPOK/2ZRJwToXXhUR/EgQR6x4mbMSAix3O2id14gQZ6/ +rhTwWUaINnvttbKHCTLrbcjmV0pC3DpRX6gbRpAdMZsErX8JMW3nnVZ7miC3 +LuBLXN4shJQS+Tv+PEEWXPPUdzMW4ox6jPXiRIJU0viPrrlHCN9aMtwqmSDP +lCVmTzgKsWrI5MiWdIL8tEXzaa2HEJKxN9f3ZBCk+/36eTF0IYJStLK0ckT6 +z98eoUQLoRj29dirApG+V2T+cJwQBwwrhVYlIv0Piv0lqUJRnlfZ/uUEGRNW +sjAsR4i573hq+iyC/Cy+w8ykRAizNF3ZGrZIP/7FMWmuEOf9zgS/rxbNoxRU +9vSeEMMf1tp01Yj8ciRfZXUIYRLrmR5QJ/Jbe3NJYI9ongPLbNj1Ir/qjVab +hoXIjqIyKhtEfsbtUX/GhXg9Mjjh0UiQJ/1LFiR8E72fpjzJFvH/AGpjB1s= + + "]], LineBox[CompressedData[" +1:eJwVmHk4lG8XxyvahLIk5JcsSYUUpYQjWbMkVLKTfWYee0Syi0gSslPKFpEI +kbtERDJ2ZhBjmcEMFSlRvc/7z8z1uZ77Oed7tvuaM2IOHiZOmzZs2FCAf/z/ ++13HoYDTm8ng6SS0VPUGQ/tOJBXzcZKh5LHvhADOZoGj7wN4yHDZzOmKRgOG +4pD02KgAGb7UHlfcX4+hJnbfXxoiZFAyqwusqMPQLz3EWyRGhvX4dLmlGgwd +vcchy3WQDJr5SmaMagw5913S8ZYhQ8rT+q/3XmIoW+iR/eAxMvRf4+GYq8BQ +nw0zSEWJDBZ2jIKVMgzteKKU+kiFDNzo5efqEgxpzIZXbNEgQ+bxktiDhRi6 +Ife5naBDhmJ6y7h+PoYqfISmyQa4P6x5VDwXQ/Rax38nTMig+EgqrjQDj+9v +uVDmFTKExMkvM1IwdOncmsIGa1yv/qzkUCKG4mO0jZwcyDC/Inw4MA5Dq7yj +4UdJZCh1/MIYCMGQvLl0drI3GX4s9KL7N/B4sn1qVv3J4FPEXvDPG9d/kIP5 +PpwMD3lPTS474npUlC6Zp5GhYUxUTEcL1xMW7vEmmwyDTaPELBVcT2tnrHg+ +GTRojfZPFXD/Fx0bmWVk8KpQfNyzH0OuzvcPhr3H45VkO5j9k4Ryn42cnWkj +Q1xAkW0Sk4QGvh600v9Mhpj8yB0qEySkGdSYuHuYDGqK++TLPpKQaOL8avEC +GRwSBP9sf0hCjfYhxZVLuD6BjK67d0jIRoHvav0vMgj/SqgkB5NQ1oBy7adN +3aD02UE4+RoJCf535/qiQDewr7x9wi9DQrwl0kuK0A3S5/o5BV8Q0Yughseq +mt0Q2JKtkplHRMaGxibaet3AfUMo5Ms9Irr31f/FFdNu4Anp73pGIiJOpVaP +QJduWMo60nZFiog2Nzsx0b1usHq5zLs/noCepKxmtiV3Q2XxlcEP/gSk6XJX +vzu9G27Pzygfu0ZA4RzVJbT8bihm40y5eJqA/hqzu22u7YYPn4eKWmju6Nfo +4+nz491QlOqW+vSwO5r/+WWsX74HHH2PbXtxzxW9crnXdP5kD7S4jJ2jermi +0EG1AnSmB7TGf1p9MHVFAjXZpGLtHjh5cNhmXMAVaVy3XL9p1QMPyqN0ZTJc +UMbygJBkDP6+nfeKe4oz0v3Waeb9pQe01X6aj9o5Ij774FP0qR5opmTntJxx +RGNkGRGruR7Ivy32+IaAI/KtiJvU+tEDBrOpjtod11Cuh5630I5eGH53PCz4 ++DW0wmq+9/ZkL7CEt/LV/bRHT+bq27kTesFfzj6I9NYGYQ8vSLg/6AXbDZaz +OkQbpKQ5GdSS1gsy00tZA3tsUHs2h+zN/F6wkwzfx49Zo2/GV+/N1vYC9dlE +tdQeK6RWs2LaPNkLjrIJvU5WV9FwxLHRG6f7oGCvTvj5OlPE/V/h4tRUHwT5 +bgzNrQMU71btnCc5AF7O9JBgTkOYUy+L2XF4ACiak+FbOwxBR/BpyfWjA3Br +m8ZTrVgj2NSavGCgPAC/kaclYZMx3JD0vb56YQAMF+Pzdty8CM5fjkebBA3A +7Tc3ZWqczeDspYqn7D0DEP9W2FCLzwJyZIpaPQYH4Gf4xpf/CBawzpY3SxkZ +gIyzWp+vN1tAbeU92Rf0AUhPuZr30NcS5HZ5VFv/GYDCQOfTcd1WINIh2/JK +ehCcU8c/BQTbwor6synXkEH4KnhdsEXfARqezGf6Rw7Cmc2josGeDhC+TcY0 +OnYQDsznq3KmOAA3ufRd/oNB8Mk/GfB81AGkbJ/njBUOArNgZP9v4jW4HPzC +3Iw8CG9E9Y65RThCdV3NJxAbgsROX+6ku84Q+N+vCCOpIWAl57M/LHUG9bBT +Z6yPDMHDWwPP3Dqc4ZNuXXHgiSFw3Xdk/fo2F5gafB1drTcEvJokrcOhLsC/ +8kb9iPcQpAoErNY5uYLv8eYqgfdDMPgzXah9qzs4K+7Pu982BBbE9/lc4u5g +fvJmHOfnIaj9lCrEpeIOZ5QVHTYND8H1YPbXah7usEnjyc6FhSGQ10u+79Tj +DvcuRrq3CA/DkZXy7XfiCBBqOn5Jff8wVHy0E8IeEcD7ksrZ+gPDMKr+V5aj +hgCXry7veSE/DLu84qPcJgggYu/YkqU9DA+b9iw3HidCiafmfl/vYbh0qcbz +YSsRsrzzdiz6DwOlg3vH5BAR7vqur7gFD0Pzs2+3JmeJ4BlQ1WkbMwzb7Jc0 +Nu0ggVKoZJB+zjBMz4gmV+qRQDo81PlD/jBUXaoyzDMngXDkyMWzxcPwXyNX +8lkXEvy9nSytVDUM5mnXjuZEkKD5HvuAePswtG1+UlBfS4JX9+3eZXcNQ9ru +1Q9nW0hQ9KChVLB/GFov8V8N7CZB3EPfCO5xnIu5zTbNkuBmOhmLnR6Gs+l5 +IReXSYBlyliwzw+D1C7bxyb/SGCSOyX/+8cwRJmHWbrzY6D5SF3Eb20YZHW/ +vw7dh8GJ/KytXzdQoOpOSb6uNAaChWZj0zsosD7U/YypjMGX581x3WIUIHov +/wu3woDMYmceP0iBcVM/pQ2OGLyV0TJIlqHAa9mIfccIGOSVtHBeUaJA0rv2 +l2UBGCTObibVqlDArlhKffUWBmHS2p1CGhS8zmanfkVi4FDw4e6IAQWMx0rk +dyViYDK9ZUHVhAIG13/xH0rB4JykjlHuFQp0brGX/ZGOgeK12883WFPAt2yI +5JuDgeTjVm4HBwqcv8XfUfAYA/6JrR7vXSggk3dHOb4Ag837dbskSRRQdPGu +lCzBYMUm5mi0NwVMSM2HPMswmMluu0f3p8D3IuU0rAKDgZFtX3WDKfAxzHhF +9CUGrXv1jEvCKVA5qaEaWY1BrUVsxY4YCjy7sMslswaDovSPu0h3KTAzF4A5 +1WGQNrTd63MSBf7F/TWivcYgds/57qNpeLwfpth5GzAIvHzn2P1s3N93+bvL +OLuntN///pgCG0+XTMe+wcCij+O7aREF3JOGOXtw1ufTN6kuo8Cvru2bOnFW +MYmrFHhJge2ZOi2BOMvc7+ANqKWAj5/9FSpuT4S8w2f4Dc419LqFegw4dxr0 +Kr+nQFuczGIVrmfdMF4hq40CtNlzv2Vxvaz4Tw/+dFJAKIHty1U8nrEOzmWb +Xgrs/brp8Sk83s8chmZvhyhgrZSp216JQaPe3SqxMQqUy9KHuPF8PY/p5I+Y +pMDU0fdXt+D5zGnl8ptiUCBTpLOnohiDe1uM+rUWKCB61tGAG6+HZ+TnlG2r +FNiy65YzLRsDu/fcK25/KfCkJmrvVby+FzdduNzBRoV1a8nf4ckYHA/tEkjg +poINOcjpaywG4min/yIfFbZIvONUxPuH7++FQWMhKqyoveI9gvfXchD5IZ8k +FXRiuQMUvDCYer3rl+8h/Hz2xl+a7hj0rxqbD8hRgX3p/R6Oaxi88u8WTD9N +hZGtu0PLTTEoeMVz47caFbIXji3e08fg4Y+Lw5aaVMjfoqwveQ6DAJ+e9H0X +qGDXZyPqdgwD10re3yFmVEikb2wWwufn6jcTi4mrVDjsn/X8Fj5fyh69wk8c +qXBe6PsrJw4M1tz7Mg8FUkEyRsH52RgJzE5a35cLoYJxYinq6CVB6caZaIVI +KjjNxs6WtJHAJu2nl2oCFTSqdHYVvCDBuxZh3YuPqXB3sMEvKRS/X+7nq14u +pELZCxvhUh8SeFvJKFiWUiEpzN8+ypkEkkuq+5xeUYE76f55f30S3N5vvxzQ +ToXn1OIuS14SjM/PzgZ3USFLkdDhx0aCUzXeX8L7qPDz3Bcb42UizBlGtseP +UeG7Y3e3Tj8RDIMK8/K+UyGFWlJ0LpkIfAMsgzbhEbBR16UlbCEC8dF1jU7R +EZBIaNj+fokAzcR/Sj2SI4AePRN+PU6A62w8EiNyIzBrOZ37rY4Aw/KKq4sa +I8D/9+z0HTcC5MYFPt1DGIEFG23/u2/c4cjZrX+d60fgXY4Sr5SyG1SUPDs4 +9HYEVjM6ZUf/cwNFfuOLeh9GgFbM+d50oxuo0NOeHOnG/Se7hYa2uoLR3cP6 +X2dGoDS61Wfc2BW8hw3TbvCOAoe3Z92fKy5Q55V8PN5tFO6tVPTMnnYCNeop +qz/YKDTKLKgeFnCCJs3RKMx3FBQiNIMVvztC+x6pYeOQUXikbDhXWOwII29q +QnanjEJtuMFrfgFH2MBB/ZTzdhSect/+fHXaAXQei7m82DMGMYFuv3Tt7EAx +jVvqg8gYLDBQkc5pO9ifsDZFERuD6TkmmzivHfy+0e/ALjMGGccTFQaibaHs +YqzNFfUxkPyvi1qhawN8G79d+uM6Bs/CCDwjyBK+2L7V1Hs9Bl7yggOcYZfB +/z9b8QmrL3BPXWcz9zdtkGFe2jFoOA42vTG+wgwtVGtmgO4Yj8PzSwrSD4q0 +0bk3Gj5qpuMg9ejQ9R5XHWSRcJT61Hwc3O+ma2UzdFGs/PZnvtfGIY/RlSw3 +rY9mfBvO897A7UUtZxgwjFHeH/E7hk/GYW6nU8vbF5eRjLOQ2sbCcQgg09ZT +OK+gms87v1cVj0Nbvlm3vMsV9Dl3/apI+Tjc3ptZ/3KvOfpzduDQfN04PJms +y+sPu4osomM/xnSNg3I48DSftUJ8O79ua/49DjeJqSJiLXao582d23p/xsGh +s3DJZN4OJREPbOn6Nw7U/Z/9bXnsEW+7BRuFfQKMTi4obbXGOarlzyL3BERS +vgTHfLdHu9Yyvu+VmAChR9sxDoFriJOuNeKjPwF+T+L6xlWc0KeUcYtVwwlY +/nnI4pO1E4rXDBq+ZTwBhpUOb2JuOaEdjysGYi9NwLDu0XVv5IQ4rPd259pO +gEUZ573N4Iy29X5t6fCZgKYQ5W0zii6IHWWWS2RNgE/kix9Nq66IoqKp+yVn +Am51bZq+KeCGyl8zxzMeTUCceWf3j+NuyOKVKi9v4QQU3TQPliC4oRdlX3w3 +VE5A2FkVRechN2STJaE82joBjABBAYMCd6Qo/KknrX0C2MqKGvsa3dH2NF+C +WecEHI4REhIcdEdVD1qyOnrw5829jM4tBLQjzuVf3egEKK/WwKIDAdXeeNac +ujQBvyVDI/q5iCjhp6m1ycoE3PNZtWWJEdE1v/UfXKsT0CV35HLDCSLi9jI8 +GPV3Ak5ulnx/y4qInFwXY3220wD4mPKJBUSkPPNQ/CgnDRIKw10sa4lol6N6 +/Rw3DXzY2Y6PfCSiBtv7THt+GiyfF/j8Z56IeK8oXDAWpcHVNlWrBnw/Y/RR +6TvEabD/YqrzURUSemMSGdoqSYOvn1TLL+uTkKtR/wu1wzSYYMnYvnPF90Et +f37ZEzQY3ZO4jy2PhJLfi5YxlGgw83HbGl8ZCbmdbdN6okyDxSLtb4N1JMSv +KuS/Vx3n1JjCgB4SIijWD2/Xp4F7hehnoQ0YekvuL601pIFB8vBSAgeGdpO+ +hrgY02DrXQHeOn4MoacHpFou0SCvTa/3iDSG+DXUV33MaSDlXKblewxDbmMW +n8QtaSCi43HBSxlDfHsSvUPtaLDr0d+uGH18H35ZonX0Gg1yhUVE8k0x9OZC +i+CYEw0unTtV4mWJIZeY341nCDRoFZSBI+4YapDcnTRHokHVblUxAS8M8bw7 +6pTuSQPuRrRW5Y+h+lXHHT/98PxDlTl3JIZ2pYaMPQ2gQYCfUUNbLIacjme8 +MAuiwZzNM8rJexh6/bkqku0WDbKFzxSYJ2NoJ6HrSmUoDVKcZXjl0jHkuHXu +sH0EDToQkbcmG0N1+ex/d0bTwCK0KHPpEYaujZx+Qoqjwa30W6K3izFUG2Dm +L5JAAyWWzNaxUgxx7fY435FIg6HOvxcZ5RhyeBH7X+ADGsi5W/16WomhGsMn +X6VTafDNkrQkUI0hzrnG94NpNOirFVQ9U4Mh++jh1OhMGrwV20zmrcPQK/Fl +txM5uH1yWmH2awztQNyqU3k0+PRoFVHrMWRneWjXg3waNIlxCXQ2YKj657nJ +swU06EoMKPR6gyGOZJtXX4to8Hsuz/sjzrbyN2Jzn+H5ny+53odz1acHVkbP +afBwZ9DLJJy3uz0/+qcC79eU6kPsONts/rip9CWev6BGijRu/+WjyX6LVzSw +uVXXtgH3v03tb9H2OhpE7ryzEofrtaYI3qytp8FBk16XdjyeyusKF1waaSC6 +69f+BjzerXxG4gLvaGBSLnzQ/iWGrMpdfzS/p8GU5H+hdRUYeqEf0ebzgQZx +M3nHW8owtIWRnSn+kQa/hrdoR5ZgyDKyFuvuoAFBw6NppQBDFft7z4Z+pgGp +tK5CJB9Dm9+w+I920yB/MFJ4JQdDFle3MUZ7adCcI8cRkYGh8h/i9fEDNKgd +7b3zPgVD7EmqCWeGaUC9ZFxUk4ihq3Lm9nNUGpglqnnYxmGIzeXuVt0JPN70 +B0fbQzBkzlZEWZmkwTsVhtbdGxgqy20qezpDg2m2O8Dug6ErQz9N2Zg0OF7b +sI/bCUPP9BzyGldoUJ/+MPKBFoYUZcTUYJUGY3+uGSSoYqiRe5yK1mgQkeRl +q3MCQ+Re6z3vNkxCQefn8mUJDC1bX014zzEJca7y/Gp/SShYXVBGk2sSMhMa +DGSXSWiLxODH5p2TIPZ81YM6S0JCDLPNH/gnYcdEM9m3j4TUvI1vtu2bhMLC +w0k5BSTUarZTWE9sErjezVXeziAhY6XPNR8lJkHQRTJMPoGEHNb1l9qlJ2H3 +NPn+O18Suh2t4955fBL8hERTptRIiJyhZt6jPQlF8w+8dVuJ6Grwnx8mepPA +zcYho1xDRDTbhge9+pOwnYsaysLvw2VJ5a4+40lQDmu8kx5FRELlJ7QHLfB4 +LB3371AnIof3Mooj2CRUbLjBc72YgOafzndbeU2CT6Ow+oMUAvKNKfEY9ZkE +7dteIb5hBHTbUPrZWMAk6LDnfIkwJ6DSQQnxifBJOEWf5KKyEdCPeeFdM6mT +8E/i+pbkC+4oOZvempU+CVqsSPFtJ92RwoWqENOsSVjdlap5WsQdeVUaLr59 +NAl7nRTye+luiBUQ+jmzdBKuLz47/DXIDU1vnom/2DQJepvk4januaJ+0Rfb +37AmgV+/yKj0kTPy7Q5+5/MVz0/mWT/DUGfEF3H+xuGlSWCLLReptnFGF2cm +GQ9/TUKa9brWsLAz6iwVaPNmm4KYr02xtxKdUMvpm9HSQlNgaRYxdcfLEVWb +6rAla07B6jEZFyUuBxSjXxslojMFZmOXOzcy7JHVuUPbnupNwSv7ILMnTfZo +k8IOrldGU6B7bIDXx98eGfF2CQyZT0Gm1Pwt9S92iEG+fFiENAW9aia6HRds +kbCR88UnKVNgwbfr+E2wQCG6UblVM1NwY93YdXTFCImNnh/Kj5oG9cq9X7N0 +zsCdpjPll2Km4dTI43aPDhX4XigTvTVuGuirVYK/jdSgyZtbkZA4DaEn9OhJ +JerguK3n3vHMaaiUi46oeX4OihSu6ryrmIYLs2nuZ8r0QO6Oy6sx6jTkVrdr +bKo3gVQP87uJY9Nwlb8yZWyPKfwz03PUmJiGoaXbnXd8TYEseoS3YGYaOv0i +tS/ImoFX9QKJ9G0a4gtnv2NZl6Bq3O/A+pYZWMi3fQCe5qCsFJksdHwGcjre +cfykW8OAg9DJbMUZ0DD+N+moZAM+Cc8H9yvNwKcNRv6J0TZQOj0kLK0yA9nW +ogL7JG1hX7Lso5PaM/CvIUJ2g5wdbPo2UGZqMQNjetTdUrb20FFyqPVu+Az8 +uct6pfrkGrgONLryRM2AVk/PRrnWa8C+yYwj5fYMJNyrmf8+ew3Urt4yzIqf +AT/1AcKqnCNUbO3tLUmdAR/6+OjXV46Q7HhzvLVkBmR59pN1G53Aal/X6sbe +GXA0WxUvLXIBbiHv6vr+GehWOH+Ap80F3vHt9vIbmgFFmVTqKboLSG23ZDBG +Z4ByI0aiS9IVFpdmBroYMyBWlhvCne0K4R//vsz+OwP9bt3eKWH4vtD8yOPK +Rjp8Ngnz2pjtBvRGzSM87HTgMgkiHKl1A4OqO48jt9NBtpdxupblBrtzBe4T ++OmwYZ9nU9kldyjylcNOH6bDa9L19s+CBLDw6D60JEOHD2JJUmtHCcDl7jtd +epQOMjIGHhPaBPC2fW21/wQdApRPUSk+BDhzXlt/qzodDCv+9QW2E2BBc3bL +Ow06sLiO6Xl+IUAexDcFatFB7mnT9H/LBGA/0XN64TwdLq4nvM8TIcJnURvp +/kt00J7RJIA7EUKFN04lmNPh2/Tk9a83iaCw+0muriUdWstZ/Ob3iJDGMSfQ +YEeH+xFq+udfEsHhh9/mfAIdmvotcqt/EuFH+12aZxgdxtrDjMK9STCyo991 +PYIOlCmu6KwQEjQZiCzejqbDG4fN3r7xJEj8XLKWE0eHqtuXl62ekuBwTyt/ +ZwodfBb4c7n6SLCLb2emeRodJFRuefN+IcFP08tiUxm4vuE2ib5ZEjT3T8mu +5dLhq8MMuvsX32+HN+ocKqFDbVa6zaAkBprCep1VpXS4F6KV/VYWgyOWiabq +5XTYu/x3m/NJDH6N7LO7UkUHJ4MbwtPaGIz95zxDe4XbO3kws9EIgxabMiJW +R4f/+N/8Nb2MQdL4mRtRjXRgC+Q6UumI7+9iEf92vaOD6JPg3kACBrYO7VFZ +7+mgZHB23z8vDGSmzJNettHBJKzVTvkWBrwH8gShgw72vZyq3yIwWHWi57R3 +0kGL8CzyWiwGH+h+zyZ66PDpQdqBwAcYlEq/OUbqp0P8rLLrvjQMHrix1/4a +pIOZxhgjOAuDwBJ9tUgKHfwfP89Oy8PAbj6peecoHfSfeQdjTzDQlqGcz/xC +B2Z5XMi/QgxkSWLdUjQ6pLT9yNR/hgH/c9crlVN0yJ3S6TB5jsHvhfJRVTod +FKgvt+x+gcH40Z/XPs7S4W7gFt2k//9/5ak2Z8akw1JKYWx7NQbPX0R5ji/Q +4TRvxoc3NRgkf/+0QvhGB45vQb8JdRgEKfAH/1yiQ7VFtFj/awwcfC3ZIlbo +UF5w99RqPQa61Y9juVfpUOawUXWoAYOjK7M7M9bo+NXDlPF+g4GA0rHUA3/p +IJ20vKUV53X/AJEXGxgQaG3ZPoDzZC16rMLGgGOGf64/wrl9dcuhts0MiDtt +wnUQ5wplo3LTbQyQA1KCC27/YVDKiS8cDHjdsL7mgPu/1TBS787FgK0XzpsL +4foc/0horOxkwHqHcsGdWgzOqxHawngZwKNiNPvqFQbHQiqNuHYzwLMn90BO +FQaCb1f70vYwoG5y2la9EoO/G85aSgozwJvqlZ1djsHU2ZiJchHcvrz8VHUp +Bh3hXS5nRBkQfalIObYYgzR2G18TSQaI3ppTsH+Mv39tz4luKdzfBq24wBxc +z3vyjwuHGEAUOtV4MQMD+fBz/oZyDMj0daGevo9B6sS60id5Blw20x0+H4/n +R/3Vr/MKDKCNcFCEbmPQ9k86UPcUA7405/B8D8JAzpam3KrMAFPhWLs1P7xe +jZlrWqoMyCBH05o88P4J5g4+p8GAV8kcr+IdMPj5eylEzYAB/aX2J7m0MLCy +KFN/Y8SAExrHqrerYtBU57xR5SID7jsI0JoVMUgIGA4/fZkBI6v7E/wlMJBa +aYxStMPzPbtRm/yHBPGXArRfOjDgqg5Bt3mJBN+rjm097oTrvXDsoT8+z40+ +T2KOujMgtcbaRwSf/8vfYuMO+zKgtD64xr6ABA3G5wyKrzPgDkGtxCSDBOIV +65zSNxjw3imphC2BBAuYR8KBWwx4NDCkVuBLgiim2f39MQzo4VV7+1WNBHP6 +3Ca5dxhQ0ionNS1PAuNnrbz77jIgPckzOEOcBCLuysl7kxggmcYM0t1Mgiq6 +6EOBLAZ840lXrm4lgrDO8JWUHAYUPjlUXFWD35cFSYL8jxiQbdjPfb2QCAZO +mzN4ChhQW2RnANFEmKLNZXFWMGDuZfHtRXUi8I1VP97UzICgkXgio4QACZzB +wTUf8P4Vu5HqmkIAjjOa5sSPeD10FJ8+DiHAprQeroHPDNgdJXFBy5QA3y8u +BhQPM+A49SeX/k93ILdIXzBeZAAvnR3ij7uDwfLioc3fGTBY/Ffqg6A7tInX +sL9eZgB94Fj9m79ugEK0Xkv8ZsDiiZRvMx/d4PlphwM/2WdBI3PvurS1G8SX +Za5lC89CTuPhviJ/V9g24jBg8t8ssFTYF0avukIkx+EXW/fPwnrtN4n+M64Q +5FLr7HVgFmyk1nfv+OcC7mL93ZrysyCXfScpO9wFdFO4i+a1ZsGvxob2+JYz +bA4OMzvtNQvQHTt308ARqr4xV5HPLHSPvbrLedgRHJ3Nc7Wvz8JN/9p4j62O +0Hzh6Jxp0Cw8vrK/u+LdNYgUHw3BomaBflyaJa2I/z5oO/UsP30WjJlCAYo8 +DrCJ7+tG7qZZmJFoI9AtbWFDsU05jXcOdGu/HlrYfgm8M8rv8jbNwQprPVcq +8DCqWc+43dQ8B+MPOd0jI2TRuk10mHfrHNQ81RE10JZHtyWs/Xo+zYHobq3O +CSMFlFXKYZ00OAdheWoyJdanUUujkwwvC38+nz8kV6OBBCf3dvAIzgMIbPD5 +mWeE3hyJ2caDzYPtabneiloLdLJvT2eS5zzksz88b85hiSpuFt7n95kHv3NC +Hc2Wluhx5wdhwYB5iKyoFpv7Y4liPDbLiobPg+dbaYoJWCOTl+EXZVPn4bWK +0RjbK1tEVw7O0GucB97Uspx9Sg7IbpLTtuPtPKhuF4csSwdEicuSMHw/D6eW +Hg5+C3FAn0bqS43b5mG+eumlRJsDqrz1u/FKD67XF0WlX76Gbjb5TzrNzMMB +dRHeOwRHxHPeWyacmwlBx2ztr/s4o7x3O3co8zDBPCHLczXZGcmfLpv9xscE +V8WhDI1XzshImlFgL8SEkano+QO/nNGdLTZiZyWZsNCsbnjwhgtif68nsEGZ +CTSvgIhOD1f0QJm+XKPChA1fKhLi7roi8crIXg9gwtFvRoUcz1yR+iOU+EWT +CfXBEz3np11RcMiJHegCE8LObFtpv+yGVs6IbbjlxARWentunKw7inrZOHbC +lQmel0uun9JxR/xHrN6w3JnAU5i68MgO31eEHwZaezKhsrjoTXGSO/L8xflD +JYgJe8oNJqOW3NFs1a/ZtUQmYIl/aMpFBBQgk9r28gET+Aat3ya/IaBtTxQK +CalMKKNsDinsISCpB5gjNZMJbxva2lbWCMjBa2rsdQHuTzKw56Q+EY3Ikntv +NDDhhf87dZ4RIsqd5wlmQ0yQ1XVdaJnH97ViU6m775jA1tOydnqNiGYlBwPy +PjCh33l3qa0QCa3sHfuvlcyEhIvdKNuEhF4Pi7Ya9zLB6vnWZj07fH99aO9J +6WeCvEqaRBWJhNj5pptYFCYMu3gFv79NQjwcTBf+aSYMPRoO+FhLQn2tsjw5 +dCb0/qmWd2omobQoj9cH55iwV1LZsbGLhPZtXOI8s8gE6l7b4aJpEpL5tfrC +fpUJGtQGC0tuDC1Wn7GcX2OCX7zb+fE9GKr0CWb3+4vnu+r4mpgYhk4vbrgS +w8aCiuElQ+pxDGnPbF1/zsWCGiWBDAlTDG1/ovf01C4WXE7w9Iy3wNAn+zij +Jl4WrBnMe7+wx5DpKPej/j0s0Aj803DUA0MCmcbnbYVZkMCBzcT4YYhinrTE +EGFBZuyLf9lBGLLr2629Loafr5vvWIvGkGTSlcUoSRZkqN900ozHEP1CetrO +gyz4ksXXoHsfQyVc1LPph1gwRAlq3paKIaxDZF5chgWhxXt8IzMwdCzWJrlU +jgXlXrS39TkYWtbOUz15jAVJRM9Hzx9jKKhJIlHvJAuSSRJrH4oxpBbqdLr3 +FAt0npMcmaUY2qRWSLM6wwKD1y1nO8sx1LLGiJtRZYHFn4Z4t0oMxdQdPuGp +zoK6/27BuyoMGfgTx1Y1WHBhe6dZ3ysM7Tzx/HaEFs4bt7Y9rsVQz/dFeS5d +FqQ+EU+ReY2h1IpjlNTzLHj5q7zWqx5DVzGfiP2GLEj0Gjrq3YAhEZlqmZIL +LPj80+aX7BsMjc+u9CuYsOA9K3fXU5zzC0+FvDFjwQGF+/6DODs7BUrrXGGB +1cEmmRacD0s0dJOvsiCsxFIew5k1/ifQwooFv0X2R/Tg9ityQHLKhgVka4LU +d9z/UuDSVnt7FtyRuhbTi+s7eaVwfvQaC8amaua96zAUoGDZZeHMglWqjSm5 +BkP1O3e+HHRlgQobtWm+GkN/55tSzQgsQH9V1FpeYki97XpgNwm3JyDRbvUC +QxFPDtsYebLguUwdofI5hj6Ejp3t8GaBbGWt9IdnGNpmnXRA1w+vV4br1rQi +DOmf1t7e4s+CdaNsbumnGErY/Zt5NpAF13Jqta4/whD5Wxm58Sau/3lxVXg2 +hvg+21edCWHBh3nmNcN0DF0u2Z1WG8aCo8txVgPJGKI6BNtWRrNAHmsxlojD +0D44du5oLAt63BTt6VF4/+2dliqNY4GhYNGUWyiGZnoNFp4msuDTZ1PfEl8M +SVds6BF/wIKWux/SXTEMEeKrqnNT8H5Reuk47YKhr5oiwekZLOizDpDYi8+D +ghjZTiAbr5/lgmKfCYau/4nQfJDLgmdbhA4a6GNorXp+x90nLEipal8IOIOh +LQfrM0Kfs4C5Rv3eKoghPTaPW38q8PPttqwbOzEU/0XcIfAlC1heqlfnN2OI +J+3OId9aFigWFA9yfichke0WtS5N+HnvP10GrSRkO82VNdXMgqqFM5Xr9ST0 ++N27EPtWFois7a8jVpDQwcBDOpaf8Hnuep12N42Ejs//6jcaYIF4lVBAvxMJ ++bWW1nUM4fYcasxizUmoNt8uW5fKgn9P7x35e56EVK3aHDXG8X7e3qVy5CgJ +6XY+XDoxx4KAFnHV1GUisi4/yfPfXxbYDRbPdvgQ0SuLX9zkDQsQeft91wF7 +IuLe8pozgm0BWkO2/1IyIqK3VqrbZrctwORupa6og0QkzqH5r4pvAfr+mW/o +HCCgGceLLINDC/AszPP3SWkCUtvFN//vyAKIijxdleEhoIf1fYxKOfx81+X4 +sVV3pMtrPiWouADHJ2LM/drdUQmyoU6pLUALXVQ6wNUdYcLEjzfNFiCWpPhi +e5ob+tAi23r0ygLs1+Rd67/phkS9FptpVxfgkkXSgL29GyK3er/VtV2AWyqv +zOsOuaHjfjdq+N0XoPFGnK5HjSv62RX9tDRkAbyeU4dOtrqg0KhHYSMlC/DP +STXa7LUT4vLfet6+bAHQhdGBX+lOKMOVxDtTvgCqniqZpBtO6KX+6fzFqgWY +1TmU81HJCc3wdDdvQgtgn7kUZFrpiPRzNmw71LsANU6N1os515BAjW2C39oC +qJ3wodub26Myxn+Z3AaLcBJLnzFqMEcx2VF2Y0aLcGtw4+FlG3PkaMI68Pzi +Inz6mJ58eaM5EmloqDC8sgjuoYcmL2tdQXfuWX6Id1iE7M8uhfbtl5DryfRv +HDcWoXNrPVvkRxMkHsmvu7VgEa7qr1bc0NZDf0/d5BosWoT46j797SG6aJg1 +2VPwbBG8xr9UX6rRQYlXXlprv1gElW3nbsse1Eb/Dpv4RDUsgrTJYYXd7OfQ +SPe9HLbeRUj8eS3ByO00qo3+ea23fxEeZETN7uhTQslnbA/lDy3Cifkhxm21 +k0j/qVyVxtgiPGTSTnTyKqDXAZ0fw2YXIffExQou70MoVfbEvYtMXG98uIqz +phTyomWZiS0uwreHAtVhAhJI2oD45e3yInBFm2Tq+goh9o19TxJ/LkJaoPzb +G3v40Hj1GXe734uwc8Wdm+W7HTW45x+V/4PnY9gh6azfauND0R0//v3D4xX5 +sO/bJ8HG/wET0oDG + "]]}, + Annotation[#, "Charting`Private`Tag$24329#1"]& ], + TagBox[ + {RGBColor[0.363898, 0.618501, 0.782349], AbsoluteThickness[1.6], Opacity[ + 1.], LineBox[CompressedData[" +1:eJwVlXk01dsbxkVJcUOZk0o0GZMo4QmFEMqR+XyVqchQIRpE4jYrVFxChZD5 +mKct08ExJIqMpdwQ0dWI+J3fX3t91trrHZ732e/eeNz7iAsnBweH6BIOjv+f +Ri6jHdVjltrelqXuQgKrtJfqSfgMiavi3Y6teYlRn7V3JsbEM8T3o8jhjZ9G +1Jy2cWt3/iNxGlaIf5s7F8kLK+eflZHizpDjDnTtjliLAaW/9W6L+2LCoHHj +zTA5JAmbhd8Qv4rvygU2N+334kLrw7qjZVeh8mYgamCnJo6GvePcZBcGd/6F +0r6VWuD7fvpyeXw4OmQdmR3F2gjoig6YWH8dG36Xhudw6+BwVK+76eY74Ojc +FXvyyH6E8DC2XBePhuWZ0BnuMiNsN7h3Ld8nGrXi0hNnNxvjVZj3WB8zGvXr +fWtDIo0hwyX/XNH/PjTLxGXPnzRBw59kxa5XDxAsOZFYsNoUfDMPdq2/FYvE +4FC18DRzxAyc1ytcSMCrp8fzykstoCNpkzxomYi5lSphiaMWGLdVX8aTlYhM +E82HWqI0SE0EOmUpJEH0btxYylkavE+qyXL0J2GEX+GZ8DZLrHbOSUvZ/QR5 +ye7Nn8KOwtrmcc7012TsyBXj2Mdlg6k+2sonEilgZTi0d8jaIJzO42Khl4JB +H7EWEUMbMJy8JYqiU7DQLZFZctMGq7y0wi6op0IkwLnVnN8W9Vfe2nJfeobu +3ec+XlhuB/tltwuLU57hdeG+MEFZO/z39z6Bk23PINNUtIema4cNt5/Vs9an +Qf7w2sChC3a4+NBP+V5NGiQCG5u4PttBJVOQW5InA4fz0mo1Su3RpFjv2Kqc +Aa8/8ROBHfZwzAsoD7LJQG1+GN+xMXvcLhryeZ+RgQdQXLVZzAGj1Vl9qYee +48yKf+mhpx1wWe+YmrX/c7i1qQTNhjtApEHo3orE53Cc/nNSNN4BeqwL+qem +nyPw9eZUnXoHJLw+mLcjKhOCQ1yfzNfQscv6D++H8kyc3c8ROyVLR0tvrmv0 +x0zMfPqwQ2U3Hb+HRCV/7srCK21bjSd2dNDGR8IrerLAY5TesSWBjs+nYt97 +LslGp1fP4FAWHVemTDTXb88G43j6To1KOnK/Mb6GXMgGnV74u6uXDt7FEHsD +qRw0xXyTTBCkEHPSii6vn4PAqToTGSkKMl3yjoJeOVgt8EjKbDsF7fRup77K +HKytuyERqUOBtSbLpXokB2nnLTgyTCjI4wXjFXcuBlfcXHSxolCa/qCwWDEX +wVd1W5s8KHBQIWoZurng2vGROu1HQV/oVHH80VxIj+6Orgii0BmkUxoSlAva +jw9+WncpSKjKa/hG5qI77fXUmRgKjmMi5a6puShn5CUbJ1GYtJioMG7LhdMb +Qed/symorujW0h7OhfKRAr20Qgrnq15UKf/Ihd2pIJ6/KihUn83EppV5GDHN +SBSqobB828NqYak8yJWF/qxiUjAdDNHhUcnD290nFnlbKURHnaqZPZCHZnPm +s7kOCr2GVnqTNnkozZUevv2GwsYFnbohzzy02K56XNNL4QRD/sCrkDwssJR7 +YgcpZJ8Qbai7nwfnDXoX1wxT+LaO06A4PQ8GqoKhSiMU9nZOMNMr8yBZE/hh +8hOFK9e6DeM78mB2yeu+6TiFRq2apjsjefiy7du9wxMUVs1kGoX8zsOWPOnO +H5MULNMess7+lY9EFVma9hSFeIcrJq4b8/F4tYbg1mkKw6s9W6135UNuGWN5 +AZu3NlqZGh/MB1P4+65hNntf0m3XcsiHbmZAXD6bi1QUzJVP50PrTtNuWTbP +fxLtkA7LR+RAOL8GO77uI84jwrFsXuMk/ZWd//qRyVfLs/Ih9HuTnxG7vpfL +eyxmq/PhFveET59dv0hlTddEVz7EtFlfPrD7sz+TZTk0mo/wg4+kZdj9P90S +86ZjPh/2anK53Gx9xvuvWNUJMDDg90/STbZ+ypGePUUyDCy32rSQz9bX38Da +Jn03A9GjAl0X2fpXzuv2xpkw0NpdrTjGns/SfAW7O44MaJs8XfurhYKRm1h/ +sC8DB6o10tPZ8+3umBxwiWegXG5y5Fs5Bam/e+jWuQxUb3YrvsP2i7Nm7ZBR +HQMPay28WGw/fU2Nea80wUCeD9eAAttvu+1Dj0tzFOCZcy6xYPsxSNDrg5BQ +Abr0ng5Isv3Ke1Fv5PfeAlTe/ygfy/az7OEvo7U3C2DayL+oyX4PEpcNNNwe +FyBMPcc60piCQFbSzZXFBfil6BF5ARRmeSwUDw8X4KA9MV25ma1ndfHZwd2F +qDZd6F73hY76LwL1IaaF+NPvISw6REeZpLuIrHMh8qxr01Pa6UgJkCz1iCiE +zixvdmgOHeeVQxZ+jRTitcthy4PudHjTe83i5woxc1rXZ8aKDudbOx9DsAgR +s0sLVQ/QYTY6oheuWYRKEf/qS1J0yCQZXV8TVYRHrbKHdrQ4oI1fSEhxXzH2 +zp/Qows5oFbL06XDshinlg64xs/Zo8SjocjXoxiZ+1Pc/Ift8ZQZYFP+oBhe +vGL0xWx7BFweSDCcLIalyc8ZLz17SE+lbnP6pwRjD280idraQXQdxwXu3BJo +ZexxxV478BnbtKTXl2BkCW2SR9IOP1N5vaenSyCx2t0jtN8WLXSfgksGpbgb +N6UjbWOLc217EPOtFFvTefad0mH/H4qFI008ZTgvcsPBdr0Nkm8r35qTLINz +9L338/PW6DDZ8pZ+oAyx38vLHYutIccSOiv7oAyOfwciZ6s1hphTqfnq5TjD +WX6v4c9RGLxIWdV6vgLhmhV+nH40DG7YWLhwpwI+r8bljxrR4Bscb6f8tALT +xeKvT62n4TGi0qJYFbCoKvjzsdECc5XBuraSlTC8yTe/StwCOWV2/p8qK5Fl +csisKvswRAsEB5csIbB5I978xPUQ7G/N0T6KEFTwrvV4OWeCJ84jrAZ5guiI +qfiHd00gL1xaetOaoC5SO+lXiTF0/R3vC+cSvGbe+aK4zAhq8Vap0UrVGDrz +jya5pY9j9FSHtMFqWD0l4yEN2iga1mtp16xB2NK4bzXj09pvDEO+3jaowa4t +R6L7vF5o/8iuEjE5UoP+tIKfm6XGqtQv7DnW6FYDKw4D1/VLl5GSNUo/qiNr +4LS//0yUpjgp3S+xIX+0Bq1hvx8qmMmRitTps9HRtUgO8DF0UtIk/XyKsUcS +a2GglsRSEdYi82c8qgQyamEl/FkzcVaLaOFfntukFkVH1xTq1oFUdfc9Chuv +xZXhk6eU0nUI4WEy/ffVQS3n0eRTuQOkxv3RWpuJOmQetC259dOYMMY8POg/ +6nBFQCZ2v60JST6hUe7EUQ/5jFiftAoTEubabeslVI9x1aX+3sGHiOFxwX9C +Neux9oaSah+XGWm3CRPLvlUPuc7wtw/nzUm/oacwl0IDJNTXx0qyLEgrc68L +j3oDIlRp/275YUGq9FcW/qXTgMrnW1f82kAjifuf0cQsG8CIaO766Ecjx/e9 +j1K41IAwrcy2YUlLMqpuudq6tQGk8+3sUuoo+b5Ziz/Lkwk9Ad+J7Fxroj2s +y7wRwASt96uC9RtrEv7I8PKJUCbcChlDGXPWRESINrUplolKlZFbRgdsiNoS +j/Z/6pjYfnRSyqXLhgT0xURcW9uI+X7X5Lj3tqT6QYKB6+ZG/Hbluv94iR3h +OZK8qLejEWIqT10PbrQjsY053ov6jdiyd/zbRcqOlBU2mPmfacQg75c/bt12 +ZD7iG79zUyNoSZWC3wrsyX7jWaZOVyPCTGvUPrXZk1vcHMHrhxrBybPju9+o +PVl3iXe691sjKrYf73OWcCDa7tIvD29owgaz8pGgQAcSLrv1mpJcExaaFV0O +3HUgbe8U9v2l1oRxRen+5FQHQrfak9to3IQLxXznFV45kMv7ze/iXBOuiUQY +OMjQSeOipeG6K004K/Pa6IM6nQiU23HM3WqCI5fPn0UjOkna4eZT9KQJ3ttS +3Oa96aRaKshcoa0J/d0vjs0W0AlPbygP79smzPlQnxTr6cT8/vXq0Q9NEE8d +VvrVRSfvee8rJ/9uQk/MgqLhDJ1w/n4usFa2GU60Y1o92ymytlV3BkrN2JWn +r/tGjSKqj9++dt7TDKn2yXN+uhRxObg8LvtQM37pe409sKZI0LqES51WzRi8 +zD8s5kSRB19VHX8da8YMF1fYXk+KNMYel9X1b4aLxpDZ8WCKvPf8vdwtuBlX +deO1XK9TZFbn7vjNG81Y9h/t2MpIisiPV+a8TmjGW4F3wypPKHKgihY5m9aM +61YJ/MXpFKFHfvZdz2jGqevKAn25FInQENc4yWzG5POd6pxVFElblSt5p6MZ +1/Tzdi2ro0j1sP5ifl8zkmMlS541UeRt0cD77pFmPFa2zhpro8h/N3zr5qea +4dXrsYzVSRFeivfZxtlmrO29mmfcQxGZnU+u6y9l4fWaH089+imitXzPKY9V +LPiq7X65/R1Fjva1m94VY+Ha+7Ht1z9QxDvHdUehNAujzPb08H8pci30z5pe +eRZYbV16m8YokmQV/WNBjQWbbSu/0j9TpFRO7u0mHRaYPs8y9kxS5NXii3JD +YxamSlZ6ML5QZLzTOsHTkgX3xyUKLVMU4UqbCo6kWNjpZD8VOk0RyYvhTsUn +WSC9zKxeNu8yX6fff5aFpDszbi/ZbCpTsHVJEAtP8hfWubDZ9ZcR7+ZrLPhs +UeqIYce73PJ+0iiShSL/r6Ee7HwxSQEvveNZqGL17BmYoEiuLz8jOpWFhNGE +n5PjFGkyTL1fmstCl6hM7aNRigxLagUMlrH1kPB+OjFCkbnpTluuehZaV2cl +9Q5TRKjeXWtrOwv3PXbUuQ1RRCF2yYZDb1m4V+4nFt1HEX3PGM4zH1hoSxFP +p7opQukojTyYZMGgaPhK8yuKBAg3MMt/srBxbwWjq5Ui6ZUzt5bxtUAteYU1 +s4YiNfdueG8XaUHcMf7JnAqK9LpsPGK2oQW1Q4aSu4sowrfKTDRWtQVb1gjG +bkmjiOzwyO9K7RY4TVgJRiRRRLvoYv+wYQvum+gGPoihiA8947G8Qwt7n/wJ +DPubItdVdK4edmvBEt9kfc8gijzh7nH1P92CPQJx7t99KdKZvUy+OqwFQv89 +lv/kSBG1Rccii+wW6A5kLKOpUsTkUPWVAyUtsPiwLeXyVoo4xa03U69pwcmw +DnNzSYrcVR/8JPGmBfy5Y3bvOSky5m0nPvynBTq+Jq4NLDrhqCob6VzeCqnj +b69KVdKJCJ9Efr1gK4xVl4xJZtOJblqPUbpsK3Q96Cp/RdBJ/DvLiz6HWjEp +ytdVbUIn+YqFhsetWpGStShtvpe9Xy4KCdOOtYJ24ZzK39vo5LtYZ5a6XyuC +hx85TS6lE9PD5kML8a3g1gqdSyx2IEtqjHRvT7RiZq9exks+ByImkLHq8o9W +fDRdFvbjuz1RpK/o8+Fow404zjfMQXtiO8s8SxNqw+G7FuOeOfakQOVAylrN +NqTcOHu53cSeuD4FT8bNNgSeHLm7NcCOXPya0BV3vw1zrJ3xW+ztSBQWkm4n +tuHHtoWmN7Aj1X0Ve04z2qD07naPPrcdERfS8Njd14ZtNkNLz0XYkparqm0N +29vx4vN4knOUDdHgZ3He29UOo8Sga9XeNiQt9pi63b52cE//5K43tiGh2XeS +pizbURLoWNLEyb7fM3pGLKQdzc9cK9pPWZM0uUei7t3tcNPqDN63w4pcOpHJ +f/t7O3hNufZbVh0l/wMqV4v5 + "]], LineBox[CompressedData[" +1:eJwVWnk8lN8XtlSKUJKtlSKkXcr69M2SvWTJNvNK0iaVqIhQkTYq0mapiBai +siVciZKSfZBlBoMZjAmlFPWb3z8zn+dz5p5z7nOee99z3s8oex7ZuVdESEho +TPDx/++3nzRO6U6vRb2YgoTRYScSuPpL1aFttZAeVtH+budAso8r9tZa18La +94ybynIHsvhvluK9XbX4kPIiNeuDPZmQ6Ti75nAtHq5qj02WsCfZBpscnW/X +4kDcg4N7LtiRJdcGJ54M1+L+nffBOmnWpGR36JOXY7XI7mQ+Mje2JvQN81ze +/KpF26onmMGyIgkMvYLPInVoZa48GKVgRRQWXTrBl6tDnX3Pzo8RFkTmqfqY +NuogFqOw0WynGZlevneIxNQh0Ca0Sf8kyOBPZmfT2nosfnyBFD2bQ/L2xZRZ +6tTjq9dDOVbbLBLWbJRG9OshVxTxfpASIXL5iYefmNXjelre4Q69tpKtJ9wm +g93rceZyYGz4RXHc/c5QXB5VD9e/w2NVcaowH6l28GPW43dZ+QbGHV3M2x2y +uZ9dD3Ve8Q+X83rorNVa6D5QD+Fj70LDfPXhn325x/RHPcSXFMx58p8hko9Y ++ClKNEB/5nK9C8e2YJxXHlOq04A2+8f12WImSB14UyUV3YCu7R3SypOW8L21 +fdnB2Aak/nxw9IK3FTaZ9JyuuN0Au4MDf67VWqEqUXxVcEoDvCMMxy+kWGNk +h0sMt6ABwWzrM50mtjDKH7cv72kAt42snHq9A63n1nUE6jZC6J6qtm2xPR6u +rdjYZNSIyxrh1N5Be/h0OEevNWmEotmgpK6iA4Q2haHfthFVHuUX5vk7QG3g +ywMHr0ZMmHutOq/mCP8dPt5rYhpxYvwX6kKcILUonc9mN+Kce+I0nVFnbHE6 +19HDbYSb5G637bIu8IuhPnUPN2Lj58GqxTouYAgrpLN+NcK47ql35ykXJPVF +0dtnN8EjYUtX028XrM4+WN2g3YTrx6RN7L+5woNr9qZetwlbBmxcH0i64YbK +sid1Rk04Gbi1IFnTDeNxbedrzJvgfS5w/NkeN5QEWht8cm8C/bgyfaLODTbG +q5+VnW9CrtnVKeVkd5wJFr/z9mITIh8duGqb747s3L7I0ugmGHsknFGrcYes +erJnye0mhGDMp3nKHe2z5ygVZgjyuVIrprOLBimzIbHXL5pQ6TWlkedDw5bQ +yh/5eU34eGAknhlOQ+pIWF1uaRPeHiLOq57R4MMYiXrR2IRWJyVu5gQNSdJf +TmS3NuFNfNaHY7PpqDV/6pXV2QTViy5KHYvp0H7juSWT04T5kk3GT7bSMZnc +8PPxZBO+r1T7NTeSjtWtWb3pwgys+ztVKhFPh4fMlYa0GQyoHjqy/9kjOsrP +m2SlzmGgulUooe0dHVcO5HrfX87AKUn6l99/6BjYkhklocmARMJxtU3iFLYp +PHp6Yg0DafmSvWIKFEQ+xA1b6zFQ1ZbTvHc9BY+kK3MKwMDNrW7Zo0YUSgLO +r19mysCnNYWb51lRCFzuf2JiOwNqdqMvpDwpMP4cuu3lyMCjc0vtuT4UtBv2 +FNa4MnDY5uW0XScpfAu3//toLwOf2axZg5co2LpYLZ17iIFNscmKc+MoPFtr +vDX4KAMNETNefkyg4M1cH7nztCC+sPv00QwK5Xmaj4vDGPgrbB61O4eCSrRK +lXokAxY/m5fteUMhbK/SUOxlBja7lZHxtxQ6DGSk/l1jIH9cz3RhJQU9WfG1 +B+MZ6Fw7ltRQTeH2oPDOpnuCeM5Krxc2UBgvmzi+5QEDJwZo4T+bKTjcHbn5 +LI2Bvmpu3552Ci+PcfPlMhhoub7/624WBWmLrtbwFwwU3he1Hemh4LO09c9Q +niDe0T0bZfopVP2sXeRcxMDR51kR5VwK6jWVePeWgWTPmI0zhyhEppXuXv2B +gSAZDcMOHgV2SMG5O58ZGPiqEm/Mp/CfY/ajafUMREc+1Nf/RiFJ6/GHI80C +nGSjWS7Ak6L3uV/bGTA4YeHRKcCubbckzLoZOLNOv+OiABe8jFn1op8B6ffb +Hr4X+JO7dGH7Qp7A/nPey7hhCsd3hx67MMqAlG35nO+CfGo3n4wd/cmAw8yp +d+wBCqvnHMmlTTHwVKy73ptD4Uq/d3OlSDMO58uZBfVSGCihT2yY2QxpfvGK +Jd0UzOOdFiRLNuPbl8Bzjp0UHh22NRSf1wyp24e8F30V6MvUjApQaEbwmQ3M +E00CfS00CmctakbOiW9Tu2spLPy0qiJPvRmcNsMAXjmFoIeq/cqrm/Gr+9yP +qyUUmgMXzbq6oRlOaRqHSvMp3FCXtNlj1AyJx3vj2x4L9PVv2pEvxs1YJ5EY +Wn5foK/myWu6Fs0wextQgdsUZkUONUo7NON7dmonL0KgLxp7PMilGXkHg0eW +Bgv0pd2u0EdvxsV7P5l9xwR66vnkXnSgGe/NlzJXugv0seUZe39oM2pyilOS +VlIoSh28d/J8M1i9VqvtllA4O1PLPvJiM/zmvXvzSIaCVG3G25RYAT+WcYEb +f9GhRj1P6kxvxn2h4h9jJXQMlQ078jKaoe/4YdqbLDpeqq2RnHzRjNG8/H2q +9+kwGs46rVjUDB3p1D52KB1OIS+cHWqbcWCf3AZZfToWdo1I72lqxuKJOSZ/ +1OnoNln/4djXZvzt6MIFOTp8Z7/aGMNuhvpTkZbobzRE3suRqfrVjHOJ0/s8 +79OQ+zr/M5RbYOw/s96B746gRb/O2aq1wG+5rGh6szu2hG/Wp61sgX5VluJD +4o7P5q+fBG1swXX6O6W4aHewmwsjcy1aIOJbdO+IuuD+HC/estKvBVey/+6x +sHbDV5e/P3VPtkB2xgtV2zVuuF9slGUe3IK9RSe/CMm4QSuCLPKObMG122s3 +H2O4wkT27e/7d1ugF3TXKcrNFf7ry3Pk3rUg/WGbVreTC7y1l96/XtkCrzXO +VvLrXeCsE3x59pcWsKgGmbHZLtDX0/YUaW1BicGnjPtvnSGyNVV6eLgF7vLe +b7vVnBFjd/5ghVIrlnybJRLc5YSnR02W+vu1Yr/O3r8SCxyQ4Hdfgn+yFe+l +H6zSGrLHVf/J8QMhraiJ9y+YLnh+Hj2VU01FtWLFvbtn+mn22BS2/LRVUive +FGTvPJWwE+Ux0xgqVa0Yem7h5C1pB+bz8st1yl9xUi6gLy/SCrW8aUPrV3yF +pnTS0+8LrFCqZWodp/UV9Pb8903Zlrj/tGL2rk1fIWp9qvRCqwU8095fbbf+ +ioAi77kNauboS6yM6T/5FUr/mhNtXpqAd+Vz7FT1VwQJ+z47sVoffw423tMI +asOjbccVi+YJEwcd2vXVoW3wftyZojsuRjKE+yI3nG+D5RnD/iMtUoR+++cx +w+g2LP4j7/LVRo68rVAyt3vYBk5Za1zLDBVyYenu76eq2jAs6SDv9mYNmcfg +WVcqtaNP2NKw+IAh8XlwYmv1knY0zT0gLrzFiJT7/NtUv7wdbhcm2wbmg5wQ +nbusfXU77sZq2Np7bCGta7Un+FvbceLc8uSimVtJ8uWgR/KH2nHp8tuV67eb +kpX/if31ftOOzytbVq1/akWynz5b0VLajgsl54Yy51sTbdkddhbv22HSLHPy +Q5g1Mei/nbqyrh2dcwzlvzjaENurmlbf+toh2lvOFvpjS/xabW4HynTgyrNx +A7qCHXl9LG79lQMd0O2lcXhLHIhR22b3Kd8OvA/abqFl60DKTDoifP07sF+k +6cmyYAdSJa/WuiO0A2ezn/brNTuQ9uL80Pk3O/Dv+0qh3xcdiZB42+ek0g6s +E/Uy3dDlRLY9VN73Qr4TLgaxwjE7XYj2bSm19ws74XVs1rm9/i5kafQf9lfl +TnRlHDw8fNOF/A5s8pym1YlLDb/Z81tcSKbdRfquLZ1Y/5t3KNvZlcwTHnGc +2t8J3TR7V2LpRoR+dsjK+HYilhd2LXqfGxkaqmpQO96JC/kyRuLn3cj7llS7 +HSGdmNir9Gh6kRsJzHa2SbneierRDk9RdXfCpEpNLAo78UiNP9rAdyefHTNF +6USwXmr5MhMxGimwulvmV96JNyfjm90W08iNTf5bEr504gvjZU6YFY2YSqsb +8Ls78akwueb2AxpZP33+H1FOJ/gT+k8N82hk8R/hQgVeJ7QC3oxdqKKRX31t +m7b+7MRwmmyHxCiNPCuJ2XBTgomhmwUXqwzo5HZO8OiTOUysCTviEGdLJ+ef +HnhRMp8JvlJWsbAHndDjjddwljBhIeV9+304ncz1/ampr80EPaqLPVpKJ3/3 +sLnbdZmItKHJNNbQyYBL3WMvIyZO5u132NVJJ+Wmz9SizZlo2eHqbfybTk4u +olS63Jm4cTh3XeYqinjuWOvUvpuJzdXquylditieE77U7M3EL4V/cnkmFFHj +poxUH2VijC58Y4crRWQWBqh+DGBCWqFHPs6LIlO2Zi7lQUwEfY99dNqXIo05 +nNLC80zgG7VXJ5wipf2vv+deZKJHN8Fj1iWKPFO6rP4imgmNhIEfoTcocjZs +1bX020xYhSdf2fWQIr6v/r57mMjEq0cJVMETirj01fxMfMhEZWbrkaJsiqy1 +9qPiMpgw1h4azyymyMJQ49iYF0wwLBnb7r2jiNhL2Q+X8pg4z9a4tPIjRUbZ +vb8j3jDh7383k/6FIp3y+avDS5loNRh6qN1AkSrLKM/gCiZST393y2ymSG6I +S/zJKiZ+x975VNlGkfvZmlV+NUzc0W7ojWRS5ErPn6nDjUwonX6a3N9NkVNy +1esOtDIhJavHH+ilyB6LpL1enUz82fX80zWOgM/gI3eoHib09pquah2giF7W +lmpXDhOZOtsly4cE/HbPFXbiCeqZv8rbbpgic+f3aNuNMjFQ77AhnE+RyW05 ++61/MtFx1vKY/TeKcIIiErZNMtHWkraoUoAHnFbufyDEQtZ02U1MAfb4Nk9k +iSgLOjTb4tsCzLg4eS9hOgtLdi1/8V3gz2pZ70almSzcunJCdkwQr7SouuaW +OAtvX24aiOVRRMcp78B8SRbkb/joNA9SJIOfJBorzULq75V/i7gUUbl4IXGO +DAsLc5O2mfZT5LbK0U3RsixUH/2neJRNEaki5zoJeRb8n98NMeyiyHnH/w5d +VGSBn/7ldGYHRSaGNaaLLWQJ+gyJJaWtgnpHySSfXyzI51mdX0ATRdjKfzaL +KLNwoDTnXHUtRWodPvtMqbIwFXlM1vs9RcyGc2acVmchQeH9y7RSihRdSLz/ +S5OFJ8+1rC4VUiS90LdxbA0Lfq/bX+plCvThsMv32HoWFFaqPhFLo8gNHmby +tVmoUA/pP5lEkTNL5xoM6LKQ5CIWvzWaIt9fTzTtM2Dhz9ncjYkRFDlo332k +10hgv3Mw+F4wRRwjX6WwjFnQDTh34NwBimgNOUo027Ag3JTdLwqKFDhYk0s7 +WDhlEe4Ttp4ixsVbjxvZs1D2qsTjuipFXKPXtD1yZmGWpr3VMXGKXFw765n/ +HkG+5eFeqwXnV/bOP7q6Nwuu/DXx9oRO7guPy7TvZ0EtYl+5VBadFNR3Bxn7 +ssCUwq9tV+mkz7/IUiZQEP/UO93PJnTi1/Hyb8VpFsLlht6mr6OTKdMnLwPP +CPiKn79mwWKBf/l4pa5zLEDF90PVDxoxfn1kICuaBTP7fekO92nk/pTKJZtU +Fs5Unt/n2O1OtLwVjYTTWQhJOsCqq3Qn+V+kR3OeCPSy1Vdp8Lk7+ZI86bIw +i4XrKV6bfwS6k6n/GBqDr1l4VL9J20/CnbhGXvwYVcPCJpVLel4L3UjfcGiI +QT0L00SnzrZOupJju06s+9bIEtz/wSUj7a4kSn3PnV1fWWhs4XyYneBK8qoM +Dqj1snD4OitoYr7geSD9bWb5bxbou0/Iy044k/riSxcspljw3KZDfBjO5IaP +6oyafyzcKJ3bEPTKmchUuYp+ndYFq7znPQU+AhxRMcWX6sKP37+cK9t2kTl/ +7o4uWCawd7NZcRlOZHa/aftxqy4s0N+dN3ehA/l8k+U6YdOFZ/Vv7Ma+2ZMr +Jqdbz+zowrch9uw7FfZE4mE246JjF86tFPQ1vvZEnLagLpnqQsK1j7nPi3aS +mQ3fKj4d78KJ8Ys8/e12ZBq5l7UsoQtt8epJYwnW5KuBiTkzqQvH/4QeDVln +TbIKh1h3H3ShLPpyfUqFFXHNM5SRSe+C+IHHmz8PWZIXmUx/oZddaPlTfjpX +x4LQE5bpdXzogtmW86cMC01JQeCz8vixLiiXZKr8nG9IDmm/aZ1l1Q2Xuy/i +Jb+wjUprmzIKbLqxOO9q1NCSCaP5h7+F7tvRjZHdx32NhkRBHqmqVTh242mf +kfkPu7mYJ3/NL8yjG9+NrY4Yii7FmwkviZ8B3WDp3dvw79lqSBApQ/b9brgZ +PnM8XWcIDzeNObEp3Zi9nbq8K88IuT+Ne/5L6wbPOdHl012AWht4MflZN+wp +txqdF1vw6kFPk2teN7LSsGD5ia1wO1/gW/epG3YilxTaxkzxzMLzfsl4N5oa +eNsO51hDW0vZCBPdOH2w3XafnA1KpFht5E83+is+bZc4ZYPaBpr8W6EexLx7 +UGytZ4vvNJfod+I9GJg5MXazcDuM/HYEVy7uAePvKdtHDnaovWvkXG/Wgyne +0wSmoP91CZn6sdOiB0fXXVY/YuaAbqootsFKsH6TXknZUQd8X65X07ijBzue +i8zLKXeAYtZGs2bXHqzl3+t4ccARnu+0tNt9e2B8R3ZtdroTfgwqzemL70Fs +uKf29W/OiEvs/5BwpwcOpi5rE+e7YMP2nFD7hB7QHrbz7PRccOylDb/0QQ+y +fGSyX511Ae9U2Jd7GT1o3L8wzVLaFb3T+67YlfVgn6OxEE3eDefzX5rMrOhB +y8Im9hsdNyw7EDpZ8qEH1QHTlhU5umH3ZwUfreoe/LfU8G/SDTd03LCyEmvp +wfj98rxuMXc0LXkxq5jXgwW2onniLHf414W8Pf6tByIZyhe2T7hj3jnLQM2x +HixTe3tjjQwNdn09nFu/eqB1qV6odCsN1RlylX6ibLiJxCsoJtPgQ+8J1ZjB +huiWyLjVuTRIzMnexJrJhpXvleL2Khosjluk20ix0dOXOiD8g4YK3eBIdUU2 +Rl/cq9pnQofXoLkRcwEbaa9Eid4uOkQT54/fXCzwv7lfK/UAHf8JZe0VXc7G +T91DJ3Sv0lH8vsukczUb+0QUlfbV0OF+6vlk3DoBXiah2d9Jxx+N0zlW2my0 +idxp+8OjQ/eq7PLXumz8mFhj3y1OIdd+m2icCRuL+lkbkkAhyqogYuE2Nq4v +t2SMWlJwN9aY+ciCDeNtLx5wHAXz+wYJyTxbgb/HhWvyD1Jo0gyOMbJjI+Oa +zasYfwqPVXhzP9iz8di3tGvmGcH8LVMj1+LMBkcypro9hoKy+JY7Hm5sTFR3 +O2wSzOPfhV8s4NLYiFYVW7BeMK/fG7mx9LcnG0aFK6bNzKLgyxVNObtXkO+F +Vb+7cyls7fJXldjPxpN4+SZaEQVOrZPmwsNs1NesGlpfSeFN5YeM1CMCfu+H +TLtaTSG6dPOaVX5sNPpMvI6sp7C74MmLXH9BfvwrU0uaKWhnK2kbnWSjfJ35 +W+c2CmKPL+e9D2RD5yX1ay2Twtfkyc3bg9k4dlXr1uNuCs9vHX7TfIaNp/e1 +YkkvhfCYTkOPcDZSnoj0BHAoOFzYXso5x4bSnhNnPg1QUA8t3XosUvD7RH96 +6RCFPyfWVUxECfbnKB3iMEzhi+/DbWcvszH7XUjTBT6FB97zqsSj2Zjrs9DL +9RsFf/p569hrbCzWOqz2WYC3Of34siCWDcpQfkGHACvZetul3mTjuEH/f1cF +mGfa3KB1mw0JjZp77QJ/pYbmTrl32RDb06f5SRAvduPrFsNENlRSD4w68yh4 +r9J0e5/Mhtp44XjEIAVd1Xsdtg/ZuPNot+FOLoXZi2Z7NKeyMWudeHVxHwWW +bEg3lc7GB+3IzMoeCq9mD3txnrBhaP+5349FIXIa1X80g403ir8iitopuE7W +HJh4LtBLl0XsoxYKq75vGQp/wYZPltrC1Y0UhIZe+IrnsFErrrDaqYZCQ4/K +yI08NiRbPjUvqqKQ1hZ7fMFrNjZqympElFOw/hRwSquEDXk/utiGAgpL3vX9 +zillI78g/3XgCwqjhbtCDN+x0Z1jT/d4SuHOU92ztpVspO+MbJK8R8Hn4dNp +zVVsTJO/ymi8QWHL3QUXqGrBeos8NYNLFPouTl0+Ws9G3cHKRUMnKbwO95Wa +aGRjwdl1k9q+FK4EMq+FN7Ph9KLo9mIvCusPvL15o11Q79KUC422FELNI5Jz ++th4OH637csSCvX0/e5ruWw4LFOQ85xHYXmAlWLGoIDffosvd2dQqHowNzbl +GxvjOi9spgbpkP2TGHnjt+A85e5su/SSDu+54cZSU2wEP/lna5tCx+sVXkKX +/rExzPoSWRBLB91BMyh8Wi9yefsnwo/T8Tgz7/BRqV48eWSgPLyajt/v7mgO +zenFoTNXe4cW0mHzNbh/37xeHC/b8yNWnI7RGca7KQWB3Zz60samwcCjxsFW +pRdBenuDnW/SUCvD0dfS6UVhUWyhbp87VDQ+/Urf3ItQbqxPyxd3BOB57jL9 +XnCWLN60LN8dSj7+axZs6YWK6U/Nkkh3eFUILRO37MWlV31Oc1Xc8eukojiH +1ouZJTMW+Vq4wTJ68v0ej15Bv/ew/JuWGxJTmeeYnr3YaztqunyOG7bWPZpi +7OtFSaKMWnKTK65orh+pONaL64c2vOW5u0K5w7IlJaIXecUBhw1oLrhUpp/l +GNULs4vJCYt0XTCarhUpdrkXES4rrB/LuqDMT0r70LVejLnEKRdVOcNrZn3M ++nu92JHWdXdwvTMeb3DZ9jZbgEttlnSMOWH1pX15nW29iLZs7+nQd0D8Eeer +1zoFfFxQzRuXdMA/BwuvrV29uNDqWFbFtEftkpUyaX29+M3JEkk/a49jucOH +D4/0YulATeZ/FTuRwwpQnZzRh2aDBT3RRnbQ23Q+TnF9Hx5ZXtnrNtsaDE9F +nUTtPpS7PG6a8cQKx6OfNy/d1Id1gW9fUqZWyOhtUVI36ENmW7Pr4hBLLI5b +9UDHrA+7m0+s+MYxh8gII9PetQ86BsXvh1+a4tNTjQ9Xz/bhY+t+ufh1RnBf +XDMh3NCHtXKjwgFKYpBS9Mt909SHDAOVk6+2/DN6O2/+sYCWPty7UWUqbf3N +SG2WG4fT0QeTsDsOHvqDJfyxPkYNpw87p85F2rvJkLMf/75K/NsHc8miy2xF +dfLYf7WvrmY/RDRjn/6q1yOuR+o0xrT6scZEdENZkT6RPOjfm7GmH9FeSj6a +aQbEjyp0X7qxHzkPNqhVnTQi+pZmVmJbBOuNs9+Oi/9Hviyhqzc59mP6yNFH +oYkm5EfV1e6j4f1Iah1ZbnrRirRLNO2fPNePGEZ+0yDPipRZL+RfiOyH2dm5 +8oY7rcm1L0//JF3ux+9i6fCvijZEs/6DbPXNfsjdHExhptoSeqvwNo2n/chT +UVONbNxB3vcHPOuq78ec2x5L/mTbkwz14nWHm/qhGbzboLXdnsQemFbwq7kf +tj/H44NmOhCPwRvl0h39qFEs5U+jHMjv4awOw/5+xE83r9CY5UjWjHOl7/7p +h//aCnVjOydyexrdf+dyDobWRFXvynQmf/fIb6xT4+BIv2zURI0z8XpX+2O7 +BgfObYdsd446k7VnjU/arOZAz552aIWOC6n8px5kvpmDzUlT0o6FLuTn77FQ +I2sOvFs7lx/McSXurplbim05yDhHqW6vdyVlr72FDew4YKfst+jlu5LoU61n +dZ04WHplxoNlmm5EbbwkQtuDg/jEzSbMu27EaeTiZU1/Dj7pLZSROOxOinYY +Wz85wYHE35Cotgh3opI9OVs9kIN1hz8rOye5k2HfI9GqZzjY76eZ5PDFnUQM +OVxfGsVBruz8BfaaNDJgJbUz+RIH04Js/gVvoZEdzz7ILL7KwUWDvK4dTjSy +8KBe3IIbHPQLeTz4EUYjOf1LbsklcKAT9MRUq55GlLa17rqZxIHTVlnb5F4a +CUu7oSD7gAP52yuOFP6iEeu90+/OTeNg7/RbCziL6ITdPZAwO5uDigOxmxd4 +0Ynl1lTa5Zcc4OcapY/+dJL9gLZYPJeDx9cijyyKoJNgj9pksUIOzBxoeQWp +dDKvM/ehSDkHIcu9c3OYdBI9OyQk/z0H44HD0a+H6URc38TZ5yMHJgHx3vZT +dCJyu16S8UXgryxzm6miYJ5+f4dzqY6D2wrHviWoUeT3d493aOTA6+BUU9QG +ioza8U89aRXwbaeYttBaMP+H5dnT2zmoVk7RL99FkYHnIavnMTlIuTi4558n +RbokZrOD2RzMfPm+fs0pirjrNZSs6+dA0Wx27fKzFGnZf/dOH1ewf7mT1RmX +KVJbob59B5+D6As7zQISKWL9na8xfZSDu4eNzuc+okilSv60wu8cTOebbYvK +pIiJ3Rmm708OTr1x8+flUISEmhYu+81Bz73+EfYbiug9n32zZZKDf1W16b5l +FMlrbzhy9R8Hz80DQy9VUuS5rqfqz2lcoHVyy6kGimju1xDKEONCzmfWdMsW +iqTFf/vqIc7F2trNyZntFFGpyM+dL8mFkJS7UAqLIoljZ65VSXPhf/qtkiab +IgoqZodCZbhwGtTu3tpPkbgdkmba87mIaP5nxeNSZE5o41KuPBeTEVxbjSGK +XMm89ydRiYt36pt6xnkUmdnuydi5iItHv56JOPEpcl5c84XYUi6qLS8+NvtG +ESHdkctFKlwsfxBd9//3R6f3FXgfU+XiTu7E6XYBHr8Z+p+aOhebwyLTwwXY +r9xsYZsmF5KbjzgWCPwNj0r+jFnFxaCtT1TYMEUOKjfVmazlYtr+HJOvgnz6 +tidkTKznYqfFZEzFAEU8z+y58HwjF20fThzbyqFIZ4am557NXFQ9bxzZ0UsR +l7YRAwV9LnY/MFkw0kWRxlmv5asNuSj46Teh0kmRHZvDRsO3cOEZf/FOXytF +Pntvq9Yx5oJdukbcoIki5jelHg+acvGv76LbslqKlL9rOnvfnIsOH93khCqK +bBlNoDlacTHX152TXk6RoqVem8VtuThx+qqVaQlFNm1fOY/s4KLTvqfTP58i +L0NGecftBXze+vZaJ5siqzNeV6o7cRF38t2PS48pojbL/MwNNy5GY1z/DNyi +yMNN0i7b6FwMNTz4Ox5NkcXejA2THlyUi+Y03YygiNw7L+5eby5eBQWfvXKM +ItNDwh10j3FB/8gku00okjMyNEGOc6HcSk50bqaIl7dzstkJLnwaDipMaQn2 +s33NgP1pLt6aH8lYKiuop0pHqG8EF2881bZN76QT7Vvmqj8uCPDw1eCbNYLz +L5FTdfoSF8afRb5WltKJyY9L8y/GcGF04mqp4kM6mVa5+VnKHS5MYnx2H/Cg +kxyD1B2aCVxsV/j6XX47nXi9kB7PTuKi1+D8hkOGdFJ+t29LSQoXTI9nUUKK +dHLucByjJZOLj52Tj4c+0YjIvG/CUmVcvDyuM/Z3KY28vOCWHlcuqHfe5Yh5 +4jTiOfneesEHLlLjwuJrR91JWW/iLfXPXOR3ZtuYvnMnZwusVhkzuJj3Zufk +Ug93IkxPdz41wMUc+tEZ7ItuJLte5u/fIS5EIkbjUw67EY9tZ1Ii+FxUGrDD +5ti5kdK1jsM3vnMhlh1YOCbnRsJERc9n/uXC7aiWDzfJlQg9oWd1ywxAxGTh +iu5kF/J+qNk3ef4A5tv6yDJOu5Ara+1WuysMYKu8RuORXS5EvsA4s2nRANLc +6DXxki5k9Qf1Z5XqA5itMKbwNsCZuPeOpj03GkCWWbzM3427yGvlC0lBBwcg +oeQSKB3kQM7sFaJvOjyA4sYlRl+sHIjJk8BF348M4AenbK3pIgdSu9Yn4XDA +AB6dsdxAJ/aEA7u7HmEDOGzynGcrZE/k6AvizeIHcH/aW4fSADvidzfrqkzZ +AEQlp3X777Mm+ZN3L5SVD+D47Z2Xb01ZkUl6ZLjfhwHo9o2/cY21IheW0QLq +Pw9g5+IRWmWxJUnIEKfdaB6Adf+9uP1SFqSiZK+WDG8AJ1RzVIXumxKFngWf +5ioMwsPUqPLNIkNSvDJq5lzfQRgvy3fM4JUY6TTKV984Ogj5WVXCm3bzjbKD +06/LHh+EmNSvp6v8poweVr9XUjg1iHGFyJC5QbMRdWT6qiVnB+E1XSkj788C +7Hx11m5V/CDMboSvDnq1Ev16IXctSgah2hdUGHRIHx49s6lPpYM4n1NkZ7PV +AF8vJyyzeTeIrXFmsz4rGOJz+5uMHZWD+OKd2f+u3Agvz/wu2VU/iLFv+4W0 +Zv+H4LKTPXv7BqG3LEL1h6MJ5lr6aZ2VGkLf6k8WrNeWuP9WWkJv7hBYJ6/V +y6pZYa1uJndk3hDWH3qSNHDdCrbqnLTdikOYGTm+1H+/NS7NoCv/t3wIibMO +TzTNscW0dxZyQnpDeP6R8v+YtgPj+spCZ/YOYXVWKf12nj0iXpV0btw/hPPL +Lnju77WH7Er3Yt7BIUz7Ff9rdJ4DNijdCqIdHcLHMfbOjUcdcPTX7B8Gp4ew +s+aILk3VEdycX9w/14ZQdlm+JTvcCe2rahsCi4bwV/Kzo9NfZyQPzg0RJUN4 +5lWVxVzqAs8n9mpX3w4hSnRtwkJjF3CXN5+6/34IYpnXrmRFumB8QeeiD7UC ++0D6g9XirpgrPrRPtncIG59cd9cXcUPjh1Vzk/qHMHfTddmaJW64HXGkcMXA +EL6f+mE9x9ANi4XHZuvzBfmv/Nt254QbtH5NvNg9IeAzo/8H6XWDWZ/Y5HNJ +HiSXvDglneOOWakWjzbP4eF1nFC2/Wd3fN592bZMhodRdfqOLWx32HdIPWiS +5+HrS6Onc+fR4NE432xSmYf5bQrSV31oWH5jFz9iOQ8SUYqNs8/S0L/9zm3p +FTwcXO/Xuv4WDb6fFg6qaPHwfNNo6tFSGk6XLbtmocMD/VtaYIYUHUZhe3Ub +NvOQGHjEf5cyHSJG6d3u+jwcKp73KW0DHVGvNTce3cLDpzST5+t20RGfve5r +vCUPUwqdgaN36HDxPX5uqQ0PPldDAwuf0LFQK1fr6XYeKlM1dVRf05GSvjm0 +2IEH+UENrW4GHdlJWM6m87BAcWjND0kKY0FjYrt381C7qCYgWomCzq70wY49 +PJTEHaj9rEbhjbT0q+b9POwTTt+42YjC38GyeIdDPHxkNv7xshDM35UnguoO +C/L7WGuj40DhfVjnf5/8eDgQVSb/fj+FmbQbquYBPNg1JNqf96NgpWs2q+Ik +D8rvZVL6TlOoHcmsLQnmQfXHojm3rlKY92V3jn4oD2pr/02wb1Jwejr/dkE4 +D43pc64xEim0eYZQLyN5GBAZ8UrNoLAY64zXXOShnhl4KuwVBY8FvWoZl3lg +HEzv+veaQsrP2+Ia0Txccjp9VaWUQl+D9fCjazzcODTjIKeCgnq2UL1KLA8b +ivd7232icOhKTm7yTR6uf63zo9VS+GayMOTOXR4611eE01spbFCu9ZBL5EEh +auqAfQeFE1PnTGKTebijeWfVIItCQesm9TkPeXC+Il+myqbwJ3dQ4moqDz/D +Zy4W7adgdCOZPyudB0/6bN1zXAphvvYNkU94MJNolEgbpPDOUixfNIOHY4uV +rx3iUZix4s3dsOc8zBqqKG0YpmAheuTMVDYPRTcf3enkU7jCVPEMesVDsVyO +/JVvFL68YZj+zOUhy3p8s6AfwtzblzT8C3jwnQqf/CLADv5GkiOFgvq2hnh6 +CXD8jtFvh4t5aAlW9kkQ+GvVSmscIDy07c9dcFIQb+Es14J9ZTwsFYr1//// +i6heyQR2uSC/08tPywryffj2bejuDwJ7B1u7mUOBnRiwp/MjDyJd1GODPgor +gjS2uX3mwZy7rsOkh8JBpw7Nli882HLE2vlMChnrr0s51vGwalvyc8N2Cnwp +09G6Bh62f6ygVrdQWD/4q8mWIaivj8uftw0UAj5kvP7UwkP3NvPoX18EfKd4 +JJq38cDyvKZW/5GCoXul11YWD98Njqf6lgj43RxsTrp52G3u/GxdAYUy2bVa +Br08LP+k+fvWCwrm1bfGNg4IztP5hmLbFAqXnlg1vxzi4cFKH/fkexSqI/4V +ruEL9PL8RHxsLIWdRvvOanwX7CdfxGDfWQq0LJ25i/7yML22SbnEjUKe6y+p +WqFh7L0+dN5kBwWpGYWzz4kOg1H4WIMyoVDqbjiTO3MYriaGHXYrKaiIm/zL +mTeM60fZb9d9pyMod/rUPrlhHPshMUXvpaPB48NvJcVhBKg85ioLzu/5fMvx +sMXDuP/B++mBPDr6vOx41hrDOJNexZzhJ7hP5swb/LdyGPtT6S/7KTpuvWnk +vFw9DMnpD4U9bOgwl3FmK2gP47VwmpzCCjqeEnob22gYsxjfD2U2Ce4rJZ+P +wQ7DEHcs//psCQ3vK1Z9WLNrGIdbwvaqitGw5Bi/vNtlGLbZK6X1h91R+8Gv +1JwaxmnVq/IGb9yxPiAwX/bgMEL0+NlJO9zxsybyUUboMHaV901uOuCGHafN +U6izw3C8d+9SkqUbHquJP5CJGEbU7Yq16Svd4BpyNeHUpWGoOA4duz/kiiLN +uFiTm8PYoVlQbHTQFWERD8Lbnw5D7NzgpmgHF0ieFLPcnTmMhMUnAwrXu+Du +/sMyfVnD2Dfvsfa9OS54ZaWbws8ZhsGy93WnPzmjb25duQgZRl1+0FC5oTOs +koRmajQM4+i27Q8aZXdBLp+KDvgzjM0BTO/p1xyQ8rjC6ffUMFp90rfc3uuA +tXdXLgkV4oPnFvOXp+cAi5CfWVHT+djTUarGZtsj2Dim7p40HzdGlHbM0rFH +d02JbNkyPqYvkAh/Wm2HTM6ie1LWfBzseGowO8MGUYkRHp22gvUuV2oijGzg +tZOn+tyOj4m37to3aq2xsKgo22YXH2xre+aBMStcinF7f8WTj7tVTOGt2pbY +r3NnRDyQD+VGuchpqWZQOS9rLpbGh3CKw4mlMUb4uzlYsvkxH8cXLavTTjZE +K6+nPu0ZH5Jhg3Ffnxvg2q5XNLMXfPxttqBzPuvhn+bO4xFFfDiajgQfmbYJ +7XUxSaINfODjyu9RlatREPlzT0MTH1Ld75RXd2ohTp/SSGnh43bfRNS+MU1Y +PVqds7WTj1uiRWmvFq5A4anqj+FcPuRKHxSOMRYjftXGGLshPvTpj+fNm1LC +se4EB2U+H9+Hjz+tVpGHurUPs/Q7H6nUfzoJX6UwTbgx9dpPPvxPPgvcvVwM +rFz9gx6/+Vgrsfb5/ba/RkUHU9asneLDZ8TjgFz7sNGtJRI//v3jo/vwokOy +c6SM/gft+Lgw + "]]}, + Annotation[#, "Charting`Private`Tag$24329#1"]& ], + TagBox[ + {RGBColor[1, 0.75, 0], AbsoluteThickness[1.6], Opacity[1.], + LineBox[CompressedData[" +1:eJxTTMoPSmViYGAQAWIQ7ZX64uKBl6F2DFDA4ixVcF/SxB7GN54/Y85mSRc4 +3/vs9U1zJUPg/PCU73snSabA+Xf12517JUvg/AWi/m1dki1wfiPHZvVOySlw +fkTkwvUfPi6B87n/N8a4y62H81UD37043L0Fzi8/Z2k/48tOOF98i+A9Rsb9 +cP62R85nztscgvMPZc2VjnxzBM7/qmbLvzb3OJzP9HO1gLTqKTjf7H/CtuB1 +Z+D8My0m545pnYfzazPW8Pd+RfABxgVMWA== + "]], LineBox[CompressedData[" +1:eJxTTMoPSmViYGCwAmIQffC0ZoUl6wV7Bih4/f3+vasGl+D8Ja92n+Lruwzn +88kuf//kyRU4vydza9oClWtw/jeH1U8y6q/D+SVGR7aIHb4B599fd6T7ouIt +OP931pXZmlW34XxtR/Z/abvvwPnuixTTN4rfg/PLZeOVHsbch/N13oRyX/d9 +AOcL83/gOPILwWfZP3u98pyHcH62ye6bnN6P4PzVnkkL9n1D8L++lhJ4Nu0x +nL812J15issTOL/eo3X+lmcIvuJdrxuLW5/C+VbmLVMkjZ7B+TFy538yXkbw +v57qfVTQ+BzOn8ESVxKk8gLh/ntbFzEdQfBZaxtDLAtfwvkMK+PWPxJ6BecX +zVrfK3QIwd+r3cEhmPcazhf0KtJp4nsD59/RvXC5cg+Cv2GevcqTuLdwfux6 +M0HZfwh+Q+vCxjur3sH5a1/IzubzeQ/nd8xtTbjnh+CnBL1VXReI4Mvs2bPB +NxzB7+qPPtaThOBnmM38yFWJ4Cu1iHiwL0Pw/1nU8F5fgeDffPv40rLVCP6E +8M2xbhsR/P9aQcWtexD8Oxf75zFfRvB3tH1PvnwVwZ9iHa+5+AaC771Ub4vT +PQR/V8XZk40vEfxpuqb9gW8Q/MJHc0IU3yP4Gj459w98QfBZGK8smfAdwX+w +1Tor4ReCvydrsb7BXwR/ujz31///EXwACDP12A== + "]]}, + Annotation[#, "Charting`Private`Tag$24329#1"]& ], + TagBox[ + {RGBColor[0.647624, 0.37816, 0.614037], AbsoluteThickness[1.6], Opacity[ + 1.], LineBox[CompressedData[" +1:eJwVVnc81e0bpkV2hayiQYtDNuHmcOxxzvdLKGSLMkp5vZWMFkkSWaHsvVfm +g7PsUUSEKFqKMupV6Xd+fz2f64/nuq77uu/n89z7XP0xj01sbGxi7Gxs/z9N +PT4MtX200dFMKvnz0oWjdYu+WMC0qDIcHB6N774416r0JDmtWtQAziZcW/O8 +uNpq1jdalS5qDfWd3YrXLmxFtu4/Wh6KusPn1BnCAT8hNCl/Rz9G9BK0/L69 +97OzNHoqZHX7ruhNmMQ8RciyKuhqXxLtZONN2H/GgUtySAWdvPVm04HTt0CY +UzQ44rIq4lm9ENqUdhsmE29KrTeroeDhhOAFySiQf6QQb22oiSjx4z6WMvfB +8TuP/h8AFM5ZfShKNAHO9lyRX3EwQEeN4iKrAhKg0Nw+jVZsgJ7f8v84wUyA +6K0cVnvWDdDBzbLFhKBHICznc8H5EQkx/uQQhp8nwqGbFfW/6YaIZzlRRfJe +CnDNS5H4+UxQ7fHLicZvU8AyyiP7kbUJcgrAf1zQTIWBhgzTqFQTVP6Fv4H2 +IRXk72burzpoirAPkVo+pDQ45FYSMnXcDCVPXtGv3cgA/h92NygEC6QnYZ8z +ZfMETnoGiK/5WKBPp9S2cpY+gSHHIaulPAu0d+Fft1K5pzBk1X7gjYQl8vdW +lWZ7/RSS6qb8I9msEC0ydySBIxOWX2wwatSskEiB4O0jSpngf6zNQtbPCrXN +f5/H7mbC0jUntp9jVmine3lBrnoWhHq80VnCyMjzxl57TfcsSL+Q6JB1joya +smK2D8RmAdfVLKfVG2TkPnPO5+d8Frz5bT91tZqMap0Oy5o9yobbOUELv3gp +yM4+s3zpWw4IHy+PtKugoMUJa64ssVxgH10aymmnoNtOnB64fi70dF8KSHpO +QdVu/mJ1CblgPldj57dMQXx+2reuquXB8Ka1j68UMJS7tDQt65wHkQvP31kB +hrQCczSnIvPgTopto7cFhnyCuZd0x/Mgt+nk+J2zGKJHvDq1LSQfhCZvJXmm +Yshha0xtfW4+aJSbbFnJxdD3O7oC3v35IKHjRjpQiSGpmHx6j2QBDJ+NdPdk +YKie/7RUiHEB8B5VGf13EEOWD/muEi4UwKYd14wI4xi6lnRZIa6jALwEKp3+ +XcDQLrEj0cTPBcCw0SnkX8VQUdrrueVdhQBfctUN/2BoNFP/8UmPQnjLviki +ngdHfgd/rHLcL4Sm8YqvhbtwtCW/iNxQVwha+hVbncVwpFiyY5sEZxFMZf8o +KZLBUReB7tynUATyUXJ/dWRx5FwZ3HTdvgh+7ogLvXgcR2tKssIKEUWwy3Vq +F0kVRzF10wEzRUWgw9eUXaeJo4Ma8T0PXxSBUFKdCFMHR41NhjIGv4vAddzU +KYiII4rOetjqwWJov/LahUbC0Ye20ok8i2JI127aWWmMo1B9F1W7oGLwPrPf +VcsMR8IMwbjtT4pBf0pd39MCRyXGnZ8bmcXQ1bijmGCFI/2eq4bnl4rBXL7k +wSMyjsYt5DP3iJYAaXJ5IZWCo4DB2V/9eiUg9K2tUQfDEQeeeDLMpwR4tcbW +wlg4Y8Sk8nh8CbQZfH7iwsIqdn+43zaVQIZFct0b1v3e8QrPhHclMETx0d5g +8bs6ureTeEvB6+eYeiNL/7/p3RI/VEqBGWJcLmiJoweuPUEFTqXgFr+9kNcc +RzJz14fs75RCm4q9Qq4Jjlq8FGW5K0qhJdiZMmGII+tPc7ebx0pByVRZrEIf +R5/Pp8z4spfB86MjqQd0cRSxaK4lebQMKJOEORUtHIleZEsaxMpgjVuE970a +jipWqr+FXy0D53eUw2pKODL6x8tcKacMKgvvWMoQcDT1n1j+u94y2KptmVJz +GEfcf8MdjPaWg7GtH0+5BI6SvW2dZA3LIV3tvIe2MKt/w7LOO/zKYdCBKObP +jyOdwlG3iZZyuBV6ak8LG456dpV6tM2VQ+37xapXPzEkC+3Vz7dVwAL/ZqXU +JQw1FCbW1hMqwHUkIoFjGkNsZ8JVi4gVcERDs6dmBEOGgufr005WAK/55qRt +vRh6cV2vIfx6BQTTg4qT6zH0BV9oNuuvAG01ot21uxhS3j6qrTNbAWNlzU34 +dQxdaW1vVVhj4XJ3h6ELGOI4ktQmtLcSRtp6TdpsMbRvQ4827VsJafuq3wZK +YuhstSzpeXgleA84KN0UwFDZ2d0M2qNKODMnP6LFjqETLxaYhS2V0EFK0yiY +oSCbgqSeQN4q8NLm5grIoKA0xwhzz31VMHh5wK3nHgXN7vTts1OpgpnrO2OH +rlCQfwhxQNuxCvwayp9N21BQFPblOUdpFcQxVY15OSmo5Tdx/LF5NagtcHJs +ciSjLVVyp+87V8P3wbmXqoZkZOol8jrsUjVwNTkWSsiT0ejQl0mPtGrYI6mv +sP7XCn3LS56RX6gGGfLa1RNaVkia8vUDNboGNsQFFmOTLZBYqJGmV2YNmPek +vx1zsEACpU+jueprIF7cQPqKlAVa58QJlNkaCJxuXOvONUeDbfWBU+q1oEWL +C+gtMENXFMI3fs7VAll15EJsnAnq5xcUJOjWw/rl6MjenwaIqu3rMWRTD4ek +De5vFBmgZ+cYdZfO1cP85/ioRtb/ls0Mtm9KrAdN4dgzo636KDh0MsP4Sz1w +1BziexlCRPsX8464pT6D8jvshB+DgP7p14DklQZw37FJfHVdGfERaue6OBsh +6u9s0pi1MsqJUbj3S6IROHJivp0sU0JD5odeOZEaISSZSDjurIiO9QgGSic2 +QhbflSrfUHk0zVzMq1JrggfPnL27Zg4io/Zcvr4rzTC/5Qg1Ve+FzpTUvtqN ++81gNfLy+LDsos6lsLTTCtnN4HNqdU3SYV0nE+IL4nuaYc9k+Jn57xzwqyWM +eEqiBWa9vjXtahKG8sbTQe9bWqBZMoR9fqcM7K7ZMcXOjsBMq0uZP1YFHO79 +sn4njAAbJkyqEFUhy32uhyGLwN1W8+r4iirICjU0RNsh0KlJN4+xUwdikPMj +oQoECbZ5bw+JngDVNNu8BPk2OKhQ9GhMWxdcnPIcC6bagLTrkuslGxLcNBVP +SfnYBoy5Vm6RbBLkqT4YvrvSBnUFxubaSyRY4Lti5svVDrYMleitUYYQhCw0 +FFXbofaTob9DjRHck1oVbI5ph23KcT6FSyZQxuNDLk1uh97YmaUUFVMY+jkV +nZHdDsJKPHbf/jUF4aHOTeEN7XBe2jO2n80MMsPTlkhz7aB6mXt0N4c51M3q +9w5odcBmXsuwxysW8NI4/FuMUQc8vUuOUSVYwlpZq7A51gELAsT8Q16WoHZV +w6XTqwMo7/dt5hi1hGe75NfaHnYA19MoteQyKxj797x4aHoH/JRq9muftYKf +04W62gUd8OIf/J44NxnUSw5GN7R0QAE/9Wm4NhkaDMSkqj50QDI3EmHLIMN4 +kS0pYLkDlidvCqvVkmFd4JEPYaMDwonTG/y9ZNCc5K8t2kWFbSbM+7k/ydB4 +eatptg4V8IfPJDALCoxPEP1dTKhQFsPz/K4LBdb1whIkramgtCsu3+UyBU7w +/Zp67E0FUuk/a+8fU6A5bykwIYEKHE2+l8zeUeA1DyEFe0KFgder571XKfD7 +4rlWgSIqcN7ZTNq/DQNtmOeMQVS4Fae/x00GA6fcAwSzbiqMv3zp9UkFg+vc +Lvj2ESoE+9bKcJMwaB2dSL/1iQrEzLGy3a4YTGmLUvVXqdDtGTW8KQCDjeyT +H9jZaBDs5XLodggGOgFDiteFaCCne1HGOgkDxMlkBunSYHOwVOdWBgZv/LZ8 +UTajgcDpfbeKBjFgG9HbuWxDA8A2W82NY6Cb2ezgf44GGq020hJfMXDmWA+X +C6KBSms8ffcPDMJ81fI/h9FgzYScWvAXgzaNqm9eiTSI0C/fH8WPw5sni8Iy +mTSo/vDx2pgwDmzb5LTeFdNgLnTErnkPDlLnfVyy6mhAfpgbq3wQB73n+bed +21l8Q59/6x7FwVV9rnhvLw0655Ovz8jjEJGxf+j1Sxr4E/6sCKngkLXFeS11 +hgZNfl3EKQ0cOnzSxe0XaFB5hd9CUweH6o/nzjmt0UD+WVn+Rz0ccs5qNrmx +0SGVlpKvScIh4T0ntzcXHfa8eqAlZ4zDLc/RU36CdNZ+vt+u3RSHoLncosC9 +dPCzLv2yZo6Dp/ul9eDDdCBbOn7vs8TB9i3R9LoiHZw/EhwNyTgYu+5IvaFF +B9uxLzLOFBw0ZqY/RhrSITFQxVQcw+Goc5nGfTJL/0UA9R8WFp++FhV/ig63 +ZscfXGZhHiezV8nudOhxv14lyMJ/XoseyfCjA/t/KkdtWHxfT38Izg6mQxtf +yS9Vlt7UeF1nQQQdaoZPyTay/AzY3xIpu0cHxp571CmW37Yx/Gx1Ih3cte27 +c1j1VNjuf/bsKR2+jheZ8bDqzXy5xNFaRAdoVrcWYuXx0AbZUmvo4HUn6jti +5XVjOCa/s5UOF69+V+Vh5XkJd/jR10kHH6kkpXVW3icp/yWOvabD3gWZ/CYF +HIwGmfOT8yz/+o5mscdwULdKVH27RAf7QfdNW2VwELVQevllCwPWAo12j4ri +wNXLLrPMxwCXIwMVSrtwWDcdvPxThAF/joUNK/Lg8NrYV2izHAOKas+SRP9g +0Mc84cGpxmDt42mv2VZZ78GQq5ZXjwFzrV/johcweGKQby1iw4B0nZCNu6z5 +fUC9nLPnDAO6jL/wsg2x5pVosLLfmwG0jLefRZgYuOrOxMuFMGCpQXNUtQoD +HJW/VbzDgB0GX0y18jEw0LmupB7HgJgypv38YwyktcRfEHMZsBz1+vCRmxh8 +ULPZadfHgOmh07wBZAxe1R1wdRxlQKTvRP9TIgbdKt8rXWcYkLAtUCRYGYNi +pViK7yoDLEX2nhbfjYGffNeDiD1M6BwWf6o1RoFVGW3+Ul8mVPPQm+VNKaAz +S2TeDWaCyzF3HxMVCtxONw49e4MJJdSYlb+SFBAWtF48kMKEeAlSNGmFDKrs +5wZSaUwwrnKo100mQ/BEcmykeCeYmCfkT6RZQVtihpGnTCeIVIuKHfKyAk4s +56/+8U5o6V3LbFGwgpTOcv+/hp1glVk4MdhuCY21DKugi52g3eenXT1hAb9j +V/jduzqh8atI//1FMzAwW2fqDXfCL3ubY4fKzeDeNrYwyelOmFG9wSXlZwZ7 +QriXxlc64bh6j6zGJ1PQ8dk/SJHqggTuP2OKEyYQakB+AP90QYvGYWp6phFs ++q9YQFy6Gwy/F0p09RBBvI+4DPLdwNaeufNbKBGUM1+NuGt0g82jBOlmJSJ4 +mHA8LrPohl9CLRl6qXrQmeIqTQzqhmMv+Q8pu+lCrKaopjezGxTZAp7u7T0B +Etduu9V79wDbIztb/PJxUP3rXIeX9UK+E1+XgLQAMrdoiyA96wU1zsUGkZ6d +yO2xpJVaRy+ceR/xix4ghB6oTb0Xe9kLyycfnJpsFEMf/U+Lzv7phYyOdiWL +nP0o7Y3NtQCLPhh4oaqaJCmH2DtMiTELfWDW23702KA6EhEo4gtd64O4iztT +GgI0EMFp+0QAWz+8zRIn9QloolPrzEBrwX7QWt4wDLY6gWoUSbniWv0g4hHN +F8XQRp7ZwFkU3Q8uUf6xoeZ6qPemcj/j6AC89597ETdJQpr8PZviVAbg49CG +LumIISpIcVE7rTsAkfIx3VcuGaIbZfefLtoMQJ7nYqTHdiOkOfbhokj4ADi+ +zyvhljNGBcfSd/uMDoDHCvGw8ilTJFynZK48OwC1tuXRRumm6KZud9jGwgD0 +ULIRddoUhZwt4Y9ZHYBywhHRHYJm6H8/i26A + "]], LineBox[CompressedData[" +1:eJwV2nk8VF8bAHClUrIlUqiQhJBfWRJ57Psycy/JniUhEYlskVCKSJJkVyoR +oY04lFJKjHXIPswwGCmhbO99//J5PnfOc5/znHNm7neGuKsfdno9GxubBzsb +2///1n+VuaS2sRXOtidzKaeYIp2J6LJNOq1gxc5711vbAoUofG86a9gKWvLP +MlxCLVDZhV1jrWat4HVz7+Vn5RZoz2rprgc2rXA124d2WNwS/eXvjz50rhVq +iyn7WH8skeJJ6azUACK/Qc9ysQAJeWRdeP03uBUqr+Te4lAgoY4DnFMfolth +I/mh5xNnEirTULU+md4Kq2Yrr+JrSYhxJdqvJqsVAvZtuGndSUJ7GpvjJQpa +oRcFo/pJEkogu9dOlbSClIaRRYgQGXl63D5w5UMrlEfwZNp4k1HOsz5t+udW +0JE6srLzMhl1/TzgYPq9FTichdiCb5ORXlhtsmBPK6Tm6SpzvCajvcmTf5+y +WiF28tWQzwoZ1bpEPi3/3QoXQvKusrgw5HRku231Yis8vW4/tEMUQ5ldx958 +W0+BVRWRLDs1DO3cfSNoZgcFyk5ucSr0w9Br1m6pRREKXAwuXLEOx9CJuhed +bOIUaE8UUiy6jqG7bj1K/Acp8Pckbg+5GOIvkv6tBBSodi1O2vEVQy/C3uUf +16PAqy/cl0c7MEQyJ2EGxhQwCTI0th7AUNLP4Bc2OAV6DM1r9vzEkML7rS6n +TlLgwqIYT/Aihr7fyeHzcqQA29v+m/5sOOJSbfQLPUOBk8e4Asx4cfRss/3e +qz4UMM7aeFtuB45Melnfb/pToAMtGj8XxdHEs+jLqUEUaLJ4HU6RwNH1iB0K +WWEU8A6ic6ZJ4+iAZVH/oygKBF1a616Sx9EnMc3E57EUwNVIX9YfwZHHL4rG +6xsU2Naw9LFIFUcbG05PoSQKWH/89+q3Oo4e3v374HMq8foVkWv9gCO9M4mm +lPsUSHiyYZ+nLo5oR8WXerIpkDKoGHLHAEfRnC+LRgoo8Gj6d4izMY7E+4zs +Jp9QQC37ktA3UxzVlfRtmSuhgPOVev0ecxw5R55/u1xOAcEDT//FWeJolbTB +a+MbCpwnj8h3knCUJZG+k6eGAi92L1I/kHGkMXfw8473FJCXtFjAMBz1fUTB +exspsDdJLC6aiMPu4Qekv1HARjom5v/Xhb0YXYoUCtQ4evx+T4yvOhYWp9ZF +gUaNxM52Ir8tF6+Kzg8KvHS/dyiWuP9if/6YyRAF0MwSRzdR371Slbv4GAVE +cc4zX4j6Va406TkwKTCszDzhQMyvC3Oac5+hQKvmA1oSMf+Lkr8Kzs1RYJk6 +J+xO9EdgPhYP+ksBq5lHXD1E/yobd7FHrhL9zlFqYhH9xe+XlF9jbwPe4RWP +R0T/f3lruyZvboMNssqLy4dxdFujc9t97jZ4vG409Q+xfoo8XvV5/G1Qnzxh +nUSsr++LZLEK0TYoKc9+UUjsB+6rkq3V4m2woq50TZLYL8VWbyIbpNogwGBy +XpfYT5MLgwOdim3g+ihLwZPYb6/OJL03UWmDtvNL/jULGIrq1ixE6m2Q2FYS +9pCFoR2vs849NWiDjTMcb6R/YGhYypy8x6wNNBPH7T+1Yqg4bVnpDrkNPswn +PJn/iCGdIPvlcIc2mP80ocZXiiFuOufQrEsbpM68ZP+XjyGqddUHjzNtIODq +HRWchiFf5V03SQFtwPHgy2sF4vxlzHXtkrzeBtPqq8/SdDB02j1uJT2RmL+c +R7zUEQwpdigPc99pg0cOtwrM9mHoU0Xqk4WsNlhcXWRzXI+h2QBM9WsFUb9a +yZb71WRkNNtsFTBI9OcA8+QPYTLa7hJxlDFKzNfmvf3aBjIaaJUTdWC2gXKX +WnAdi4QCy27S9P+0Qaas/ZpIPQnl+BkH7NraDtnH920wdCGh+emGpDqVdrh0 +Oounfa8lqncMvKCs0Q436+N+a41boITmfTZF2u1QkPdeY6nUAkmURO9JNWuH +EGEjUbvjFsjcR6vkjGs7CHsfooxZmqOHzOomnlvtEPX108oZa1Pke89yn/ed +dlA4ZaF2UcAUqerRwj6mt4OqyNcmZpsJasrilA8vaIeq0iOlAhYmaJZkmzTx +ph3+vp47n3DcGGm+nscbaO2wZtj/2XG9Ieq5+l9/iFoHvFWcrn+hoIN4dj+e +GR3tgJGmwkv+3+WR1omr/bSJDpBN5RDwiJRDAUnOX0dYHdDnKzbQcugg6lq3 +8/HQYgfo5bffFE2SRtn06059XJ3AObJcZm60DymUeTe3K3UCN6O92MV6GzLX +VXj2PqYTTsxafvcx2AWXwznv18d3wn/OtfLHWCJQ9pIeV3erE2Iw7sjIu3tA +QDrHtTa9E7aJ2u3bOysOfVx8wlXFncC6fDzvttoB8Omavf6ioxOcQpXutfco +QoLXS49cyS7YlCJZIsSnDkytkutbZbsgmJQvIVSjDoY7HxUFHeqCg4avHgZ7 +acD6xlSW2bEuSE5VcDOrOw4hkoFBfy274MBl/s6pw1rgMXg4Dgvrgr/XDBoe +fNKBhleyT2qiuuDzOqtnWkK6IHFLokk6rgsUe1lyl87oQr8GP89ache0zWe3 +39ukB1YZs3efFXYBs1ifwxP0Qdu67NGGti4QR6lRjfcNIVvuSaNfdxf43WPD +GkYMYZk9d6K3rwvu983qHj1oBG/Kk+RfMLpA+uNn3sgqI1Dg83vpuELk78gr +sG8zBtGv8h9fSXeD/Uy/4fyYKYTm72eIK3TD9y0o4el+M+gO2b0l8Ug3CL9d +iqt2N4MUaW5zN81uqCqJ+/tnyAy2xE118Fp1g9/6BJVsijnMaz0b9YzsBtEN +dT53Uizh3cPJB8Ex3XD6sUYRT4MlRG+Ww+Piu6HHYw6bnLMEntbi+oI73fCg +oCbBVZYEUs7Pswced0Pn73mj83EkmHrPsp4u7obQSZe7hZkkKJc6xL38ohu+ +nvzwO76cBJqs0rBd77rh6pk/h0/0k+BExIuTVq3dcO7gaYW/CmQQHZ7ldevs +hmbVWwEJOmQY0Tvc6N9L5BMLT/hiTQZfrgrlpNFuuOAh+wHCyBD3oJK/abEb +vrjg+/nfk8Fsbe4LdaUbXNN8/0y0kYHfTfkKYz0Vjn940ORJI0O27KuZDdxU ++CUaq2HHjsHLt6+/gTgVVJcHi9gBg9Ddi1ctpKhwLryafas5BlpXjqo7HqSC +4/DC2is7DL4ZvX0aqkwF87N27UuBGKQU/z0Vf4wK6+cdDqReweAk37Gd6UCF +ABS2szURg9HuqriXxlTIu5Q0+N8jDIrUl443WFChU79Jy6YMg/M56n/acCqc +xUut91ZjsOzxzu2nIxVs7681pLVgIDBfo3UwgAqff9Ub757DoNd2dUEtmApB +XnlfsWUMcms0S43CqZBzsidWZgMOcrFot0ccFXTLH26u4sfh1/haR+BNKux9 +Hn39wi4c3phpJVxNpoJUmWVp814c9ATq/+VmUGFepjrQ7SAOnJfWlZfmUIH6 +82pPtiIOrT+0vWofUqE9/LZ/qDIOaRAt1vyUCnoJBZLzajg4FLzv/vGcCqVp +J/u2aeIgwcGexKygwlUNhZhmbRzGvXUN/r6hwsWSK1tk9HF4/v3qCkctFeI3 +JttLGuEQeLihcscHKnzIDTqLTHDwUBLLvf2ZCjrdadH7zXE4qRJ+k+s7FcI1 +zIKFLXEwOUoNutZOhc0hezSzSTioH1NyXd9DBXgg972MTMxfI9k8YoAKFqby +4sTnPezRnDq6SKMC10/fI8TzAPBpGUlemKBCfkM3uzYRr9d5yMtiUWFlYOzO +LWL8nC7bkuccFfgPlDK8ifxj+g502l8qjGsOb+yywKHL8A3FaY1YX/v6hRYz +HD4bC9T0bOiB4zxyX04S9VeZnn9ixdkDY2up188b4lBs/u1OC28PuD/YZCik +h0O2pXSkiWAPHCwS32muhUMSOcb7o3APCA2L8vNr4BCFD1lrifWAplODuYcq +DgHWGtrV+3sgVSiEbnwYB3ebdDmVgz3gf0zx3zs5HE7Yzgm9UOyBhbCAp0gK +ByN7ErucSg+ctrMXwsRwUHMsZhWq94CuZbpXILH+oi7uHzMNiNfz3Hfy4sSB +x62uTMisBx4WxttqrMeB7bRoZgq5B+5N7J/I+YsBzbMj4LpDD5T4t6XsYmDQ +4a3oxO7aA8WtwbsU+zH45JNgfPlMDyin/OSmthH7+7yeWGBAD3Q1eir3v8Mg +MyB360xwDzzvOz5x7AUGiYHL814RPRCSf4vrIHEezl+qbHa+3gNad2ZrP9zE +QDVKMsw0uwecZvIPDuIYSEdHeXwq6AExzex8qh4GwjF9ZO2nPbDxjPOGM8oY +rF5LlVat7IHRLTVzuoIYNCRt6JJo6gFFHc4tW1rJ8Or2qfqslh54mbxHv7KG +DE/uvCve2dkDM3HCMQtFZLh5L/Aqz1APoOeXGgxjyIDljCr++9MDkaKtdJHD +ZBh83nCTIt4L6hl1AmuhJGid3jB1+EAv6LfqPulyJUGdnL5Zqlwv7FnkeEw2 +IUFu0UcuG9VeOE2/zK+0kwSuhZ8S+8x64aIU9VagsyXQsz4nMYJ7oWnQviIn +0xy6+jb/NIrohSohZ6qBizk0ihiTiqJ7QSLGetVwvzk8uf+F71xiL2zfUZDp ++MwMvO823f6V3wunDCx3LZeawnTCtzsrzb2g5lxqrJ1pDANfueac2nthejN1 +zyEbY/jOaW5VR+2F/U2JjYnbjOH59WaBq7ReqPjr9q4gxgjOx3y/u/lvLzy/ +p7Tq6G4Ic2Gt97ZL/oBFK8+VC1v1Ycm744FM6A8w9LbwWWDXAisVx9sKkT9g +9/6FoMKzAMXr6HFHYn5A4bvW1A/fNcEpfcH/+K0f8Km0wvnYneNQ/1HYiJz/ +AyKcPhn4CarDNTGXuUtNP+Btmsq7x+tUYHvXtNln4T7oWmqNL9lzAA5qc6x6 +VPdB0fTHOdu0fais6NkBal0fqH6P4fm4aT9SEiCRjT/1gXbz/exXQVJIg5H+ +8CClD1xfX5nYai2DLBJlTX/S++D72+2W9zgPoYAe8/QQ/n7ic8r/5Jq0Mnrr +n3o4wasfZq95+Tht0kKaP446rPj2Q4qM7vlqOy30Xq8/1jewH45Ltk++fa6F +moSkekiR/SAsqPnqjrU26qt5HSl4tx8EbxRuicvWQWycP75l1/XDu5iamc8i ++sgwX/zMC6EB6KyntXi/NkZK6TxSn0QHoEtQY2ViwRiJ3Voa7RUfgC1cgmS6 +qgn6F9LpukFuAPDh46fJr0xQCTneyUZrAD72Cud9LzZF29fNWq94DsB/FtNk +20hzxLbQL8DvOwBG4Zvyd702R1NTTe1SFwbASiRMVY9ljj5RH5JJEQOQePhm +f7udBQopO2lecHsA/OrgLJKzRIPOdXrGVQOgVZSwO8CWhL5Zl7A7oQGQubk5 +0+M8Cb0xzXgf0DAAL3k09DdfI6EU1UCtzO8DQNExJpMrSEifV1pjZmQAZuVr +NFkcZHR4o+AS+/gAOD20nwdRMtqztK5q5/QAOIh+DlJXJKNF+g9VnYUBOJ+w +pqVgQ0bPapOO3N06CGG5oW6LuWSUXhn+6ynfIDA7DWoTy8kopsjrRa0gcd3g +2tSXD2TklKZ7aHzvIJRcb/RSHiOjbb4LsupKg1DhtNbVQjzvr7qNTliqDYKi +z3hZymEMMW0pT9w1B0HFT7nnrxaGGvSfSd0yGoSqs5FzFQ4YCt7tLDHsMAgM +0h5qSxKGXEmKJ/pcBqFL2LA34AGGLK6uu9HtMQhcBd9QdSGGpCYKZpvPD8Ll +oC0Omu8I74te3P/l4iD4CN8tCv6EoRULA9uG0EEIkpLmOkH4p6NyvK4qZhAW +jv0yWUfDUB3j7dzL+EFgF6trbp7E0DPhm9Ivbg3C4b6G55pzGIqOkk9+nD4I +HYeKJ7g2EH6rWP2QnzUI+THsC15bCY/SWxay8gdhJSv8izc/4T2zAOfU4kEQ +XZ5QtdmLI9FI3TtJLwYheovRXZ39OOIoF2i88YrI9yDzGEWW8OPo2L/Y6kEw +4lrlYlfE0YDQa4UrdYNgq6H3u1sJR00m113DPw5CKu+WLks1HL2MsE0LbhoE +Vt+THO/jOMotk20KaBmExG4dDWltHCXQllbOdQzCNr+396/r4ejSjub/vHoG +wfBx+eObhjhyM84+7T4wCKfOpNv8Z4Iji3C/+860QUipS88MMcPRsVKtZrvx +QfhPrvCsuwWOpEa2rTsxPQjy9cHVs4S3twnSlMi/BkHQJT5GnPD5smGlp9nC +IAT2idT/JuLx0NhMw+VBeMajfM6T8DzzxEHPPLYhUJzNiYsk4lM/t6/fyz4E +OoVTXGpE3BW//CBz4xBsCDu/7i4x3nTfmLLw5iHYPKx/5g7h/bp3zS33OIfA +1NlMV4m4v8qJV16C3ENwL1Q6M5jwfvFMNvsd3iGwvasb6kh4XyL+WhYf/xBM +fPrKGDPCUbrEedVbAkOgWlTxk4/wPs+7k5StQkMws688f0AHRzHW2mfjdw2B +gJgOtyXh/b8smY0cokPAbpiv7Up43/c6f07MniH4+bQD20l4f1R86eh68SGg +emRb+xPeb7X65rOyfwhidHpuchG+N2BVbgqTHoITMrmzFhI4enctK3dRdgjC +Nz0tUSK8/7jKt+P3oSEI47uUy+Qh9oeVja//4SFY7r4vVM2Bo5Rp2DyjNAQX +71ScPkR4/7LYNg2mGtGP3W+EN/zE0Nzbv51nNIaAZ+BnizsDQ974iN+Y5hBU +rlQveg1gyDquomBIdwge331t5foVQ3JT1lu7zYn5djx058vD0BsrM3SDNAR7 +7NrLM1MxpFujc0ETJ+pV9hVG1zBkd+vQj0cnh+DqujuOjT4Yilfc8izQbQhk +RRLNWP9hSOD+mpO0xxBE1F1lHZHAUO66ef4+zyGYLF9S5ucn8reNhOr6DsEV +StSBjJ9kRA98Z8IfMgRHrpkeGXlCRgH95asfw4j8SglJC3fJaEX/aXnI5SFQ +t08rexJNRgJCacLDV4fA+O75pUE7MtJ968csvTUEA5vYjEs3kVHuisQN84dD +EJt/JFnDjITkPHZprns8BKf5L6QbHCGh1995f1U+HQJ52W2mc7tI6HvOsq1o +6RBIlYeOhXyzRCvaXTKTb4fAQbVI5sAfC2QXF//lessQwB3O0Zr95mg778/N +Df+GiM9XrVRFbmPUVnPjmvHKEJxtF7F3/2qEUnz2b2pZG4Jf/9Xw7Y43QvxN +duy9G4aBzpniK8FOxLEfV2Z4hsEvdefVvFkDxLeU8Utk3zA8yP08kflWD3Ex +9PsumA7DKNSEFK0C2oAelO7LHAarc03PCrqlUK+GntFg9jCsT9/zSt1jPyqt +mhrKyBuGF2GGyyfm9iG7V8f5+R8Pg4+C6uxRXnH0omQwkK18GB6+F5yXv7ID +OWXuO9bfOAwTb6U+ZL/6ovkm5FlD2u9hcDAFofUFB+DWAu6IzQ+D7Qvf4Xvb +ZcDt4vIf7r/DcPj9fNCDq7LA429+IHZ1GELezEY1ucjDac+Z+AtbRkA/V3// +zI3/gN/miCVp7wjkn060+S6rCmeVqnu2mI6A3NXbvI9WtaCutbP4jfkIdB58 +4FxN0gbBcz8jz5BGwChrv+v5fG1Aj/ZLfbQegZRKslWpng5sF0oOiDo1Aih2 +l5ZljC5U/3XfunBxBDqKF0Nus/SBLy1y4NGlEbB9Ta2rUzOA04czXliFjYDH +/SCJCzEGwHu2xaY8agQ4lJ4/tdtpCG59ag/P3RyBhM2MJI5jRrAV8RwfzR2B +U+fq7lxyM4FT9jJ8dwpG4L9UJyGRQhN4uaBL0y4cAVLo9d4D4ybgrBgSn/Ns +BGzKZE6EeptCRR6t0+7VCOAp4w4/zpiBfcwbX8rXEfi4J+OrnZ4FlIm1a0d9 +H4G7B0Ua/4VbwMaaaYFDlBGIht++M5UWUPpHojqhawRGH5b2UyQsgf1MIofR +8Ah4Kkt+sJ23hGfGrrm18yOgi9V5V9eQQElOXBP+jsDVh1M3GW0kqOUZ+oGW +RoD/1ctz9Qzi+bbdUaiejQYT3373hfORYc7R9tYHThqcU2x4zOFEhgitnXJ6 +3DSg5Vxnu3eeDJv2dX9p4KVBiBWHECWaDLvGrTZ+EqCBU4mnsF4hGTQDSOGf +99BA1WTnPtEJMjRa8Qobi9Pg5nLZpsVFMpBUv7/+so8GeV0m3OGbMXBdNv3d +JE2DOrbP1mFSGFyLM/RuPkzkX+f5y8IJAz6vTZstlGmQ2tDO5n4WgwzTj4++ +q9IgI2Rw/d5LGBTz6Q63aNAgXzmbGZuMQWuG5sk2AxoEwzKdrwYD24iVP5gx +DV4dfSJp2YjBiPO7O+2mNKhXT0v9j4LBnOSxlg4SDUJdSk1HaBhEcPz1scZp +MHssTLVsCoNNzNecXdY0uGryLVv8Dwa7SpUNuu1o8L7/iQaL8Hf+7TmajSMN +Pmgt7DfmIjwaWHGF6kwDBX7sp8F2HF6eCNhr60qD+NCbIQzCY5pq/9X0uNNA +8/rxPFnCa40iP+3sztDgR3OTER/hOdLq88VeLxp0LDjh6YTPXT/IKfX50qDv +vPqBJMLjk48mKQ7+NGC4NqMVwuOB14v8+i/QwPvcP1sewuOr3l7cTkE0sCPT +husIj18zl342cIkGgxWB+oKEx/kUGUbOYUT9QWcCtxIez+AvpA9G0OA3h/ap +AsKz+/64x5yKosHJJ/hyH+Hd4u59EsPRNPj0tPb4G8LDylUjyCWWBooPfUWU +CS/XZuY5jlyjwab83bdwwtOGkaeWXG8Q/dXFk7cT3m512XuflkCDR73uey4S +sa3egIp7Eg2KQi+qXCLiEamsjtHbNMhkD6KKErHPFoeA06k0cBbfv8mNyPdn +UpiPnkYDX13eDybE/VKzGI2Z92mgIYrvLiPqOWJZGYln0qAl4mRQIVFvG9sV +Vc4cGly53dUjT8zHv9x8pi6PBuwB608YED7ncxd+HPyQuH/PraUZXRxKBRlO +Co9p4P/+Wb8s4XOLxoodY09pULiwkX9BHYfpS1HfHxTTwOL+pzIrwucJsuZx +WCkNjt9O6dAlfH6wb5fmlnIajP6Nz2ggfN6USP+DKol+BxlKdBPr6QUVJUGv +ifWOHEwMI9Z782zkafkqYr73B9eVE/vhcb7Z7tF3NGDFmz8K5cdhbCM9gfye +Bt0D/RIfCJ/HvC7X2/yRBlIdDja6/zDY5xW5XNtIA6u3bOdPzGLg8m2nj1wz +DY7iPrtVBjBguzy2j9ZCA+NKWTH2DgxyDpX/uN9Gg8qxxRG3Lxj0p5iaclBp +YCQVkjNcjkG43k722l4abA5LFV4rxEBkfrQqsJ8GJrpJJ19kEOfH9rLsyAgN +Ft0uH+uMwqBz74stNdM02Dg6MSFhhEEgJaL+wk8a6KXU1rKOYrD9qkmI7G8a +bL+o2UKWwYBMp43fW6QBxewx1yBx3puLd3wOYB8FH5fvjmIfyODjRIuU2TQK +KyL73cvKyLCVr0x1aPMoqDCDXvZmkcH4gvFjc55RcNO4NLUWRIaPauFx0rtG +gcujlv++JBncJ400B0VGYcuGokYOXjKwZwnO390zCiTrNU+BvyTQZis9zS45 +Cp/WM85u+UaCmk/DegMKo7A1r/7L+XMkeIkbsqfqjcKGcCUzx+OWcN30Tayo +4Shwu5BNJDktwUFXZvMj41HYYR33ybLLAtYf2cr9ymIUcl9MmFB9LMCCv2UH +9eQovPuV9fhbijmMt56QFT03Cqd1RQOVP5iCsIUH+eHdUXCXXb6uWGsI0/rd +7XLpo8BUufrvZYgh1B03OvEyYxQSn6a1fFQyBA95WftPOaPAOiDHdeOpAVRw +sdzHn47CqFPkvq+J+mD29eIludpRCP7nFuelowuRRrE5lfRRQHxyHRnfNKDN +ydNBcWIUFgoFE/4oaIDkRdNdxZOjEMKz7s7nZHVoytt2p+Ancf3rrSAadgwE +lrLiUv6Ngj73ulAtiio8KXl17jzPGEQddufQfHsYWvnH1eVUxkDF5NkddE8M +xPtNqAWxY7C28d2M7mMZdOO9eqn19TGw5L+fwNx2EP16LBfHcXMMciauVS6E +yaH3ATxKZ5PHoKUw6N5+i0PIfXNb0uEHY+DRc4prMfAwenLE1rC+bAyaig26 +pJdVkcKNM68GfoyB8H9RQ2EW2ijN72Ri8sAYTPC7HE7K1UZrVsbuOsNjcDCA +557mL23Uuvcg8Q42BnI/mp28U3WQ/0vWuXOzY2AapNH2oV0XVQ5d3L+8iQ7R +VWo3/2gYoGOqMam7DtNB0cG++n6JCepy3aWSpUQHZ4O6nAuTJujCrefdYqpE +7PL82WdpU1Q8RhWW1qAD/oQvejDPFO1Jlc9TMaADLcKoPCfRDK2f7SrB7ejE +uncc8TOxQNmiPpbdDnTYWNwXeSHSAqkbrZu1c6ZDVISg6XCFBQrMOajk6k6H +nr3CNn+ELRHdPKrqvC8dtm/lL6cNW6KvRTKNidF0GDM5fpL9KQl5dtV6boul +A1crZUd6LQltWG/FefcaHbIl0o70tpOQpu1l88wEOvifejzmvkJCZRzt7UVp +dECCrULxZmRkdsTzosJ9OjzQK3kS4UxGE04rO8of0OHi9zcRogFkJPHqgN3b +XDrcpwXG2aSRUap7+FBjER2a91zzfdtLRorJ26JNS+jg+PCE/zyTjJqrC/e1 +lNLBo5V7849/ZLRpO8Wjq5IOH7f89/b+Lgxdqt8/PVpL9KPzxPoxjHi+n666 +5VlPh3mRG+dPnMLQi50kxakPdHg26HXo3DnC736hF35/JvqRcjs7Pg5DDnta +/q5rJ+o/kp8bXIkhnl0BL6s76bCXkn12CmGofrug/0UqHYrF94TONRFe32I/ +Pt5Ph7fsKu41gxiisq8W5A/RobtErzFiAkM3VnOdHWh0cFtoCG/9haGZ3/Su +lnE69O/HtsgR/s5nxafET9KBw+xlmBIXjqwm5Cx0WUT/fxwN/r4dR5tGW7as +/KTDOpfGlr/COHozEPDx1W86/NrYbP9KHEfePYJXzs/TIST26Bw74bXdHW80 +ZP/SYRd3eOCIPOG57/aLtCU6bNt2q4p8BEfRX1YrslbpULWNWUg+iiOlhjw/ +m3UMcMRui45o4IhRq3dw2wYGYFe2rmMn/J3xlkFv2sSAK+QzGpWEv80qb+TH +bGEAbFR/+4fw9+pzeSdNLgaEMx+6NxL+LnvaumuRhwGGn00VZAjPuj680Pli +GwNSjztvFiG8K5iz4/ZZAQa4b0tnZBIe/nz/rdl+IQZIBh798Jzwcmiqw+bB +XQxwO8x1l0R4Wi5p7UO6KAOaqZ62//99fSA+PxLbywDfL/K8ekScHKOvziXB +ADWdhtf/97Zu5Pj8R0kG9FjttQkm8s+H3CyPPECMb6n+PU74/0mggq+aLAM+ +7sxNY5rhyM6PIvNbjgEWi/am4UT93N6BY8WHGFB3YrNYNjG/OnehPI/DDIhj +GuwnEfMPcK5yEFNmQHa3tm+KFo4k7Rx39qoyIFLrGd9pon9dVmwdd44xQOvz +O8nPhK+vWxYkmR9nwO5Nqh+rCV+rmxiYcmgxwJJ5ileLWB+W3sSmeh0GmApw +7LM+gKNcSHgfqs8Ac+EwiSUxHG1QblNjmTAgUe5x6D9+HL06dPHPY3MGbJq5 +I2m1FUdesjtfuJAYwLvvlQOw4+j7XifpTmsGjNcmK3+dxVCU8LrRWyeJfHev +qPuMY+iI4MMcI3sGePntyMghfJ3Oydzx7hQD9PMXDWq/YMhkY2LbRTcG1Ac4 +8hTVYmhl7dCtQx4MkLiUIiZTgSHXPxc3FpxlwOrQu8MjGcT5+rmz3sGXAbEj +4Uj0FoYamdXhO/wZcFMyp2wyivD60Lq5+CAGlPaGzRmextCfpsSR81cYsCfD +5+96GQz1be30XL7KgLNRKvUrxPl9byY6cy2OAVkZEWxZnBhK/l60lH2TATdW +7Pc0Eedftq1RoPkuMf5Y1xdGIRnxbed9cDKdAc8NsCO8hL8X8BPioxkMoHuH +V/YT/m7oHJVfyiH2g2K6n78jGTn1rDOUKWKAyJ8Cg8s8ZKQnbNxcWcwADcr0 +wPhfEjpon4xrlTJg6ze/nJVRElrs23PKppIBs7VM7QNVJJQypB4SW8uAmDve +m6+dIqFPjIvPhtsYsHcx9HO1uiUqlq7571wnAzbE0s9pbbZEd7w2vFnsZsAd +9rkD0h0W6NRkSgNvPwP4ttT8k/S2QP9Ypf3HGQwo4vn8bPaWOTo0P8GbsUTM +b+emlOZ3pih9g1MgJjkOD3PMfnS/MESrbkLKFKlxcJ0TGSL5GiL3D61/LGXG +IfDu0vqTsoZIMVo32FxhHHa4XP8umGeAPq9JhxodHYe84xckA+P10cK/35Ga +ZuPAG/ijgmGgi07Mxt+UDRyHNiH2ke5lDbR94GX++oZxiDROP7v8VQzd4oqI +eP1pHDwVvY88f7MHcarrnfT5Mg4jW/mHK6giaH16G3fX93FwzpJYmN2xA/0i +z1x62jMOXlXqDlyiG1HrR2lL0sw4yJ9M0mLfsQUSSh4sZQlPQALjxPh/R+Rh +c59rF7Z7ApyoT2z6shQghlP2BYfYBFDGaNRJdkUIO/PGw3//BJiaani1+vwH +3uKdFD3FCeL9M72yWU0JjO7yPJnUn4Avo2LBIjVqsDHiipWa/wTo7ito75HS +gcrZqb/owgR0DkSuowTogLvHyRyDoAn43LJk7FOrAw2Wh5h42AQ09CmYxFvp +QoxEf6Rv7ARM+rmbKIXrwYbPR58V3J+Ae8sZVTxvDKBS4yFJNnMCrCODlB+s +GID7C975suwJ4BHrlH2pYwgNGXSt2oIJyK2Kk0r4aghXz6V2UUsmwN/YwTSv +2wjWb/+5juf9BJzOXLExpJpA+TX7x6kNE6Dgxga8O0wJj34yE2kk8un9ViPh +pvB+LOue9LcJCKZ0Pj36zRSi35jK63ZNQK23U1X0azNY5/T45CXmBJxChmOr +AYTf2/hXV6cmIGpc6u/3xxZwyvByQezMBFzY6GK7qc8C6hStWSlzE3AtMXy2 +UMcSotjZY0pWJ8B27MqY8QYSsD11Kh3hZ4JOhpGBZDUJPk11++YIMmH2W34X +Tvg9QZGs4LCTCcwntWziEyQQeqNb0rmbCUYLf3lSBMmg0ChNPLcw4XzczNZ6 +L8LznPnesQeZUJ+2G2+JIEOVhYisjgITNrj9Ngq+TQb9Lu6n1UeIfDXswSmv +yeAw9qvwuSYTord97J9YJYOEjI/HWW1ivNDsjbe8GIz7jO2X1mNCNtex23vF +MLgw1/0wz5gJ9iJ9B0sAg6NHye5OZkyIScjn6LDAYDWsaZ+IJRMi29y/Jjli +cIO9Jj/VigktR1IrG0IwIBmquJJtmND+e53y8WsY7LhZKs5jx4R9987jxqkY +5PPn515zZoLJcrS6SAkGb8WvZYd6M0GmwnQ5qweDy6fZnFTPMeFyr27OM8Lv +ek9Dds/5McHrSuIHk2kMWhV9Ms9dZIJdaNgLjTUM0gLH7GUvMeHNkQP8SRw4 +OLxxEmGEEtfzlCUCeHEYB3LGqSgm2PCEZ0zsxuH51Sbb3VeZEGUo8DxCkvB2 +o+6u3lgmxN6jNObJ4nBsaw017ToTtHsbP1gr4rBmoZKO32SCdH1G1H3C6w0p +pTZ8t4h60i4P+hzD4UaXtFBzMhP4Z482tBBeJwnnd8XfYYKcnbjgex0cdjiJ +pBmkMWFoRLxa1wCHvrxUa/b7TPB59jrPyhiH/DFuwboHTDhs//vVnCkOnjLX +OsKzmXAvPmRyH+Fh+XNsqWp5TOgTunp4xBKHX2Uh+HwBE36E9V85RHj6zdwv +/opCJpQuMSlbCW9fPurT5veUCcd783cHE7Fe+NhtuWImPA+87epPxJx1TuSJ +58T6k6i5/4jxrexUvsIXTNgkqvCDn4jTDMmtrpVMWJ85sKOKuJ/9zaakva+Z +oJzUZP/THAexFl3LvrdMWLt8pvIlUS+dv4bn/jsmBEUjeU5iPsUnVL5bIyaI +/zrfPa2PQ0BGaSL/eybc53r+4RTRj9fLGdfeNzAhMMr+SRDRr2WnuCsBjUxQ +kBTjEiP6qVPvHybRxIR30/4cjkS/r+1zvNj2jegfr+xLeWI9vsUa+UW3MOGz +a8zhFGK9+MePeB1uY8JRtCfnBrGemcWcjindTEDofKuqEA7DPPMndHqZMJJs +ODRF7Acp/2HSrz4miO55cFFlMw5lym/0sBEmOExvGr62gMGfewWa68eYYL1J +QTCZhcGxf7eOljOY8Cto+ob8GAYfa0/L8U8zoVpQdZsMBQNOcbLU+xkmBORm +p1z7ROz/qxpiAb+Y4IpOqIZXY9BruF2gbYEJPZoSdOmHGLBa65Zur5+Ep97L +x+6dx+DIkeI/2hsnwZZySvq5KwaX7t6bmeWYhNvDfD6OVhiw2/nSyNyTsMUi +SD1OBYOdNJGv23ZOQqDuCUfOeTI46nN8rBeehH3z3KTpUTLkP/5V6797Epb9 +hJ3OtpNBzudLOUViEhardGyPlZJB+09Qxm35SSh8USdxyJUMcTauqdqKk2Bm +7qc6b06Gb2/Nb80enoRean6VvRoZTlyWjCYfnYTd7F6D7ITHvTnavLbpTkJQ +iU1/50sSlHrVuNXrT4KwyJ/bWdkkmPv6xNHfaBJYHug2xzUSRCZHkinmk7D9 +DPV6wwkSpO6SV7t9chKE8CfvR2iWUHPw+uZtvpMw1dnhePCQBah0CDWnnJ8E +5wu9jHN/zaEs/PFtgQtEP7TdXHZ/MIf85k/COy9NwmP/d5aNVuZw3W+j/N7o +SVBxtGa5+5sBVhFNlk+bBO6MOFSbbAKMYxEZxrXE/fKCXRTPG8ApGpfz17pJ +GOyP9zSSNYDem5n7zD9MQk5WTulvmj5866suJn2ehC8Csu5bTuhD+eV/tTZt +k1Af1/PQRlkPwt8H007TJ4HU0NnzelgbtpkEyEXzTMGA4DNriwU1yK3n3Xps +2xSck9WjyBmpgaJaycTs9ilQEU8PCkk/ChbS44Uuu6agNadC6JyqKtzY5CSu +LTkFq+FJmLyfEmz4YLyD7dgUJBjfeH/ojjzMq4uzXT49BSO3vicxlTmhT761 +PeTdFGzIla79UXkE5Uxui2BHU6Cw5eeu4w5KyPUpLpVYPwVaVUjoKLsympDs +vpT7aQouzbn0T1uqoHmRgd2NrVNQzTWsu0I7irZxTp0RGJsC+1NxjdTfx5EB +nWP5Ofc0iPknKGl+10VbHho/Oso3DXHBYhC4Uw99c7lp8Z5/GsY339TSd9VD +eD9PXqfQNMz5OzuWz+mhUx2CBsvi01DOW8FIFjBAYe/3JRurTEP92siV/WCE +yrJBctRpGvyWjl21UTFDv0N/c7i4TAMpVZ4ldt4Mqdg8nux3mwbHFL2ZU0/N +UDUvb0W35zRgIb/dtITN0aeoAe2vAdNA3+QW5vzHHP1wjXAuj5uG1vUPHI4l +W6I98J/uofhp+NIYaztbZ4lOiYxJFd+cBmsPAQbPLOHzdjPWo+RpSH0by1lz +gIR+6olG3M+YhmDOCPbwaBLadKA6I+r5NLzbc1ZxUpqMjNn9Lq+UTUP4pbE5 +Qw0yShiUcA2tmIbRW3z+ZEsy2pZ+QybwzTQceLRLwiuQjES32L05834aKgQk +q/OqyMh5jDtztGEalvvt4uy+klF+fX2kS+M0aPpMW9f8IKMDoTKG9t+m4dIA +X2PkEhkdnlzstOiaBpU7+qUzKhi62Fj89it1Gv50L1n+1MPQm4JTWUY/pmHT +WMLTdMLjxx0+u+sMTUPRwdmoQR/CJ0fDjdDINPzm/BYZEUI8/wsoymmMTcM5 +tztq72MxZNR877cycxq4E4N/aWYRnn5q2l0+Rdy/aEdU0BMMNceuVR2amYat +q0/GcMInmOaZaJm5afhQ6OC51oghx1KVbbtXp0GwpOTv9mkMvbJb5GllY0Ff +ktiY1Dzh+01VXFfZWcBqXJxvXsVQncPxzRObWbBz3u1rNw+Odm5e25i5lQV4 +Yc3hYztw5F9Rx27JwwLeA1ycirtxJMGpt1a5nQVWr9J8OmUIv77cuHJmBwtK ++MZKYw7hqP1U4z/hXSxQ97Fo/6REeJYrfrFZhAWzcsw3D9RwFPPaZD5qDwtu +8B7XZ9fEUZ8r19wRcRbQP6o5rxD+Vub5Pkvfx4KYWO2f8fo4uvU2aea+FAvE +r0uOPjHCEd2dPG0mw4K0yxIydqY40uTbPrl2kAVf/jBLs/7//+PVHePlCixo +Ksk6e4Hw90+PNPrp/1jAQ2si/yB8bMR/cnSnEgua4y/YdRJ+zq3ZNfJVhQWh +YVuiXAhf//X8MXhZjQWuaX7o/793YwJZ/f9psMCx5a+QIhEXIacfo5osyFU+ +dzOAGL/+rFjPPW0WlI+v7TYk8tvvGOky0WOBL5ttVwnh78r6go4VAxYcPZNc +U0j4m+vc6bYyYxZoFioM/v/3e/edB1rdzFhALZAztiT8XfNhvHmHJQtErX5v +XdPF0Q6/oq9fyCyItLc/pk3421fY50u4FQseFxRPCBL+/vRRvvGQDQtOjWT9 +F0H4e6//TMOILQsq+K3kggl/XxJ98f6uAwt0hlzm2f///UhjQJ2RM1Hvhsbn ++wh/S19Qql1yYcHpezNBXYS/r+yZr37uzgIny4oAUWEcHb4Y8lrAmwUGVlG5 +roS/b4ipv2z0IeqtMZVyI/xN+7pcHurHgoCnStcW/mEoVSLq+VAgCxTxk5l9 +hL+nm7WL7wSzoLci8bX8IIYMQtiLDEJZ8PN2e9j2TgwttMQ9Ko5kwR7DJkYW +whApzKjAOZoF3MXxW3QrMfREijOPP5YF878vfI4g9r9dRGLmpRssUDjx8+DL +JAy9k029o3eXBTVh5ueP2BI+77K+vXCPBb9eJpMTTTB07opQUlEGC7zstGUi +1TG0h5pxgy+X2F8/kYCcKHEeY/Ou9BWxQF8+u6mSSkbcwRwmLiUsWKDfkef+ +TEYZnuf46aUs6JDXi+J+TUYVpmoFM5XEfGINDDlSyYi+jdKwHrEg70/O0rgx +GZlms22WaWfByPyvi68fkRA1yaO1pJM4D8FSf94mkZD7lW/ph6lE/fQRX+8Q +Errsni6j0c+C0b2x3N2mJFQmq2hqyWDBMOfloa4eS7TjtfOti0ss2PDaUKdd +ywIVPPl44t8KC/Y/jPi5casFUsw4uDeSbQZ8w6M7CjrMkXHEQun1jTNQHS4X +tN/DHIXrJlEe8M6AszLJyCnaDI201Aq83zcDagWsqNxcE1QyvvsBjxkR1wUf +awg3QNezYk8NWMzAj0TbjrMKBsgdm97/nDwDWhtH428M6iPRd+/KzG1m4Mhu +P7qSlj66kWT/KcF1BiqvefpeWNJFnir3ZzlDZkBgfwMnZq+NJGIEjDgKZ0DV +bX3cbJYqWj0azt39ZAZ8PMdeddFVUM80ra3w2QwMelreVjikgpJtKhwNXsxA +dFXDkmGtElqTxS7EvpsBWXlnr+yu/1AfJSmbvX0G2MvvSqQwDqA3cQtu7Z0z +UHMoQ2XsrBRKVXeWKaDOwIzcKLNkRhKZPlKo1BmYgXc1HsMNf8RR1aXmL1cm +ZuCkI/tngX9CKE1eOYk8NQPJPcaXhZYFkP9IppX4zAwI5laXp69sQ9JmPoN1 +czNgFvtvQ/0qB9qwruNh8sIMZNgHKqWvrUNDL9W9T/2bgYqFU7lsbIu177wL +DimuzIDGqG1gCNt47b29W/+src3AXeFnq10uHLX/A5Wiz5g= + "]]}, + Annotation[#, "Charting`Private`Tag$24329#1"]& ], + TagBox[ + {RGBColor[0.571589, 0.586483, 0.], AbsoluteThickness[1.6], Opacity[1.], + LineBox[CompressedData[" +1:eJwVl3k01O0XwIdkKVlqyFZUaLGkIplwMZZirDPfsfUqVLaEylJkKUkJ2ZIi +ZF/TIFmfMTOWLDOvspVdkUqlei2l9JvfX8+557nnc+8953nOuZ8dbn52Z3hx +OJwSDw73/9P8zFwf/QOmL4bHfW9gbGrhI8r4T0hrAuGrSnEW6VPLoez7mdXS +xuC8bkVSlLTaYtE7RMuSpsDrH3zqBeYbkf3p5eZk6dPw23K31FkTWTS2/yYx +XvoSaNd4dOdpqKAcCeuY29LRMLbOSG3LOAGF9qazqA3RcEiQbDNYcRRRb0zy +7nK+AUYtZ4W/heki4cWAiMbMGLh1OCZPWlofhfSnhszL3wJi/CGifb4Bsk15 +422lnABeV5JxDnQiihKs3n1LOhUaJP4+r8s4jvaZJcXS/FMhUa814cvP4+jl +Db8PIx2p0P6fSIGPozlSXKdaph6UBkIJ2Gc1SQvU/idfvf/lPXg59zj+VgwJ +Cf+4pyV/JwMORC47nTawRrUHAu8de5sBlObq/d0p1sjFn7wcQHgAToUftG1m +rdGTz6L1rLkHsPDw3DBmbIPs5mJ1vU0yIWxmokhzygbdH7tCrF17BJdLT1aK +8NkhQznH/HEsG+xSau9rKNuhj07a6wUrsiFK7knjv2Z2aPv8ZfcKtRzAtpz7 +fPOWHfLzOqyEG82B9QkiD5/zkxErtmAgVSAXCNste2iKZCRVjI/ZeygXOvXN +ZBSNyIg++33W7jb3fnRXu2coGW0+/aS44MhjEOjabn76PRmdvb7dkXD6MYSP +Ew7x8FBQ4+N4IU7iY/hIbBIXlaGg01M+3iuzjyFNBJu9Yk5BtS57VC3S8sBo +TyI5Mp+CNoSnj07Q88CkqvxAcj0FuWTxx1+azwN8mdeYKJuC+Efffc4i5gMr +qc+etEhBDo65Txa+5UNtCHW4QRdDX0coGx7LFIBAbMXIBhKGYlwEz5CJBZD9 +W0x60AlD1e5+Ms9SC0BL0bp/NAhD5rM7Az2aC2DrBv+8rdEYmvQc5EjNFoDN +bzXrnrsYEjmvdyNUuxC0hL7wPi7GUMHCwoTqqULYs2ofxKjGkO7FfMJ4bCF4 +mh7Mcm7B0KtF+7TEp4VAU/XW8u3EkHfIxgWDN4WgLUzALfdhiGe1xfw7bxF8 +md3HWHmDoftXLxTkqRSB1YAE8cJbDLVde+3Ef7UItCYGn3Z/x9CJ9fG1dQVF +cOr6KpT9xND3mwZiXuwiwOfW9/LgqOjWhv+8ZZaLQLMw/hBnPRUpxBe1dcsX +Qz7ewnLLRiqqE3VWuHqsGMbdt/3qFaUiq2SRUPWAYkjqjZX7u4WKZvCMgYmM +Yghe7/OgcCsVhaUHaiQxisFsdPUES4aKtsjsjTP6VAxVvb02DtuoqDRzdObH +lhK4eZl9xk2eigzk7xoU6JbAvIBZ4rQCFQ3lEh9Sz5RAesgoc3gHFZ1XXF4U +SCiBPWOJf4x3UhFfUalN/bMSiAlv0dnNjR/udSnznigB8ucdlyO4+QfLxfnl +BEvB7Q8HWXJ5L9TbTvVqlIJROUEieTsVnXoa0hjuWArs7/ujSXJUtHRIVVLj +WimMRb2WuSpNRfHPJvynSkvhvVfTx12SVKSok9Kd/KoUhiqeCxpupqKGRlNl +49+lMEUXjO/fREW2+r8iFxXLIOSrQcq4IBXN0StGCi3LwLnainByHRVFEF0P +OwSVwYvvwfnUPxiSbMcnCWWXQd8+p2XWEobKj3V+augog5fRH5xLv2KI2B1q +em6hDFSG/Nb45zD0xnJ/7jbpcpBNihMZmcCQ/7/Tq2zDcviQpI6UhzD0aOD4 +0wMp5fAqwWdciYUhLYc/G982lkPi+3Dm63oM9bypOpv6rhw6/hE6zP8EQz8n +tsota1VAROuL/hfpGLrr1h1U7FIBpr9GklzjMKQ8E97neLMClk/KrF0IxxDl +40xM03AF2NiO7uVzx9CncxlTvjyVMFB4NjWagqFrX0m68vsqgZGszBdpgqGq +/6q/RYVWQpr7Ot8PShja+DfqhNn2J+DHLD2XNElB973sXVRNn0BpkVgxmfsf +FftVT4mffwJWGgTtjEYK0i8Zch9pfgIqS/n4qlQKqi+5V1unXgXvdGmd0oYU +hDsZdbjUqArsbsTdXqdCQab4c3WZ1Cr4k9164RKegl6FG9ZHhVfBkYSugc8z +ZPSZPN9kwa6CtOHVk1bXyUhTaEhPf7oKOg2vNUR6kdGVltYWjaUqaDP/ztC3 +JiOBvel0ie1PQU8xFzslTUY71gxZE75Pga6T4GpRbIew4vTui5toIP/7RaPD +U1uU+c810tkdNAh8Wh+TdtcWTW/27XXQosGJAVdxLz9b5HfViKP3Dw0cKOev +D6nYolt2n18KVNAg+/3pA3PZNqj5t9Gbh6RqkMiJOan8yQop2X6ZY8bVQP8H +12Baw3EkE2FG8MitgQy+l8VVTseRWEVO3Ia6GhC+nIv//fMY+iVIVredroF8 +3SdmNw4fQ//S6y6OH6kFny2Hx8qLTNEVjai1lZlasN/uVdt8jojYoni8ukEd +NCoEDBqr6qBgtg7c/68ezn58Edo0LQIi6rUzLwQb4JnzpOLS2GbIj9e4syrX +AFez6tRkzCWhj7T7tYtJA4xFMNJoCttApRt/UeleAxzJ9U8956YEEx1fC2na +jdBVdDS9PPAAmLUWiPReaYLG5snna3n6MK6wo3YtoQnmcBE8lwMALkVmOmvk +NYGhkYCUtLwB5EJKcUp3EyiMOnIKPxrAanOkkZNcMyTxmxz5N8wInjQ4B71v +bgavC1QTozgT2FojPs7Dg+D9QGP/ZQMLOHFnlfJOEoGU/cuCjiwLeHx6prtd +FcFok5KZ1S8LUJWor49zQHCC0p68WkUCo6BTaRJVCAbeaDUk4K3gcKZ9Yep+ +OjD43u3WdrQBx9ieqRsEOuiP0nNFomwg7JLhtmATOgwLcsT9im2glaSS6uhM +B+P2IY/2RRsg/VmL2n6TDr5HrWhVt23B1aXwn+JxOnjoL4bGZ9pBtLlsRsYH +OqgYzg4ENdlB4eG7/bf/o0NSYKXw6xE7mBe5YuG7oRUE1++L45MmQxCy1Dl4 +uBU2f73ze+IOGTLKGJd2GbaC0HQwOaSYDE3p2lV4UiskxOGmrjHJwOO/Y/ey +aysIP+1I/7RMhjsKi/im+FYwrz62bdmRApXC3jYV91vBZdLjmXAABfpWxuMe +5bVC8wW/iYSbFJDs6+SNqm8FI2PeE4M0Cug06+lfYLWCocaZ4AcdFDhRQrvs +zmmF8kJPWucIBXKjMhdMZlrhaA1m4sqLActXXFV7oRU+mI/HdOExmHWM8diz +2gqfjSwbHypjoHrQf3yDOAN0Tu34e/EYBs+miT0cXQYsxX748SUag8FjUd/i +zRjg+a4sjpSMwVJliyTJjgG0nEeq+GwMtEN1XDs9GDCk92Lf5DMMHKaCYmIu +MKC+L2n6bSsGIWY1ZcZXGZBSWuVg04PB8y37l+jJDJCIPOjmNoHB8OVzshFZ +DLhL5wkQmMNgZaLEQK+YAU4e67TwCxhImb4/s0pjAGmrYVDsMgZHyhXj6psZ +IFk9hzu9xq232a0quJMBF9ssCwr5qBASkj2g9YoBOT0ftW02UOH++OivH2MM +eOvplnRKlAr1xjIKtDkGEM5HJgxtocKbUnsT/x9c3muCWO1WKvwSS/NWX2PA +zkLa6ooMFWSCXybOCzJBIl6TkLeNCoQx0drSLUwIe6RTXy1PBSei5RvP7UxI +ZHl479tBhSslt/8q72XCF+VkosBOKjwQ7VScOcQE94B6fXNu3BC43jxPnwlp +fzY6/eDmvxkx8nM9zoSSiZl0Xm78yzAyVZ7ChNGBf9eCuXyZ4ub6MRcmiMtG +Z5C59Y+KrI4/9GKCldy7oDRufycuHeFzusSEo+K8pXrc/sPeBO6VimBCfLCs +OYk7X6ZBtdXgLSYEB2RcaBWhQlPhwsXUVCYoCIgRs4SoMCqsnmGXzZ3PQm9i +Yh0Vfl/waRErZQLHVdDv1h8M5F4Xv2XXMMHuXOT2B0sY6MGsYDxiwjA2sm3z +VwxcCnapW3QxoTL6Uu63WQzCN7qShQaYoH2+e+rIOAYtQyNZNz4yYdXAOfFv +FwbjetJM4iITXvDoXIugY7CWR53jwbHAPk5Gz7MWA33/voPhEiwQ3HGOGJjF +5Q+KOOgqsMAp1EnrwV0uX5d09dc+bn6tse7e6xggwY6OIAMWsKKneW+exWDy +PN9nTQsWqN0uuEW1xwA3YLj5B8YC8vur1UlmGBjkNp3w82HB3KvvpSTu+6fr +0L553GPBsM6rndOjFJjM/iqpnMuCDZdeZ8u+oACOX033XRkLflo0ZbJqKGD4 +sijmVCsLKhwzrT1uU4DhnSXrOM+CatHz/Lj9FKj+4OPjssQCo5DITT5SFMj3 +JDS649qAzA6JOcFDgRtnh5zO49sgJGVwrb+PDMfcxB9c120DzZPtf1R8ycBx +vCFVeacN7tZ/E1qNtwP6MNmz+l4bvP5eV4f3t4Mq+53Pn+e0QXznvvEWWztI +xpA9s6YNrPZUBXZssQOq7c97w6NtkCSz9UZLsi2MHvOVWKfWDiYuumrfw2yg +t+PoGUHtdtCo1Fvn52ADLaYbajcZtkO2NO5X7CEbyDYuokhh7cBKYybt77MG +N4OpFLWr7WD8LL3nYqYVzGljmx1620FZYDC8RYwEi8p6ohW+HeAoaL6yN9wU +9KeNOm6HdECvgqyFipQpxGQdi/C83gGf3DxDEp+agCSe8nVXRgd4ZK70xk0b +w2EeH84DVgfcFBY1LNAjQsjI/cRY2U4QCpDWGa8F+J34n+jpF52geY2o4Z5w +AHh/lonJKnXBxxfzscOZu5Fsr9EP2N8FOclnea/Y7kWaua8HTut0wV0Gf1z4 +ehV05rjAw0rLLui83JEc46OOOjPclIyCuoDEe3NJK/0gSiRIE7w6uuC4kpe4 +JlEHyYXFuNd5dUOgWgHuzSYi0rLZZjp6sRuECvm1ZAKIyEqxZg9PeDfE9KOZ +qVdEFNEz9dk8uRsaNi+praUbo2k5vZDxhm5QKA+V3yNjikqaf9xZL9wDP4b3 +GRP4jqPDf089I1f2QHPdeYPhk1aIZEm/ZvK8B8ij2WJbK62Q+0N5a21GDxAV +VeWyV63QXe3x9zKDPZDzfRfteqo1+uDnLD39pwduxfJVP3OxQZmTWJi/ZS8s +5kT+3hloi2jqtcfc7HvBKLRiUPGeLeoMw0tQXLn3QbHzzc9s0aLUqwrtwF4w +X1ti0ZZskZWtzcRaZi8Y3F2MSQ6wQzwMc6P4+V6odFmIi7fj+qJYqUjEUi/c +DspKrzhHRuouQiP+ODZ8QW8/OcaQkdOvjosUPBtKCWqbsOdkVHPQpEBWlw1z +P3N3tUlSUFdkfsAmUzYo3CPaaatR0CR7nf5fazZcWouwOkCkoE0+jMFpdzY0 +iH8qbPCloLN5IFgaxwYBipe2RDMFhX171P8wjQ2LpfryzzkUlAJrOfHZbLBW +yhKemKIg+kiTTkA1G3TMrc3r+DA0uFeO372ZDUycaLeHBIbmg0NfUjrYAB2a +tAfc/VcaT/A5MsIGq/oczRhjDGm4ZWjvm2GDzYmarfpkDJlWrayT+8rtz6x3 +IcgVQxdIdZl/eTnAr62g5R2GodgHkl7fhDlg8rT3765bGMqeC9R6K8mBRlmf +iH/SuPt9tCa7fR8HONt2X7UqxxBBtJs3SYsDj3pwRXN1GCrOcNV2NuBAn+hw +5EcG1z8UV3yULDjQrxDaTO7F0PXKhJyvGAf+Xp/dosj1iYUjSgP1pziQJ2gG +zpMYcmE2CkX7cKCubHVthesjhOG5C1JRHDhUNG3pscLlu0UUTcdxIE5nzF/7 +L5f/WWK0/B4H5DFk7cv1yejgcrHgXA4UyK62CHJ98hsP0cSwnAOLdL10ITEq +crnz+vLGOg68euRf64enoh5J/8qBVg7gVBp+EaSoiJDL/za7hwMpnHCSjywV +FatkbfUe4sD9AtdUHNfnJJ8dImlOc2BS3IT+i+uT0QZdkWvzHBA1tmA4cn3w +qme5aPwiB0YwegcP1xf/B/Vl0gk= + "]], LineBox[CompressedData[" +1:eJwV23k4VN8bAHBLRfYtocWaEELakNe+7zN3Ukn2NvG1pBJJhChKlIiypIgs +CREHCZGyjn0ZhhmGsVS0kN/9/eU5z33POe855z3X/Twe0m6+Dp5sLCwsj9lZ +WP7/s75N8erRzR0whNU1s8qQ0O6DiXnCPB1wR/fQy09SJEQMHvl4VbAD3KYq +nu6UJKE4pDA6ItoBPBr+Pv07SahhU+Avg50dIL1urvxbnIR+mSOhV9IdoFzi +PntDlIT2J3Cp8O7tgDM1MvXnhUjIqwcz9VfugPhZhfb3vCSULp7p2qfeAV6J +2H5fThLqcZ67rnO4AwYrG3li2UiIO+fwo0ydDljg+BrPtYYhg5lbxVsMOgAV +sk8u/sDQNdWvrRdNO4C5U1372DyGigPEpzqsOuBs0Yn2BSqGaJUeGwcdOiBt +X0U35zCGdv8rEk873gF7lCvvxnRhCDP8e4DldAcsnv+n5duCobsxJjaebh0w +T3faU1ODod9CI7f2X+qAdd8nowm5GFJzVEhP8u8ARSar3bZUDHmlB1T8vtIB +A3seGrDfw1DPXq65j7c6oIF7bZeEH56PzmHMMaUDRjgaK3U18HzCb/nWpHfA +mPo+aWFpPJ/m9jsy2R0gJHvmFIEfn9/eo3auEJ/PQEpbfJaIznk92Bv+sQP4 +Pl0x/JxCRM9eD+tPt3TA7Xuq77kiiIi8uNfJ8msHXHu4TvzgTURG12vvbxvo +AG/b+EB/XSKSvM/4ncfsgL860546QwRU6xqWV/q9A4K8xrN6GwjI+YDwiepf +HaDex3N4JY+AnpK1Kr+wdULdCaz5WxABie2KDVoQ7YSsI8/7fnIRkFC+wndN +6ITco9lnM3c5oJLrH7KOGXVC2NTd/9bX7ZGdtZ2DiXkn7MaK0xkj9ihh8UrJ +cUInbL5xMyj8qT3iOdzsG3y2Ey4W/NyfJ2KPNjd6zqGETij7WzFnMGmLcpJ/ +p7UkdcJRGfFDbI9tkdHZe5adTzohcIP2lMXCFt3iepc/kd0JcUGyUg2FNuif +3abzmys7QeyjYPRdb2v0ayRrymK8EzzvmVxfarFAjNWx0V61LqhR1F/14jZG +5WcTGiwOdUH4TpPfrVlG6Gafbi7S7oLcpFlm6lEjJFqRfinPpAsClasjYj0N +kUHQqbUQpy44HK8w8LdcH6X+IIvLxXRBsTtB6tltHWS21E70H+uCH25q6w/t +lFHObHUrX3w3sBEmZgJKVMHnsa3shYfdsHOTodGXY2pw2Gjy+qcU/Lm2uqmP +jDq0pnOphGR3Q3pkeYXZrAYs2Z1ImKnsBvWBItXXAYdAt2KF0DjZDad3LD3q +OnsMBiLUR64d7YGwFx//bCEZQ5bap4O9uj3gEj7mW1VtDN4jjvFqRj2wHBn1 +rE/KBFgO3wSaTQ9M/+UxMZoxAfnZr5lEjx7Y6fRML83fDALtvL32J/TAn71X +N5Y9LIFv18sFKrUHfl2zpP53yg70SBEjkzM9cMbDYa4jzA78E860TTB7IHpG +uro92w7IrGIvx3/1wIeTjdaps3aQMR3jPMzTC5WxQWrnAuyhQ9LTakiwF04Y +LJs+TrIHthP6WoOivaAhWfvC6Z09eLX93tYv1QvnHgfJvPxpD6rFF9q7NXuh +r6RbTd7PAVxmTKq7jvbC140f15bjHSBRRjavU7cX6h2/7rUtcICVpKHIb2a9 +sIl/fal8ygFqr1nptDn1QrP2gccqBAJYG6q+bojsBXpobpWSGBFuhHA9qb/T +C0qFWheLVYlQ/G46qi6+F+5XYx8+GBFBROGZW21KLzDkM9TO+hJhmEdAoqoA +f35hNvlnLRH4TOY43pf0Qt5x44tZnUTQC2v5WVGO56eizds1SYScpZud7+p6 +YWuT/6bKLRh4k5diSnp6wV1JN/KhCQYZ/F+Digd6wfHiNh9LDIMOs3yPotFe +oMnW8US4Y6BZ7aZXSMfXn5W87b8bGHj90FUtmO+FaI7uEbk4DFJUdux8vdwL +B5k82x0fY7D2rHv11VovTBhsrTryBgPVgaKpl6xkyGA9nDpViYGL0N3u3C1k +UJLU7uf/iEGi5bn6F9xkwI7+OFTxBYPGSKOiHAEy6P8ihAz1YrBSI5WevY0M +SRdd/EJGMVBYXYvNkiADF3Zw4sk0BnfPv/N6LkeGUvMdV8x/YjCrVxjDrUSG +LZeMQtzXMDAVe5EftJ8MU1o1qxQ2EuQsPP1C0STDycSk6kZOErA1JzGttMhw +dEE+g5uPBC4ZdwUqgQwV9yWDy4VIUHs5UkPWmAw3w6+pfhIlwU7rEGK8BRkc +wm9mHJYgwTW5wKDftmTg6Ogs4d1FAvLfiykeGBlkB52IppIk0Ox2r/p2kgyo +yT2IKkWCxPxTw1ouZKBNX+eZkibBYjjh3wtPMrhuiec3lyGBzQlLKcGLZOhO +J4cI4O3XaoYGIf+RgTA9hWnj8Zyc2h60y2Q4/vXZ88/4+F5jGlEO18mwtUP7 +bDU+f2O50quam2RgyTOqFNhBApl4mVaFKDI4f3+c+3k7CW56Ssw9jCODy3NP +82lhEozoCPFt3CeDBXH/By9+EmiJcKldeESGvuzm3ZZcJEhhsDr0ppFh+wH7 +5IebSLDS8DtAL5MMbe+Omen9w4CYupT8OpcMJp1WHvarGJT6zVSIFpBheCxW +onkBA35zykB4Cb7eZNvnmTS8/qQG/s6V4/PH6Oyn4OfZutqxy/EDGdSTtTdH +4eet8K0FPtaT4bBKqMf9NgyicutcVZvJ8Dss6CFLPQb6WPGLTV1kuMBSkiCc +j9ev8qtm3z4yDCnKbJSn4/XH/nxmcJgMKrG5t+rvY1BZmqBSQsPX96L3CO9l +DERjo213zuP1h93Yb+uFQYBrmF/0MhnuVas1/Cbh9Srg++70OhnE/Zr9Yg/h +9UXz6mth64MdW6UD/fbg9VXr/PsAZx+wJZ4baRDG4MUlm2Ncwn2w65nOSC6T +CDvbVD6VK/TBHJeV4a10IgRn7aFJq/ZBpuMpwbZoIvRd27X13oE+6ArPzLzl +R4REBV5rd90+uGrmEqFnSIStUXM9/MQ+YK08Fbl1nAAreq+p58L6oI5ut9t3 +wwE+5DDSrkT2wcMjt3zZJh3gFqcyIepOH8w/yzwh3eQAfB0F9dkP++Bo5dmP +m+IcQP7Mm4zRl31Q+cxYOIjfAUihJY7Ejj5o8VuoLmC3h52UJX733j5I+hrC +Rhi3gwkjjWa/wT4QshYyefDBDnx43h5MoPbB6f0ORwYC7CAqrUyo9VcffPMb +X3eutoV37yu+gHQ/5DKytKJ0rSF4168IG/l+cNdkS3zNsAK98CPap/f1w0tf +5de7U6zgi9n7vOCD/cArM6axwrQEal9V1DvzfnB6G7mcnWQBIis1evv8+yGn +p9G4q94UAjUay0Q/9kOxkHHDeqk+eGlKPX/Q0g8zgVXRj431wfFQSBzP134w +OzdmV9anB9pamm5sA/2wsdjzYctPADaDHH4msx/Yzn48m3FZBxLsIy98khiA +X9/exX+xPwj5/xlJBfoPQJ3kfkZ7vAQ89X/OvXBlAIrZ/nEF9YvCvcC1lfOh +A4A+7h64Ki0M/10taz8TMwAcRdqiP9w54PBNueuWGQPw9Kfuwq7wmdrGhE1k +mdYBYN/iQn0VKIXG3jTGdUoPQubG+PTP4UOoY37TnMbeQYDyT+fjag+jOmVj +qyTlQbDdpGJ9/dkR9Dz/E8/xw4Pwq1qz3P6MFnLLbbo3bDUIyxuuL1TJx9B0 +eksC7QoevyqT8dbaAJGHORfNQgdB8OdNJ1qFAWreYW6Xf2sQbjjyxKZIG6JX +Tz4LXLo3CNdyXEvOfjdEF5JbHyxnDeL5rl05f98Yzd/98nC9fRBqgi12xBaa +odE2nh/O3YNAjzB4b8hnjr5yWRPr+gfhuDNLoo2POXoT0y4SMTkI50y+37RW +tkD/RX5N5vw9CO+IpwxfPbNEP653PBaWGwKuGK7MTFcbRK0S+BWoOAQ6RYs/ +odwG9f62cySrDoEFa5QgJ5ctKr/SKfbk6BCQV7nCeYps0dWArie7bYegx7t4 +mnDFDv290JOmGDwEd1zXiXKZ9oh46PQD1bAhiNDJN6bX26MC1umoA5FD0GJf +fV5vwh45p6z6HYsfAsPZg8fypR1Q/ScJM/usIfDymdWyTXNAEg+yj5FeDsHt +ftvRZ5UOyN9J+cCpgiF49eH00I1eByT3/dhuz/IhYMsRU5jiJaBoKdcfV1uH +IO2bxV29awQ0zpiZCf02BE1t/11YSiSgIxX+Y7d6hsDIeyZwXwEBzVpHtt4d +HYKgR9sKj4wQkPX1l8+fLw/B0+tx6S+PElGuidqjF6tDMJXeW/PAloj+Cb6P +y18bghN0pwcsnkRU/Ko1qGzLMIQrPbe6EE9EwuR5qxaJYdCVCEp0GSIi78wg +g3bJYUiyrC93myeiRu+Nw11ywzAfcaxj6h8RBbELyg6rDoNV6AOdS1IY+vb1 +iRjlwDDMWox+/E8NQwqpMnzTR4bBj8cy7ztgaEBN8/eCwTCQhxliQacxpLH2 +gfnDdBjWHv1dCLyIodhmY+pvq2HYNjRdu3QVQzrOx7+xHx8GLWXqhnsihpIV +xxs5nYbB8lpIn2MGhpg/zlXxug6DQjCLf2sehp7FBb/YfhGPT+AYkUEY+kVi +T9v53zC0Ca3s2/oZQ3Yyd+9LXx6GAO18rYu4f/LmRaLkg4eBuabSYTaEIbb3 +6df3hQ0D242i8sxJDJ2KlPdTixwGwzO3qi8zMFRmW+R18M4wlDClihqXMeQ5 +XWcPD4dh2s2/rGsDQ7Ul5qZGKcNwknsq6MFmEhIN7dIxTx+Gi605d1q5SMjX +7JSGTdYw8L1f+xLKT0ItwtS9hJfD0KDnIfdamISkx7x3ORYMQ0tLWJDDdhIK +zv8pdLpkGMTtpAsDJEio6/INTrfyYdj8w+wd3y4S2qfP8c+rehgS3PeEyeI+ +Lc5/vbe/bhiuZfRcaMf9qiliZ2/eNAycOtw+A9IkVBn6I7iqbRiMC+3CTXHv +6tBScvZ1DkP5fw8zt+PtOrtjX5+Sh8FIQbHDHI83rqKs8g4PQ1nCV6FRfPxW +2SjpMAoeT3gZ0IPPb3NPyXJxehjufj7GqrIDz2/la6DrHN4/+tZXGp7/cZeA +jK4lPL/htuVNIiQ0/Hl7i+HqMOgp996JxNfvcuDDUtnaMJyRr33rhe8P9anL +Dnm2EZiZ2Jr8ehMJnd+y2fgxxwhYjaSTCP/w8/bN8+HkHYHYjro9zqsY8h+w +TrkmNALygeKaXxYwtGKwXD+7fQQ+iRdWpNMwdL3gEePUrhGo2zc62zWKociw +MV1dhRF4TT5/5nwbhjhnIs4VqYxA5A3LfW11GLrnoJAodWAEOHp6qh+8w9Cj +PX5TbLoj0Gia5GuTjiGJhG38gYYjIFXGBOP7eL39en9kymwERh9p7s+6haFX +bWx3mwkj8HI/z48ETwy990vSuHt+BC6ovWoxkcOQ7tARp3WfEchRWZcNFsJQ +g9HIbZ/AESBEzUhuZ8FQ63b5AbuwEbDRvst1f4CIhmsqwrYlj0ACRYX73m0i +ctnrlBeVOgIBC38Ld/oS0dR9lu7VZyMQfVcpTMKRiJju5vKD+SPwJf+qvrsC +EbFwDX3JqBuBA4LiR3Vw70YGhK3wN42Aq/fDPXYvCWjriKxUeNsIZOod6uqL +w31b7B3gTh6BgUc/w4wJBCRH+ieuMDcClodHHxQPOSDTLOmzJdtHQTHq9p7b +3fZIM4VPvmnnKJjGc2clldojqfi/1EHpUbj9jpfj0AN79Odar9sm5VGYlIpo +U7e2R4X2d5yP641C3EZxilydHRJmXcLWz42C+N1mnst7bNHYmToj86pRaF0L +4ouYMEdfsEJ2ZzQKW9NZAzJjzFGlZWqDf+MoJGgtskirmqPEw4F6T7+Owsbx +qnNWV8yQMb+CzsLEKHzMOU9PZDNFr2sTDiRzj8HJo8bnRv8Zoiu7zshQnMZg +/AvPGxVdbeRmp0Yadh0D9XOLNRRfLWQTwRrb5zUG5q5LNavPjyL5meyl9v/G +IJXFZNqJ9QjqKaPXVUWOwRM/Gbakak2kZuV/JqlgDITPo0ZWTWVED7791HRt +DO69XhtrO0itnSXtO5fJMg5u2GOR915tui6LwmyS7OPwoqKwKuzHoq6l7NRB +Cc5xOBLZ8XMv6xaQuROdLiA0Dtu1F4U/RYhBB/GL9/qecah+7jXcWaYIynMY +d5/1OIylHUtt36oFlUQrFGs3Drsvfq+mz2iBYY1BgC5hHPKTf4eYfNaGk/H7 +h144jkOB+w1Cye1jcEdt6+tA93EQPag9aRWsB9OBHyyEro1DrcrLvKouQ/Af +Kf336fo4HJWssQnQNoJ147zSazfGYaC95lF6thGIbH8kQYkYB9Kj/Gfa/sZg ++N53tih+HBpemF2w4TSF5+sysdY54wB/hN+5b7MAZS9xXdaX4zCou36MHmAB +FV/5l8vyxmHmaExOaacFfH22dmJn0ThgReOIL84S1vXJioz34+Adc88y/YcV +nIy68znm2zh4OkslMJ/bwjQzLFSnaxwKPz699HLZFvyOB6kv9oyDnXQKQtJ2 +EKPg/uT44DjsUT2038DPDspbdc7LT42D4utBtS4uexDmX+Rs/DMOGvFXyg7t +dYCumtho8/VxYI83Oepogvvae8+WbxvjcO+ZfcNWTwcQaj3JPriJApWng7+L +Z+Lt25/WF/goEBP8fnZQmABdB1xCLgtS4PB9z8fn9hMgceLPnz/CFGiYlCu7 +aUEAQT21X5vFKXD/5KNX1mEEEPiburxDlgKk6EwO80kCdOQd9MvcQwHu+vzX +Yn8JcN+xY0FegQJhtOdjl4SIwF++eV5dhQLzFk61uYD72+8/mulhCmQJTVwy +TCLCV0lur/ajFHjjV/5Q7RUR4r++oDroUGBsW5vcs2oi8CoPUU7rU8BkNqDo +3zgReGjGwwGWFLg5Pi5VjfviS/L4yd/WFND4UmT88iDuD6PrAzfsKGAjSvUX +NMaAO6uYfAejgNbDJl9nN9xPdpYYvyMF3GPocXr/YRC7MdWddJIC4wWnzJ+F +YsB1ekfnszP48+QX7p2P8Hjucts9bhR4W7hdPicLj6+y+5rvQQF+u23YciEG +W8Wi2t6dp4BE16fpjQYMWpqkLLS98fVUBLXU4j6PuVzdUudDgSTzUpFfuNc4 +uxc/tQVQQOw2jXcA93hLeJyRfRAFxK0DCDeZeLya/EfyVQqsXSnWzMR9bjZW +p+90nQLxTxZva+M+54g/VUcJpUAsuWa3Le7zJp0V3bM3KfBgeGhgiIMEUYz7 +NXO3KGDfZJZM4SGBSeo+Hf/bFJhmHNNwESTBFvOmqtVoCgQ8U0s+vg3vv+py +NDSWAozerhfNYnj/3L8VbPcosFotbFuMe9gEe3QoJoECooelwgR3k2DzJvV3 +vIkUaHdw38vAPd1Y2nbgYRIFeFOjdI7h3o509SoVe0yBZ07+5Ry4x40EWNUz +nlCgZdz6vgXe3oTSimSfUmDxZljLZrw9qGNkNpZBgbOprKIyeP+iqrnx1Ex8 +v4V+iz/Dx488knyNlEOBLd6mYyG410+WHxMSekkBRy+zy9USJFDTnM5vz8PX +d79z4STu9S2l8YZ3CijgUa1+9hTu9eH9h4eNiiggYKr26wMfCUoKxwJZSikQ +cZynMWwrvt59MbwfyijgMnl9MZudBE55arlXKvDxcvJfKq5joLF3QPdAFQX8 +Z4+ICa7g5/civI/5gQKtJlqXT+LnNSqj9F8+okC0tObKZvw83z7v4vRqoIDv +3p19wiMYOD+V1RpppoBCZFnt8c8YaEp86UpppcCjBj9CfC1ePymBF4ntFPz7 +TcND4S0GZQ8/PW3rws+z0MEkJhWvN0Gfg9G9FCAKL7fY3MPAJUH0q0E/BTY7 +CikFh+H1HXd24/0IPv9LDwlWvL7HOQVSLo/j/ZnVoacdMCiPqlRTn8TvU3L/ +WSkDDNxubXV7RacArB19NSSJe//a68ZH3ynQOVlSfLAHv3+rhNMOKxSIXFxl +60FEcL+89pP3NwVGO1r+DOf///5a7739D69HiQEt9TAieJ5buBOwdQLKY9Mi +f0gRQWv6scx+ngmoZk259JuDCAIeetWzfBOg2B+214dJgA9nHsy5ikzAjoL7 +S3nvCSB0/ICtneQEbCXNroaZE4DeM0TjlpmAzd4MDzFlAtQ4RN5slpuA7uvR +nfJ8BDhn01uiqzQBzY/jufM6HKDW+IqIysEJeL/uGX3K1gEualYPbLWcgCPT +3wXNNe2hrqO3oNIazy8t88kZfnvYdmkx7KzdBMgSCU0bM3aAXuyR/4RNgN6C +qCQl3Q6Et9/3v+kyAYPbFxaNWOyg+rcH9+rlCfgbJuHD6WoN3IjvGPX5BNxU +perJxJuCyylFgYfZEzCxcv6I2D5TeLdqOKmfOwH4dgReajaBM2rX7jx7PQFB +VnF39f4Zw9vMyd6T5ROwvUdoutfDCE5FVvp0tk2AH2Xl0X4xfXht7va8dmUC +Hhr9Eu46rgmaytK68HsCUth0t01FHIBavvEh9HcCvDIGrW8VaUBH9+nt9SyT +YFqh6Ou7WR1+nD4R/5FrEva9rbhncGIf6PrbhbTsngTB/JAdRm93QEeqrmOX +ySREc73KTXsmgU6Erv90MMfjf0alDLLtRhNnPjzstpzEfz/baZaWSqEfclrf +euwmIa1B5Sq7iBwSLzpo0ncS77/s7JPboYTcPiprDvtMgu1p623RIproJ0NC +YPrRJCh8fackHqmHktJpzU+fTEJqOu9piyU9dMC2LIzwdBJoZret2Z31kV+p +9UJd5iSc/nbxNMshAzR/9ebXtIJJILSZFnaPGaKpzdN37Rsm4YTjOU5bMVMU +WVFqxPlpEipt3vqmhpgi2fNha7XNkzDo1CMN46bI9YuYt3L7JBDRMec7L8zQ +SKKlJUf/JCiXPeDs3WuBeiVLttbMT4JI95ddvzitUWBnaH3A4iTUHiQFP3a1 +RsIRFteUvk+CZ/tfC6/31sh+epL++NckKHL4PojxskHtBaIt/uxU2OfHu/a0 +3BZ9OhoSpSBOhcDzPT2sovbIg2GmO7aDChfv/irR17ZH7OnbVpJ3U8E5REuP +w8Ue6bMUebLLUWGHTdgZyVf2qKaJYjSqSoWaKsbPsxoO6B3BlD3JiAptDxXC +Y1QJKMay8vZOUypIvaqObjQnICdDRc4X5lRgc7qrf8eDgNgOcPOW21DhvluM +dn4KAdkIfRPtd6TC06lg6pG/BCTNpffE5RQV3rYE8eQJEdEP1pIdM6epcPKX +LG+6IhGlLSVK/XGjwi3xcnc+EhHRO0hKOy9RYeygYjpHHhFVtzQX5PhSIYqm +WRj9gYji647sV/GnQqeO6fXob0SkWSyhqXuFCiut8Tc2/SAijldx5U3XqKD0 +WKTr5mYMDT5bO2IbQoXXmaZS10UxFJ4weswlnAocOl3c9EMYIkbb1tEjqHA+ +JG38hAnu7bA6A78oKiRr/tlthmHoq0+W6a04KrS3GV5I8cNQppdwK1c8Ff9O +42v5fQNDgc6RVg/vU2E5WlOdHIf7xsbLPieZCq+mH83+y8bQvHFft3IKFXJc +vF5YFGGo7pgZ6V0qFW5IvNcTqMKQl4rSqaZnVOhuzxXk/Iqho3vSRmyy8PnD +69qO9mGIZxePS18OFd5MnfaljmHoLQ/Tg55HhST49ywb91rUpjO0/wqooF2f +1laxgqGTa9/O/35DBU/PH7uM1jGk8kNvLryECqFT0T5m7CTEMlfiw1VGhYcH +JFMaOUmoe1JmKbGcCldc2q9W8pJQ7tDDgB3vqZBxaXFJVoiErnVvWsmupkIC +lwZ9iygJWbVdvqpcSwVW3RhDV3ESkvw4/aesjgq3/xxc0NhJQstVx0OPfaRC +U0bbwPXdJNRU2rLx6RMVfFz3/tTGPf0k/+gtmxY8/tXlQwG4j72z8jf1tVLB +20r9kTTuZ73UHdFn2vF6bZIV+L+vhRPvbqV/w/O38MyexOOn76zH/deF13u7 +k8MqPt77cB++3z1UePATydzCfX332tj98D4qhKwm7orEfX3Gz06YaxAf31nB +dh33v8b5+uTEYSr8RlLN87ivN7tqiO0Yw8//1IUUDPd1v2N2ajaFCtk5egOa +AiRUYCeyS5lKhayqfdlx3CQUZnb7Wdk0FR593hA6uQX3uvM5J7UZKlT9NrpS +y0JCcpctxQsYVPje+kfo+R8MXYlTJe9lUqG4Joxr4zvu00zBh9mLVJjq07o9 +NIehnZU/bCW/U6G1KrXw4BSGfL/28aT9xOslV6SEdwRDIn/ToxL/UCHYxoTv +CO5tL8FwQ751KqAvG52x9biP93qwxG5Q4YJbj5FTBYaciUrB4Zum4OD9CeWQ +TAwVX+A9vL5lCrAXMnJtyRhiD1/8fnXrFHA1R399cgf3dmH5pf/4puDibLpr +hS+G/nx8ojQnMAXhfYrULW4Ysh4MoZ0VnoKr2+5Z9xEwtLzF0PWM2BT4Bwgp +rh3EkI7LN6KNzBRkS3D+PIPfv/igUsFWuSlgkb8dVzdBRJS7yV+N906BpL7T +ek4HEUW9P2V2THkKsoJC5f7mE1GHEF1b+dAUfDZN/UM/QUQyim2/Xh6ZAqfX +ZZ2BRkR0Gd68k9WeAuWPfOoxqkQk4R24f4feFPBxJySZshKRxycWWS6LKXjr +4jl6OJOAfl0R56KfngKp5rIl5zYHZBG/1uTuMgX1d3zdc984oPScsYgxtylI +N77x+cYDB2TQ+WKdfHYKOpoISlOYA7qrpLH0yW8K4HVGd9qAPZIesejPvj0F +nesGT7B2OxTboF2ExUzBFZ/DjLVcO7T8UjmKI24KtljLl+6/aYca/Pk0L97H +93OANK6tboc8OLsSNNKmYJGl4ZLETlv06sAJ0/riKVDjW+OSPWuFVGPPlo8O +TcE+B04nk0sm6JGv4737o1NgVMyQZOE0QRtEcw8DyhRsXEp9K5lljDok9wnl +Tk/BrP41/7QeI+T3jnnp0tIUFGgmWfRoGKKy8ct71rZMwydFZtKzQkBahyOT +xDWmQYjV5/eNbHVEdhM/lK45De8z+o1l29VQQPybPqnD0yB2se5iw9x+VDDV +L6GgMw3XlJ1nQhKU0e4klcxDJtNwxHtcfmf7HsS2RC4knJwGukBbjbCHAGrL +V2y+d2safowOSCMRWThHrj0neHsa8l25XTib5WATG5ErOXoabrp4cnZflQfd +Ezesn96dBp9pf9uPg4pQzNHdnf9oGprXZeqvWKpBkkfIeHP+NJyuzfSv/34I +nHZ/+83aPQ13RQ+otNL1gU/c/1117zTYSx5JHCYaQL3wNr/L/dMQ3ddacbHO +AOS3nqLTR6bhUec6/Eg2hIXv0+Rv9Gl4fsPy70ktY7j1+d/b9H/ToCysYb7s +aQaajZm+x1lpEK92+s5/LWZAqzXaJ7iJBrH3LU8cUzIHq7LYrMitNJC///RD +BcMctj0TfXBRhAayzBwdqqclvApU9TmqRIMHtFP83Zo2cNK3U/G7Mg2ysySe +rcfaAO+FwKmC/TRwDzQNtx63Af8zVU5SB2kQVDpaQYixBW0LE0sOPRr0RJoT +h73scI86K/RiNEiXH/2ymmwPNyVYqfGONJg86h1a9N4eDmzLeWZ2igb2p+KM +6cP2kMI1K/rBhQZXZ0/uH5B2ALeflzdnX6SBZZBMRfoLB/jZem/iv3AabFlt +lqQ/JMAwd++5tQgaZCRIvLpSSIAGq50L0VE0+PU20/FuE+7nr/l/M+JoUBm3 +6aPBKgGUuppF2pNp8Ph9xKluB/x7Wpg/zTGFBi1nWYuunyPCKoEkTU3F92+/ +ZlpOKBEae6kqf5/RYGnTZbWgXCI4D7CaKubTQLpw6jnXMhGMJMzbywpooM6k +rOSxY7Dv1H2CXhEN8qc7djaJYPBreLfL8TIaqLlfVwvAPT26y2t6opwGWklH +HdhxT39yLvT2eU8DuY4fr/mIGCSOa1+7XUsDkR0/E5NxT1+VjtgQqKdBboOs +j8ANDM64td5++pEGgv/kd22Ow0CZ6pj4toUGCtcvlZ/MxkBoz3MxaKPBtuom +zuo3GPz2pGW0ttPgFchtPHyPQRPt8mtKFw0sZk5+edOOQYFCjfqlXhqYl5fs +WSRj8PD8pspffTRw2MutkDeGQXC+pW7kIL5/vN+fDtBwLzESG/lHaOBcam4f +voCBifKgRdoYDWZFjLc9xz2nckm6U36CBrtF/T8cxL0n8ubc8VIqDXTvvdtl +gHvwD7No5BiNBs1m1sKfOEkwvn/V/fMMDcT/dATX8pKg+T/dWeIcPj/PgYOq +QiR4U3L7v3EmDfi96uVFREmQtPxl5eISDc6Lyh/+T5wE1w+IhK5+p8H43Fl7 +g50kcAs8xR6xQgOdtVn3WNzXZu+y7vD9pkEkp5+LmRQJ9q/M8Kf+pQFjTFwn +BPex6GH1R3v+0eBNhvvCHtzPa1eu7ixhocPKiFKQMd6erERZOux0KGrP/zaI +x7f+3qLYspkOtkdD/03h4xVr2RQROOmQfSWV8yzu68fXkw+OcdEh1PjE6mnc +1zc+DFdf4KXD5Tifvlbc1x7rsgYr/HSI45uvLMR9baF7sSVciA493MZFW0RI +oB5WasO7jQ6yyLCzl58EYnW/e1K20+Flj9DRHdwk+Meif0pOgg6vPh3e1LeZ +BFT9GErRTjrIST0kbGUhQdutb2e1JfH492csS39jkLLJOdBBDs+HfaX3HAOD +f+7bD3bK04GhS116NomBx8eOn7aK+PwChe8IQxio3TK8Yq1Kh6Ayrg113NeP +KGuHv6jRwaX14pITwmBNr/yXxQE6EP2PeW5+h0HLhkKw2RE6LLy79uVbBgaq +Zya0mrXoME5UMF5OxCCpNu2v8TE6DHl/MX8YhddPKF+ooQEd5nlmZBy8MVj9 +8z1M14oO9z4ZLLWpY+B0slCvxoYObXaSDxjSGDS892LVsaeDHXOP+11BDOKv +Dtw6SqLj76U0RcICEeRXam9rutChznu1kuUFEe5iV03eutHBQV/Y5uADIiyX +qXNoeNJBIOnNNWYIEWoDcmL2X6DDn33LoYv4/Sct3YlTCqSDTquFrv5v3NN2 +hlZ5QXRIq8kLekUhgEzxGo/CNTrUXqa7pXwmANPHN37PDTp84TmZJpJCgNtz +xAdSMXQ4wh60OWE/Acpoko9Fn9JB/6xEsJi5A0iYDhxPzqCD6GxTGlHJAW7m +JoqJZNJhr19wjSy3A1h5bk4VzKWDRbnMYmibPVAnZp/yFNPhSfQ3xcOm9iA8 ++i6LrZEOqnKbay/ts4N4ntDQiia8fqSDS7nZ7YBL28jR+zMdek8sH/YrswW2 +lC5e8lc6dHuK5kTz2cKy/cLVvAE6NBKTZG5WWkPHJwVbuwU6lP/7GVExZQF3 +C9P+pkvMgNJzGeHdFUbAOexGdtg1AxfMolwnbIwgkkuphENqBrZ7K9ttnzaE +62crvfz2zICZf2DmqJAhXJDu7TRSm4EZ0z6mppc+mCXzvWIYz4DawDXzg/Pa +sDk0nHjUbwYeio7/WLLZB2VLc79RwAywB2SMfXyqCB5ejs9Mgmag6u4Ts18z +e6HRdv8s4foMLP7d41J6Sw4iZUbCfG7PwK7Q5S7p0ztgU8uR19lPZkDsc5hz +wIm4WjbhRVa+hhngGJuuCHTah0qjT71MapyB9KzCKz95VZDbWpPVjuYZmDye +H/uxVhU1TKU/VvgyA9JbDvPw86ujW5WWKobkGej+YOCHnddErM4vHa/OzgAx +9+WG0GZtxJLnXDQhNAsCy6WXuIcMUdNcn8+zbbOQudvRRdTYCN1Vs1d1EpuF +huXlxfg3Rmh7pWFh765ZmNsRs7UmzBipNiu8blGYhV1qBn1VEqbIaWo5943u +LKSuRna/V7PAvw+9vS7qz8KNmAPnDe9bILr31B4Fo1kQMTmvyLtggQJ+9OVk +ms/C+GxTCCnfEsWy12QlEWfBIsmYGbTdGr2Xjs4IvjALm4Ju/Hr32Rbd8GRx +PnxpFrbU3WZu4bNDRnnXdv3wnYWamnMLtYfsUIea99NLl2dhf+K2mK9RdogO +9qkuN2fh86pJjZW0PXoT0XpiV8QsbDz89+69iT0KbDYUH7w9C/9172DkXbRH +GzaHUghxs8AryzPJX2aPRJ13PDJ5NAtqh+trenUd0HBmEsb+ZBY4bqgd1HNx +QFlTvNvq0mZBv3V+dU+4A1K5xJJ0NHMWfy98LjhT74CMQqYeKBfg+7u9p8lf +m4C46pztZ97Mgs+FIL8MRwLqYO8XyC2Zhc3kBk/dywR0Kq41QbJiFrrifX/0 +FRCQf2rRPaGGWVhTm+F02kZEFWup0Q2Ns3ClUlk7S4WI1pyjwv2bZ8Hw9P5f +p4yJKFr29OWuL7NQ6P0mfG8AET0t4Dqd2IfHh3C+423Bv+/5VkgGg7OgNyi2 +eWyIiOT9KHbLw7Owki0gK7lARMUHK40cJmZBWKSwbEYYQ59qPZWF5mchR2D9 +ZioJQ1zS9vINC7PQnbH7So8nhuwidKT8l2eB2N4XfC0Q97upsEjX6ix8kT+z +nf0+hiTz//He+jMLCz9DF6efYsiDZ5ZDYx1fz+Tgcc08DDE76v4+YGPAxUuj +N7jqMHTgQMFP/c0MkP0c/yyxFUNXkx8vLHEwYFI0WSCiB0O1q7dmMrkYcJpc +f3cI9xb7SZ9Je14GpJhwdKdNY8jsw4kRVgEGDCtdz/3IxFD8buO+EiEGZPg7 +fnXAvd19U63TdRsDqhtZRM1xb4tN7mgTFMPb8+tWubi3TxtzfKqXYMAedXbT +C1tJKOvlcq3fLgb0hzKHkvhIiLZ1tFJaigG+tz/T9giTkLL359JOGQY8KG+1 +2IX71O9rWUH4HgZoSJBmgnG/lqs9z1VXYECL8L/Xurhv1xLjnlOUGOCyKTLs +HO5f/Z9BqQ9UGBDX0U/8hfs46rhbkr4aA7TMd0kzcT9/eW8dv6TBgAtXskbM +cV8L7jwak3mQAdmtM9HceJt0Q+6W/REGOCu9kD6Ax6eN84ewajNAfba8uA4f +f9zg7+WSYwwYf64OZfj8e15M+7rqMUB74vgQ7w4SusDRdV7QkAEjQ2mP2/H8 +i87XuNcbM6CpJyP2O76+H22vTvuZMaArQe1bGD8JaakmHZe2ZMCOBzaR/ly4 +r++H2XdaM8DARLa9bRMJNS5fsAy3Y8Bzwc2dcf/wesFIxuoEBgQeuVxduoqh +JHGVow8c8fyme7YcomNo4LrYAf1TDPi2P7E7cQxDu0fZVZZOM2DtYpDzcTLu +3axBKXt3BtinU9+KNWBoflOTBKsXAwTcT3KL4n7WOFsiUnKOAWm0Vq2Q1xiq +2RfDKejDAIVNleciEzF0qGd7e+J/DDA5oPJQMAr3dcjLByIBDHhZyOa88xqG +stqbJMSuMsDwHFmw4DTu+yDS2JNg/HxNOTPVbTGUvHs6e0coAxTr13ce0sNQ +jO9mFclbDKgHffMaKQyxiiUvPY/Ex5dRr9QTwFBwnVy5TDRer32yD4w2iOiS +oBHI38XrG6VKfsPvm8PbW/YqjxhASYgs+BtPRG2nhESLUhhw3J2bGB9MREab +sgbV0vB2IWExx5OIDmP17prPGdBxAm1y0SKinasbl7XzGcD9VmH/zlECommF +pprXMsB4oyJKiZ+AXCZ5zrTVMSAhzUVB97sDGox7Kmv9kQGvfPlYx8gO6Mtw +dYFdCwP+5jza2vbUAZXe+FN7vIsBTqY+c2dkHVBIw5VJz2kGuMvIGkrvtEc/ +L3C8otEZoPtNrND5tx3yEX7sfZ7BgOKt+iYHyXbI1aP8p/ciA2LNbzqVxNsh +ky0/OQL/MOCRic7K75+2SNDCX/kW3xwcUOP1sY+wRs/r+bm1BOeg6qEny7CS +NVI7WjizJDwH9i+vDz3qtEI2CvRcV/E50Dlxx+XlTisUu8VZWl9uDu7sSUwM +zrNAmz6ai7JozUEpYahK47kpWtGWZrnhOQes4i2yh7fpo2GVju5rH+bg3iKH +48BeUfSMIRjKjubAJtR/nKVCCLnlEeTv1c+BkipP6Lk4PjQj13f1edMc7Ep/ +wNzbyIJWdozuau6Yg4XWphvNaT91BbnmzopMzcGljlGBN0FSYDLNsfaGdx6O +GVuq57YfhK055i+OCMzDvgP1G0rZh+CLa5xNg9A8XLxPs5C9ehgII3yZvdvn +YTpy29sTUkfBpWebyZr0PNwI8JGwOa8D1xtk75sfmgcfg44of299KM4AOarz +PFBEt4nLRpnC9+DvHK6ueHyEz75AiikcOv6SMeI+DwaOe1sO6ZhBNT//275z +8+Ai6aLKuWgGTTdH9dv856EVLVll2lnAkFvomdKoeXC9zBox9d0KdoO64f47 +8xCef1b+hLE1uOyYki+Iw9vil5V3P7KG6W4r5ov786AyYD+SdNAGFo12hj5J +nQeU6CXH6m0LW/ZWp958g49/Zmk1a9AOzNl9b6wXz0N0Z9Dj6+t2cHdMxi34 +7TzEnjIZZkrag2BKrGJg5TwIt4rJZLnbw86tJyvPNszDR7uD1Xum7eHMFO9T +auM8NN6zelCz2QGy6uvDXJvnYfuKPnVGzgH2BiuanvoyD2k+ATvWXR1Ag/Gr +14Y8D0ovurb/ITvA5eaC923982Cpacsj890BKrNd0s2G5uHmzfCf/XwEOObU +4mEwPg9xqaeEl4wIYNb++PvB2Xlgerjxv39NgNg8y77SuXl4r1eiaNpIgPbb +G1X7F+aBPMt/4swwARx0z95S/DEPL5a/Vu3jJsLpokOCu/7Nw8iI58097kQo +P/mLr4OFCTcId8XKrhGBb0sVTwQ7E4I/+s6UJhChzukY5wwnEyT+JH37954I +Ypwbm59yMyFQs7fa4isR/N7WsdvyMYEY1Be/aYIIMlxGG2XCTLiuJfYRceA+ +fbd5/awoEzYa3XfUiWPQ7dL8R0KcCX9eJ5op78MgssJi5eZuJjgO2OmYWGEw +7WE/b6XIBN96e8XAaAx0BYQZG/uY0Lh8sqApCYPH1T30UlUmUO945IRnYmAm +5EgV02TCarRg4n7cz89rxCfaDjEhlseHIt2I+/rc0NiNo0yoqtc/cf0rBvnI +eYiqywTNkm/ZbhQM2C5KDTzWZwKX15elhRkMTolOkC2MmFBAbXGeXMKgrD67 +Z92ECYXnFkt1cK/xXPLsKjZnQgS8qvq7gftMbG+HuxUT+jUemEhtIUHNR3q7 +qC0TjvTG7MvHPSjqm9/22Z4Jk8X5Bk8ESOAj4f05hMiEv4725+dxTzZ9Umne +f5wJH522h+eKkUDSb6Fx4gQTRHf1+zbuIAGu3YZkJyYsRRRLmuJe7mj2rzM7 +wwTVjI0bqrhvFQI0a/+6MsFs+9mbwbh/w3evVL/xYILu4zaJff//e/Pniveu +Z5lwmw0z18PbGpevVYhcYMLWpz7cVXh8rJT2u2ZvJhhvbfZIwcebbFsrDfZl +gtcRu9ND+Hw6V2qLVfyZcEsBWCNwv+NKeTMeyITRh9yuCbjv59v1Cx5eYYJt +iO8DFtz/JtfY802CmZD3xOs1WZAEGXKfXv4OYYJTvsoXQV4SrH6LelEQxgTB +XP1tpRwksLtuln3mFhMyupwLKlhJ8EqeK1PoNhN+VIVVy/zFgLWrLeNTNBM8 +OYf/+/4dg5Oh955ejWWCiC7tn+IcBqUKtqn77jGhlmT7tAn3MnePQMpoAhNe +Gv2N+DyIwQelpIdGyfh+/Neuwd6MgQgZe7D6mAm8Ft8itT5gcCl8e0J+KhMs +3VoODRRjsLs/NVbgOX4+bf7/rFMwCIpwivmYxYQVekjd//+f4Zvq7qigF0xQ +kd6n7RGKwc3bmeHD+fj5/Bwa3+2CAe8VDgvXQiY4i0/J5dljkHruktB0ERNm +RS7wlxhg8NbyaPZCGV7fb3eYa8vi9S7Y2ciGmHCVPC1iNEoEf/bD96LrmXCg +oEqnqY0IGz+eYjyN+P1ofXnscyV+//rPTW/7zISBP0czCLifLTNYOBW7mfCc +ssUyWocI/QleHYW9+P1Q2fZ4lzwRPMK/pGj0M6F9cVfJEX4i3PBIUdQZYcLY +11/hG2MEKFZSs7SlMaFNWThj7DoBRCvOxF/+i9/P3NOeAekOkP3qE+nPOhOK +vrwLzQhzALXUfZJhLAsQH2R23RF/n5mHrhbFbF6A/GgN3hBZBwgxTOhM418A +Gz2WgEdZ9jDxrVakQXYBMvje8LTctcPvtdyIifwCnNNs/nPsnB2slca+aFNY +gKGNmMe2hnaw7RHpUK/KAiAp/fbERVswc2Iepx9egC5LQyPXahsopO9K47Na +wP1jc0dX1Qpi0m+7jNosQHndypPH3yzBw2F+zxv7BTj0LuvTzv8sYeeHD8XW +xxcgL1m6q/yNBcQmnGq667YAP/R39QTLmMO5Q0+WuK4tgPI+OD46bQwykSJm +HLkLUNUrelFg+Rj8OxLC2/dqAQiNL0g53MdgYH6yK/f1AowlHfh5Uk4H7h9/ +e9qkZAHOZl0btCRowYaSQ8DtDwvwKKnxzr+Xh2C4MyGDvXsBLvG0uT/2VIXK +qFX37t4F2LEnJTsrQhmStM8oZvfj+7UnJ6vnuRJYvlAtMxhdAHlykfN0vzxU +XW3/HD6zAFcFA0Tybu2GRyoHE+znFkDsammGQ5kE+E08JUovLEBA55FStSlR +ULDyHqv7sQAdj+ul1+/wwSbWnpz7q/j8ulvm7OhbYPyd9gWXPwtQiH05ORf3 +T/fDhez9auv4eqbt9Z/eZeo+luT+ubGxADsrE79XNfDq/g9a3DJm + "]]}, + Annotation[#, "Charting`Private`Tag$24329#1"]& ], + TagBox[ + {RGBColor[0.915, 0.3325, 0.2125], AbsoluteThickness[1.6], Opacity[1.], + LineBox[CompressedData[" +1:eJwV13c81d8fB3AjkoSKysiKNCRkRHhzrzs+CCmlRAqVlRWRndFA9iojGdnK +zLjOvRcp7qXszAhR+pLQUPrd31/n8X6c1+Oc8ziP8ziP91P6ipu5AwcbGxuO +nY3t/6Ohw9w76ryFroCEklWoNGfzJryo+4SIKtTUVwu5R082H8tOy6gSMYCy +1kTNLdHfmo2Yg5WZImfgyalL6PsDdnTO/gclQcQeTAStD05GbkdjR+/iY0Ru +gto93lmKjzR6Imwa+UAkHP5qPQh6pK6M/JmprWcbwuHcWvdOSoMyOhvxgWOf +VQQkm2/ss9ZVQXyrHsGNGZEwU/MzidvgGPLtS/JdkLwPZI612mSyGjqVOOxk +sv8hZJkO8Dsf00ShPFXy90WSwLVY4mHiCT10iBR/r9I9CbwmElajffRQT4Tb +/Eh7EgQnhn758VwPyXIqlCj6JIM1NpMjKquPXv3NU+zrSYHRKSd5a04c4vue +oiYZnQ4u7vRl9Tw8qlH2TiF/TAduq/c+1/rxyMb99A8PrUdQVka7tMBlgCq+ +CtS3zj2C3COlAwv2Bsh87p62EyED0sNspx6LElDa2G18zUYW6EycK79iR0T6 +4ufzxi2ygUkkzUrfJ6LPFzS4eMqywVvln7REORFJLPjZlR15AvxdV0perxKR +m6O6HNvoE9i+Ml3U6k9Crffy+5M250DPHjkfw8cktKdQKPLgsRyI8BLi2NRA +QtTZ5VnzBzkQz5Z8nH+VhHbYVxTmH38K3zc9brG7TEZXwyTOa9k/BeXKajaX +22TU+DRmS3fsUzhqOeP5JIGM7CednX7OPgWyIdfLB1Qyesk2IhqzIxf61Cv+ +6g6QEZ+UYae0bi6c7Fi2Fv9CRjU2BxSMknNhstUr13QHhniDUkcnqLkAOyPU +8mQxZJPJHXNzIRdenPx4QlIdQ9yj018z8Xmgzz1vGnkWQxfWT2epuOVBupAa +wcMBQxWiLSbtj/JApUgqKMQLQ5bncyqWvuXB9dwXI1tiMLQ4cob3qWg+8OhY +nG1PxVCkDY/DaXw+tJSTaC05GBKfbESbXPLBKFj13UYxhqrs3ERrk/JhqNNP +z7cKQ4azMt7XKPngaHGo+2gjhj5cH+jeM5sPm+0E8HJ0DN36cv9QB38BfPQt +vmb5GkP8N3Qi/DUKwGJanf8NE0P5S0sTCrYFUCxesu1WD4a0vfK0xu8VQM3P +etyVAQz1rp5Ljn1RACL1vbEP3mPIyXfrkt5wAZh82j+2OIIh9vVmw2WOZ0DY +krMnYQxDaYGe+bmHn0HbwUU1j3EMKbLtZ7M48wys1YIUY1h12533F7gDn8HG +YX/2WVb+IldMTV3+M1CT763yH8XQ8l09QceuZ7CueszMZBhD93lXnER/sOY3 +83yyHsSQVMyztk7JQmi/FfiwuBdDdQJWUoHkQrCYDLyi2o0hkwR+f0WPQqgy +fhG+/gZDM0L0/on0Qlj3DBBna8VQQKq3Ujy9EByS/p3FUTC0U/RgFO5LIXzY +J3yNXoOh4ozRme87i8CdZBYRUoYhPck4vXztInA9sr4YkIehwRz847MORZCh +Lvyl7hGGbsj+WN38sAhg1YyqHIehTc+Kzepri0CWfQf6HI4hldLt3OI8xRBN +EkkUc8HQG8U2W6ZSMRDnI/Yl2WDI9oVvY9D5YpiXQadPmmEopnbCfbK4GGjz +bOQwZQzJaiZ2JvQWg7KI8QqbNIYaGon7Df4Uw6LxlCBNAENz1LKRgpMlcHjo +XyEv6/0G4y+rW/qUwHCsr2byIBnteiUUvyW7BEQ/7rK3byEjfKc/0WWpBMTZ +w/7rSSOjrH7shXJiKYSH3B3mOEFGapZ/t35sLAUGlbm7VZqMGMPPryZNl8IL +ozbD7s1k9Gtit/gPtTLwsLIoePWOhM58nolsGiqDnPSCr6bWJPTFJX3Slb0c +It9dd7mlS0J3Fo21JQ+VQ2JRaOKiBAk9X6n6FupfDotxBqn9Y0S09V/oRZJE +Baxe39+YeJqI0hzP2SgQKwA/uC6+U4mIZPsUbLffqID1isvZ37YSkW7RoN0I +pQJMq/Ayb2kEVF+UUlOn+BzoTewflfYT0NfTC01GXc9B3OhRX2APHqluGdTR +nXoO9tt+NXjl49HtZlqz0tpzoOXoHR25hUebD6ZShSVegLvZ/CKnGB5Jb+i3 +Tri+gHYBrpXJCzhkUZja6bWtElqKeiq56Hoow/qO8VXpSlD19Zuri9ZDUztc +mZZqlcCrRZdcPquH3AJx3TrWlSDYoHRxSx+g++ZfezaXVYKHdVvQY2FdRPmD +G35sXAV3dis+LHHXQnKn/ptriaoGtz8bpbxZKkg0mKR1Laca8o2zLzUKqiDB +sidRvHXV8HM4/9u7O8roN89pxVNT1dDtPJSLd1BCb6l1XuPHa8AxsaspkKSA +biuFbvycqYGeKA/f7F37UJeAkJCiXh0Mpyqbez9vaW7RcXV4Z1EHX20aVWsW +R3RfOr+qvelcB8crSsrLXJd0c9t9zzem1EHiJ9uqjGfs4Bs8lkX+Wge/SaIJ +zno7QGax4KDdo5dw9CbhQ72/DNzq0oS0lXqIN99473dGBfgVa2be8DSA0P7W +MJEhFciLUYpeF2+ATYQfckesjsE7Y/n3NoQG4NNulMy5pAqHO4W85FIaQF6Q +6Gp+WR0m2hcLKjUaISDgX3umgRb4yDufnDZqBKfMyZPNFC3guzv7Xdi2ETaP +BOzdo34CNIljen73GgFn51PgKKsNia0dw/C+Ef4e+8Il+0MHSLR8fubtJrDd +HfKJs14PxqWkazYeNoGxY/HTxP/04GZIhpVSbhOs7J6Iyt+nDzmQWJjY2QSB +Q0V0LFof1ikhuAviFJgc3RnleA4HFQ1WPp8oFHhhJRJN68UDUXRQXKSHNS/Q +9qKFzQBG/cxbDGcp4PjJ5pjyEQPYookJlvM3w9ia/H4s3ADs6tSLb15qBhv8 +ZTp2mAC7q7ePs7MjoJeq24RbEeFi9PqZ6V0IRip/SiSHEuGp/UznKwUE2jff +3pwsIIKCcH19lCUCo2eeb+UXiYDzsU0Wfo7A1FvCEvMhwT0TQ76fbQicMmJz +hVJIwNyvGjY8gsDMgHP3jhoSlH4Je9nNSYV+qUP47CUSqGecK0g6SgUf9YX3 +s9ZkOH+PMRmhRYXntA1r+VtkCLipv/cWgQq1ZkzrhFgy0IwPJ523osLC1fCw +aQoZpo8/6Ta8SoU/mYeFO3rJwC0nvFXbgwoZbKK/B+bIYPx3I1TiLhXydl6c +tRPE4Ma8F0UggQo328OTpmQwiO+f+8mWSYVtnsUfI1QxGCjrcftYSYUpvqpN +xy0w+JVOKumjUEE4QaeeYI+BeGTTbNtrKhgs7+3z9sTgsk2BdeE4FU4vHrA4 +EY1BuKFYevo8FUrNHIe7UzEoUI/re7BChT6qyqaIpxi8keESDPhHBSnrHd4X +SjFY4L9t5MpLA1ukNmhagwH/+n+RNsI06P3sOmpPwUD5kx3dVIoGd9eUddNb +MTjTO/RX7zANPt3MoSx0YOCDTmqqqNPAOy1y36W3GKSX0G/u06dBobCl3lIf +Bk2pGs+FjGlAp2ktZA9hMB5W+oXrHA2K/uPYfGMEA3Z3afkfl1l1mJrvhTEM +ZC+mXJlzoYF4L89Rh3EMiOStWe9v0eCLgoPMQ1btqBryvuMODT4fmTHrZ+Wj +pVaFmmJowM3op2qNYlDO52RWlkYDQ0n1kOb3GLz7OR6VlUuDmk+1ebYDGKxM +n26PLafBUne9kXQPBrveveYIrafBjIvZIzYmBpoUHV3PVhqo/9aibLzC4GJR +pZ9dNw2qe2fnxKgYBCXL15wZpkF/ict5y5cY5IRmLBFmaKAa/NC8ugKDVtft +ChpLNDhBqJFUKsBg9nzktQPrNOC1+W8n4zEGW4jrT0W46ZBBmbt/Lw4DBRX3 +cd7tdLjU9+2jQzgGJhIzIn/E6GCmthxlfwsDD94LFl/30yHvl+P3cEcMaqfw +jG5tOihqZC0oGLHeCzn0WwyJtR7ure2mExislTfvMjanA09WadrmQxho+Gte +fn2NDhVq/yUncmFgOekTGelJB7+NtZi9y2TwJVWXGATS4Yf4p/L+MTK83Hl0 +jZpAhwYeunhvJRmG/FzEgjPpMKDs2yuSQYafE0V6OoV0+BP+JDI+nAzHS2Wj +6il0MKSPsu0+TYZ6A1Gpyjk6OH3akxw/S4Lh4nME9+90uKibY3rrDQl+CyY7 +KW7QwRtzX04qIYHWmEBN8c4WKLm9Mu3vSoIGby7DXN0WcI9NShGeI0JTwZJX +UlIL8P7tXfKuJ8Aon2K6eXYLJK7EC9vEEeCPp3OzYHELLNe29MddJYAOzPLE +oBa46rNcOiJIgObBkcyIzy0Ae9WyFK0NAPG0t/votcIqr1GU2AAOPtzY9FXV +qBUMf5b12TzFAVu//o7vFq0QLWdnw3UDB3o5TRfdnFuhTRwTCePEAVWz8tu1 +lFb4kvciyVNeH+hOmWLnF1phQLA51q9IF6rmnZ1t1lqhK7ml1vC4LuRd12q0 +Y2sDkdXUct1XOhBxdfDCDaE2YN7pkc6Y0Abyle2PwrTbAHdRbfY+zwnoPh+x +pzy6DeipUhGH1DVglOwqzHnkFRCO3XxLUVGE1f06AmWu7XBO3taoyZ4d6U7h +2h/4tkO6/GpchjQ3iswkB18Pa4fbS88uNY/xol1CZxb3pbPy1PS38Qd3IHV2 +5+5Hre2Q1aP0iy1VDPmOpMXeE3sNYsoSnAel5NGf2BUB+zev4a9xT7VFnCoy +MPrdrt/3GtJc8sUMxNRQNDdbiOTEa/CquTgWkK+G9gZuXRpeeQ0mDpGTDXXq +SNdJ5u0pqTfgvy3Ofq7nOAo2MIuDW29g306eZrEP2ojjV4mgmFwHqIvHzvKI +45AYE/cdjnYAwsf2XDTBIdWc9/32mh1Aautwlw/BIQds8+Pykx2w+ProsugU +Dr1OvyKH8+mA/H4rldPZeDTp+mvztZAOaPD7R1Fl4tFv/bjPUQ864IqmbWvo +bzxS+Eyp6M/qAI5vOWuWpw1QrJaIlmN7B6zOy4wP/jVAhfzPxR++64C1cB/+ +b6z+iTpF/Fc50gGhihfTnE0JaPnBzdY/i6z9tCX+BWcR0NmRbpO4PZ3g03eV +j1uNiMQDIu3qHDuhAlJTU3AkpGa2lzjq1QlpJj4P9C+TkIls9QH2oE4wWDOS +1gkmoWDG5FfDhE6w7vVvkqknoSlxHd/xhk44lDlxNk6WjNaXei9wtnXCmHjK +90IdMhJqc9I50N0J6msyaOtZMiK6pnF4fuyEWPbbfGXhZFRE+R7NxceAS4ff +vjV6T0b0+Aduh3YxwFKcJpC7QEbDDtLmplIMCNuQsoZ/LO/xm+5OV2UAt7v5 +bwMZDMlNzfyi6DKA65c3vkwFQ7q1AaNTZAY07qmOscRhyN2mOEfBmgHFdt/P ++FxieURFP/zUNQbL+/E/PrH6+afcQ1d9PBjw6Ez07CM/Vn8+fAN77M8Awx25 +9IcRLD+VcylQIxhgNHtUpYXlg4U7GfwzsQxYMzwwqfGY5YVzx75tecQAzxXJ +0AWWL/Ye7uhVzGPAorjRmw8sf6j/s609Xc6AjIIQH6FaDBmfpN4hvGRAXGpW +nh3LL3aPJU016Ax48aaf/KsFQ7fng8QOMhjQ0FBxrJ/lnziN8U+iAwx4V7Ck +9aMLQwUROtV8Hxiw+jJN8xLLT029GSEb8wwoF54R2MbyVY/0H+Ol7wxgp5rl +srH8Ne9mJTL1lwFplsnjmiyfsTU3zPRuZoJYXcmLlyy/7eITrWzbzoQGa8b2 +QJbvFC74BdWJMWH6lduvSFaNKxwyLJJjwp4Yk+sDrLzlmsbux0eZsOJy2c6Z +tZ6bQerHaE0mWEhPrhBY+0UmrFUE4ZlQIUJUuMo6T8YHiwD3k0y4y0uWYLDO +W6lYQ75yjgl7Lcemb7G89zpASPjMZSYYWGllO3ZgaLzDa5LgzAT/kLceOSzv +re7pLdPwZsJx/ZORks0Y4rumcvtgMBN8f6RtnWbdp0xNPFHsPhMKo/rVFstZ +fjxlNrGRwYRzLchuOAND9tkVJUsFTHi+rWW+IQFD/l/5faeeM0FxyEbk410M +Fd5nCr5qZYKlk3LVVncMNQ8qjNV1MSFjDfeGzw5DfXLRRUVDTHCpyfxw1oLl +ZbohLmaBCRJyebntGhjaI1jMH7zGhEaTK7KL8iwv22wZcWfrgqCMe2aXd2Po +wu92rzNCXXDezzNGfoWM3MnyekSJLijTksoImCSjuymRfMcPdIGzDae5RBcZ +VasQ8sW0uyDv7fQslk9GHSF5HtuIXRBarLLQF0tGH7o4df+ZdgFHtfFMuR8Z +bXOmD0zZdcF4ja+6uREZXc0FnuKoLvis9IHDcZaEAr5l9T1O7gKpe9XKQZ0k +lAgbT2KyWfmplJFPFSREHWnS9Kjqgks+VGqjDwmJCGk5Hx/pAh/Z480Bf4iI +Ea7a9epQNyiZljocmicgLYFOjni1bnDgYlhSqARUmH5Zw0qvG4ZqKdWpqQQU +Vv7wyaJFN4SL90ofwLPyQ3Oee0K7wSrSLXAinvVfHc7c7TTYDUUJ1jM/+fFo +V+0xY9WpbljBojmrRnAoXK8jZGOhGz58HRNlPsOhwOulAjGr3WDQ5yGhGoRD +/wOkwuF2 + "]], LineBox[CompressedData[" +1:eJwV2Xk4VO8XAHBRCFHIUpIt2RIiu2OdmZsWIluUEPIlJVmKqGwtpKgQJVKy +hShavHZS9n1nxoxhzEgJKfrd31/znOe+8y7nnHvnfp6RdvM/fpadjY2tgION +7f+fNV8VQ3Q3dYD2xq4n/0RMkenMjWJO0w64GXY9eF0eUKhqW8t/xA5g6Tf3 +yBUZoeJL4tSOwx0QesN7kKBphCTX34g/se8AC5O6zQmGhui34OiN/X4d8LPK +XyPdXB8VG2ifcEjpAI5o978+CtpodyLj92tWB8T+PT756asKqjoT8br0ZwdU +iOSUKX9WRqcOCDl+XOkAgXeRj1sLlVB6n17FN/ZOqDKUpn65q4DEdt0Omhfp +BDXD36bXTeWQYJ7CT03ohCjvuiNoryjaVH92Dt3rhMaIM7WHqFzw4uHvJ83J +nfBT4XrtLhIfmHvFW3amdsLeobZpgRNb4QZPeR45uxMIkw3Nj8uFYd1q47lN +FZ3AozMaunp+F6yMZlEPTXSC8ctI7XCnvcBYHh/rVeuC0PeOdXVcmvDO617t +oYNdkH24bup3kiZE9hu9RPpdoL7k5x6+WwtE3mf4vSZ0wViM7QNHzYNgGnTy +b5hzF3TFy3dQbHUgbbFPXC6uC14YntgHfgZw1iNmLSW+C5hVAntl5gxArUdr +cktSF/g1Yvw8PobQ+DY5dzmjC47/WUvtdzOChYDj2l/fdkHW70Myq7LGQFpo +tQ0Y74K6AN9UG5YJCJ0J15me6gJ6tbbVkpwpjHWoSDjPdsGJzw+j/jiZQmDx +HYrFry4wufFaVL7BFJ75YwHivN2QppCw+OW+GfiMr5xI2NoNtiLWkUfrzEDz +WK4uh0g3yBxsCNu7aAYtqlwbmFLdMD4YtK/DxhyWmPX3qg92w1WX1evtPBZQ +4xJ4ScugG2KLpq61HLSAu62y9nkm3bCm+MZmi5sFyBTekEw+3A0mBuyFHu8s +4IivcaGXWzdohb9I07AjgNjIfOKIF76+575X5mEEIFs+C7T264bWJ3tvJD0n +QIjyur5+SDdkXH2eRp4hwIvZjy38Cd2Qd9HnntxFIpx/fEzWJ6kb5PfK0rwS +iaBtTrnakNINC2pfRWlFRGjJ4NkXlt0ND5xZ2+/NECH50NPo/txuiL/8Yvn9 +JhKcWlYf0yjqhg3D7WOi0iRYsHK8N1PRDTsZm9RCT5Dgw9rctHlVN2SSeykh +50kQlRdpnFnXDe8Fy9QKYkggtjF3wa6tG8qMLwTklZHA6P2STT2lG9pqssUW +ODHg9rhdsHumG+p6OWZCxDHo2iq56SqrG6ifWz+qKmNw1sfinfrvbjjyp0tS +5jAGqqKD/PHreH2kzzw5dRKDlTpfLzpHD0RWc/1sPIfB3V3JYs/4e0D30zkH +8SgM7Fr2XlwV6oEz4cxb7IkY7A7++OWEeA8YlUqPbX+CAV32mEyJZA9kC7qs +HM/BoLSDfIVPrgekMpduVBZhEBYe1O2l2AOFAaT92HsMCEo8KnWqPZB1qLR8 +A8Jga39GlKRmD/yZftJLbsBg8Kb6aKhuDzTKB5+Y+4pBllqDVq8RPn6ihl2y +EwPfUYcENfMecE7iKg3uxeDg7TnaHawHLn4jG/0ewIBNOxKmj/bAY8f1O1nD +GLRQhFJMbXtA3kjk5qVRDJISX33PcOyBk34rwr5jGDgb6mO/T/VABBatexeP +5Wfbntt69MDA9Jv5bnz890duq2/O9UCI+DVDsxEMPpgtHef174E+HW61oUEM +or7fyvcM7AHjTyHDKX0YHMnYtbE2FF8vnvdkRBcGIodKnHdF4NfltnTGt2Iw +sWReHhLVAw99Bj3rmzDIyx7Y0nOrB8JPDx2WrcEg0MrXc/+9Hki6GfMhrxID +o7V/VbeTe+Al92mWUwkGXHlJorTUHhhuZO7TzMWgw27vBZNnPdC/VNtw8CkG +aRwfm9Nf9MD+koDN7kkYeBQflV553QN6Bx7YVMbi9Xchh9q8wa/PlG3Su4pB +zbvNyjwf8Pzt17L8dBqD2+4ZN8+iHgjNf1BfZYWB7Vb1ker6HrhVxLjINMbr +fc4hPri9BxYq2iM7JfF6i8xRu3p64Dl75b9YPgyu1kUYqQ71wNON1kzf3yTg +3/VqfmqqB/Iv16bVd5DA2O7mKGWmB/6GCDJKP5Eg4N7pr2RWDzDbzfSYr0jQ +t0Hs1cRKDziNsWmTwkjwlBZ3aoSvF/40Xgl4LUGCjt1nDw9v6wW7kqBTmzlI +wO5oojck0gsJqycSP9CJ4Pn19/YBqV4o2OvXLFRKBNVin9ZuzV44ejOo+L0B +EVxnCB+7dHuhbWV7+/tdRHggI/u606gXhC2IFQLrBFhKHo5qJ/VCXvPduJZP +BKgKPWzw1bkXDnVUhMVoEOCImWp+bRS+/tPfbb//mcO1MJ7Umlu9oKtU3zjX +Zw7F5bSY6oReiLWdFycVmoOwwjO3qpReeH64+YGBgzmM8G3d8aGgFwSVP68b +vTID376FuJIefD3/jW3NSqZw91y5Z6ZcH/ifKQ/xyTaEWePCOF6lPjjkkWQx +IG8IRLGcvKD9ffBzaXvc4dcGwN6UzDqs1wftzxeNHfP1IVQuMOj3sT4QaP+3 ++eoLXfAc14g5frUPGt1GFMrPa4HJieKcjV19QPbaLC7KqQhLxvlT3hH9wLx0 +TfaHkDj69ILxJDiqH05qnpF6YL4T3eBWsYm51Q81lbz1noG7EH9HQU12Uj9I +Hoaz7+hSSP500dOxV/1Qzyt84QHsQXbhJQ62Hf3wtsvzVnLrPlRe+f4bSA9A +7fR+uU/i2ujKrpWbR+UHwJozPbnrsTYyvq6j76I8ANXt7kK623XQN1Ll6yta +A/DW+/GL6S26aKr/Q0w5NgCXDpyT8FzSQ8JLn42VAwZAL7zzQHemERpyXF/W +DR4AenSOi7EgoMzPRm9IYQMgzybS2XADkEo02uUZMwCWxskQo2aMzIVrVjPT +BmA5MT1AdLMJCtSoLxOpG4DOUdVIrixT5KkplXm/eQC+3N093N5nihwOht3h +axsAue6bJj95zJC+nqYb++AA/CoxEza/aIbYTV8IsFgD4H4h88ioljlaNGP7 +4704gN/vwo5HzpojqoUzjfJ7AMb2tLbxJJujZkz48+DGQTD11UjzmjdH96yj +fBp2DIKz4FhgeIYFirSZOGEsNQh7Qvf67muyQAEnDEw+7hkEzv59byW/WyA7 +x0XRErVBSBDizUBAQBJnPBrSCYMgnF17qLeXgPjdq4tFDw+CTYjN2rnfBMR2 +ViL9gfUgxLXrxGhJEBHFuycgznkQPM3NTvueJqK8C+ZSgQGDkJM0f193hIjS +AzJ554MHwZe7S+nsbyKKD/y7dC58EE7QXw9UbSehCyFlrafjBuHapYjUFUsS +cruytXIofhC6g4s7+86SkG2Y74sTSYPQ0Hfk3Pg1EtKOlLtq+XQQMBEXa98i +ElK4EenZmD0Ie1cDN8zXk9COqBFrk9eD0Bhm05EyRELrsckK2mWD8PqC+PAp +Dgx9v/VdqLRyEKin1kpCRTA0eefwPxU0CJU7C0crFDBUf29jn0zLINCbqB+f +H8LQu/uuNRntg/BpU7TFIScM5SZ9KhDrHYTBPvku4XMYSnsolpI0hK9/gDTB +FoyhO48Db/JP4PXQZ1/aEoWhsNSO87eog0Bx53+un4ih809UnDYyBuHyqZag +W08w5JoRZxHxfRDqq/SFl3MwdPzZlNrqr0F46SIkGfUGQ+bPjSUu/xmEoJBi +Y7UKDGllp3N9ZxsC13hZtT8IQ/I5Kz98OIdAf1Etd6oRQ2KvbMeovEOwfsDG +d+4bhnheF39x3TYERcKfiYJdGPqbx1c+LDIEpX4nt9j1YYhV4J1pJzEEkcV9 +j98PYmi8qP5Op/QQJO9P/nJwBEMdzI1zGnuHoGtinb9tFEPVKhaHk1WGgJjw +m+POGIaK/4su+KU+BALnsCw/PM7Ma+Cz1x6CfF/a7GV8fOLMJr8KgyHot/tD +zR7G0HUFQqu46RCkuVGzlgcwFOAVs+8qcQjSGw/oXOzFkNvLxviRw0Pwaell +3dZOPB9UTpbh8SFYzt3v0/cVQ2ZyxKPP7IcgI4NpX9uAIU332CI2lyFgKqlW +91RhSC6rid/NbQhE7/qMbnmPIeFJLv86ryEo+Wmx4FeEoU1SpHY5vyH4eOaO ++a8XGKJlNN+bDh6CthKd71fuYahvhPs7KXwIZDtoa6E3MdS0E7PKuzEEty9F +lz8Pwuuf+mWrX/wQqHscG/bF+yFlYPPFtgdDUCt1R3ubJYZuiR7q3J8yBOVe +HeITehjyedhy/0fWEBxdkkr7J4ohpx6eHza5eH2sbp2y3oQhSyHL4+WFQ1Dz +Kv9X+wIJqdz/KhhSMQS9rPtads0kxLz7LWmtdQgk8q+VpP1HQmNf+RZPdQ9B +RIlHoudxEmrjOWJbPTAESSqiCmd1SKgorlX4JmUIRmMeLK1twO+vqLaH3L+H +YJNuWMX7O0TkWse/dG59CCyD6vo0fInImv2Y3VeOYThzs9acbklEGpHtIgn8 +w+DAFu/AuZmIFq92PBaSGwY1ya561SsENPVh60qg4jDM7PBPeWJLQL2/rRz6 +VIfhkU3sT0tVAnoX3CmWqjsMB1YrbcLGLVDIpa5UyWP/H++Qbqxrgf749DxR +vDIME3P9i/e/miHbgy73VSOGYfkX39Sep2aoYAMt5kDUMJTUHqhUvGCGTqUs +XzRMwOfnTnSNETRDNQ07SNZZw+B12vFhpZUpipU6sxjSMgxHF/L5zMuMkVAf +83DzjhEoWElw3Wmhh3yfB5m27h6BLE69hbmvuqje9592l9wIdO6a37jhuC4K +4tgmO6I6Al3sopXrJ3XQoJrm73nTEYg5O/PgrddB9OzOlRzR/0bgYYvqzn1n +NJCyCde658cR0FDmyJVkyqLivPy9A9UjkFZ/5eS5WhmkKWxljTWOgHPHiJDg +Y2lkMJ3yQrlzBNwV05YswyXR0Xgly++0EdhmqLl1WmA7Chg8khIqOAoRA7Uv ++WomqiovJmvcPTcK9ChN4w1j0mA0rOO8dn4UpAX8RA5sloVa89Ho84GjUBR8 +IqH6gBy0iMoPWkWMwq4N0dKNMfIw8vl9xPaHo1BTvnLWXVYZ2HiGvz2tHoWR +Pbf9d4lqADFL2qtEdAzeuROEg7L1QDOFX75RYgxsP46V1kjog1TCn6kh6TF4 +8Gba0OShPqyG9rptVBmDNuT1s/WmARRa3zplbzwGNe2xqp/sjEBow8KJNe8x +IGxn/AylGwPb8qiw4PkxsG57lb6wywTm5lq65S+NgY6gxnn6cRNoHHhhbRU+ +Bnv5RmyPfDSB0GKHI9n3x0BE/c+tL9GmMH662hz7MAaPerQSzdjM4duJQo5T +aAxaeLNS/6iYQ4VlWm1A/RgURI817HQ0hwfagcbpbWNw+Msnp3tvzMFCQMFg +njwGWr82GUudsACNTdv/cNDHQKiezrMUZgGSfzZ8EGOOwT3dQlGlFxawQhvW +Nl0eg07OI6dzv1tAftW9Aw95xyE9VyRx7DoBUsrCfrzeOg5ybdIasS8IuKfO +lVRtHwfL8iNnoxsJcOqR2X767nGQnk6NusZNhG3nl5X0NceBtmVyhhRFhHX3 +qZljuuMQ2z2jefM5EWYdO3M9jMZhSHIgk7eKCPUW+fIJpHH4NP4gmuMXEYJ3 +nZaZdB4Hlb121qFOJHCzUrMbOTMOm/yzolMvkvD3zg23+z3HwanefIo7jgTy +M9kLrRfGYZTkmN5VSgJBict7vlweh6f+xtXKTSRYO0pwrL8yDpLHL2R3DpGg +p4xe/SFqHKL19gduYMOgerpysfzWOOxOrrC9vQ2D/B13FEoSxsGAETPkIoPB +jch9ia9SxmEgfN8i2QSD82/X67IyxsGQ+192Ev4+70hrX87IGocHz/jV409h +oHY44HRywTg0vy61cQzBQCLCLOleyTj8C3upqoz7j6tUuOn2u3H46Z5+0fwe +Bj+mqKvRH8ehtBj79iIVgzHR96rXq/H9eWT8tMzGvXUozi2sYRz+Hq19rluA +QXm446PgFny/XNKP/MowyCxWagloH4fKqjMPpz/i3qT8WfPrGYeceb9zr2ox +CBFpVT83OA6ilIuTBc0YuGNPz3qMjUO34FjnMu6no2H+qacp4+Dq4S0ch/tK +741xqxN9HBYNt8S54P6SJ2/bYMcchxOXt24LwX22bTtF0/rHOISIraf04x78 +SyzzPrw8DksC+fxhuO/oV6LTiX/x/DzR8jyL+2/WTtn7OdsEXH+5KTUJj12/ +C7Hv5piA4NVvOZx43Hfr75P0TRNQZxGbWIV70FKWqrWDewL2sl1x+ziE1+dT +a/tjngm4sFdTaa0f96ndu3Pbt0yAQl/8n5s9GBTMP+VIEpgAtrJX88c6MJC5 +FZuxVXACBIxn5c7g3k2RuaCdIDwBXYsb0Xvcw/yfHDp5RSeAncCk2eBejjph +8t8t8QnAQkZbtCow+M1S3MQlMQHdx22euhTj9Y4TfBYlOQGNefxpX19hMCX9 +R4ddegLeNQv8jcB92GH7zXdtzwTobpPY9PkW7nFWGedVhQn4fMfRlHANg0+x +GZkrShNQvM9QUDQAg1cfzvf83D8Bcu2oPdEe7w9b+/MXNSbgKsMkXA/D4AET +uOc1J6Dpr5LhPj0MrkltM5jVnYDo4zMF8+IYLFb+7vUymABm9R+Lam4MfGzI +/lSjCeiboNcNL5HgRMzb7AmzCeioUA/9hftQZe4Eb/+RCbjEjNWow/1XYXsY +3baaALLdBzkODxKYfTa9ZGQzAWjrS99Lh0jglLB/OMdhArhOC/5HFybBLbXN ++YHuE/C4JvuZYSYRhFP/nVLwnAAPrYt3xa8TIXPDkuCI9wQkdzCd9p0hQkUX ++YrZ+QmYCURktt1EoAV+OiQYOgH1f9mWg+4TIGC0dL3hKt4P9Bc71X0JsGbx +ujT02gS8qkqxVyEQQFj00Y7JmxMQmxajxFi2ALNK/9k3CROwIXBC9c1xC8hc +k7l95MUEfOEIcLxLMwMVT3GjDa8m4N+5jYpr5Wbwvk3gR9nrCVDr8JNvjDKD +tmd/HSXeTIDJDTcDLykzWDPpU2RUTgAnfzT7ditTcIq59SWuHb++j6P69QNj +EBL4zl2/OgFzSwP+Uh660PX5diy2NgGdt4f12Gd04IHvHs72fxOwaw+/jbKf +Dgi2OHEMbZyElCypL2cuaYNgdMPaPP8k8LW8vtYQrAVb/6T92Ck7CdNqKp45 +7urAN20xcslyEspnteS3N0jDRvTkjWz6JHxV23WSjySNhgzMSeNPJyG3S051 +IFAGvfkwN5H2fBJi1pkmHM9lkdM7Q0HBV5PA2GrhcHR5DyopHA9kK52EYP/n +HU/SlNCpdFm90aZJAK3gPS8G1ZHmjm9dKS2ToDvvOP/SWwNtTgn8z7Z1EsS6 +VT02L2ugsqSG9K9dk3BRnfxzcJsm4r3j9a9ydBLOJpVckoWDqCI0v/7Rz0lQ +ClCb0gvUQwnLNi7HlyYhM/H5DbZlPeR++e+vLb8n4d6dbcThEH3Ef/HI3uj1 +SZC4q/K0KtQAnfWev3VpMxmMlQ8M1/obIUH7A8esdpPBraQsPE7YBNF7hqd5 +ZciwP4WvP/mICfp8PCqySY4MIU41YTwxJsj7aG+JkRIZ5pYjOJR+maAqi2Dh +fVpksAv3jtz0zRT9p/lxcLMlGRB1o3q6kzmq7ugtqDhCBv7AgfRbceZou9/3 +CC8rMpy+N5fXUm6OUM4e+YYTZIgU2VBvwm+BhEQTAyJdyfCIOdc4/M4Ceb/N +s9jvTgYZ44erhvj72+djDWJjZ8kgIlCYROckIK+41Sr9/8iwXeN48zb8/e/j +bw/e5ctkMCC6Wt2nEtDWRxFjOSFkOBN0P02Im4jOaqSV2F4lQ8L8+YQeRSIS ++K/dvjSSDOzNqnz8/xGR+4juC787ZHi9uemXyRQRVYTYBkskkOHx34PLT9hI +aMt2/0NfE8lAe8YVpiJBQu+PvPiu8IgMyzfHQ5hWJMSL+A2nMslwblgrub+Y +hFxPKm5NyiaDI3Lvb20kofJlM4rJSzJ0lWlJLg6T0Gm10FvP8snQsCVouRX3 +YNm3JOejRWRIj3bRj8Q9uPlc0f61YjL83E+jnsY9+PY5pdfpHb6/bc925WAY +4jZaz91cSYbB2eikzY4YchkSC6v4SIYnblEmqV4YKg06cMyrCq9HzqlCm8sY +4hI6KiNSg9dva7+7zg0MOb/x/lVfRwa+lZIVQgKGSixvNl9qJEOHRiVnRCqG +OOkZT2S+kMH2PNo/kY2hk1EV5zu/kqHILFvCpxD3llS3SWQbGeyFjodLvMM9 +85kpvL8T74ecFu7lz7gvHLnpo914vRJ2h/+ux9CbXzIf7/bh57cPfSaL+2nj +A8ME/UEyxF4QM7jcgSFHVYczs8NkcBqxk2f1YKioJUAzdYwMngWvdRJwn3F4 +xXORJskwpptlewL3mwNH7tAShQxxe+bdzHDfFT6rLcyhkSFsp4uNA+4/doPR +SNsZMoif7JdIxmP7gWUbjjkyYBzen5fw8QWBgntLWXj9ZHT0InFfbti2b9V1 +gQxl8feeqQ1hyK6Q2CqwiOc7sIeNux9D+ZhbZtUSGT7X3Q7h7Ma9pyJtBL/J +wOoMuhXThqEq/olh9Aefb9BL9tAXDBEXnoYar5MhoyTN17oO92u3i2gNGwWe ++ecnpn/Cz/tOotyEgwJ6+5KrlcsxRE4ZPl67iQIRmfka/wowtOjimFDHQwE7 +idjOS2kYCjcWUzHfQgGV2Yro7bjfOWX7v9QLUEBj58Ltv7jvxem2mxqFKTAY +/7PziS+GslqEsgmiFBg52dBgexpDKoVdxk3iFEi8/+q8rTWGjAKswpolKcBQ +nQpXPID70lZgByZNgfy8hOp/Mhiy0m57/0WWAt5+lAuSgriH/1r+bFGggFzj +KJ82i4QYYzz3LZUp8MH3/bo63s+BNV9Uv+2jwEe2dJ/gJhKKjSH6tGpQ4Hzs +v1+UDBLaeo6T+6gWBSijkhZ8cSSUZtmQ06ZNATpc97t+kYQKtppNthvg519+ +OWlrSkIdaUYOXQT8fPvLU94OE5Fj+Nqv4xgFpp8YtZ+oJiLy6U9J3ZYUaPge +e//QC9yHcnrtPVYUeC0VvqDqQ0Tib7QI/U4UUEty/7DKJKCs+4sUexcK7uG7 +TaRWAlIJfHt94DQFmgYuHPueT0BGuuqfBz0ooPRIL+uYFwG51alojpyngLOW +u+R/fRaIkcPodL5IAdsvN/Myiy1QYFye/+glClQ1HujQvm2BYo8o5I+FUMDD +sOboPX0LVNAvKzN5gwL3RuLH2R+bo1+MHVtpjyggdCG0lVvDDCVnTDelp1Lg +1TOVq5R1U3TgWFmETToFDm6c59j51RRdLD0yX/2cAiZxbM9enTFFzJDIticF +FGA3GF7wjjVB1E20u9a1FHj3oOCk43lAvbtLNn9m4ufzXDD0/08bBXaG11z6 +ToFHWN73PspBJHTzUKjSTwr006X4rpw8iKxpFPrjFQpc1DnREUXSQq0FIs0B +HFOgt9/qgOqOA6hBNyxGQXwKRL4si07CPlRuQ+RINp+Cu7Mc3TXO21GcZUW0 +BHEKFtAnsWOKQsjZTJE7B5uCLp/dy4d/bUXsB3i3vDs6Bbq5EYwK0c3oqGC7 +yIADPt+lkZKmXGYVvcNOScJvClrsxTTWfvDCjqOe1i8eTsFqd8Jq2SUFYFr0 +d6ukTEFEU3zuuRhFqDYk2ZWnTUF267+jp1OUwHOf0snGZ1Mwd6X1OrNSBd7y +sTzor6fAbPsv55OhanD46+UQlaopEPW8fIg/TRMiSNHPymj49X5mVYCrAXSd +8nZWm5kC02wOS8EeA5C7bClewJiCdek3kWSCIbQ835aU/R3//q03XNxKRiD8 +JyPmweoUuEf+KeCnAeQWvvO7wE8FJ7uCXSqpJrBal6o0t5UKH4V4LjR+NYEj +Q2HTXkJUsL5VXD+xZgI/OM3OnBajQk6faP89V1MwcG23PSpDhTbXnl0lu82g +Q5Cur3KQCkonRpIGbpqDjOLXlVc6VNgQHe7UVWgOl6GoXFafCi8vEb20+81h +h2/g/p3GVAjQLyo2UrAAjwY2WZ5DVAitaw+XqbOAd8OU8ejD+PyK5d12dAvY +/KMxfcMxKpTde5fK5CNAkWS8yG8bKpzopboY2RJgJVich+5ChZC3S2LWwwQ4 +lPC30d2VCvSbLJnwPwTIeDF+c9yNCvc2iZM5dhLBtDNnrc+LCu5zlb93ORDh +rpLGQsNFKgzaTNJ9W4gwZry9yCSQCsV7W/rsqERQt1/x+RxEhcVpDnryPyL0 +3ayaKrtKBSI6GsOjQQLp0UMD2dFUyFVXNm5OIMHtWv03J+Ko0OS19QDvSxL8 +eKUSw3WHCim37/iEfyJBbQC/5n+JVLC4MlY+RyOBksM/nl1JVPCOdnajr5Ig +yfD7ZNtDKnCMNkdt5cfAg7vrnsYTKpgY3X5NUcfgG7PWcyqDCp9UI8LiTTHQ +6n5r+CiTCjGmBZ5njmPwtOKFMCmbCrdSucmnzmDA+fQh43cOFYQOZvtH++Me +uRlTm59Lhcn9rx73hGHQ7x2c6pJPhea80zOWuD9yDzgSa4qpQN7W6VPyDIOt +4ockL72lwtTkxMjT1xiEruv9kntHhUJjx7XSUgzIFOVvfRVUsKx2iGB+wODQ +F4nsuI9U8O9Q23UU92Np0ZYrelVUCOPzTunB/bgjed1qrpoKzw5/qoxsw30c +Or/3aR2e71A56+PdGDBOTawfa6QCl1yXFoZ7zda8s3fDFyqwjWoQzuKe+6RY +W/D2KxVsbRa8XuLekxN4e/NsGxWENZZi+XAP3l3MdhLtpMLRWu+0x3i8OJis +/qUbz++xN2lEPHZB0dxX+6ggcNT/jgTuzcYXQeMqg1TotogPEsE9qnrb693Y +MBWcw1X8tAYweOTvEJ84RoUj54piQ3Ev/rPFPEwn8XyNllDJ7Rh46+npL1Ko +UMIuWHSxBffcbmXBlzQqZPFQ+eXrMdDZJDFjP0OF+wVXDNk+496e5avePEeF +y65OQWzlGHB3rD36yKLCi1Mma/K4zy+Ws/z8FqhwwE1qV2AWBkNp4+a7F6lw +XFVcgf4YA9PIjp2dS3i/9l0NvnkXg7yzNT9u/Mbjr3X/ESIxELQs/aL5F+/H +3GRf9UsYXFHLzqStU0Gz8R3d/CwGlO3JwSkbaNCeKGR33Q6DsonLe/5y0qAg +vfhf0EHck42efws300Cjw9xSfQ8G0fn23af5aJD7pPSliBAGdkG61+u20eC/ +mNO/PeZIUHVSyeGyMA1+slnqtPeTQN5k5/69ojRY+uEi4lVLgmXetZHbEjSY +eM11V+YhCVwXmG8NdtMg49uvLGI4CZr7xm6zpGngGFhon4F7MuV5tc7xvfh1 +/W9To2ok0NOOShbXoIF31y6hbwi//9zED2Zo0uDyrXbTJ9lEuJRQ1C+lTQMd +fdH9n2KIUEAd2KFgQAO33VUPlw4RQTJ53/ODBBrQNHgkPL8S4AOqNf1AogH/ +yw/xw68JYM+wnzK0pMFvQwnm61gCJJre2Gthha9vsNHnhAkB2Bf6Cm2caBAY +KLRjY6EFPJXwPdbvTIMoWaGHLjEWoE/asOB0mgZJl1LcxE5bQOAzZU03DxpM +HXwf8Y7fAmhHIj9cOE+DSOktceWe5vA1T7Ep/gYNTnV9PNe9agrefVXe26Jp +4LLx/vnuFlPYyG7L8zCWBiMb2mdJaaZg5HjtSPpdGuxjdkylaptCMVd3d94j +GrQm96/8+c8Ekj3CJpryaMByUMjZeQXAWbL994ZuGng6DVgLieoAv3hA+cde +GoT/6ZCh3dOGGqHtFy8P0MD3m3LPHJc2yG8+SaeP0uDFljxC7i8tmP9J62un +4/mBOLJj8wG48WX9bcY6DSSMeB2fZahCbqDqeV2laeDyDVTT3iwGTv6dij9V +pmGu1bHmW/522OITSC3YPw3QdjX55REhCDj9wVlKaxocfLv2/pDcAvqHCJZc +xtNwcYOmnof2olHb7lMKvSemQX3s2dvZ77zoV0s8+cL1afBeMH9SUa2IRnh7 +vf/enIbDJsocLd1KqPawxHxszDQES91o2EpTRolteX+e3pmG+3eD2CS5VZFS +V5Nw68NpiGcOyeVLqaNTgxuIinnT8JjTreulsRYy34G1lhVMw3PPZe+/NVpI ++WSijfGbadjMa5FTaHoQrYxIutqXTYMG9z2KkKk2ejChHxpdNQ2zMmluMTq6 +qHH6cv5k1zRkpw4nf2MzRAUKn9X9eqdB5PuNMKkgQ5R0bmPFSv80+Ph3Dzyc +NUSujAf1AqPT8M3ISru/wwitst6MGk5PA9Ps+7oSZoz2L80IpP2ZhtOU48YH +fpogEW31R3vWp+GGqY+VjLwp+hscIlHCRgepugZSnIMpavnNqdi8iQ5HFh5x +vP1oijzWZE2XBOiwvKbIfvKqGUrZeCrwuBwdrvWn7q0aM0fr7qJanfJ0GBt6 +UJfFZYE86jp+HVOkA5WY+Ya13wKp3TALPqJKB45/m2ffX7NAzf8UrpB06JDB +UfD3uzABqZ4m6zXp4fMfqBZY0CGg5KonfywM6aDMYdByzJmAXMP5w81M6eD6 +qPXgnucEtLz6M8LoMB2sPQL/CMsSkbNTofHno3SYf8WpPW9CRLWVnhsMrOmQ +r73pkZQrESWEDN7QtaNDJkXPLjqNiOSXqqI1XekwyrVVxJiLhO6eCCG8daOD +CEX5xicpEvpRps6lcZYO/H581bd0Sajq0ou4/T500PnQShU6R0J2C7fuKAXS +4Rsrza0HkdAnK7PDr4PoQLoYVlffTUIyxX/5FELpMGduQWabJiHWef+EPdfo +YKYqoObEiyHbNoVjLyLx/fLttQ+SwNCHfWQB2Zt06Dp0UmVEBUPRc7b3peLo +UHyBn+emJYZmLfmPP7tNh1apDZp1uGet8psEJePx9bauH7XEPfuO53p3+j06 +JIg0ruwIxJCEj17yzgd0mNp/okc9EkM3vvy0TUumw3sp6q17dzBEVyjcLv6Y +DrQf840HHuG+nt79WCSdDp1Zha+OvsbQDuKg/cOndGAY51XXl2Ao8uUDMeHn +dDBRq7SMrMQQbdPhwQfZdLi/WL71ejWGDp/dlLbtJR2WZJtHGhtxX9dXOSXm +0oFvwOOG9TcMicmF7BTIp0PWyrFBqU4MXbupPhJfiJ/ndEaVZi+Gpsiz6XzF +uHb6S4Tjcc8eMn3hcqeUDpHfzeoUcc8WP3eR5Cmnw7tS5/c8uE9FNoiOx72n +w4S8A2U/7tcw145nXB/w+lZSjVLxmIxuucZ8okNfMHcTAY9Ju82kNyE62MmJ +XtPBv1907e/kzRo8P/Kf/juPzy80Vp7FXk+HFNtf6XR8/QS+8PD3jXTIsapl +2uP749E3d/D9QgcsfmfiLO7xmHO8B6S/0WF7R9frTNzr7CldW/ra6LClabv3 +lQb8fI2p9NuddGiJ8f0XXIWh1UXXOuihQ/mX9/mp7zAUJKvwdLGPDiHfVYvH +CzH0w3o+5PUgHch1LvaHXmDofOQ7m1MjdOBdkf45mIrXvyhcVWicDisXckcS +EjDkOWq+uXmSDpMkn8BzNzA0ycs3FTaF7ydFUcbnMoac9bqr1KfpEL7OtL2P +98eAd1oqbYYOR+fZbo474N5uUDhmNU8H9wvn2n7o4PVbnFfc9IMOg5ZBfyv2 +YqhZ5v3GD4t0cFTVJuZuxxCKsPggu0qHP58ssjfOk5BeEd/Dgb90uFz6cj1g +iITejXT7x/+jw1ajfp4tDSRUpOu2Z3njDDxVnBJtekxCSt6KbAVcM0DJiHhC +jyChl4++D7nyzMAK/WSvjhcJZfy8ltgiMAOhLnZV3gfw+7HwyZ+MHTOwqeaz +0u5aIuIeces7vmsG5rYVLrZlE1EUj1IJl9QMyL7e1loWRURXvSo8L+6ZAcXE +kj55cyLyke7tNFebAYWwJba6SgKiHUsv+K0xA127m2pNHuJ+veYeW6Q1gz8/ +DdL++ROQ4/CCgZj+DGjuSL1lKEtApIf8uQwLfD3CtRZapAWqr+u9kUmaAf6h +QN8bdhbI+Ee6ywnLGahnX2r0UrZA2seUhZDVDPjGX/Pd3m2O5DeTrj04OQOc +QbK68jvM0abw67a6F/F8NKbNX4szRWULc7/RpRl4r052XLfDn6+eDs8IQTMg +cTvw8C85U1R/bP+szdUZOCWd9+wYMkFRMqMR56Px/AhyFowzjdHGZp387NQZ +aD75RSrBywixC33fwF87A6Mrd6V8Rw4itten3pAFZ+GrcnfJlKgYapzrP/9s ++yxk6rf9nHi/Hd1Vs1Z1FpuFW1d1zu+2F0KiFWaFvbtmYWgb7bTv3i1ItUkh +v1lhFjZEfWQSJRernKk/XhYZzYLVa4Zg8F4+qJSOfXrFZxasWy8ecSQrwrWz +bKe0/Wbhy8+g61t5lMH8deiuRf9Z8LjUfn5YTQU61HzT/S7PgvLSBqOoq6qA +P7nTXCNnoURPkGfTDXUQObXzEeHRLGSlW2/OmdOCgLQ38YK1s2CjeCtZSNEI +3v9Ni62tnwUhMkv/YZYR/D0Vcz2gaRZgQX1EeCdArKzL5a5vs3DxrOyOiI3G +kF7A4/KgfxY+1Ocd4JwzhoaqsyqCzFn4EWHCMf3MFHikreVr52fBKeHTs7fd +pmB100Aq4McsTPgWvp7kNIMhopBw1/IsMGW/Hz35nxmwOqr/3GdnAM3Pgvux +ijmIUXZ+3SbGgEr9Y7e6EyzAxYKroWYHA9LYd/WtvLeArFc/qi7uYsD1xJNa +XhMWoOL7pbRThgE1H7ePi+8ngMmvoLT7+xhQHN0s9baOADH2bskmagwgJt8R +W6MR4FvlkYQFDQbIOscrxWwmgt01uRvWOgw4T1IWsz5MBB+urnPbzBhQF3Ju +NL+ZCG/OfXavsWDAfc84ow7ck4tfc10ukhiwOpxmr8xOgojECOvOIwzYOs36 +e12HBPU/fCyvWzHA6kQUunqcBDwn7CzUbRhwibf+Ze5/JEgW36d734EB0W+H +UlOekGDwqtgBk5MM+JUxv82plASSYxz7FlwY0LBZJ9aymQS5WUNS1u4MCIpc +vftxgQTMjY07NngygFP+YrXOJgw0vEqES7wZMLe2W5siisFn5TjubecZYJJk +GPlZD4ODPaKtDy7g4w2UUkcwDIrDXt0XvsQAzVPtjqYOGCju0bZ7dJkBO2xf +ObBwX2S1Nu4QC2FAMyNcfSIA90SQ3XjqFQZcsbgULRqBwUNJWvbOcAa03F5f +TbqNQZz/pn27bzDgHP3yPyfcmxvEHi5kRuHzd4ovvcjF/VIt904mFj9PVtOo +RgnuOe+yKy9uMUBJrDV4YyUGftvMQf4uA8o2j9wWr8aAVtnNkZvAAO5tfJSL +jRi4urk3K95nQMKmEest3zAY5Pl5Nz+JATrWB4oYHRgcf3vDet8jfP5d7j18 +vRh8PSko8iaFAWZOe19ewP1nvjFrSO0J3l8pr3hEcR9WFag/K81ggFhDMOsf +7k/tEzXumpkMGC5JMVPGfVm8ZqXwLosBzpEhG/DfO1B6OTGnncOA6rEfchge +Zx+9UFL5igHqu62L9XF/Siz/u6yfx4Dtew/lX8Dnf/Tsnt7nAgbEHmSXxX/v +QIC0+5/RGwZwxfEoZeH7i/teVFddwgD3ZteBp50YsKcaxZmWMWDM87zlGH6+ +qyZth+vfMaDgM9dL1yY8XzMu2wiVDEgR/G+rfA3u/wfM3qaPDNh9ASpUca9P +64WnYVUMGLBL6riCe96Vwnf6azUD9IjD93nycH/eSZc9UseAVtnvumOZGNho +qtDbGhjw578tfEuPMPg28rHAqpkBB461Wx3HPUqItrzY1YLXP0XN7ifuUbRv +WMu2lQFegXH+g4EYlF5brbLvYoDQqjYhyAkD5b23bw72MGDi2a/6fYcxeNEu +TjrZz4AciwtDyoYYPJbS7Tw1wgD2PZMxaxIYhNUGU87SGNCk6qW3sYcEv3y4 +cqfpDFj8F/50DZHgvNBj33MMBnjc+pJukk+CMx7vfvl+Z4DryObW/AgSEDh/ +cQWuMqAqzGVihxQJqouivv36y4CwiebeK5wk0LUXvh/8D5+/i79caY4IKrkH +dlzdOAfHT6XqhpcTYduhAJUb/HOws+ROIYcxETJrBHj1ts2Bw0+vYBtJIqjp +Fs4sCM2BBPDwjvwhwFEF+ssz4nPA44bppZcR4DbnKWkTuTk4FeLctypBgI11 +mAib3hzkySQZ2beYQ5Le9OJ7gzl4oW2/pzXdHGRKo7r9YQ44rGh+98+bg/Fz +lDhuPgfh+lPuvFvNITxCixcdmwMDhXL6wiEzWNKXZrt2dg4W5cXUN2aZ4M+J +qjEt7zmoOQsxe31MQFjZ+TPTZw70vod+LVM3gQM7Hl9xuTAHmaGt9cLIGC6s +8P0yuDoHWt/kP5i8BJgpW5n5kzgH6Zf9uh3q9WFkX0d36Kc5UDx57qGA3QF4 +xtgWzoHm4Mmmu49NuzTA7bWNfHzNHFizZxvSj2jAjFx/SGbjHFTqzG54YqYO +SzvHdjV1zIFG9py22HFV2MYz5yVMnYPrlJVYZbQHCDSuv0VbmNBbMQKyn9lg +8wssR2crEyqRZPDq0xWjb2fuHK0VZIJDYCEnI3reyGaU/3mvKBPcHZcfH3NH +Va492wl/pZmQfuH1KXIpO7paK5uIHWQCYYDrJf3fDlT8FOSmTjHBYlLzKF+L +Kvp55SfXmTNMkM5Wbufq3o8O2r9ijLozYf7Jo28Jfmroo4DA235vJsTuEpA1 +DFRHjZFjJl8DmOCzx/hJ8tUDaNgt/HRpDBMe0Zxn/53XRpKgbrb/FhMaFmb0 +Ume1ketOqnzBHSZYLhNmos/qIFr3YVZOIhOKlfViLR110XdzifDUNCZojm1Y +3aujjzj3fkyLLGICe8VJug7uRYzD/9paMRN2110uvwSA7o7LuF15y4RXBsOL +3woBbUu5rRhYwQSjnEv7p82MkcRmpwqvWiasOZgWnRQzQRqMld6jfUy4I/dw +Z+NrU3S5qaDy6wATtvQcqM4eNEUV2a4ZpGEmOAY72f7mNkOGzs0ephNMuJEU +sMLpaYZIrY9/as0y4d1TnaZYcXPk8ubgtl3rTKDYvLiw+awFeue0wt/BxgJR +rz2PBe9ZIH7OD3w3OVjgwWuc6FFhgaqdDblnuFmgd4U/apSbgGR4zP+VCbHA +JkcucT2TgK6Ub1rzEmFB30ETUGwgoG7XptUd4iwI+2MW9IBOQFHvDy1FSrLg +WNrPtp37iIjmYc08rMiC6zezhmcLiMhoqxDjnzILjnKRj8y2ENHjjz30UlUW ++LOzp+ymExFJ0GFKTJMFj/p+DO7F/Zj5WZz89SAL6uSKfq3okdBv7+Hxa7os +0Hiuqv7XloTy0KnhKSMWIAVS2sMYEmL/T2rwsQkL9AmBMkpPSeikCLnvkDkL +fN6mRjDLSIjP72xXMcYC6za5D2vjJOQhtrfD/TC+P2aOIrZIQp/r6K0ix1ig +6uH+oJoL98MO3y9htiwo5uKpUcM92diwr2m/PQtSDjlaKxhiaPfF+XqyIwve +2H/0x45gCNd/7UNnFiQUyiUlOeM+aAqoJp1mgffZAl3O/zCkcEmz6s8ZFnTd +SKRnhmDouuTSxyIPFvzg1FNxj8aQxuXQ98I+LBBh929yTsfQbSn98iZfFqjV +159Meokhyte/pVf8WVC5dmV9/g2GDIKrivcFsMDFm9M1oAJDyTKRRROBLFBU +2qGzA/cks9WkICmYBXwGeRbTuCcJoRx5hCssMHrAPDqIe/KpXMOr32EsuMjl +Kv0d9+Rye0xOQQQL5jfX31fuw318lZR9+gYLuHjlwu4MYihXnue5YDQLkoq7 +6wT+/39m19enDbEseNJ8waYC96BTeHx6yG0WrK1TJKJxL5YqHEtTjmeB1okz +4kF4zNuzNWXsHgv4nb2xO/h4j4iuh/cfsODC/vqyetyPn5SSk8wfsmCP5h0f +GXw94b4T95cfsyD/seT1F7gf/a6L3stLY8GmB4oilvh+G1UG77pk4PU5l3lU +BD+P5EDa7a2ZLMjURXac+HmDbjrH1WWxwC+U220nwlC7qmRMUA4LHhLN8k+8 +x+sxNH5TMZcFpkGhgeVFuM+jn18fyWPBX8dfnPo5GNoSzHXoTCELztaAzdMn +GErz9hOkvcH7d8sdZfP7GHprqZs9X8aCrSm/3jtcwZCx4bP/At/j+8nI2d7s +h6Fvqps0f1eygHv/peNXXXHvb+usZ0cs+NrvvVJkhqEADu342BoWJFo9O6im +iaF/i+kn+OpZYDK/eX1JFvf+gDdt+xcWcLz6tcV+A4Ysn7JxK3azwGrpzQv/ +tyQ0cM+zo7CXBZbmuqHKeL97XP+WojGA999ir4p6HAld80hRNBhlwdWp2WoJ +JxIqVlKzPDbNgoNL94tifxGRocQjoZ4ZFojzNXrnDBFRy5a/ww5zLMhSeZgr +iIiI8r3J122BBXnnt7HGoolI5P3phMt/WBCe1idpx0tE2bkNdqtrLOgm217g +YhCQWpry7gi2eQj2V9EUaCEgLHz5TdymedjOFjC9J4aAwszudT4RmIeBq57D +d5YsELm9SrhWdh4YU2KxCpXmyL9GbpQgPw8F8XZNnxPM0d/S2zlfFeahmfbo ++wd3c7T9kd3B3n3zYFZy9M8CrzkiObPs6drz8NlxqT3ohBkqpO96wn94HgR/ +1mlwt5mguIxo17Gj8xAdJRT5IdkEeRxn7imynofatsKKFicTJPHpU/ER+3lY +qNh4aAvVGN2+d7Lxrts8vJ4evFY4Bcj7YOoCT+g8rI7ZVPZR9JFMlDCJ6yW+ +vz2rmabKB9C6TtiW/tx5sLjLdpstVQMNMildL/PnIUKgZ12QUwMl2r91IZTM +w0oD76dDY2ron9LxS9Gf5iH74mXNgwL70Ejnvacc3fOwEUq3r0bJooqYZffu +3nkIycspFbaSQcn6pxWzB+ahYlv+1Zgd0sgyR7XMdGwe7u9od9E5uQt9CGn9 +cn1mHiqHf4klPRFCj/Zp3bOemwcugf6MQsVt6CI53VZ6fh4kD/Z32pzfghQO ++45XL85Dq8YZFfPnHGjjhp4XicvzcMtEJkXl0lrVRLm+j+vqPFgmbLavyfpZ +9ckne7/a2jy81wvZbZpNqXq8m/fXv3/zkAGrLtelOar+Bw35I8A= + "]]}, + Annotation[#, "Charting`Private`Tag$24329#1"]& ], + TagBox[ + {RGBColor[0.40082222609352647`, 0.5220066643438841, 0.85], + AbsoluteThickness[1.6], Opacity[1.], LineBox[CompressedData[" +1:eJxTTMoPSmViYGAQAWIQ7ZX64uKBl6F2DFDA4ixVcF/SxB7GN54/Y85mSRc4 +3/vs9U1zJUPg/PCU73snSabA+Xf12517JUvg/AWi/m1dki1wfiPHZvVOySlw +fkTkwvUfPi6B87n/N8a4y62H81UD37043L0Fzi8/Z2k/48tOOF98i+A9Rsb9 +cP62R85nztscgvMPZc2VjnxzBM7/qmbLvzb3OJzP9HO1gLTqKTjf7H/CtuB1 +Z+D8My0m545pnYfzazPW8Pd+RfABxgVMWA== + "]], LineBox[CompressedData[" +1:eJxTTMoPSmViYGCwAmIQffC0ZoUl6wV7Bih4/f3+vasGl+D8Ja92n+Lruwzn +88kuf//kyRU4vydza9oClWtw/jeH1U8y6q/D+SVGR7aIHb4B599fd6T7ouIt +OP931pXZmlW34XxtR/Z/abvvwPnuixTTN4rfg/PLZeOVHsbch/N13oRyX/d9 +AOcL83/gOPILwWfZP3u98pyHcH62ye6bnN6P4PzVnkkL9n1D8L++lhJ4Nu0x +nL812J15issTOL/eo3X+lmcIvuJdrxuLW5/C+VbmLVMkjZ7B+TFy538yXkbw +v57qfVTQ+BzOn8ESVxKk8gLh/ntbFzEdQfBZaxtDLAtfwvkMK+PWPxJ6BecX +zVrfK3QIwd+r3cEhmPcazhf0KtJp4nsD59/RvXC5cg+Cv2GevcqTuLdwfux6 +M0HZfwh+Q+vCxjur3sH5a1/IzubzeQ/nd8xtTbjnh+CnBL1VXReI4Mvs2bPB +NxzB7+qPPtaThOBnmM38yFWJ4Cu1iHiwL0Pw/1nU8F5fgeDffPv40rLVCP6E +8M2xbhsR/P9aQcWtexD8Oxf75zFfRvB3tH1PvnwVwZ9iHa+5+AaC771Ub4vT +PQR/V8XZk40vEfxpuqb9gW8Q/MJHc0IU3yP4Gj459w98QfBZGK8smfAdwX+w +1Tor4ReCvydrsb7BXwR/ujz31///EXwACDP12A== + "]]}, + Annotation[#, "Charting`Private`Tag$24329#1"]& ], + TagBox[ + {RGBColor[0.9728288904374106, 0.621644452187053, 0.07336199581899142], + AbsoluteThickness[1.6], Opacity[1.], LineBox[CompressedData[" +1:eJwVl3k01d0XxlFJKSUSolAyJJQx03PvN+KVRAiRFJIUIlRvKlNkiDJV5nl4 +DWWezyXca25WUaRkKFHSXH7399dZz1rP3ufss/Y+63wkj3rud+Hi4OAw4eTg ++P9q7DLxgDFppSfU5fR3uTKH3uJdol7DIqpYIxXwJKz8pZ5K+s2UChF9pIwc +OV56d1pvT+9AeaqIJc7eljm5teyPnrXzt6YbIs54Zaby+3ruSrxUCtsVLXIG +KcNvbfwviSNj7b4rESIhyHB/vsV0QgH/9ia1HagPwRWe0RO+rdtwIHSEa5Nd +KKKX7L57IlkRK+ZPX2pIuYKoCnPtvs3KOPs4/uyHjVex7ipzuVD3dpjHvThh +uuUa7I0lK82/qEJhz6ZCUeY1+GmZpD63UgPPopPj71xjsDiXLnOlWg2H6/7e +JZaxOMd/Lk3XVx1r5WIVbRKv4xGnbXrDuAYCeSpkrorEIzlsYxJJ1YK84fXw +cq94vHkbqFz2VQsPQz0nB5nxsLFd9tnGVBubFyn8p+iXAMFnGZ5dP7TR8SdH +8fHDRGzIyj5QRdOFp05wzB+5JOjo+LCWxOhC+N8js1sCk/DivgL3p0FduH0X +Lz+ndBO/lxt6XT2thxVziWobo25hmU3RNcdIoGq7b6LRm1sYfO58XroPcPCy ++HZa6zZcVn5dUrWUhrLpVXVtE7cRo/tqpnw3DTYKH0U+IhnR1qwkXhcaONx7 +zq9LSkbnY0OJtCAa9k+E65wwSAHh/r7bvYGGX1tcU+NSUnDZvUk9+ykNOS4G +fxvnUpDx80jRqk80zI9yMlZlpeKXUolc4CY6br48v6vqbxo09F0Xci/SQRez +zXlllQ5rm4PUkTg6pg5qLOEpSYdssqmEUT4dGz6ccyrZlgGTecP5+B46vHkn +BSjbDLwpjZT78ZKODnmbtqchGRiWcvIJ/UiHp5u6NMdQBhT3Su4QWEmhLTz3 +SfzSTBys7VUTWE9BuEDwipxKJq5VFZ3UlKVwkhms3uyQCVfZlxpBqhQY7z6/ +2x+Rid/RY1yzoCDIfTRpvCoTbgt5uwKNKbhJPzC88DoTj6tPnVezpNCsT/u+ +emUWioTmt684RGGNc1lBrmYWmnacWljsQuFY8AZbLecs8A1eCtp4kkJDVvSy +/pgs/JGxcrHzprC69XedU0MWCsKS7Gv9KTi/dj/x/V0WjE38ZdQvUKjlGBSN +XpON8w0lMY8vUVghYdwtqZcN3rRLbnFBFBxR92+1WzbCzUicdwiFKgdZhT0J +2ZC27Pt2OpTC8otJQ8OMbIg6pl29ztYOqdzRZz5kw3TuruEDtr+80Vd3mXAO +Dh0T094eTIF76O106q4cvA8I9L97mcLBXxZpOzxzYBwguH5/AIUy0XumzNs5 +iKpLNBU4R2Gx1o4Fu44c/Cq2Mpj3odh9nVk2+ykHUpGyut9PUZgZtFyeJZqL +Hm7P+iRXClcceFwsduVCMOOIqa8jBbHXDWTxyVzEhmzVv25DocLJU7Q6PhcN +T2c+vt9HwfidlK9rUy74qY7C0N0URo4/7Rd+lwsD7ZoBBx0KfB66of9q5MHk +fi7tgTSF3NnZYQXHPFTM0d3cRSjo+ORovQrPw/UPW0d2r6Bw4izvLO0F29+e +PnVvhg7OX83Gn7nycdk3pujYCLs/A7xzs7fm46VeFP/e+3S0Bz0/yB2QD37J +90HjJXTYL4muqsnNx8Hoym8pyXR8DqOtduvLh0e/8cTNcDokovPbuzcWIKVw +2MXVkY4LSb7K11sLUOEcd8tvKR0ConKR1PsCFCjOBfjP0FCUMjQ2J1AIvdLB +uXb2/Axk7ko+4FKIhlmqeF82DTuK+bnFeIrwzaMtWlWVhk7Fdsde5SJE5S9e +xhCiwfHu2YaLtkWo+Enn0v8ERFcPe70uKsLNFh3W0BlgglEymLf3P4wKN1ff +PqmHtCf/3N0eV4ymsAifegkdqNn84X3TUAx9hxzuiQfa6Hlx51j822KIeNoF +zAZq48fwOrFvaiXQ+1O6J/2VFiynxq40PivBpkPB5x9F7ATvQqC94YYyaBoa +dVTcVcdNN2sHhd1lKGjV8F5rqY7NjxUc+T3KAAFezoR5NegVDjgNNpXhnolE +2281NdQVJlbVKN7Bdc4bJc+LVTBt8aFxT98dXN7M0NPyU4ZVQVK3z8pyvB1a +/FhZbhNSDgWZHJMsx17feb01BlIYXXOq10atHOZXY/O0HCXhGUD16x4qR0FZ +v9kyuY24un/64dKSckRFHJT88X4dmn5TL5JNKrBbhy9Y9AYXpM0/TtyLrESa +gPDUgrggEb1kqOWaWYkBh7CVRsJCZHVJRuTymko02DtPhPMLk588Formo5UI +ctYjiRxi5D6jxueVZhVGijl+yY1LkvPKgX+/j1WBc6GiljdCjng6vNiX8qsK +HulxYyHn5IlzFPvx4a/G8STpW62uW8m+ibFdV3Sq0TnGYXSYto1szjC+KhBX +jQrtmWu+Xsqkb5WgoCKtBll7e2S/T6mQe7qnXB5Y1SD71pdF+w+oklr3juoz +7jXwztwbXsdQJdnMs7YNiTVwEj3GSr2hRs5eeplmNF2D3H8tDqrIaxCpmTw5 +p9u1WNUVQgvYrEXWiXP8y32nFoc9XcTOX9QiK/bY9hS214LP5e0u7QEt8i2P +13N2thbaCup/f4Rokx4Hr8oAwzp4rK6U+XFfh/j37cTNL3VQqo1/f1cGhE+x +aqyTpx4FSfI96a4gOdHKUb/E6mH6brDBMA/kgYnMcweDelT7Hnr6chWNbO0W +9JFOZPvnfDnOBtJIq3ysiHVRPc7JX16rlkIjNhG8jPDmemQOSHYYVNNI6D9c +Kz+8q8dHDTHmoQkaGWbO5JVrNCD8yi0PE3068ZNx3/t2TwN05BwPRNjSyYqw +d3NrHRsQJ12tIOhBJzt3v6SdC2+ARSCx5kmgk/u5NuNFKQ3YXSorfDqfTo4t +eRw9dKcBv1RS06Tq6CSuresFnjfAbO7GlkMv6ER+8+7A09MNaHdW6387SSeM +4BaZbM5GzN5SiSr/TifTVO0ZbvlGFA7Q3ooLUiQkS2W9pl4j3m5tPFovQRFR +rrIWt/2NqHL2b7ytQBHDlly+3vONSEs0FJOmKPJKQrLq77VGhFzsofr2UOTM +5RQ75exGvNc8H1pnSZHlI+u4jtY0YvUFEvbOniKZiCuI627Em2stXyydKaKZ +zrevfbgR9XWHLy12p0jf36vzX+ca0XVMffSLF0WcHZakyPI04cDnzGFpP4r8 +arpMHRRrwnH5FnrSeYrcEP89EancBJ6L/i+MLlJENsA/pkm/CV2DHsFagRRp +HvqsNmPThEqIbDgZTBErHY8hiVNNODx7N+5lCEU+JE8G7Q9sgq673pNroRQJ ++uUsF5LQhHUcMYOX2FrYbqS/qrAJaeuRf4ftL6u38xtvasIGehVNkp1vt+iA +mMjDJuyrkKp9cJkiQ+f23zN+1wTjniDp1gCKeD/vdbvwswnJi28XfD5HkWU7 +/1ldyteMuMIvx518KZJxs616WKoZD6ixBEF2verfcYhfoxni+UHHuE9QpMe6 +YdGuPc3IZuSK7HSiiFONetGZw82o5BifL7ajyE+hcrM8n2asCk7+56gFRWL9 +tn0bCGvG5MiDE7bGFNnytCB1WUozmitMa27QKNKktllf+04ztrDC4/nUKWKZ +kD51sq0ZhCPXs1eeIlNfRK+nPWuG5+Tppv4NFFlXyf+Kk5OgPiayKGMxReyj +flm+FSKwZXgwNebpJMt5rLtDgWCtTsTC3Fs6UVhbVxdpQ7Cn4+HbVy104j2d +pezhQTDFk6m7qoxOatqj8s1CCM5kPeE5nkwnlJ9jwto7BNxLx5oTT9NJuKnx +iu/tBH1J5/I97Oikd4tq8ItBggft/X+82fNS/D64tn8RA0pchxyWCNKJeop1 +XrwSA8YMp6XehTRiG97zOlSLge0uZ5X6omjkwhm6uL8BA+XXZ5MdPWmkxWRr +vK0dAzJTx99t20EjJn/+Bm4IY2A0OS1H5hDIEYe8QwWvGEjJDa6cWapLQozX +37o1ycDriJDoyWodkqce+zjiCwN8d5ScQ511yAe+83tOLW9BrJNsT3mDNvEj +e3fuUGfrjypHDxzUIlES84KN0S24Lj81EmSvQUpXnDArudkC/SXzvxO+qZMH +319FpmW3YIWdgPT16+pE6AGLK7CuBeJPOwUtWtVIZmDKrMFYC1J71TJj16mS +6tFdPf06rQgtM0jySVAmT40CP0UbtkJQz+VF+CZl8rW0WchkfyuW29lxtRxR +Ihr/7jzCcm1F8MOl4s9ubCO1AkpfGTda8XzHO16BMTlSpy8qUT7BjvfjOE5Z +SJHGvFmf+Ph7mDVP414nN988tELx1v70ezgme2h/05mp5t/e7s2ri+5hSiE9 +fKvCk2ZdvOOJJvfAc8FoYU5mTK95YDA1dOoeXne7BmZvXgLCw2T60dpgTQSY +b/aJovVE6nrbD23Q3qG9YoWdAiom3d0dvrbhzIWExfvVtiHnuFaDE0c7jHhN +XU/xKSL02MBBD8F2iBqHd3E2KcHoKP/tYJ12TKfcumMTuh39tqHCpVHtGB9K +bjt1RxWMZxbHKxLbIbVJKJxao4Y71lK1tRnt0DbTfAsfNdywItb3Ktsx37vr +U84OdRww/5H4bKgda2lLxUvzNDBkdGrtom0dsG54f+GqoxZ6mdouPBoduB1W +TttaoYXm3curVtI7ICZuItC4WBvp+vmWwlYdcFJqnkjN0cZR2uu4bQEdsMt8 +MLxsQAcWpOzNjrAOxF6ctu2W0IW+3kUVzevs+G/aq53cdCGts/4RlduBpaLr +c5d908WEhtUam94OjJup0cYWAc+rNx09NNCB+Hu1Isv1gS61z3ePvu6AfYm8 +1UwQ8J9KjPmp+Q4UGox9nv0NeCh1xgaJM3H6P9dHHV40HC5NGgmTYUIyRGB5 +XSQNZtuOKUdvZyJfsVCMK4/9X9u66H6SAROPHCML45+x+WeL7qqSU0wk7ntU +nK5Gh94oxYw4y8TZErrmVxM6rqQaXToezMQaC8v+C050CAlazmy6xcSf8a0z +a6/R4dBvm8+ZwwRVOOG/JYuOvIjDh4dLmXjsaL7CqYoOdU73/tttTNw/rtdu +/5yOi41eYWf7mZg8ZLVTeIrNR/5+OPCCvd+Iuc3vH3TwqVz4pjLGxNIJZSee +ZRSsPwaW8c8y0VcumKu9jkJGYZjrzE8m7u7a65OwmcKEc/TG3iUszLk4blu7 +ncLZwZsx4etZWKfsKhRiyOalxDTDY1tYEG+p1PA2p8CzP2dh13YWOA6nyoUc +pGC2sqhGUoeFVKn1l+qOUrjFKvNc2M3CkXfBT/hPUBgNrpJ5ac4CbSL6cZQX +BXk0DNfbs/D+o4WivB8F75+MpJuuLGz6bJM+eZ5CfVXHPj9vFqYNIj92XaTA +dbpnqWUAC5FGhtO9gWxeUHhItoezIBpn6/+ZzTM3xgf8V8WxcLeYw0eTzT+D +WS+VplNZ+I6P99PZerPDm/GuAhakHxlGybL1SZHJ9IIKFky58osesuMrH3+0 +vtLMwkYdEZ00dv7fMV9WOXeyMMKx0S6Svb/+np9M+mMWJrOLFG6zzxfFzXF5 +4zAL0TEbRrp8KTxuWaL5Z5KFUN49ZeLs+sQDeGdffGGB64r7qxtubD7U5C+o +XWAh6vCmRnn2/ZTOCTkmLu9E687zmWO2FL6WigmfWduJHZ0Dn+6ZUdA7IXXf +XKITYfILoh1sHroiLRuutLUTWxqWJXzQptA3so22Ur0Tqb5HRjWUKQilqHyf +onWC92F9TMEmNv9Z77zD2tOJAXk+VQhRyFuD43kHOsGdF+v1eymFj736EiFH +OnEpu3h25Dsdl/TNYuHfiXBO1RSpZ3SwFqyMxIM6Ye+lYh7YQcfqBjuOX1Gd +kFk0ar+8ko6M7a5e1VmdsLEX+JkWRcfEh5Oy8SWdGJRycyn2p0O5wHvkdG0n +5Pr+vBg/Qgdjw0WzbX2d6NI0WTKtQgfPi2Ae3uedqOapHK1dT4dZwlXGxJtO +WL9PWV/DRcdr3gTlnB+duH1u1G5fHw1cP/5bvV66C11zqmZr7GlY30vNQakL +6YOybRmgQTXz+RPnnV1ItujgCJWiweWfpcmle7ugZ/ePbn4PwLp1VJry68Ja +Sa5Zmx49xGiJaLkxuxBgdGR8PkYHBXx3xK496IL/uIXR0l06YIzuXigf7EIC +b/3N2S/a+Bxxpu33TBf4ny4esrbSxoHBftNY4W5c3K9u/oRHC2IXrjjVuHUj +0nooMl5XA2pm4ruHfLoxcuZMYtOwOkw3V8pyXuzGIEcq57fL6rjU83ra+EY3 +uDOKrhQx1DAqpnv2VX03Uvx1tILVVFHYNBe1ZEUP+txUpWK/K0N9wbHaorQH +O/nfvKxfvBkmexlBBrU9CI4oruCU2gSn5I37NFp7MMTzaTJMTwqxGq/GRZ/2 +QKe12dDPVwKTnnYio3968Nrj1UxJjQhSRqwueO3tRcvFGwOnjbnB2WpMRX/o +hZe9TeSg4hoivLqI79LXXqx52PxxHacgUXRYNujF0Qf5fwo/RDxcSw7+ZPpY +CvaBV7guvNtbhFTuMMhdr9MH6fE9gfYWEuRYNniKIvvg8hUpOsdkSE+Ial+H +fD986q7Jb3DZQbRWdXNdV+vHaK9AytFHO0jBrSMadrR+5C5R+cikqZDg0msZ +M1b9eL467veIsCrRejbhLRzYD8175TdbmtRIwdbUdScG+uHxOdhy2VNNIlSt +YqI62o819LkOQdWdJITWdfnvh35cPU4Fz8fuJAHHi1dFz/djgMvGtuP5TvI/ +wD3CAw== + "]], LineBox[CompressedData[" +1:eJwV2Xk4VV0XAHCZpwilkkwhZMo83nXPMUTmkkKGJKlEicyFKE1SKSIpqUhS +Er2JbVbKPM9cl+tyXZRCGb7z/eVZj3323mvtfZz1e0h7BRw4wcrCwiLAzsLy +/5+V3xVD9Tla4KfK2cyzCQYIp8e+48RbgNycu+uzNAmFqTY1nNnXAl6i0aBz +hoTeXdg+3mLdAhc7DTotP5CQxFrB9vTDLeDyXUteCQAtCw/Gqp1tAdaVswKl +MmSkfkQhIzmwBbps9iu+xsjIJ+NCyXJICxiuCKb2eJBRx25eRnVsC8jfiByb +eURG74x0Dx1JbQGO8WirTnYM0WJiA8oyWmCGmzz6aCeGJOobr8s8bwHaYb3H +97UxdMvBu5yR3wIJO7LFZI5jqPphQY/DhxbYkry7qigUQ3/7//4s/tQCnaSd +h0NvY8jX5+7umOoWGIzIDE8swlBm3gA28bUF5rWm9YfrMNQ1t/uoVVMLmI0Y +Wbj1YMg0ojxpS28L/GMESQwtYSiigicvfIhYP0/qxDAXjgo5DtUOj7XAyIz/ +Eq8ojiSTppdzmUQ9bbcGDKnhqPzY5dzCXy2gLnluX40Bjtw1RZxLl1qgseAj +G9MUR6vsr7hrVlvgRD+3oastjh53GXz6wdoKDk27bvEdxpFhTtPJTq5WcP3p +lrHmjqO+MK+tQ/ytMHuzQFzLB0dhVn/qJoRa4QH3R5Tnh6NtO29cnBVthTtr +701OBOKohLlTfmlHK4QO3j/rGYIjp4r3nSzSrdBrt8CTEYGjP3fN4nnkW+Ge +zY4Zscs4enC8V0t4Tyswh1h+9cbgSEv7LFVMvRWik2zXe6/gqINzQ/Iu7Va4 +kuK5KhaPows9ySbKBsR8L81HHhOx8GuFX1rQCreDarI8iPh9xJcsY9NWGJx1 +2Hc8Dkf2NvYHzC1boXT3jp5XsTiak6BusLNthYHRdR+VaBzdmQt5f/hgK+CU +exsXInGkWsV3zPMIkf/Ytpl/oThqup+56ZRbKxSRrqmaBeHo7AnNivNerXDE +PJa1xR9H/Lr1AeEnW6Hb1vXZY18c5XG7Sl7xawX10wJWecdwtL+P2XTzfCvE +tsO+FWcc0fNiLyVfbIUOPv3xOw44SogSVc2IaAX6q/EIHwsc7bZ7PfgiuhUs +m5tPRZNwVCdFuv02vhW++olvGdLEEUfNCQa60wo6V9y8fMRxlP1gOf1rcitc +54/4c1cQR6Ynb1u1PmqFoVMmymysOIrl/fia8rwVPt+b+fCJiiHpAQuX6ZxW +kM8Q1FrrwFBF/gDPQn4rRDbYF96swdCaPfspjk+tMGcTdDjmGYYyZFK3CZS1 +Qq3yNG0qEUNGC3u+ila1QvObdMvMCOJ+phzcrfCjFU48dsuePoChpcGs8f0j +xPr+78yVlskopUDnwcHxVkju6P+yYZSMdGIaTI9OtYIuRwfnnq9kFCz78/nZ +hVbYY+0lEZJMRj9PY15J3G1gMMYhJiJHRneNOoUebWwDvc2qpQ+5iPdb4FTl +M+E2GKx1oNHbAPm/T5L6IN4GnCd6t99yAjS9ODzUqd4GrdfyN5TZklDxyTtV ++3XaQEOn+3EfGwlFd5NeIsM2MDmz3eZWiTESLck4m2veBsmSrwI/ixkj/KLr +SuTRNtgeNLknr8UQpS10bZdNaIOGDf0v3df00Anvq6upt9vAUOim5f0neki9 +Q3t04/02+BGY7ZdhrIfqPiTnLGa0wf6kY09NQ3XRfOAB3e8f2qBRYt8HrxFt +ZDHf6Bg43AZVK+ZVu6M1kMixKD0atQ3MXBcPLAlqoKEWZfGjU22wW/AAdebJ +XhT07uaY2e82+C51IsrtszrKDLAM3M7XDoeuItTYrIL+zNTcqdBpB2tPvUgO +M3mUPVXaIJDYDon0TXSZXzzIP8Vu1+n77TBc/NPBbwMn0jUdi6hNbYfslsCU +IgFW1JDBqxL5vB24chYeLtgslM/bO9+hf2qHNnmXXx6FEyRSyZ+DNWPtMGU2 +UzSaIQy9V/YOhul3QJkXudr2rQJkqddqd5I6ID8kUj7hsSL4DR5JVDftgG1B ++SYPrysBi2400Gw7QLlh5TyHpzLITzU9c/TugC0vfxixr6pBkL2fj9qdDlA8 +VdyiGqIJpNX18hvJHTCd0W4dRtEErtf3t0486oCFEBb/fmstSGMr/fo4uwOq +s+eN2yW0obKYZw/v5w4QfpfdzleiAwI7X81SqR3gV9Zgn1GkD2SnK4Nj9A4w +ZR8k7+IxgMA7Ht8pzA64iUwfPD1qAF0btr0aWeoA7vk0zSAWQ3gykeA+wN8J +l8TmxOUMjaBF8oR1v1AniBbeKuO7ZgSszphBn2gnjB3DAlpajcDn+/KWHqlO +6Bxl1Zg8bgyq7043tmt1Qlnrn78s4STwpJuXtul3At/Fu2nXvpDgnsyu3FZS +J2w/ua2nc5UEf5L745otOuF3wc2+8kiA8jBro+9HO+F14y5Urk2GuUIFpYZj +nbBjac/jVQcyyDDYt33z6YS+KPH0h2fJcNW97FfduU4wczn1vC2LDDYmqnlV +cZ2gzSHdcYgDg0uRvI8qr3fCK32O6xbiGLz7OHG1IrET4L+Bw7c1MNiskOlV +ntoJex14K3ncMDA/FmFfltEJHCeS8+A8BqFph0lfsjrBbfiGfU0cBgP8m8Q+ +v+kEGfdDJcW5GAiYM7j+e98JN9ZyNuwqxYB8+evvkuJOKJIL2dr/HYPs+ejW +jxWdcN2PlUN5GoMuJTdUVNsJG/GwJ9XLGHB76+d/aOiEH2+mrmZz4eDXNZ/w +voOo5/emrWRpHJ4INl1819sJVufXS5eVcWixeO1dMNQJHmPvXv7VxYE19uqB +t2OdcIhdwBfHcdAq9SLnT3ZCyJ30lBYrHHwWSKpvZjrhJ8moI9sRh1SVHeJ5 +PzuJ74dWTflRHBp8FnleL3aCRK3qFglvHFYy2xdzVjrhmLlxZNVpHFR7C8Zf +beiCs5eHPuadw8FT+Fb7S84usN+xHt8bjMM9K9/KF3xdMBe1UmIVjkNNnGlB +9qYuWOp7KcF6CYc/ZVIZz7d0wdYNJskr0TgoLK7cyBLrgsjem38NruDgot4b ++kyyC8LSPxiUxeFw69RHn6eyXWBa5G12JR6HKXJ+Ap9SF3jMs5jGE/G+bS9e +X1TrAg65/W25xPjs2cc/RrW6IINx+e9cLFGP+mSmtUEXSI/qtboQ63k+ubXp +E3QB67NjwbRIHMqD4zR2mXWBt7vhppRQHMRtIh0T93fB9Lxz56kLOITJBl1c +tusC4cBnrJ5ncej6dybV+1AXaNmZjIT5EPVtP/652aULLi58rihxJ/J/7Tpg +4NkFT2a+sYg54TAXc3DtxYkukLx3geuZNQ62zlZSQme6IFx7ycyGOJ88dRM8 +8lwXWA0260oS5+czrHH1QEQXyH2yctKRIOpXrJRTFt0FskoVbyI34SCTKNOg +cLULJrXFeKc34DBoJCywntQFFNF9j3EKBgabedVPP+yCBjzVSqUVg9TpDQc6 +07ugjPvzHxxh4Jg2/yDvZRdc79vx/GcqBoXn6SWib7qg9N5Z/0TiPgtajvbG +vCfq1Zvx7UgABg2LLTuPfOkCx8TnalE4Btihdy/Y27rgc85cj8wwGZ4o59QH +dHeBoTjnqn0NGVbYntL7Brpge+qRvOIcMnwqvKPyntYF680be1QCyKC6KeCj +22oXBNVueTY2DnCL5tP9lbUbCoNe1bFnA0yVuy9rcneDHmdGVp4nwIuztsa8 +It2g78Uqm9JJAvHvKrXFCt1gqxTxAntrDOFZcjRp1W4omBZ3YXgaQ3fYTp7b +mt1QrZ3doitsDPcUNtocJ3XD4umEenTOCHiuMjoEHbtB1r/xy9pOQ/hDzqP6 +Xu6GvrsxN6uM9OBL9nR6SFw3ZEoHHuwf1YVYbuWDV693Q8IGMdd/8bog0PKm +8vn9brh91Ha353cdkPd4+2ToVTfo+m7/tttKG5yi3h9xbCHmd/jPT15GAz7+ +V/IDpHug/EzqevpDeQjSqCkSre6BP9nV0f2FfMhHS+rp3a890NIqjK39J4iO +6ETe5G/qgSEB6ZimYSFkaKDlxdrbA1NXG5g1lC2IFc8WZDJ7wFgpqcirfye6 +4xB3ulasF/7tPcUuUimPog+OHCJL9YKA04mirSW7UeAhI6xUrhdM7950/5un +gJycF7a+V++F+pwbVKV7Skj8mHftY/NeKIn8175gq4penzOVCgrsBTeNBFaZ +Cg30OPAp32xIL6h2bP13Uk0T3Q5a+XMqqhce6G51rM7QROdCixo9EnrB48lF +8RchWkg3WjbC6kkv7G4csYyT1EE1d9i7ZBp6QcdoScnRUB8V3/WszGjuhclH +zCP3HumjnPtf3mzr7IXQ6qdBKX/00c2UoCsCI72QKydSTn1jgA5kUtX//u4F +X7r+gjCvERp+W3OzVboPnkRVHFa5QkItM+wMjd198Crqu2RqAwlVKJtZJyv3 +wW+HKmbKJkBPX9fyH9btA43mvEbLVEBeL+tuD1j3AbaeQ9pkRUYHxjmZxgf6 +QOGeaQTTl4xMZPfZZh7ug6crn835rpKRbFa9gJdXH4RbXtT5V0ZGExlf79BC ++sDW87zCXVnCKwPccxZRfcCptdeGbISh+h2W9q9j++BkbKmZ7EEM5Tz6tuns +7T7ojCPFXb2EodQenvNN9/rA4mBjA+t9DF3fur9VLZXYv9vpiYKXGDr9oOHu +z6w+CLyezvnoO4ZcOnh/Hszpg26xzUfaBzBkJWJ14GN+H1i2hmwznCH6zwM3 +C0U/9MGHc8evNq9gSPnud+HQT8R+OlWn7vDhSLyF70JvWR8YnPz9IGI70Z8L +WrcbVPeBmOST8bvyOJq59eP+aiMx/tYRISOivx76zr/g3k6M/+9CVxPRfzfx +2jhW9PTBQEeS0I0DhKcsbxdJD/WB4OSS3VlXHL1NaNx8ZawPWoRoCqHHcfSk +fmMwdbIPlp1vG78+TXiC07bTjNkHgwLb9dnO4yjaLFH71a8+kM8vbom9iKNz +cU0PuJf7gOnwoFqB8JBntcCfU2t98K2Y3rdwCUcOrHZO39n6oaBkjj5BeAjH +7hQr8/TDa6/5xjXCQxrRzaKJAv2w6y7J34jwjgwSDJkV6YdvvHpfMolYZM2u +2357PyzstfqgQMTsxkm6hRL9kKz/60g38fxCREuKiGw/3KF++pJHzE/9vGkp +SLEfspr2Lr0g1u9ctj/SpdoPjaR11bpwwh96dz/pavWD/ZUfifzE/otDWrc9 +0u8Hy25ru7BzOHpZLBT2l9QPcm16hfxE/im/HXpdTfuhz9OKrd6L8I3WPf0y +y34wsiSl5rjgKPRC2yMJu344o1vX8p7wj2+h8N/Ljv3w+FCi6Ng+HDnPH3AZ +de6HKH/NQSNjwk/q9z/jHv3gmkbKQntxZBDQLpbtTewnRHLmjByOlN6KRHCc +7od8hpwdvg1HYjMH+30C+kEwPOK4CS+O/p3uSFcM74ersU3kr9MYctRxu6t6 +uR/c1RhiAcT9erNh4qpmXD9UmA8Xu//AkHvq4nnjxH74XNnSJPYaQyXHo0/i +9/vh4i7n15MpGNqkxuO2L7UfDnV+4WSNx1BlrZiFQ1Y/dKrP2ou5YUjs7nNj +p1f9kHRAtkfMAkOBR5U1Xd/0Q4j1vPBpDQzJ/jKWOFHcD0XTV2SX2DF0TerY +QmhDP3DZff/GeEZGI9N0elRzP3RnLzZGXiMjvZLA4dgOoh6+A8bH/choyiau +4dZQP0io5yFdLTKyiXj19OnPfpgzXPlICgUk0jVj/VVsAI4V1Iysuhojv2cX +8UbJAQhIWB/nFzFGNX7rum2yAzDe45c1/9UIXWQT2jWgOgA8Xt0qFnuNUK+6 +1vIsPgBRNS8fXV4wQJk3w19sPTMANfyaejP79NCSE1u6+LkBWDU5Ktw5o4vs +ZW4lSQcPwM/42LP193QR638ZEXsuD8Dvzo2Wfb066MREhQPcHwARy2s7pN20 +0R6Ma82ndAC+SDmKPTDUQO9e5+3uqRgA9Zo2Y+Xve5HWZnsHy7oB6NTxbWA4 +70VGtNTsPa0D0Jr7+fJ6kDqyva1kNTcxADPLHDqcpioosNcmNUx4ENYHPtWW +fpJD/51P1rh1ahBEBxr1gju5EKlf7+iq/yAo/RPyEmtnQ1Wmg/H+QYNA6TRm +PM1cL2/YKt9rf3kQ/PoVmdXis+UDZSWXtzwYhH8Tz+OGH82RWHj7fzypGITW +DwbySns2w74s6ZPvtw5BXTc6cfyVImilCsjXiQ+Bx06JeN0EJZBK/Eftkx6C +cbfNxQsn98DfsE4vduUhmN6ymMIhqwL5DtfdD5OH4L1H0Y1Kc3UQ2TB/aNV3 +CDQsPrmI3NEElsXBzcL+Q8DiEzL7ZkETGIyGdvkLQwDvOz8FOWtBXU+2g30U +EXfreF+S0oawd0dsnt8dAtobd3/ubB0Y9qgwtfw8BBLRW38mROnDj0P5bO5o +CFol3iQpdujDJ6u0qsCaIVBxqHzxWdEA7ukGkR83DcG14nD1p60GYCaoYDRL +IeKmVc3tm41Ag2PLP7bJIZi7ZvVi8JgRSPzb8HnbzBCczi4tCnlrBEsT/br4 +4hA8K5CVkzI1hrzyO5oP+Iah7kjc/hlPEqQWRf7M3TQMovKuTjwvSBD3+tT7 +8i3DkPojXneMRgL3hyZqk5LDsMdy8WbtKQAh/0UlQ61hMJiruriqSoa141S6 +nf4wmDvIDwxakWHKuTXHmzQM20aamMK+ZKgxy5NPtBiGtys90RefkCFkp4fM +6NFhmHM8m8vOhoGXvbrTwLFhONZo9nZxOwa2Vzbc6PYZhpqYBJqxOgby9Ofz +jeeGwZdEC6twwUBYPFjuW/AwPDOPlPvnj8GqrblzTfgw9F269Do+FoOOosmK +z3HDUHFnde+1VxhU0P5b+HidyO9uUvnKJwzyxG4qvE8chvrO73roGwax0SpJ +r1KHwWhq4bACHQP/D2vVWRnD0CIVixoXMXCeaF7MyBqGvbOsaWUcOKhbB3ok +vxmGx0t1EeGSRH9+2eT+nffDMGP475L5Hhy4CjfX3ygeBu0zgjMuOjj8pI7/ +jS8dhrYeQacSMg5DW0tUYyqGoVTT2sF1P+Gb/QlekbVEPXNdo8wP4vAxyvlh +SMMwYGVS0aGuODx9p9QQ2DwMtJ4fnPNehD/G/q2e7RiGHXfGagtO4RAq2rj3 +VO8wOKcYhxUF4HDc8skJ76FhcLjER10LIvr7yIBHHmPDcIS/pyUxDAeDAnKj +y+QwJBy7IeQdhYM8RWiD08ww3Kw/efkS4RGhLWNaDj+HYUJvy79Bwisr+4p8 +rReHoScj1S+W8MxkePzjfSvDcLfcufrM//3jtMf3GcsI0Kdk/jwiYs85EVZJ +thE4cViabSMRd11fSX/MMQIFauOzNYSnrHaNa4txj4Cj+7FvlTE4VHxpbE7h +HYElnunnbJdx0HEqPrVl4wj01Oul34jA4c3sE7b7giPQeeVYm1MI4Y3r1zI2 +CY/AwM7+C76BhBdlzukmbh4BypfQ98gPB4EvR1r5to5AcLdvzVHCQ3GHsDPX +t4/A33mNGfDAYZmpyMElPgLPhT9eOHUYB/8E4cw4iRGwmpZ61WuLA1X6nx6r +9AiQ/lsaTDIjPOv4w29VbgSO7rzQ0amOgzmziDNCYQRmS2+d8JbD4cu1jKdL +SiMgK7702HA7Dq8++3f8UiPW6zkzX7uGgbjjYf/zGiMQbtO0PXwOg3szwD2r +NQKLcsrroaOE/6WEjKb0R+Dy+5M+zpUYLPy33HnSaATOlPcqG73D4PRBSsA4 +aQTuihzX93uCwaGrH56PmIyAQ0/ev+JQDJQZh/i6bUZgoiDqNr8cBp8crdEN +eyJ/iaOxEfwYmJThF0gHR8DXIe+z5C8yuCSq9b84QtS7UvUjfzkZrqvz5AUd +H4FdebStj/eTYfOjdXcFnxFQm+JR7tlDhqcb/ggP+BLnl0r/eZCf8FMbJdzE +fwTyd31ZlnoIMBH0Zb9wGLH/ifWDdy+TIHCwcK02YgTYElG4iw4JVs1yC8Mu +jcBTp2HXL9PGsHnrQ7HRKyOw2VvQ8MgBYzD5L2CqIHEEBvuUYg8JGsHTVZkb +NtkjUJ/yoKzKSh+UfbaTNrwagYMkzVN9M3pQ0iT4syh3BGD8Zta3RD1oylxx +Fi8YgXY+ejC5URdWsS7F6f9GIOlp9h0BYx1wuXr9W0LzCDz8ofjShqEBIoJz +3DV/R0Aq6Czdw3k3tJXduGa5OgLpg6J2zy/Kwz0/Oc7m9RGQkVoWWbsnB8IN +Lmx97KMgddA6TeLbLhCOr12dFRgFlYrEh4LKUrDpX9rPHbtGQcOr1L09Vwj4 +aWYDF6xG4c2hwL4mJW7048GIy7LNKAS8nQ38McKHbplG9F6yH4XqoJrDuQ8E +EV/Wu67rh0ahvNy09kOUCOJ129Ga6TEKiyd8dY73iiHu9rna7xdGoWFjr8/v +PFnEjtILdj0ehfVHKRuZhntRn5GpxfCTUcBI5GBK/l5U8JkxkvZsFLgPf2xc +l9BALsXGwsKvRuHWwO3+zDUN9D5/OIilcBRCKH63Rwu1kPvjXQaD9aOweXOR +0s8pXaQl9qMttWEUOHKmbHls9BBPatAZx8ZR4vuv372Ur4eK7tc+/t42ClWv +33+09dNHfDdPrv83OArH84m/MX0G6FNYXs3DX6NwJ/8vQyHUGCUuHnQ78GcU +Mhab95XXGqPjwSu/Ny6PgqJbawhdiIQEztvsjl8bBX/LGObPFyR0wnf2+gUe +Clz4dkrt/BdABhMpMmr8FEBCAh8PrgHa5E0unRKgQIl9bvwRSTL64nGXcWwz +hejXcRZfNzISPqxpZy9JgWfH7Nh3t5DRZEc/jU+GAmeiR+v6psio7EBcdL0s +BcJ1C8sriP7O17bzPUmJAuwHvpyR0MEQ6UfU/r/KFHCOCPx63wZDIvvlxz6q +USDPISpXxxtD5WYhm1W0KfCUpvqR5Q6Gkqsl8yd1KVC2fKBb7jmGTmFfzbIN +KJC5fdgvqBhDm423h+wgU4C28M/+Rh+Gpj5XCnbjFODTejhpR/S7FXqnc+6Z +UcDCuyLe8B+GzmiV9vJYEfunxnTEEP1yRUvnm082FNA6ZPjfE6Kf3nJ27vJJ +e2L+6x/6Joh++zQP30HRgxQ4eXQ6x5nox9ELOfnaQxRgrcvJ+EP065tx8vKF +I0S+rFFGZUQ/f2rI5YeMKzHetEE4n+j3y8ODM1vdKPDfwteSWsIDIluTAqM9 +KaB4+dYPTsILvh9em6kdp4B+HtdKAOGJMrvabUMnKOAUs+kfC+ENYcbw9C1f +Coh9OZ7wH+GRkwl/yw3PUCC29pXfI8IrX2S33Js6S4FWCAh/SnhGqFLtxKNz +FNATM0xsIrzj47Zfz+ICBVbVIxN3ER4qXfbmWwymgFxY8pn/e2nTw8tDL0Ip +cL+kWxIn4hMaae8dIyhwtfpmAV8cjj43FcWxXSLWc5xUWCHmFzzTfLgwmjgf +V9Fskcs48uaaUjp2hQJWk6omBwjP/fecfU3wKnG/UvU1PhH7FyBLtpYnUMAj +WemVGeHB4wP62WdvUoBfdGT0L5H/p1DHEPFEChyPlFTuITy5cUvA/u9JFDg4 +dbd3kPCm1/vrO8PvU2D0fMU+/oM4KrHJnlN4SIHk74JDxy0J306VV3enUkAp +rXTjOOHZY1d7H15NpwCPYatDkiaO+JCAMfUpBTy/n9A6KUZ401Vx0/3nxPnI +ji3f58fRx0WTMewlcf5P/5OeWcWQh3rY9cw8CjRYGDvsHsJQ0Y/7R23fUiC7 +2b+RpxFDPKfeqq2+o8DwzvnkHaUY+vBsrNOlmAK8do5HWpIxxE1ay+H5jwK+ +91W3BEdjyK1vW+SnUgr8atXNtD6DIS4RWxnRSgr4nA5mTyVhyDXuk3/rdwoY +lYhFl/WT0Tupdiy6iQKvdStatlSSEUfZzGa1VgoEhdgV5r4go4LfMqW3uoj7 +p7pb9zrhIbaTt7ksRikQL/fO5BHxGh9hy+n7M0aBG6sMBZtngPIzq/JfTFDg +RS9NO9Ed0OGexYNsDApMNSoJ13SQUJ6l19PyP0Q91NMSjrwzRlrK0iRYpsC3 +bL+VdV9jVC4w0o/+UUBjy8bgCClj1NLutrWSZQwe8mGCf28aoQU358Rq3jFw +ZUa+P3XIEJEC7SO/SoxB48PzSl1FeqjeUVDMUnoMWDp03uw9qofsdZtKvu0a +Axcr24/JrHrIa8XqV4PCGHgOnii4bK2Lrl3dd7pRYwx8cvek23Vqo5Y00pE2 +8zFQb2wWUCjXQM5Rq78PWI7BqZOZ9V8OayCKx5f77VZjEDlh6ftwbi9akDVo +7rAfA4Grv3sUpPai7QXa5t0uY2CJKaVdYqoir2plrQH/MZBzv5E8KKSAfk+L +bZp4OAaDTYI6506IoOQMWv3jR2OQ1ZvopeMrhDTtii4ffDwGPTwXYg53CKDz +hTazFc/G4GTmnA9XDyeaCY1uSn8zBl3VKqJG9tPl4xwTtxyqiPnMj17X1eWB +Tsn3PGUzxH5DQ/9jYZOHoNaoygtzYyCOv711aVEeRK7sD1P6NQapC1kjk1O7 +wWFibDJlaQzaej+GHmpShMY3ol8D2aiQNpoQduCqCtTqR15V2E6FkKSoxpQj +GuA9bUEa3kEF8pWUP0/qNYAtY8ufBxJUeOMk0FejrQkYS8EJNlkquE9Wax8R +1IKyulHTIVUqcASrBwqWaMPHg/vYkk2pcNr8jEFohx4kWH2KF99HhRfnI7i6 +lfXhqIki9wtLKizzfMtXjdMHVk2+jcW2VPCsE7P5rGYAtsLNoj1HqNCfd+b9 +aJghSPOSH3m6UuET+t3z4pshLGx4v4PuRoXYo8039m0zgvT5e1J/vahgFVZe +KVpoBJMtTkriZ6lw6/ahu7e7jaH0a/2b7AAqPLv4p3FiJwkSK/TUVAKpwG3m +bsRxnARa78S0SCFU+FZz7fxVOgli7gwZe8ZQQY51wd+WBuB4za5i8goVIht2 +Xq8SIoPC5Qr8/FUqjP52pWirkaHJP2tf7E0qKM3sHZMk/CRm6+OQ/YAKrHEJ +CqOtZJgx625XTqUCRef23cdTZKgwtnD6mEaFfdwXd79ixcBHRcm1LpMKL0PZ +Fl4QftKXSx+0zaICn/6IZao5Bvw7+T27s6mArcjydbli8IGf6T2ZS4VXuWoe +6nEYXGX3oJ17Q4WH0QrWVikYuKw0n1p+S4UFPxbnt7kYsDDe+/MWUeH+PcFe +yx8YtI/JzN8rpsJOzgRK9AAGL/vvX9jxHxV+fz2ntzqNgfX34FDlcirMBSDL +am4cJKsn/hZVUGFx17EePlHCR58PRxlXE/kILDqnyOBQV/h1vbaWCgNjHlYn +VHF49Fo/1vYrFY426e4N1sfBL+s1e3cDFTZGDqbUmeBATttxzaORCk6dF0Wc +bXAQuXeLZ7KZCtXev0HZCYeJ66s3z7UR8/uJVYI7Dv/F+Assd1Dh+ptw/P4J +wlNhw0kx3VRQbI0JkSf84HHeXoS3j5gvJXjH8nkcNE5VPrg3QIU9j0LneQl/ +cBzT2LZjmAoRDbdqXAmf9Bx5nvZ8lAoVWQ9OTl8ivGK/eacylQo5C84f/yN8 +c9kiPrNoggq7LsQn1RH+aXP3PapOp8Jh7xTD//tINthq+5tpKmxiYx36v59C +bqp27WZSgSeDHOhHxA3PhO4/n6PCetCOv3GEv8Q/LdhJ/qJC47tXl8YInwU0 +dfOn/ybu15r5pgTCb1XUz99El6ggyHxZF0j4bvO/jKv3/hLzcVVUPCf85yMU +YyKwSgXG7Q7ZHcFEPXZ7s9xYp8IDjgCpXsKP/KR9ZRys4xB5wnNykPClu6NS +eAz7OOzkKv+keByHd6c36q5yjoPf/uGOL4RP2WLmfoXyjIPHvMu1FMKvOfnF +Z88JjANPHG1VFsPhb/UjJcamcVDcsS+ih/CwTV8k7aTIOBzanbKhk/DyT06T +Yx7bxsE+5fPUaxEcTHfKS/SLjYPKvv3keE4cUjR5+p12jkNblH7c6yUMjDyb +HW1liPGb/vL29GGQeLFQqEF2HLT/HQ0bbcBg9NaDJrPd41D4TUdF7zNxn/9z +tTBWHodjLlU8LQ8xaBGeNFTWGYc7g3LpZfswkFH8vvRKbxw+xPdzm2lgEAxv +P+4yHAd5fp7/JMUxEPMLUttBHofLNPdjbTNk8K5l2cW7fxxGZl81ml8nQ3H/ +2HC89Tgs8G3eEetPBp6fdY832I2DTIef87aDZHgrcVt0+eA4rNU1rjiLkWEp +ZDvvpNs4QNcuyec4wP7ElbrjnuNgYLXYzMUGkJE9fGXYaxzepU/+06oiAd76 +YrXr5DhcqZte/WlEgltKGvO158ehaIdo7z5ZY5Ae3N/zPH4czFTSi358MYAb +VYYFhxLGQfqZpjCrtwH8fKV8levmOODXLluv8xhAVaCA1pmkcThvPMTldUAf +vLnb7mikj8Ofm/ujyZ26kKPpvK/y3TikkTXTrV9pgeqNk8VD/ePgJLpxhma0 +Bwx045K3a0xA4s3zjuUv1su7vLbrZGhNQH0iT+r2BDZ0IfFtt5TuBEgVbWTc +MOJCb8Z7xBSMJoBzRrA0LEsASSSrPNMxn4BHxhL71QpEEet8V/5BlwnQPtz2 +wSpDBn1/rVh/O5Z4fiIp6qyJOvLtKvcVip+APWM9+8fz1RE7qyPvg2sTwMvy +9Oj7rXsRyfmSzeNbE1CWmmCnTd+L3nG1t79+OAFFe/O2hFzRRMnekSP1ryfg +z/Bylf1dHaSeJBRrlT8B7vWVNIlZHdRY+nJXc8EEBEren2Ihvu+cIq0+XUUT +kJOamTVPfP9DK+VmqOUTsPkKV57kCX10VKJ5eUP7BHifGTV4smiIBLYHfizt +nADD2x58QVZGqFJky/ngngnINL98+VeGEZLncZ2cHJwAg13KDcMkYzT7a6Kr +eXIC3Dqv/mA/R0JZzOv3rk9PQB2FrFL+iYQc6cq2Jkwi5pDuYGMB9GkosLb4 +1wQEdN+4JX8DUOy3tQ8ZaxNQ0ho1qGtORlo1zwIOb6AB0psJTPUmI1q56R4h +dhpknPV8qxFLRtZFN7LieGggVMCZIFBKRmtvVdxJ/DRIayBdtOki+rnclu1L +AjQwd3rxumKOjLZkit49s5kGDyfiZkm7MPT10X/WcltpoJXCnbHPEEPhyUe5 +h7fT4OQco+HyAQwNXc+6fECSBt0bf9qEX8JQUpyZIb8MDcK45hMN7mPI5PLk +n1pZGmw3lFeQf4WhnCBVf30lGsTp7smN+IEhl4BWxV/KNDggDI1jgxjaeDpo +/I0aDQReyFddYBI+8t76zEeDBjv3RyClNQwFenw+KqVNA/cnW7m4N+JI1sVt +W58uDaqjpMZ5d+Coy5Gl474BDZ5d2fhOQwFHhvvNrbjINNCthjQm4IhpSues +xGlgmn44LWY/jp7CrapwMxqonuK01HXE0QEDtUtaFjT4j9asLuiGI3btNn3m +fhp8M/8wwX0CR8Vqwb9f2dBgm4E6r6wf4Smlbe+P2dNgMsHKzDMQR+JypX47 +DtLATuK+dVkIjpok3RU6D9FAMk162CASR9FiG6iJR2iwx+tZXQ/hE80t2ZkW +rjTI1rTrfhiLownBfa6s7jR4rbUyG0T4JpV3SvSLJ7F+vODfQMI/+zlutwUf +p4HvwWv0JCJeXVdLVPOhgfDJ5S9NxPh3f9ss6b40SNS7H6VM+MrrdzDH8zM0 +GLq0HV5HEx6c21Z51J8G7BhN0iIKR/VTpZGi52nwyYdhwRmGo/Bxd72WC0R+ +3/JmqBdwpDyyYeH6RRocrdazpp7F0VBfdoFJGA2qTLTy2U/iKKlz35nVCBqU +HP123NwDR3jLlHzJJRqkOuU25jrh6HfDbcq5GBowMa6DajY4GuDr9F25Qty3 +leFHt01wVGUtPnvtKg1eRsWr79HHUe7t48Ei12mg8vJqHLcqMX/T639PbhLr +f3bnk5fB0UXBnzFKiTQounkOj9uCIzd7fe7iJBoU22wo2MWNI6W2+s2ND2hw +Zsu6twLh600igulHUmkw6qE2ktiPocWDTtLUNGK9G0cW9L5jqKaTqvIvkwb7 +FT48dcnBkHvvhn2Kr2lw7tr810lnDJmKWTYWvaGB6++S5GhTDO1xTTpILiCe +3yqr6aWKoaUBCc/DRTTYXdmezMmCoXsjhmHx5UQ9vNfMZtPIKFT6yvqmSqJe +czE/5i6TkYdXQ/zjauL8xs6BKfG+KlOP3PvwlQb89kkx40pkVEcLzhttowEH +r4+FjyegNwple8920sDk7Fuh75KA7p9i/7TUTYNDKT2RtEES8py+VyM4SIOK +v60yB5xI6C+zYNCYRoOtakErxnrGSO0PXTDtHw0e7TKp21xtgER19z6UW6OB +N0czj1OAAVoJCRV/zzIJZzKO+EaLGaCGZU7FrxyTEKPSHfXkrD7yXt2F/xGc +hG+jq++9ufRQKrt70AHZSfjj7JZzjF8brR3fqt0qPwk3ktsFx19rIe/qlt92 +ipPw6ZIw5aGFFlKPNQmxUZ0EtfYUrwcxmujrukK4hd4k5HtydvpN7UWLf39d +JllPwo/vf9SUdVSQ0/z1m0pBk9DUJdeSc0QCfbE3sc69OAm3c6/s1bkhjmTe +rfArhE3Cqi+LYtZnMcT0D0iUuzQJvds2Onts24riGY53pRImYakq99vEPUFU +RJNMEX08CexVnDncsq3lIkMfs1hrJonaNxb+I4lDIn9UVEndJKzE1CpUaEkA +r6HpEb9vk0BmDoonbpYC1tS2jV1Nk1CjGv7vCacM/HSYDc3tJfJ5drbObkQO +WmoV7OxnJ6G7Np9/3kMFrBdmFTl+ToLGuKGd+n5V+CpTwv55YRIyOVlUODXV +AF02+7zr7yT4p5XvlYtWh7f6XnKL7HTYsHA/i91UA27lp//LEKPDGabb+axn +2sA94NV1YCcdbpYm3WHh0YE4XqX3XFJ0wCw6ag8H6EDEyU8+5+XosLDaFTik +pwunpTtbTdXpEDb1xqOhXA8m7B6/WdagQ9rHxXD/nfrgden4tbfadCg+dHp2 +IlwfnPvnjbYZ0uGX55Z4Ew0DsHggkDNtRgejapjXumcINdWdsU8t6GBzXYSN +g2YI5J+P3Q5Z0aGzfJtygoER6NrtEUH2dHjxtBFLHTQCeR6LS/dc6bDD7NzJ +iyIkyNIVdN7nTocnZyYLg91IIOHTpbniSeTrkPuB9yUJRKu96Sd86BAYu919 +UgOAIyrGUf88HY5rpjNu7iRD0TxjGV0g1ps3mn1pQPRfPkcyzS/SYV7HaN/2 +w2SosVObOhhBB4GDrzzWb5MhqCbtTl8UHYY14sfP5ZBBVp9T+1g0HTI6Sq20 +q8gQJzN42T+eDst7t90t/EUmvmsWcr+v0eGD3uTZU3wYUPmKGiJu0OFfaLh8 +gAwGpr9vbLl+hw7p7gLBx20xYP+ql/f8ER20dObkujMwKDLKtld6TAfhzQXW +jAIMvN8L/nn3hA7GgheeWVZiUJM2QS5/Toc9L3J5+0YxCBI8MGH6kg5RJvk/ ++OYxkI0ru/k9hw5x1eNbr6xjcOVscldPPh12nlddAjHCH5T1CI93dEBTR0Pi +5HGgOJ2Rniikg688tyO/Bg73vnfV+X0k1qM7i3Yb4YCTcb9fJXRIslS0pZoT +/XVRvlD4ZzqYGa3f07THIUtxewlLGXH+bWJxNUdwOPAk7ug1RAchheCvDz1x +YBWZ2yBQRYeytRqB1ydxKLzm+iq5hg5cG2M3rp3FwWulznpHPR3OLdNi713A +Qfi8xs9n3+iwhXNZ62Qo4Y/xjBSFH3S4dCZ6PiISh0AXHuOCJjrs99qc2HIZ +B5nmIIp2K7HewNZJb8IvbSYj176002HTdClVj/BN7CcrFZMuOjT3sJy3Jvyj +oVLS9q2HDneni2MyiZjyTCbUvp8OKX2XRDSI+J5o4s7uQTqoz39TYieex28u +V7mNEPUc6W3fQsz/c93bl0qhA4lcIXOSWD8rqGXjmXE6MMrcNJcIvx2gG36Y +p9HhyD9PxW+E7za4vzoSOkWc9w4z9b5AwjttwmtrDDpYrNtF7CHy99x36Xn8 +LB2uqyWZlfngsOkL3YL/Jx0Ohfa13vHAoUL9EPPeAh3m9taffn4Yh3MvKu5v +X6TDLf0CryVbHKTElPWfLtMh81GOyB0zHKLZ2OLy1+jQoVytdkUdB/VQf0Wt +DVOg0p8ZPCqLwwijt+kz2xSoLv5TvLKN8G7Xu+1fuafgrh7L5L1VDOb2iyNb +vimQEH7KwzqLwVN0zbtz4xRwej//VjxMeD3XvYAiPAVDFoo5v8oxqGN0+2du +mQIHl/kva3kY3FJ3UD26bQpy01RlNVIx2PrJJL9z5xS4y3V93uKPwcC/L373 +pKZgjVOTUX8YgyzQUbbbNQUVta0XXpIxUK1XyPuqMAUvHESWGYIYLPBmnY7f +MwWzDA/Lw3/I8Nl2hxKuOgWaOXIPfvaTwaxrY26p5hQsyJzcW5lNhqPjP1++ +JU3BB5sMCaoymfCYn88ZbAqKNi+//MdPhkm/cTkF0ynAz7178KQH4MJCd/Yz +yymQZo4f8HIAuMFWlpXsSOQrX2UmtpcE/0lfexJ+egq0uPOLvN8YwqUTLO66 +Z6dAb3NoYNEhQzDNDdu5EDAFO2e3JBevGkCLut/js8FT8EZxRx/F0gAmwSHN +M3oKZH9e/eTYrgei7jsemj+cgvcnTDJT32pDYFrBbeGqKTh9oq4p8IAKlKyk +XauqmYKDZtZ2Z3yVYcX9akxg/RTIH8t7uiVqD1zb5Rbc9mMKTibGc+ZlKcLj +N7xu97qnQIyjUIeP+H7Ulp9QFp6ZAvYxDb9SF3HYNrbju9C2abhk/SC2bJBe +7mbGVVspNk30y447pocWyrNe/Sw/v3Mavo2dm9vQtFKu7PetsFVmGrhj5McY +BzkR9vti2l2VaXCvPOTNskkEneZqOyVkMg0om81nl5M0KtuTwC3kPw03ySbY +U2l1pNOxtfHeuWm49sH25dpNdfQu8tXdzRemQebsptwPv9VRVmOd2LbQaaiC +Ay831e9FCQEcKpKx0/DXUYMqfUwTHfgQ66DycBq8RLIztwTooO+uwqIFqdOQ +b27A+uuHDjJlz+pTT5+GCsrutQlFXaR7qPK41tNpOOF9eoZtVBeJL64HG76e +hpgC94U8E31EM4hKsyyfhibHB8I53YbIc4zf43vFNNw5Z1tnLmeE+m4+3mVT +PQ0KWQ5Ha88boR8DpW/svxLxozdrh7iMUeGlv+WH26ZhPvyVa6AsCe3ZfeNK +b8c0dCzWbirzJaHs5u0Wrt3TsHFvYGRLHgmlSOm3ug9Mw+i+yG/mqoAiq0LG +TkwQ9Vf58mSzMBn9Ps2VQ5uchvTn3bl6amTkL5Lid2p6Gj4LOXOXWJHRMe/i +335z0+ByN1a3nPCWOedvrqC/05C1JC3RM0lGFW/jfvxemYZb9RxO74j+UP/w +5rsh69PAKy8c07cVQ8o5mmIR7Axw3SnFJk30l0L7A5VjBRiAZZNi3ZMx9LRS +kM9AiAG/bMhd6kR/qq6fT58XYcB3hbs5qqUYslWYfHlsOwNqE8YgdwhDg5nx +8dvFGXAxb9xZdhZDflt3ebdKMCDAxvpxPeGnG5zu0pgsAxIjsz9cIby0/dK/ +9SV5Blhcr1RNJ7yU8zt16J0iA647vZbo0cKR3lmdMl9lBhxQ2jKnTya8QG1P +l1JjwJNADrEKwk9OR8+H9+xlgLxO287ThJ8m2gWck7QY0MytfE2X8FOw1Rtd +C10G7L8iw9hN+Im92lKUxYABZiTFGQPCT4TVFkqMGGBtL659jvCTTGFcewAw +INrWNKye8NN7RZnC3TgD6pqdw8iEn8jPUNKwKQP8AxPW+wg/NW9zC0jZxwA+ +7/Mj//eTe9JfG7v9xO/PqPy7QHiIyZWqzGXDIP7u2+r/309Rl7X5kB0Dxp6M +JN4lYv7FNvrFAwwI+XH6bysx/rH/ua+qhxjgW8SM0yT8tGdi46uJwwyQvTiJ +FRN++uyWF//EhQEzb23sXAg/WXZaeDu5MeCI0K1OScJPPdYTuIAnAz5cusbF +FYSjkzVXpOu8GHAzK0Vmkz+O/hhKs1w6Qcy/Kd7fkPBT/IfyIW1fBgyOxRtf +J/y0ec/RspnTDNg1ps9YJvyUnbWc/uIsAzRkX47eJvykKZYS7naOAVLa6nfM +/u+nu1rOWy4wQKk+9Zy0HuFXnjbdxmAGeA7+5pNRxtG5Jf7fRhHE+cyc+nJf +CEfrAa/bF6IYIOMuLsTJhqNE2r7CN9EMSDGcfpL5C0NvumIDxK8yIILV95BV +G4YMbaVsOxIY8JKsI+hRgaGG2jLlWzcZoPqfrWxGPoboRUv0f0kMOHHMcz49 +HkOhyg+/frjPABex1hvu5zDEna356sxDBqRFeeN2LhiSv+/v3Z/OgCtz5YZo +D4a8zlOHPr9kwFPW+q9LNWQ0PxlTFpjLgD3Ljpetcsko2lPysdIbYr8OswWd +t8go087FOe09A4TWKygPHMhoQKWlPewLcf6/izL7ngPKnBaKYkMMWLpOVW/2 +BuSVe1D+diUDHmpLnQuXBUSX7Q59WseASbnAu+uZJPRnx9DO+hYGhKuPXxBK +MEZCvIyTm8cZQD6u9GFCwhB11KsIPaER57Enc/bJDwOUGh/wefcUA15xO/CT +wgyQxIZf/IazxP7qXR6TmvWR8tLy+2PLRP5tzfF5/nrIfIJr5e3GGThel2x5 +5pI24sm2fKG3aQbe1CkfMxHXRj+O3bStEp4B749KnKT/tNDBQYFnnVtn4HWM +olHenCby7NhiviI9A9eNHMV7D2mgiKpdSZY6M/CL3dg95K8KevcEZKnuMxCy +NGx+LEoS/Qr/xXXs2Ayo3G9a5n6/E+kcfjU9eHwGjJW0nOLHdqBSQcEP3b4z +cGFrzjdTs22oLnoI+x44Aw8HqcJDq5tQv1eUR+HVGfDp8HoU+5hSzrm7NC36 +7QzMbIzFns2IgSVbwKXVdzOQblpe8KVUHG4Ny3iFf5gBIb5z54oTJEAo9YZi +0KcZEA+e2XNJUBrEeVw+nayagZ2+Avv9MmRBY3qp07ZrBjzu5kfsTNoDbgU6 +QjvXZuDT5ME+vf1aUOyyJNDCwoRvDywM44q0QIDzM/8VNibcqPSd6N2pDRVH +jbnp3Ex40VH8JGlGG2R4TdeLRJiQXedW/yJaFya8HWasFZlwm/kp/dR5AyBt +Eple38OEg7ep2UoNBpBS2jFZqMoEvtN+1fnShmAhfIS6TYsJ5w77bZn6YQiv +kXs/lcSEXQPWKo0ixuAv5vct0pEJhftfZm7wBKirValXO8yExwXDOySfA0ie +n62hODNhtoEmX0sFaKkPrLDwYIKmj/PJ5r1k0AgOK9l8mgk7ObGa9FdkuCFl ++LHejwmmLVXCstVkGPu+UhgewIRT/C3B44NkSJaJfjsSxAQ1j4ZbAkIYLDZf +ffHmMhFvS7/TexYD+wiL5x6xRH0+ZbTzXMEgR573mXA8EzimJsxP////NVG3 +H4feYALbzf9WS8owKFSwS9tzmwmXgj+GP2/GgK9jU+rQHSaYL80/Kh3B4ItS +8n3TB0T+5fcy/Flw2Nx16O5iChNmdL7xcAvicDZm653XaUxQlvmz+7s4DnXK +vbfcMpjAbvLVsUQRB4metBubnjLBSXz8z3dtHC5eOZpQncUE+Y1zl7gxHJpV +Ja5efEGc1++kk35WOCj0DV9RzGHCxxPh2ouORP8b/yxm4DUTlBwDQnLccNgY +wrX/WD4TzupJOLOcwCHN96zwRAETTlfdUEg7g4O8S3vf6ULiPLdEPws+j8MH +K/3ns0VEfttCr927SPTHxplngkqYxH3KeDEXjsMPVQ6t5f+YoPG3uenOJRyc +pc6sRH1hwuTUs8GAGBwmhFprWBETcA73oqQrhFfYdG9fq2TC1gucxj8JT6wv +PD7EX8MEppTTqWTCG7cmWCXu1jHBz6FSI4SIt/X4Tmz5xoTVkeC0NGL8i29N +b9O+MyFT3zV3jfCHRqlWiGQTE2h/hM49j8ah/E0aZLcQ9TT4xXk9CgerJyzc +iu1MYLwVTCwIw6Hnjk9LficTboKqytZgHLxjfqRq9DBBP7xBpCIAh/lAjWMl +fUyiGxMOe30Kh0veqYpGg0zQvjGe3uWFA6/T2nzFMBMKRpurTF1xSNnn/dmM +woTWOB6j3wcIzyipW9nRiPN1TYyTIONgLP5QpIPOhCs9saKpxPk1bFzpP8Ig +3jcnoehDSjiMzdX7ec0zYc/RxcIMIcIzFBVt2i/i/cA/RSiy47DSfn/1zB8m +yKX0i/37jYFoiUdi8D8mrMRNqQR2Y/A8p9bp7yoT4l65DG6rx0A9bY/kZZZZ +2Jyk2MdVjIFl1GJBAscsBNrlxVXexaDL3y10I/csHJXWyL19CQMvz2ryPd5Z +CEt8x/3iNAaRJnda0wVnoRWKiz8R/uDR/v1ISngW1Kf9i4uVMHgo7+r1YvMs +PLpy7iDbZgwKeHb/ert9Fi7TC0VvUclAaS7fXLVrFjao5CmERJEhoFJ20Fx+ +FiK2fzTn8CLDSuGNF98VZuFVxo8dU2Zk2PLQSadTZRZsYjIivvCRweIo8/Ck +7iwUqnKu7pcEyJ/cmS5gPQshBuYSB38ZQUJGvOeQ7Szx3syx52UagfeBGbm3 +DrMwcu6Py739RiD+5cs7m8OzMLDT4qrUY0O4cce17pbXLLT57lQoUTUAX51H +87xhs3BgsIqHvkUXTKdZSvoiZsGf89E/j3wdkHzqG/n60izMi+9hFproQBeP +Htf+uFlgsa+SZz2rDWaDXeLX78zCf4+QzlChJsjEbbbgejkLP6o+DoRvUoc1 +vciN3TmzUOm6Oz5NXQ16Z8baXubNgskrn4/5JFVIOvzBzfz9LNw/fJjN3kkZ +1pUOXIj/QtQrLO/zYJACDLTeecLWPgtaE9cDpcKl4NPVxePtnbMgzc6L889I +QLKhh+LznlnQP+p5ypIqDlYvVIvwoVm4wZ45G9O0DT6HNn6Loc/C9nbT+43J +m+ChivYdB8YsCA6INm7i3gjnKY8dpWdnwe1bRdamcW5QsPYbrlgg8t1j8O9K +Oguwb+jITlqchZzvMidrppZIIx8NT3v+Jeqfe3YDOWOO9OX0czX11VlQxWiu +3zNGSCmSfL/X14l6Owes8aqzkP4HVHOrlg== + "]]}, + Annotation[#, "Charting`Private`Tag$24329#1"]& ], + TagBox[ + {RGBColor[0.736782672705901, 0.358, 0.5030266573755369], + AbsoluteThickness[1.6], Opacity[1.], LineBox[CompressedData[" +1:eJwVl3c01f8DxklJQ1T0jaSiVJLMZORxx+dDRsqKhmREVFQilZCGQohIKZuS +lb3fN+NeW0kplFJpISVp8ru/v97nOec57+ec93xeKxw9LVymCQgIeAoKCPx/ +NHb58Ijz0Vp/YeJKjDFm6E9nSXv1S2lAVtZ/R0vAG331xOsJhVJsZNYlRCoF +jOmbtHUX3JKywo25Eza0vxB2OE9UX5VyxnTvPwM/jy/Eiw0XWeFS3njv6BPx +01YeMYmLOat2HcewQXQhLq2EsViWXk2CD/wkGN+jylahZKRV88syPyB1s+Uy +iTW4krNgzXaFM2jpjJhpXa2EJEnzC5elzkHpl6bH3EE1nGqLq7epOAfWCa90 +o2PqsDn/apr8rvOISBwcSZhSx9zxIwGVCRewIF7s2jFJTZzoijkxtOwSCqVF +v6/U1ML26B73rQpXYJ+/r0wWulAykb8rzbuCstjfH95V6EJE6OD7QdcIBJz8 +dNBRUw97yyfvE6tIDJZN3nNW2AzJtZHKtrFRUB7eu+HbhD6CRApXX5KKgdD5 +Gxy2IgOKhlEhBV4x0CnwWslxYKDzvOfHXl4MFjzW+G0Yy8BKIaV7yj7X0Ld5 +3rYjkwxw/6Upd3XGQmhk5dfeWiY89YIj/q2Nw9UK9S6Pr0wsPrVvVCEoDlrL +SrW/ybJw4OfSAr8N1yFrcyvlmQ8Lc8diNZeFxUOu8QC3ib9PxarHY43exKOr +qVCtBWzYe1lOHNG5AT/d1Y/zndnIGxYrr/9wAy5mpfeW32PDVmlEagQ3UauX +JpLZyoaAR+vJ/+Ju4hkV9WbWMBsWH0L03KkEvPIfmGOvSOGPguut6IQExIrU +/DMxpJDmQk1WjSVg0bHSEjEnCuMDghyxlFvwvjnktyCOwu0Vr5Zr/7qFbB+t +e1vzKNAONUGO224j0Wrw604uhesvTrKKJ2/Dzkas/uUoBYaMXdpL60Sw7uf+ +sZxO49NOrRkiOYnQlFmaHLOIRnPr7MLF05JwO+ZyUeJqGrJDfk4565MQypMy +9NaicXTOx4VMuyQ4rBo+OZ+mwVW0rX96Lgk7ZqoH+1jSkDbmeXvkJ2H+oEpa +yl4angc2rhLoS0Jqkpn6NXca9SHpT2JmJuPqY+k4M28ai+9IXFirnox12GPY +cprGQV7wxhr7ZHTpSbSJnqPBGfw2aHE5Ge+ZgbUSl2lICDvGvS9Oxn2fNY/7 +r9A4sOqR4enXydht2l95+CqNGrbBT3HRFHhpcI0fxNBY4Jx3J31TCqpttu3t +vkZjf7CsnY5zCmJ3sj/l83VlSvisjogUrNKrHjbj+8Vr/5Y7VaZgVFnRPzeK +hvNrD/efgyk4Hm5W3RlOo0ygVzp8QSqmnui8rQihMXe5ccsK/VRUFFlqu56l +4YDyUyUHUrF9CVvy2UkaxfZrlEyupUJ+/7/XokdpzD4T19fPSUVARL70LDca +9reEw72HUiF6hGfSvJtGQdXxzbMWp+HzwhcLLLbREO57O3yLlQaeWLFsMpPG +zj+Wt9U80xD6S3VDmTqNPOm6rbwbaZg1YCx5XZ6GrV1y3ujXNGi3mP0pnqLw +pddqdop0OjrNSs5tHaZwwV7ExZKVjlfZLct6n1ModPKULolJB3fNoa1d/PNj +PCh33LU6HTMeBb1hxlN45fa0Y/FgOkI+6obfDaIw7/Dm86e0MuB591a2kzmF +9NHRfiWHDBS5RIWUa1DQO5am8zIkA3UH0qm5UhTcT8wZNejJwIqd+mU5L9lo +OPt8p7B/JmwDBQNF7NnYPSO8uDQ9E/WPMucd0mXj20UD8QPtmbAYvefc8x8b +y8MzG1qW3cG8ZK3NT9tYOB13XCWq9g4uHXkocl6ZhYXSa0OZn++AZRT7ft90 +FrIS+t6NLbyL5Amv/TbPmehOZt20cbmLV9+NL14JZEIte76wjEgW1Ma7Qn3r +GWhSbnBoU8mCzskllmbRDDjcP1F5xi4LO7fZ2pruYyC8pN/rdVYWztW+Kuj4 +bYAPnJzeDLN7WJpx5rvKSgPcfrLlvmp0Np5uqdpunq4HTdt/c95UZuPljzaJ +y4p6aO3J3x/zNhtaCdeyD+bq4lf/fzITmjlQnc+TYRTowOrTuwtVz3LwvlS3 +6WHWJsyZCtptKJuHUtbeq7NdNHD9wA57JZqvUxaKHetRx8ouJYf5h/MgujDD +4dtWdejf7Xbqrc6Do72TgrmmGsrvxhaXKufjWplL36HRDRi2HKoyac/Hio2a +0xeVK8D6TlzLMdECnJfWOtj39a9+wp6zpvtXFGD8lVrYPnpMf2DBoTZbzQKM +hC++LqLxRt/Tn9mxeU8BbLQCOOsD3tRcshjunJlTgIQBSfuvGiKk+i+z56Zp +Ie6GtJ56b7aMrNo+8qEutAhCla5zgqRViXSAoY5rchFeme8vOl6sSsRzkkJn +lxZhvalQynFzNfJbxFJ5+0ARtO83/+cTqE4eckqPvdxUDHqniUzME01yUiVo +8ue7YhTcXNFvSukQT/se84Q/xVjjl62h2qZDnMP4j8f8EtS5SyukWuoS8w/v +WBf0SvBo1rSPC3brkZVJxpcWRpcgJ3rk4a6d+qRdTEJC2aAUT6uN1loLMUjd +5kMuj6xLIfJH0X6xDoOUeXBLvD1KkRt4OXDYk0FSeSfsKmNL0SI79vvBMwY5 +EfDittFwKfbaP05tuM0kh3I2jn6eVgb5xaJNTW1M4tgbwYhYXAbpP4/Em/8w +iZkW8+0TVhnONRmsLrZiEbkvGWudbpShde6g+9gvFvlvqcAp4Xy+33OLfuxy +NplrYtd6t6EMqkpSn+RoNpnImOM5OlqGVDH3mq/hbDLU5cyJFi5HakGYsEo+ +mwxMq5mvJVOOWXox+7c9YpNWe68if8NyFJ/MsFERp0htWNOMFXv4epIbNLSe +IqUVcjvqj5ajYkThT7AxRVIWPfk1+3Y5+oMFq/QDKRLHVjbJLSyH643vMnvj +KRJ29GLC9qZy7JM0mLK6TxHfdm1c/14O8ZLQdVUvKDJPufhdk0gFdgrMPtA9 +SpG0cJWwPzIV0LZMC/80jSY6w/fU1qtWYG9CM/m+kCaPTFc/t6cqIP5hn9q4 +PE3cslMCIu0q8H1G+8rPajSZnCOrUHuoAhfifg88MaBJjEd861hQBRIvOjUU +mdFkXYvEsVWxFej/JKN60Y4mtYqRUjuyKuBk1BNn6kwT28tzOCE1FUgzHved +fpgmIx8v7K/orMBU97HduT40Ob9lmujQYAXqr4q+2HKGJjJ3/QuX/qnAQY7K +7afnaFIg8svOXKwSD+OEt1tdpomRm7dAkHwlVvzwKay9QpN+3peMAq1K+J5c +F7niKk18VnuYvTWpxJOZV2u8Ymgy9+LgmKRDJYJzXsrx/xeSMrjvhqF3JZLG +5+b287U2/cLAL6QS7+Nf7Zni+x+m277PSqjEtdvv9MSiabJ/Rld4X34lTj72 +dBSLpMlfZ3ONeQ2VWFsZ/20qlCbR9c09eF6Jw8+Ysq8v0ERxJR10ZLgSf/eJ +yhcG0oQT/GB1qmAVbuzeZeLjRxObN3rtXZJV4C4xGVE8QpNhZpm3sGIVFqwt +9HzkSpNzKepLNulXwevqUgP3PTSRnpb34IBFFaISa/vGt9Mkf5+i2839VUgb +OdvhTdHE8EH6vLaTVaj4+Sr3vRZNXi5fUTx5pQqrJn8tNV9LE+/AhF0qqVUQ +33Wm9Z4UTZIRfSe6pQr/vmi9M5ygyKbEeeYN/VW4utxhOOQtRdonL43/GKuC +ijzXq/YhRf5UBzJ3ylRjAA05chkUubr074dQlWr80D7kZhJBkTX+vhHV7GoE +ZNgmeflSxFrvcN/yQ9Ww67sjXsymSF7FLp/31dVwkVe2NnrMJrR0t4xUZzV2 +jokL+xaxSZ+fRZ3xYDUszXTOZMewySztLeK582pw1je3WdWCTZxKN2Z5763B +HoZrSOcDFvm9qGBbxrEarLVf/8TpJotE+qyf6L5Yg+3H/ZbP8maRas2VbN38 +Gmy5eWxlnBz/PhfNfykoSCAcvdxxwptJdof9sXq7iMDDoTYqmMUkKc7vWrhK +BAIRW6NE5zOJkmR5eagtQa5XurrCXQZh+jhck8wniHxRcrKyzYBsTNiREbOB +g28Key/terqZ2IW0vj6vw0Fhz30RYZvN5LQ3Y6kvxcGGUL9H87v0yAPTdTF2 +uzgwEtoz271Fl5j+mwySvciB7kTnqc+Z2mSffcaeOy85mEyZdvujrCY5Z7wk +Pv4jB9eYeQoaIRokY2Nk1+XvHAg9Zh/ePapOhuadNDk0+wGiDn167FqtRnyI +mbbaxgfYaNN+0tZEhYQtH5eoCn8A81tH04JPK5CSAVZrh14tvmlNO3Fg6H3N +U6Ogr+GGtcj7K7vucGZZzY/cmkWmFrUwchz/VFr7Wl/rlPa+RtdafO++ny1S ++k+/bOGGH5yrtfgsd8WppnM+ytnSyws+1CLCdUpWTV0ePVk7KK+xWjjlzthz ++cRK/Ba/5q48WYvAg33ZLVWroPNCrDhrYR2UT7wLqWesQcXxGcap+nXwl2gW +ydddj6qM0WMxMXUIDlsWutNLHX1zleMtEusgN+Ouoq2wBv4e9agRz6rDd43p +o+ybGtiMQZFwUgfawphufaCJmu7eW+c/1eGtzILvpQKbQER4PB+Deqi/Vk9x +gx5eHZ4+rGFSj0yntbMbOHoQeMJYMGZdj9uS7Kx4g80wSK7a7elRj6kzf70i +dfXB0S746hpbj+0Cfkf+zTNArfutJXZD9aiTVp+dwmOg8KOHh/2PeuSWu3qt +n2AgzU2n0kmgAQNLurrfrGLi/P7unYclGvCsYbZoE7/fGDnOvxGs14B4EecJ +HSUWtF/3fwyhG8A8bT/rrRULig652le2NWDX0qOfMk/z+cbe5Pl15wY0dbZz +TzSx0GF3fnFuWAM26YdNitqywXlm6VYY24DHQcXWu/3YyN8hV1aW1IBym+DR +0ng2rlqTHXVFDXA26/kX2c1GcFd4ZmNNA/Z4yUXPGWfD23L3RFtjAxxk8u6H +z6dgs/1X7LO+BvSoaWxN5fON4UPe4IvBBhxi/DDW2Edhk3nsxjejDaAe57Tz +/ChImak/HZ7OhcVas49fMynMbhVUGJvHhYjO290Xqin8Nn54/OdiLnrIB3Gp +Tgp9RockhdZz8WX6VR/NnxTaeLouIlpcSG3Y51w9i88H9OxiUQYXolEz5xhI +08hteDZ9oQkXi35xM6rW0khkZ1ottuaid0goUG0Tjci642lL93KhoLj1cxJF +I5DJ/i53gAuPOLctMy1oHHmwgL3mGBflqdtmuuyh4WjwOnq9PxfXJKnb5a40 +LEneG7WLXGQatUZPP0KDrX9GfVMUF2XPy/0oPxoa1abBm29yMcJRHzkVSPM5 +ZMljZjoXL5+X3My8QGNR5Uc5ozwu9j2X1m4M5fOATtlRs3IuPuZfu/QigsZE +2YVaizouNu6t2f2ezz8ftKwX2LZxQStHXHnH55nnJfKOe7q5cLF3nfmMzzvN +mt/uO77mwlp/blUNX1cUcQTdPnOxP/9uTjzff089YvuhcS6uy3R+dOPPl1Cw +J/noFBfFHf6Xlfh5YapKX31n8eDOm1Xyls9j/vm/DfwX8nD4s2Zi1Hkahzc0 +RZ5dysPrQrnz6gE09ubGvbq4modnelsLm31pbFu/XyVclQc7XmTQDk8ajGyN +wKu6PAxmLrbqcaGhtk7oYRzFw4MUl5uWu2jIZz1adsuch3UlrK46cz7/rU3y +TLHj4bFFw8V1LBrjCpvFcg7xMHpmI+eNAg39ASbv8gkertSGjj+VpHHhllGA +WzAP9RMbjGOF+OspYfVFPp4Ht4DBXf69FOw77DIF03g49uarYWYDhYzLe/f2 +5/Iw+XnZ/eRcChsFPTpu1PPQJy4pJupP4UyV18UTHTwI2YqUBjpS4Pr6wKaH +B8kf25jNNIUdI0F580d58C62kXk3h8KJ3usRIUsasWvP74VuIfz7FHvbcL9C +I5xHhG6UObMhYpE2xVJthJmu+pMhsBHfmOc5RfP1pPIZkTEWKoq55j5HG8Hx +NvA1MmVh2pHWmVb+jZBufib5bRkLxkqdRDWkEQecJaWivjHRm/Jiw/CtRkTG +MPXLY5j4G/FdzLmJn7c8vOR3KwNsk988RlcjDH8Vc+OuMxAmLBC4rL8R35Nk +Q+HEwFL/OaM93/n5vT59FeMG0HeXe7h9eRM+CTWtLxYzQAB7WyR8m+C2/O2b +OZp6aJyyNlp6tgmiqWES4fm6EK/cJfAnrAnJjxexwxR1kaTq6lWS0oSfcXfe +rpDWAUf2zLb17U1wUPvgd+qDFqb9uie+ZFUz8nY9cs03UseSNuYYNjSj1iso +r6dcDRrJz584azdDsOqB9wpFNbhsmXkz16wZE7azW5aJqKIx3nEV06cZ4bKa +W5jH1yNCR0rnAK8ZpXp/bnKm5CFz+oJT6YEW/B1NDGgW7tDX3LaU7jvWAluv +TJbN8+6arSuL1gieaYFn/0mhEze+1AS0vh42vtoCf9nx0jVVgmRAZvOJlxUt +2JKUkZ+as4DcrR4LmzG3Fc2PNRXdROXJximHEsvcVszSzTy7/pkaMTXjnKXK +WkG9aRUTdlYnTjeXmWvVtuKwc7jG3xF1Eqn18r3001bU33MYXz1Nk3z03CU1 +8K8VfCy+3C6jRRJeWZ/2MmuDderDgyKyuqRAudjIcUcbUjZ3yfZe1yWNpyUk +rfa1oXDNaKzHAj0yvvhxjtbxNtzQaa/IE9xMtm7f1j+Z0Aa1gFaz9Q/1iWCt +MTN8qA3Tast/6kgwyGLxrHkBP9qgmag2bwfNIMr2s3q9BNohXDTD664vg+z8 +zTtmJdEOwYLTch+6GaRIjUpfotcOrD13LfIKkzQHph0RpdtxSO7dcrkKJnnV +LqQ/Zd4OihMi9Pwtk4h61D4dcGrHZE+RaJ4Wi+xPhUhWaDtW9xatbuxkkdNf +b3fdvNaOX8f/SG2bYJFoTCaFJ7ZDrVpqaESaTTi9VdpHCtsxFfK1wn0vmzxd +KyPsVN2OjHlzr7MD+fzje6rTitcO28q3khuS2ERKQsdjU287LJ8oK6m8YBMV +x3gtxXftSC+z/sv6ze9/+T+FZL60o3Udt89xEUWOmpYmTE3rwGSmU1mVCUVC +biw68HVuB+qMU9jjzhRJ/HBc882iDmyVdhfS8KdI6zmNdq5iB0y52aUkiyI6 +Yi3TojQ7kKyVwmh/QJE78fu0dhl0wLznZeX9boosWvnTY5VJB5KWnfvlNkSR +4NwrSV+sO3Btb+eLb1MUGd206km5Qwf65Dbt3rqAJvZ1lbPOeXTg4BWHEyf5 +PKTz7MPRxUEd2O6+6pMBkyZ3HAMyB0I7EPmg6vpzc5osGpbsy47tQBQlH4fd +/P7umy3um9yBwZ4hnaP8Pv9VkEUxsvnzrVD+5MXv+/Zhz/3mlHbga+m5Jbon +adK6yCv3yYMOZCbI2jwM4uclC79JbO1A912OqkoIP2/drf/cuzuQqNxqszOc +n1eibqox0AGzVNaZrVH8PIPmwMmhDij5tR+Zy+cXf7dssfBxvr+zxm83n2/+ +B9Xz5N0= + "]], LineBox[CompressedData[" +1:eJwUmXk8VO8Xx5VKVBIqiRKSkOyyHmNmbmSXLdmSosieNRFRiVQkyU5fkS0t +RHkkW0T2fRtjjGUMypKofvf3l9d53ec8z3k+59zX/bzNEUcP00ubWVhYlLew +sPz/7+fm4wEqW9sgvaMq0OYJhg4pPs7j2dkG1SNTWhOPMWQWNPwlYE8bSPt+ +03kch6H7SHxkeF8b2OmmKnDcx1DNFt9f2gJtcFLlhbZ+JIZ+6SLul0faIMix +/bPVTQydjOM4sesYnj9buEfGD0OXu8xPe0u1wcaIQ1aHG4ZSD2Re6JVtg8bj +OUtajhjqsmMEqyu3AVZU9SzYAkM7cpQTM9XbYHfgDfkIXQxpT4eXbNNug2wu +MV8rNQwFSrc2uZ5ug9Fxv0Mbkhgq8TlAa9NvA422x1s9DuL3+Vt84LllGyh2 +h4nXr5CROXFdnsW2DVZuqtoUjJNRzF3M8JJjG6BzPh8vtZDRGvdw+MlrbbB3 +NynHIp2MZKzEUxO822DBaCXnYRQZXU71KVvzbwPZh6q1WW5k1HWMg/ElvA1C +7jP+mSmSUYm6srlVUhuIvD9yWuADCdFvhXt8SsXr+a8kl/CUhA41tNwTzm6D +q9FqLPq+JBRj4lTFKGwDqcsREvslScjl8qNjt760gd4cWw66T0Tpr4YIk41t +QG90fUa6QEQ9C8ds9FrbINb5kyRSJCJScNXDvf14PwRUHqQNaqPDD2fX8pht +0K6cL613UBtVXQjNK/3ZBpfFPNclGARkJ89zrvJXG3z0MdJT+EhAKT2q5d82 +t4Mdm57ft3MExCcY7Te/rx3Mr1+RMruvhbjzxX8qQDsIKJf4d8ZroNfBH7M0 +SO0g1914lU1QAxkbGJtiuu3Q8Lf650iOOopb8H9tebYdqBQDo7gSNbRTucEj +yLkduh21LBPLVdDW2ksMFNcON/Rau/wfKqKcJ2vPGxPaweti1NmX2xQRyTlW +r/1ZO+S06soOByugcI53+ePZ7fCsxofd/aI8+mu85crW8nYw9vd5NnFMFv0a +zqKdGWuHLcZiTB6+42h2dXSkW6YDkrre5J9+yIbeO8fVnFHqAHLor9Hrpzej +sF7N/5BaB2w/33sAW1+r2leWei0P64BdPXDuEKGzStvv/MYNmw7w+/LXTbBm +MyQv9RwQvdsB7X5BwqZXDsElp6g/SbEdkCh47L5UuBDIdClSdsV3gFFLznhD +6xGof5PwcjW1A7h26Yr+cRKFRW9T5eY3HfCVPLrpcsRx0FlsMfMe7YBXsyRV +7KMs8FwIOUWf6IBiJ3P9R5ZyMNImJWAz0wH6jYk+A4ty4Ftyn0pe7oAoVwsJ +sogCpHvoeh/Y0QmsmS+yHgcowcpcbVy1Uic8X+CwWKWpwmdbXx9F9U7I2dOw +xfCaGsS0iFjmEzqBu8GQXeSnGggXhh9K0O+EpOzvnyV+q4OBm1ahs2Mn3K0Q +CJ9a0oScmcomzged8OZQxN/HegRwf2okcjW+E9T07jolhhFAmUQNrkvqhH9L +6FnBWwI0pXKcuJHdCSKyq37b+LVh0fhc3HR5JzxQO7xwtF8bKv4w6KSqTvB3 +tXC7vo0It/PDtDK+dMLrIRXeL3JE4NvyctGitRNuCCrEG90lgmbZytlaaid8 +5VDfNS9Ggu1O0QWHpzvh537j04t6JOjgOrQ1mNkJw2WC3mMeJLh0lfxedq0T +5BKzd958SwLp/f2csX874Yx68IB4Nwl+fXFznmLtArWbN8w/LJEgRjCBL52z +C56V/C69LUMGi6ZjXr95uuBPmrDrR30yHPav/Gp+oAsKOJaDO53JUNo2HrRT +tAtkDK//fpZMhhshfp3Ox7vAZZKtHCslAybBIfVFugsWpuXcWxrJ0B8hOxyo +0gU3PvVzOv0gQ5ZMnWK3Zhesfqyo89qKgduw1QMZUhfk2ghwmu/HQCmaMXlf +twu26CUs7xTHgEU5DOiGXXDM8dGzJGUMmqg8SdpmXXDqP+djq2QM4h/mLqSe +64JrbueHjp3FwEZDTXfNrgsO5r/aKmGPgdhMa6aZUxccdn3O8ucKBguJjr+L +r3SBmUeQaoYPBhXEFdMdHl0QyCyQ4bmBwe2Fe68u+3aBQnipp3kEBgapgltq +Arvgm6JU0uV7GOw789pGMLQLTldSzLAHGIytkN4F3O6Cl3V1TkuPMMjP7tvV +da8LuO6uPfFMwMDX2O3yybguSDz3vb7iCQaaf/5VRSd0QUnIN1oHHrPlx++f +fNYF+/bkL5bj69ssjnkS0rtg10HzNbfHGCSzVjam5HSByJe5g/P4eU4lhkd+ +5XWBzau6uxCNgbTteODZ4i5YdLcNtbuNwS92v46it11QSb5gpB+Cwef37JIc +Ffj9vuVYsV/HIPpiasQl1AWSPwR3JLpiYMYlO1Rd2wUNHKOTPxwwOPSpVkGg +qQsy2LhuCJljMHXFKtb/exd87Z68elgHg9J9DFpHVxfQxtMuLqhgEPwlVFN6 +oAumGz3EEiQw4BTMnZ+Y6IIjodPWltsx0LKIGKZOd0G8++WohhUyeMfZN48z +u8Cg0LRVYYIMPZv4csd+dUHRI7zOj2TYrraUMPqnC7JdyQd8/yODqm9b+Mjm +btgm+6lnJI4MaZN37YZ2dkOLV8fPCnsytB2+pD+4pxtOnx6OlsbIsPkcQXVg +Xzfwp0zY50qS4XLz2t4+oW5QtxcpLfyJvw8lV1s6FbqBlMe1LhtAAodprLJD +pRteqzsqLFmQ4LGwSF67ZjeIk/2K6xVIsJIwePu7TjfE3MQ+Z80RoSpQX73Z +phsufNnJfdmMCAul4hJNF7pB58LBpj5JIggztvB9vdwNi2Mh965sJkKU3aef +9Z7dcI0k2MQo0AYDovSrmtvdQMmM0C5dJcDNGxzPPt/rhq67Vwb1GwlQ8m4y +qvpBN+jtuT6wN4kAvOLpjlVJ3SAkVbuspkiAoZ1c/BUF3ZDwPEbwwGUtcOtZ +vPu6qxsudfcPeOloQNruVr+S/m5QXovoK2lXhzadfKfikW4QUbp9NOWcOihU +OmoVTnWDHyFwIPaSGmykd66+3MDr3fpT5Ya7CsRceXc5Q7QH6tQF1nJ1FWFG +q/DuDokeUEqrra94qwCn+V7k+53sgVS3wsCiQwqwuSGBqa/aA+UPbgqdm5eD +QFFfvzWjHtiSvDcj67YMXB6VizIN7oE317y9enYeA4J5yYstHT2gNizlE0H4 +oZkm9bLBo7cH7t99hup+j2husGZMDwz1QJhHSZm9aH1VeWncidf0HrBfWBnb +1LRaJc3l8c72Tw88/f6tUtWTCwk0n6h7L94LBRmi/svPhdGK1qsJl9BeIO2O +n0oFefQxZ/a5/+1ekCjsvSHTIo/Ct0udjbrXC7eu3BvpPKeAONsKPmfH98Kf +CINoOU9FJGZflDaS2wu54n/Tkh4qI4uQ11Zmbb1gJC42HpSshgQoi7svdvfC +PU/FsAP71NE4Sa7Ba6AXuHJSe50eqiP3nW8U4yZ6oTgzpXAmTANFPX/L3fSr +Fxqo3D57TQC9+1D2DY70wbnacxLJZgQUJPgrwlAMjw15au9EEZDWrVNqtpJ9 +wCfxPC+zjIC+6XzIC1Lsg7G/eYIm+7XRRG9F1DvdPgiQNdV3+KaN8tXWNWoN ++8D1TWum16o28kxXW+442weJDe8HUo8Q0cbljxcXbPtg2vrHDvAhIt6VT1qS +3n2Qbrfq7LGDhAbO/V1V8e+Dzm9P7gmfJKGMT5rFOjf64DMzoJ9iQkJSkUjw +clQfOD8uDLuZQEI/pv51+d7vA7K05RurtyRUrq8VE/GwD4TzDzaf6iQhEu/n +3xnJfcD7b5myhZOMOAI2lRan94EpuYmfeZyM2gYJV6py+uD9V8uCXhIZ2WTX +9A4W9cG3MZv2//zJSJiNNW7mTR+8Ntrz714cGU1dJWJr5X0g/mpvhct/ZOQr +V/t235c+CPeziOdtx/2nglDGo8Y+OP5qn2zwJBlZKd24v7O1D0ZtDsu++k1G +Z071+d3p7AP1ccHr2bswpKaq4Li5vw+eL21ZcDyMISn1hwYhI32gnXTwv6mT +uD/WZJz6RcX359xRKA8Y4tLSEfWZ7gOf9llJogGGNmvn7GYy+4CQZHJ+nzWG +logs6y5LuF4XLSILLmGIRraZpK71wanHOVu3emKo53R5u90/PP4dqns4EEON +uryf+rf0Q+2O1u+/wzBUoef50oyjH66uChx/egdDBQbf4r/v7gfqQN7qzxgM +pRmJh57Z2w8/flya53qEoTiT21fr+PthX8fv7rl4DIWdHTPXEuqH9ect4dE4 +r3ibqxMqj/aDPXnT6CQeO1kmSSlJ9sP5Pn/aZjy2OLe0/7VMPyx/7MgawXlG +57wxq5RSP6xt9VYMwnlGxbaA+Z9aP8jWeLd0R2NIwn77wBFCPyyZFBQs3saQ +wAWnuhSsHww/F4i1hmCI82J1yX79fvgl9jbD9TqGWC4JpDw26Qed7cWPmlwx +9ONywJ1dlv3gVnMyfNYBQ1SXLu+7Nv0QuHZ553cznG+uytixOvaD366DQ9dP +Y6jeLUb3pnM/sCSmFY2dwlC+J0nI17sflB4PvtzKh6EU74wd8/79ULcjIevz +VgzF+m6sXAnpB1cFFiL5Bxl5Brxtsb/bD7Z6RQO5DWTkGMT1YSC2Hzh1raXv +lZCR2Q23HPP4fpBIcqMoJZGRcphosF5aP2zdGzewcZGMxMPDLtdn90NGuc1W +Ph0y4r89ZELI6weBuHGrrZJk9PdOgrjyW7w/+wU2bOZIqDZuS49wUz807H9u +L+tEQu8fOXxO/Y73c1NeFCeQ0Mv4jwV83f1QcCcs8hsfCd1/6hvBOdYPUnHf +E342EpFp+oTM7+V+KOXROnlCAOeXTC2B6+t4/1aS+o2Y2kgxO4VtgWUAHmzr +Y72MtBFfrtkIbccA2AWf0fe300ajRbX3248MQOF37x1BDwmobW4LQ+7YACz8 +6nYIP09A1VJk/QSpAVA7K3Ul9SgBZeTX7bRUHoDnL/yF95dpIcf/6mOH9Aeg +5JD52/40QJOpjXF0/wFQzB5JasJ5pWdo+4JOyADoX7g5yCelhhoO6hrnhw+A +laZX1s8Xqujls69c12IH4IfaswDXJyro6pOmRz+yBqCvp+yhrJMymov5Fv+n +ZQCMz4lLfWyQQyPNO5fsOgfghHS/oMVJOdTKYWBW3TcAwc4R3qtPZFHR3Rbe +COoA+CRV8no5yCDP261Ptq8NQPTqU7JJjyRaCm57yiM6CBzPGceEqo6g9atd +z48HDcKHyqXDb4/+0jRTsn0kHToIO7zHpW0WWKBg02SU/O1BUOkTqOFt2Qp2 +SateGg8GgWo6M0WI2A2f6/h1TLIGYSA+dknQ/QDcEbqwFNA0CPWTdtJpRDEY +m52eDvk+CJ3TVcYCXsfgVJn3aHjXIHylPLsTkSoOMwa3m2JGBsErVtC5+4cE +GATnZmT8GIT4GbMg1gcngadnTr+RfwhUPra7mmgogFumn3bL4SHQJjTFiTYq +QK3bP+UO0SFIM33pzmKqCH6se0SGpIfA4HZRQ7mjEvTLKKzNaw/BPZfe68H+ +pyD9ftCL/a5DgE5zMuZd1OGXBetzAc8hCLl14d0VijoYC8c8PHJ9CBY62Ifv +W2nA5g+pwZKhQ8Cp8kz2jbYmXJqsNoH4IXhdLh+4vlkLJAlsfy9XDsFFksvX +6Uzcf+S/OtZXPQTnx9o5lHsIoMBrbKJbPwTSz3w6otm1QZ2elCPZPgRR2540 +qV7TBsNYCb2FySHIJ/0me4kToWOl1fcCYwgk4q20c3F/ZOngk9axOASp9YzR +1lAiOMh/XHy7MQT7bhDTpzuI4N1vkBTIPQzaj8cHOd1wv6X94/PM/mEwoUaK +x8eRILggcfa84DBYxL2mrL4mwe3QUU1N8WEQV9I+eh73c9unI1yKTwzD8NIB +QQtuMsSaij8Wkh+G77GPbCRwnkk86kXbrDkMWcyPGlYuZOCP27vblzgMmVDc +UhROhvRfH07RdIbhqOv0rb7nZHjZvDmm4ewwbEr7QU9vIoOUYu67U+eGwedF +0A61MTKUpOmN5tkNQws2ppSzRIYPXglyMVeGAZMS1ho6gPv7wVM2f9yHQbX0 +2t483A/XkIYj3X2H4UX9IwqoYoAV3SoeDRyG3zW3m9JxP920X6zfOHQYFLRV +2Bpxv214q2lzze1haBDIGy27gEHnjLuUfPQwxPqNFri7YWBlxmOREzcMjOFN +/bO4nx/6VBa698kw1AVbjUrfxMDhmE1eVPIwfDhrrq8ciQHtIUvnavow2Cck +f9pyH4Orv3M2XF4MA//qP0piHAbMi7piA/nDIHXyaeAczhveLXNGeiXDMOdc +bL4d55NVpceBH9/herb3WtHx+EaGUvaJymE4rknxw783wMIx+C2tehjSv468 +XYzH+ckndGV3/TBIPDl6XBDnIfZhEaFbzcPwPlZvfWcsBg+wRt0fbcMQpX3U +6fMdDLhL3Hwu9uD6NdUUqt7CIPHAntSuwWFQKnOVDwzE4GDEu3oyZRiu8Cdf +CPHEIINxbuH9JH5e4tK705cxELX4e0CcMQxd4adRnzUGL1EW8dniMEwLhAjK +GmJw4vjpaxyrw8DTknDLRAvnl8ezicEbw6AY9KxQVRbnzY24asamEfg5n+g7 +J4Tz4CWFGVu2Eai0eFBxdTfez+99PN93jsB81RXfNxtkOJ11xPn1/hF4cqzE +9VUnGRSSOMXqBUYgIVP+KKWKDEIP1icGjozAqLr5x115ZPgd2O24RWoEfFMD +y42CyED3qDlyQHYESvycLJ0vkKHrUvHYCaURiPDNOh10mgyFJvfsLLVGgO/l +MN9TLjIkn/YTdCOPgP017qfZ+LxHaVwcCjszAoOJ0xklOM87HNewzjcbAdYT +ynwdiSTg2bRo/sdlBBTfjAbb7iIBy+owL7f7CCz8t05PmiICg9HUKeYzAvp3 +cp5SaohQ35djYhwyAoHNtzYyfYkQWGJlkP1oBP68M17hadGGUftqkm7FCDza +dm3w3lkCfDMvZLVDIyBdbhZ2T4gA5XrJNd61I2Ci9Ny0nKEFj5V9tVJaRyD3 +jIpLYbgWkHeLq8+Pj8D7+YMFgWcAXlXFyT/ZMQpnlEL8Ex+ogb+gvTDFZhTc +Z1SuehyTB0djGYuhC6NgfKzu2nKyHBhGbIruvTwKf9uEXTN3yYHYdPZii+co +VAc90ohckIGut1PVFbdHgefApJuz9QmQ0fe2TygYBRXujfBtXKIwFRSZcnpj +FO6UCffxjA5pzlhIumSyjMFNlUMsEY+/VDks8Gw+zDoGZoes9z4+NVWlJ0JT +5N8+BnVZMS6H3f9VCd+7k8rFPQbdAkNsWqF7UJvZN7c/R8dgzDIqJVVfGEkx +zHf0GozB0jnhf7rmcqjcTB9FG49BIHXTBj9TDhE/aftonh2DuJWrk5OR8sj6 +wcnBF1ZjoCHrNmRYqoDuybC/8r04BukFo39C/iihSd+PZ7gDxyBfXEzktoUa +8h4u/VsXPAa33ht7mAyqoT/kvNLAm2Og5NUUk2anjnj3J/JTIsZAn+G9NcVB +AxE/eMwUP8Dvs+QgchHnjYw/wtEGOWOge+f+upwnAUldPqC5KXcMjgxtEdz+ +goDKWnf/eJs3BlyDLpPTfQTUmr5xTqB4DNAvfuNGDW30h9BzfPbDGHhf4L77 +Yl0b3c3/Npz2cQxOfl9JTBDHeYLnyyNTNAYJJotuwWZEJDVRvPahdgyOCedt +O5ZHRNZR977e/T4GX5WaT5eRSWiSGRqi3jEGR0WPRRy9SkJeln6yC11jIGxR +IxcUS0J3xS8+sxwYgztbFx2+t5EQ76NzBjuGx8CVe0rz2wIJpa8ZbUKjY9B/ +b7/xy91k9L5J/YoYbQymnR2vr+qSkba8vOAAfQx+MM5ecr5ERi3Pj7fHzoxB +qau5VkkoGU247VNZnh8D6qcwwQbcD3p275x7+WMMjp96GfQY94sbGqyZNstj +MOT9L0B2mIx4di9sr/09BnzsqJq2BUMdn6Lv6P4ZA79njljLXgw9dju67fu/ +MRjY4I55dRRDpgerb5ttpoDLNrXOUAUMcTdZsw5socAhpeorutp4fsDyLXs2 +Cmzm3ZHPZoTnH3vIQmOnwNAS5/oHnCdMeyRCr+6kgKO4SZs9zhPckXV/5jkp +EPBwPu+XO54v73Dj+h4K7M38j/e2P54//vv3bx4KJDb25G0KxfMfPQkM20cB +c617u70iMbRHS+bX1gMUECT7/mrH/Xwbs8nv/kEK+JX9FRHF/f7D1EvLXIco +4CtCtHPGecBYn8U3UYgCW2W4w54n4PyznvzjoAgFHl5fcq/G+aEtT9Er8ygF +OislBXvw+KFV27yYOAVW097cG8LXG7O5uhdIUODTc0J1J77f7vdb52RPUIAR +TuqvxM9rdcpwLTtJgbaz1LWE+xh6wKM2oy5HgR0318/aR2HIsKbbpUaBAiXR +h8QO4nzE6eVJP61MgSapuMrGADz/8I7LLSoUCPqg4eaC89WD1hcTpuoUQGy1 +Kb8v4/khWhf7NCmAlTtUhdpgaJfUIMWWQAFt2qLhL2MMfRu47kAlUqBCdb7P +iYShmHtcoy4YBW76X/xZp4ShnXTykI8eBURpcb4uOG98ezJmvWZAgS2qv0+/ +YsPXk4L7bxpTgDVLOpK2TEY7skp67plTIOXN0XTidzJqMtYz321FgeMnaHpX +Ksgo+h+tM8GaAoefmG6OzsF52PZge7o9BfyXT7ypvo6v3/He6KgjBbYp3Bnt +s8HXVxi35jtR4OnDM4EL2mTEzhfVjBs7OOBWPCy8k4y2dy7UNfvg+nF2Xvjw +mIQab90nmfjhelukpSx64e+PjNiXngAKtGjvP6NgTEJsD85XU0Lw+eJxsR1l +J6FtuvUVq3co8Co2/Pa6FxHVrzqohERToN46QPi9LhFF/bdetjmWAlWUn3z3 +hIho6xbZd7se4/M659wV2qyNtqDnxSIpFKjUYtWc3qeNBtRJOqNpFFi6LBuf +RiWg4grGWHImBdhWPe9YFhOQ9XsNbu5cCnAZsVBGiQT0unDUl6WUAmUuqjZp +F7SQXYqI6nADBU6M+1ep0tSRAv+3jqQmCnh3+wdvc1RH7Em+rmYtFPjx32wz +YVgNvY2vS2nuwOslytwS/a6Kdtx3/vdhmALSrK7n3DJPofLAV7WJPykw3u+5 +2rtNAT1YPWtrukKBS4nsVsru8uji9Y3lXWsUSMuuSbrdJYfPl8GxyL8U4L1V +mM+RJosuuczf82EfB2Xamq+rnjTitpQ3Mj48DhrXql+6HRJFrgqV/ex64+Bf +1K/M6zasWd3WXVBuMA7TSo55778sau69thDqbDwOzcqHyvwkNzTRi6Nidebj +YCbBLbYStB149j/0DnMYh3vc6c9an+2DyjWnHavXxyElLziR8+5R4EoMHXkR +MA6VkaoprM1icEku+bVZ8DgYVkm9rdkpDrtdv1uWhuH1FSm0WcdIwMUhlZxr +98ch7XZrEV/QSdiBODUmMsYhdL1ia0aYAjicP84Vnz0OThnLtFBeRXi3SqQS +/huHj+38IoRcRbCXCbyX/moc5ANrn+h8VYI3mdRu6/fjsMDM5Hjy9xScv13u +3t48DndepITnH9OAEqFOQljrOJSqnRoV/E8Dtn6a4z3ZPg73iSu8f4U1oXhZ +uDKmZxyWw5KfzewHYHWOZdOh4OfNbx4d9dOCV7qOGVUr4yApwie4WVgbFKSO +aMLaOJDzZO5NGmlDFefYIFofh5DzM+Y/bmhDW6ft/s8sVJA+Odbg36UNS7bn +HnzhoELYAevTmwOJEKLFJ0XaRQWj83cKptOJsE2k92vtbir0HA6ZnaojwoEp +s631vFRYi89YP7abBJrexjcaD1Fh3T5iKhD3Sw1mu/l1j1Ahr2av+eI7Ehgr +t5Z9FaGCg//NGp8uEjhu6P1sEqfCVupDtgROMsyOcDzSk6SCJCPj5EkJMvh+ +/ir97QQVYl77rH0nkeFO1OmrLXJU4Gze+ljQnwxcV7ZtN1Skgtnm97saH+B+ +Tq/uRasyFQLVxCJ9XpChgItI+a5OhV0Cbtpfv5NB8eemUGOgwhbu6/FeVDJU +dVcLtBPw85srV/atkKEtWdOqA6MCq9iHWHM+DM6F/Fk21aVCZLGl1NwxDMbt +P8Z36lFBNGLfm5tKGLhqB8uaGVLhpXH6dXYSBkuiqt+7jKmwKFHdGWOMQQjb +mpv5WSoIzXurbLfBYNtMGUePOX6fgxOHgnF//fCb30sLK3z/fYHbaR4YHChW +xHqtqRAy0R1FDsAg69ES1dKWCtcMxpVSQjGQ8n1zq8+eCr89Wz9P4fzxzsL7 +8DlHKnh/3TcsgfOHporsp34nKkDqnTOOOH80HFywtnamAm4x+x7g/GH8t+jX +wBUqyAa9cShJwKB/7FrieTcq7OMubKrHecPxi5TCkDsVTh43Yv//7yezL2bb +bbyo8LWCV6Dj/7+33M33GPahwrBWO2cDvt/fq1d22flRQVy8ZK0EP++Ogfir +kQAq6JTKb3qI18MlQ9exD6ZCG1newikKg2Tu/yZHQ6hwT6pfUToMA5Flp9sO +YVSYQ+nTc/h9C3pFhCnhVJhkNWzIxnlEsWIcXYikwsGSnzLGzhhUpWTajt/B +5y13IuEnrufpUId1x2hcP8qbaw9MMGi7cPgZNYYKzpUntI+Q8f6RRpSc4qhw +vsbkRYEy3j+x1K6JR1SQn9RTkj2OwfIsP9dkIhWCwkWei7NjkJBKb0h5RoVT +mz7m78XnQd7obejZFCqs0HMV2ilk8Co1mK/OpMLtF/0ny9/h8+fEn+ufQwWl ++uRtk6lkKN5Lt5POpcLC/dvC9NtkmAsIa31eQIWd3dvzXIzIECNhEGVaTIXE +Tb3rs3JkkBw6oMleitf3dqeTzl4yXIE3hX5l+PyZLy8/7iEBbetkjEkNFSQ+ +cQtl6OF8XlZK2l6Hz9eNiEIBMRKIXAndqGqgwo4pFkbYPyJc+MbnJtWCP9/2 +fn57MRGGH+vpsfVRIa18f4T5JiLcIPGxVg1Q4YqFW5pBpzYcXJmo8B3G65sj +dkGONpw7d1NifJwKal6b+gSI2tB9+DX7pzkqKJTE6my5TgDf9pDPPgtUMBni +G9oPBOCJOBMo8ZMKb/z9b6ltJ4DJJHXq6S98/bzretVTLWgp2NfozToBBf/0 +HvJbAdSp3IgSPzABkYd27dc5pwZOszqaowcnIPnCOap3hyqwpu5deXJoAkr9 +YqLFz6gCgaX4EqvoBNhLVgmaKqrAp3oKaUR6AgJ380R5ryvBu7OnWRNIE7CD +WG5aZyAHd/XKIwVOT8DJXR2bHnySBRvi8e0vdCdA8XxxRqiULGyW37HrveEE +WP27KbvGJgOG3N/39VlNQOZHj3QuN0mYarOQELg2AS0tvE/jpo8Av+Flk5wn +E7CWxsHvuWOmao7c2ymVNAHEy4Iydv0rVdUaOhbvkidgj8rZ/FVzFnT5hMT5 ++vQJmOezll8/yoHe7GQ6TeXh9S2c7n8xsA/pN18PkKqagNreRyXm+4+iUJ3I +9LeTE3CnOOhEdoM86rBzsZGZnoA89s7WZhMFJHpd70DB7ARsu6dbxjaogJoy +98RnL0zAWH3ktYwZRcS7nhr1+PcE+FgMncv7o4xeFr6/5slJg8PtlVljc2ro +95dnEgwuGpganvG6elkdGQzcoDvz0ODrRtzFvGF19GMb8YI9Hw0OrL7ZJduo +gdQdvpsZCtOAkHPIqjMGUBv3lJqUEg00Zi4d2XAmIOHjzb9yT9GAYyBP+H0S +AV2HonciajQQreERzW4kIH4335MHtWgwNurhv0tMGznVsYhwnKHBOymD/6Z6 +tNH7QepopD4Nml7uK/rHQkTsP+pTNhnRgJ2nyFhFgoiKDsXuWztLgy/VVvM7 +g4jol/8BjilbGohvqYxj3U1CZx5s1F90oMFubq6jf2RJKDVnNGLUEa9HbY/v +DjMS0m5/8afHmQYpa8P7HJ6QUAL9boXpVfx+JXFe2W9JiP7H1b/VjQbHLg/F +L3eQUIyE3GKdFw28Z2zfVeP+b0RrbxHBlwbOj07zKIuTkazlr6uf/GggFGu2 +8h73iz0RVRNvg3E9RDVut/qS0fHkzEyZmzTY6x1FvxhDRjdKbtsVhNFAZvu0 +1t8sMjoyfKYvO5IGrT/FajVacP9Zo1Zsfhc/T7GU+9Y4Gf3IlYpiu08D+9xy +6aQVMrKOFbT9EEuDKNsXW8LZMVTjzang+pAGP3Zsf6RxEEMSVv84BONpcGMu +a+yrJIbiNRYorU9o4PHNn0tMDUMbwpTysCQa8Et1GZjoYshpe0ec3HMaCMbb +9JyxwP32XM3liVQaeC3v+7XHEUOKnW80EjNo8F7Dd89/bhhKK8/h1cmmgfay +1aNtfhjalvZkdu0FDco4jq7K3cSQe0RUzauX+Dy9r+iQwPmn18X/me0rGgwG +366dw/lHy9DFc3cRDWp1g0KCcR55KX/u9OcSGhDfHUX/5xWuA2cO+bzB5+Xs +i/MrOM8E/lVdFn1PgyMnihWpOO+MUyW/9ZTTIOPsY61kPD7zVSD7biUNOu8r +hx3E15cW7QpSrcL7z3+E3fkRhvgT/hozqmkQ8vIKS0gshsID54+lfaGB2Jma +57Z3MTRrN/bXqJ4GbskeR9jDMWRGau/e9BXvzxp5KjQIQx+P1xS8aaZBPTXH +ssYLQ6K730RcaqXB3FUvepszziNL2db722mgUr9bqADnnaX+BNmvnXj+Vptk +M5x3bFHk9uAefF5GMv814fwpHe38fmSQBiYntcJFRTGU6GEV+3CEBtJG20ns +PBj6Z6brpE2hwd2OxyqIBee9w5L4F5EGvQ9SKrP6yOjUVoFpy2lcHz9T944a +MsqY2VnNzsDPy+LP7H1FRl7vmNeuLeLvJ19hhHMQGQ0kj5IOL+H6hqX2L9nj +fB7WdrB9BX//uBvXbUhkxK1X+lVhA9/vunvaF3Yyejt2/ejGtkkQdeZ7uv8O +CQnUX94oZJ+Exf06/C8vklDkK8tO+52TEL96lykEJGThp3Lry55JcHayu9b5 +g4hWd/wZihaYhBp+L0U/AyJyWJx7o34Y3481VCfiCBE19oxEM49MgtjxyPl7 +S9ooKbP6lOmxSVgR4nkV+1QbqSrfTjggh5938lD5u3YC6nE8oJSqMAkK1Xe2 +WWYSkM+Dol4h5Ul4PNLSetSTgApoffzi6pNAfaSzxXwHAR1KOJGphE2C6Smp +DPVTWmjzYk/hWetJyM2/WNQwpI7SBNyMem0mYfM+BQF2J3WkprNp0doer2es +L3J1Wg35pksqODpNwt2CUuEfi6po0iCswtN9EnrKPr3d9PMUas4/3hAbPglC +agFsnVUKyKWnymVP5CSssXXeLpZXQFs2m3E8uTMJybLF9cm58kjz3E2DlJhJ +cHn1qa4sRg6VsHV25idOgupoLblOXwYlON0Ya8ifBCchbklFs2PI5tD3tU2d +kzD7cD1mL/694Dzg/a6yexKaUxpNS/hWqj7z7PW63jcJSfx/5//uoFeJsZ+f +mhqehKLqrulLBKrm/M/Jnu9TkzBV6LUct8gO4V//vkn9OwnS6dKTpqtCoFCb +6WG5iQ73IrbnEojCQK8iSe7ZQgfz4CQhmQcioP82Ous2Ox3e3VT69EVIDPam +73vkykuHiwllz1qUJOGlr7S7igQdgm+Knrt+Xw6sPdqP/5Sig6Fs5FbNo/Kw +66ovreAkHahTDmy/P8mDt32FjZAiHX6zRKRKMBRA7Qymx6ZFB/pLwZA7qsrQ +ethOvNucDiNXoqzkk9QgjH/TxAMrOjwzv7bviqA6yO/NSdc5T4fysVU93kx1 +SOKY2ffRgQ5q1irmRdka4Lh8fWu2Kx2eMlXOSD0BWG6KHfe8RYeA8kfYx0cE +GNrR7bIRQYcgQdvq5RoC1OgLzN+JooNyduGk+U8CPGzNX0+7T4fVqTLWWyba +INHRwNvyhA5HevRtSaxE4OLZ/dwqiQ7XnPe3+54gwupZiyMTyXR4kb2RWmFB +hNruiRPr6XQI0XW6evM/Itj1bzp9PJ8OfhZK9qWqJCDx67a8LaADn5nvqJUt +CSTPPzyrVUyHLzn+cttCSfBr6JCD5Vs6dJ26x3BHJBgRvDw5/p4OWjdD4dgI +CersCt3cP9Chok5GY2ydBI/H1AIjq+hwasM00VCBDAFHIv5xfaZD/6oubML9 +o71jU2TKFzpw7T4uXexCBqkJq8dvGukgWWS86VcSGbiPZvBBMx38FVsSHxaT +Ye0SPa2phQ5GvO+7DteRoZ5+/RWlgw6yTZbKh+ZwPhL/JHutmw4Y9t77/j8y +xF/ZUv6rlw7eDdSIWS4MgvL1NG8P0OHgAJaocQQDh9nHtbuH6aCefWI8TAYD +TGrgzPNROvzn2lvwVhODE9eOtIuN0+FQbIhOnx4GvEUulqUT+PPq87yzlhj8 +ZhYPa9DpENhSdoPhiMHYydWLX6fpMJw09XvQDecVT80ZMwYdYp7Y7P1wHYOi +15GeY0w6EOPT7SNCcH/+49uK6yI+T3P2Qaq3MQiW5w1Z/UmH2IM+PCP3cH7x +Pc8asUIH6eR+2rUHGOi8y7rHuUaHdLWaD9OPMDi5Mr07eR2vpy3GyQTnmX3K +solH/9IhUu5bYw7OOxv+AQKvWaZg66vTPfj3CKjlKEuddQqWK9bvceJx09q2 +441bp4AN+Jmi8RiUqBoWn90+Bft/svMfe4jB0+AniqMcU/D17CW5vTEY3Pw4 +VHl11xRUj/xymcf5x+mPiPbK7ilQel298Q7nnzOaro23uKfgfCRN5UogBrKh +pYa79k6BF+eHQHYvDPiq17qS9k/B3zevhZ/i/POXhXBelH8KVl9deslti8EE +4S6lWGAKYn0j79/A+ac5/Luz2uEpuFPYfa4b59GkLXa+pqJTcMrYXMZCHM+/ +uF+xXQyv95NCfjvOt05f2paNjk9BRnQmUXc7BjLhRH8D6SmQiGueOTlBhkTK +hvI3mSkYW92bmdFGhg2t97/OyE/Bf9lLDVwfydD4TzxI59QUHNcOUP0ZRwZp ++3HVBtUpkB5fjHEOIENC1fN1ssYUbDnzyHbUngwOIZwhRO0pEHk1tG1Ekgyr +v3+GaupPQfihe0Mq5SSwsS7U+mQ4Ba0fr8kykkhQ8+HyJnWTKdiOGnUKAkjw +IKA/XMViCr6oc5WdVySB2EpVpIIDXt/x+JrsbCLEmAdgbxynYE3/4q6FG0T4 +8VaWTe7SFKiejBazNCdClU/O3ZNXp2BzHu/eEPz9t1i8d1/CF9eTo8He1lwb +PhoT9fP8pqA2/pnRu2PaIFyysVM8cAoWLMcqlNcIwHT3eHD05hSk1j1Iqn1G +gEiG2SOhu1OgRlx7rt6uBW/ph5/uS5kCG67KQ67KmsB/ut/ySdoUMOq0tyV8 +0YCw/x7z8WZOwYxLO8XOUAP0L21N3vPfFJiLveBcsFeHifGZlJ0lU2CVLD2Y +7KMKPCPvsjbXToGc+4HY/Y5K8GBnSEhZPd4v4lXR6O+KuO8lWbl9xfsvc5XZ +qqYIm5M6dvW0TkFw9ImD81wK8MNkPiCvH+9n738a14pkoa1O3Mh4fgo2qkzK +zgYfh5jC5+up/NMgEn4l7psBK2wfcuwxFZyGvsAGq1+CG5q3OSReswlNA+kg +S3hH2qJmsHP5Za+j03AkO/cFP2dz1dUj3e0kmWlYO5WQdqBoG9J5wvlyljwN +6ml8ClP7hNDWkFtmKl7TcF7XnrNtjxx6u8hYQz7TUOS+2UwwUw45XbZKx/ym +YX0qnDP6pDyqNTo5czZ4Gkz/6fHn6iqg28LDoe6R0zA3H31PyVsJbWk89Sr7 +2TRU1wbkcsSporfqOcYSKdOwyacohrRLDTm93r1SkjYNx3JlHE9Fq6Ha5Emt +qmy8/iuul5TC1FHEtYSevsJpwB3h75nzmmgzz8ImzpppyHK/6PhmUguV3jmf +m1A7Db/MsmnG/ATkuFGvf7BhGhS3HCEJGRBQDS31qfi3aWDyL3PolRBQeLne +CWLPNCxP9Sk8dNNGcifKOr72TcOZEy++BD/TRuOZwgHGg9PAEqIrcqdOG2nf +X6uxHZsGz0zgXeYnok12uVYBM/jzV7XGKxVEVNLB/fcvYxrOFcyUvBzD/dXp +m9mR89Nwf8UpyHUrCVXLmDMfL00D3cza5aA+CXm+qI4/sDoNrY6dp7a6k5AQ +v5RKxto0dDfVNv16QEJhrKy3C//iembu5FhtISGZAPfjCptmgMl2qPrvLAmN +MfpbK1hn4FkAQZcD94daPSUHGrfPwLyChcsxLTJaOCOADHfMwF2j9UtK1rgf +RXecunfNwA8rlW0kHzJiybMrHueegQiXr+EWOO/UM3rd0/fi+Z6PPohWkFGM +jIm0Dd8M8BiEOKM2MjL1bZrjOzgD5kvP9I9OktH+cmJht+AMWLKxqZr/JqOh +9Y9uj4Vm4FAcG7fhLgxlgZKUkcgMeH3d08h5GPfXDeKvGsVn4Jif7w+qJu7H +ObKuRkrOwGtMNWdFH0MVhgcltKVnIM3jT1HLOQyFPU6Y/iszA9++/bNxuYQh +cs+uvEr5Gdghtomj3gNDHPx3XAKUZmAvSUdkMgD347Ys4ooqM3Bp16tjjWG4 +f88MpC+qzYBV/pNc1zsYsqH9+K9IcwaiS7jIbTEYzsNul10JM7BgVv9m+SGG +ptxoR8VJM6CYs+3DYDyGikrsaBPYDIR9bpIMx3nGZ6k3J1N3Bo5Ili1N4fGp +UyZOdvozIL1VkJMLj/8GN4kcNJqBlSu/I1ZxXqpFRGqvyQxoVK/5pOM8Fc36 +KSvBbAas93vu2n4fQ8anlRxNLGcA7lk/ksV5bN/94iOc1jPwPMvaVADntaFW +cUqTzQxotb9+23gd15M7K+OO/Qxw96tJK+O852Jx0IHkOANdRi6YywVc3+SE +w5suzYCwkHyijTmu7/Cu0U/OM8DOK9DIq4OhD0fupAVdnYEaZ8GkRyoYunmJ +xU752gxQnDI7O49jiJQXKLjkMQNj2/zPDfHhesq4pVy7PgMnP//bS/pJRom+ +tPMSATOQld7l8GKEjGzK7Q7Sg2ZAnXjkUHsjGU2BSbJD2AxIefB1xzwjo6KI +pnOCEfj97ZpdD4eRkW8D8cBA5AwQxylFty6R0T9DpaSz92fA9vjMiUopMtpn +dzARS8TnS5HP7mQhCQ1lJpizPsPncWKfjFs0CWXRdu2tfj4Dje+USFGXSejE +NZYElUz8vk905K0PkhDpBu2RVMEMeOg55H70JyKOajuT6aIZOP4yK/6QPhG1 +sfZx/fca12Pm6nmPw0R0/n5T3OEyvP8LXu70Gm3knVwcy10zA/tDvvgF/SGg +so3kOzW1M3DNe+dCXBMBbdhF3fJumAHlvvyi0kQCuiNie73j2wxs0tyzX1KK +gFIKOGwf9+LPSRb7TulrobqqS1LcczMQ2XHYbrheHXEcMRGrmZ+BaqEs3ptk +dWQcoS7k/WMGxpNbeFNr1NDAaR7ejlV8nnrKGV7lqojZVr3+aPMscDEVJCD+ +FOKjHmzewzcLJj2xpMkdCsiWzFb3mX8WbLxy//Vfl0dZuT+qvARnQWv8lmrt +iByScvta2i48C2fUjbxTCmURYdkv+dGJWUh85qV/K0waXWXruLKHOAuq5E+r +urdE0SfJu9v3uM/CB38Rg+yRd5pKXftbHnvOQhpLzkUpmUnNkhu5j3h9ZiEr +RCGwqn1JM6ulnp8vYBY0SSWcg0Jb4K7H1hOHw2eB+8FRlenPPGD6JtzkROIs +7JGuPEQJEIHm89z7ipPwekuXFC6+FAXSlqwBmeez0BoMOxZ6joKy+eeLChmz +YE2OmFiUEQeB1X/X1fJn4ah0WRRXrxTQVUOSdatmQf+vD2V4Xg4cqDvtm6tn +gbpoEVFxQx4G7qeIGHyZhVSBwabi7QrwbaiywLhxFgr+87VvElSE0pu/qyw7 +ZsH4LXv+TnVluFHjT700OQsh3+NtLYhqsHyV7SV9ahaGzzwt/ValBu48T92u +zM7+///KWWun1OGC0/tlt4VZkC3nrXQ4rgHYtmU239+zgHE1b/26pgl7znhL +hXMyoJ8vRkZWggAZn3fvUN3DAImTSSUPHQggo1I4vcjDgGAHv+w/TwhgKD71 +34UDDDjzSFpn6Q8BorfZHSGIMiCczdJkW402HLi5/u+XGAM2PTvWFr6gDS+X +k0ZKjjOAYmzxc0WQCA0Tnc+FTjIgvi5B7+N1Imz5oruPRZUBA/acwYF8JIhX +pS+VqTPgd6/8gqcmCYRLb3d6AAMq977vMrhIAq1M9HCUxACWUPnF4jwSfOez +9Xh6mgEnPOtMZZtJYPfwt4HRGQZ0aO/3fzhLgpBQxR3IiAHVA5HbKeJk2Lna +Me1nyoDA2BbB72QypLh7NkqbM8D8v3NYwgUyVNi+ikyzZsBJ712dqU/IoNut +42Rhy8D5bsRhtJAMffqT2pwODIhuczf/UUuGFbUjLDcvMeDZq/3Bd+bJEPmm +akTRBY/H2s+xseI8Imnzae4qA2LvFv0+uxeDnKy15y+uMWAimGDnJoaBPP/T +IFtPBhRtMJ4YKWFQ80jh3F4fBrh+YH7ZwP20KXuHcst1BqhMuB70McWAEuax +LzKAAep2N8Ze22Hg+WvnsnowA66tKLiUX8Hgn0d+51IIA3QrS/iifDB4QD9d +WhDGgGG7A1f4b2AgaE976BTBgK8FRRTfCAwKesI9BKIYULKn5eATnGfUDIUM +u+4ygC7/83MQzjNNdZ+kYu7jcUp93NHHGFhrnN9BesCAKz77TZ/gPDP99tf0 ++kMG9JGpk19xXgmQSmx8E88AdpqFxhc83p4jn+uayIA9Rt/Nb+Hrnx5sjxR5 +xgCl/H7CFnw/sXh3p8HnDJg3khPVx897x7GTGJ/GAK6pGplzeD2k8LwjepkM +kE5IL5DE6+1cw1hYcxjgLsnK/BKM85fXxEjFfwxgRJ2xEcbvuzh165N3Hj4f +o0yP07geYQ6HUyQKGJCkEloqj+vF1fcxaLyIAeSZpCo6zi/pRtbnkl8z4Kjo +KDjheks3rCqbvmXAtrTFH3mKGFRpPtnHUcaA/3QdX3w4isHQibbOwI8MkPsl +EK+6Gc+f3RPCihjwcsnwCesCGRzzzorFfmZA14+uN5+HyDAt2huQUc8Ana7M +daE3OP+O8wlLfGWAw7zV4doUMnhmWDe/aWbAi6tSZg6R+DwdHBFsaGPA2MMu +j7tn8XnsP9xg3MkAJ9ud7/apkCHk6QXPgW4GmGywN2YJkmELD61mbgDXQyH0 ++QcqCfZwMJx5aQwgLrmFsDuRoKvhxJ40OgOeikTYFxJIkBTpUXFshgEtOVbt +1odIcGjTz51q87h+F1rE+ruIIPVr7fWFNQasGl31eqJEhPl3audn1xlg/99l +y7KdRCj1Cdly/S8D/r6aDl6kaIPKPIvlXdY5aI6cKnh/TxuwSbaNol1zsCFu +SqxuJQB7ju6LU1xz0Ogp6zSaSoBvF+4b1nDPwdjjODlxNwKcHebM7N4/BxFO +MuZa2wjg0LUX2zgyB781wgy+y2hBcI3IQ12lOYgd2Xhh9UUdNMMuqXSemoOL +pb83Seuqw2bN3HEbtTk4rVOt+apFDe5+kFD01ML3t5Sive1QhcQS2YHEM3NQ +JJgiUthyCkrSQHTCbg4ma/4I5sQowM+gn2wXLsyBscLeufTNCqBkmTs7fHEO +EhrV6l77y0Pl7t1vel3m4JZD5YaMvRzUh40Qmr3nICPeu9REVAYGHUPsS6Pw ++03HHC07cAy2HatMDiuaA5nc+xv6Ciygy+px80/JHPS7pMvv+bKiGTMq7Bj0 +Zg5kd195snFqRnNPUvRx3/I5uBt9jsDR2FclwG5d7lwzB01Zcyd2Om1DcrO/ +ug175mDpR/ZymO0hZFustEfw7xw8GDnxbnhIBr23/sXZxsKEl2IfQ0f9ZRHn +toqdEaxM+H5oaHQB559qG43t09uZED/moX+EKI+EOUj/3vIw4WZdsUFXkiKa +dDKZ0z/OhMJ/IncfcqgiTS6e2X+STPim8Zaz6bEqelrZNVUqzQRn7qsDTw6o +IR1uqwk+BSYYGN6xahBWR/nIbnBCkwkPMl9xfBPWRO78bl9vmDHhi+fnnRXT +Wqi+7kTDSUsmtBs2uLUIEdBhr/na8XNMsLX9wLVsQUBtDd7VOvZMiBobu3+9 +moDkrgeW8V5lguW1it+MO9ooWkjtXYMbfj/meMvZMm1Ebd4oDfJgggPrCvsH +mjZKEA4rGvNlgmtgYZsvENHq96gXBaFMiJO4rOIxSUTGwTrZ9uFMeFvRkBC1 +i4ReinFkckcy4f7Wyz/vyZOQdUhsSkA0EwpSnqbo3yChUnGjZMlYJsz/+/KH +LZ2EdnRxJY3EMcFT+ElcbjUJfZRIiCc9YcLW8wEHYljIiLfH/NHqUyYIwcms +lkNkdO3W/rj8ZCb8rmUNYaiR0aG+5GiuDCb0ziUuV3qTkV+Ezd0vWUy4oP87 +40oMGX2XPhTl94IJNSZzH5g5ZBQWmXlrKJ8JXCdy/wZ2kNEuf7YzFwqZUHmk +xvowzi/JLte4J4uZoLp9+XTVLzISs+4cuFrKhKEvB+jmHBh6o6eSPf+WCa/T +bS/R+DGkpZHu6lvGhO0n9DZcJTD0TXqrwtoHJpTHdi5OncLQ5J722s2ICbpt +hYZfTDHkzaoce+czE5S0pcMO22Ho31KK+c5avL/i73I8XDAUM7n50KN6Jmj5 +vNJ644Uhvj6Xyb1fmZAivJM2HYihF19bi5KbmfA88MpJnlsYkqtU8D/cygS/ +Z4tfpXGeqSpIhpw2JhyI8nZVx3lGL41l+/FOJhjG2/aq4TzTF3e5rbCbCV6q +TcNSOM843fqWJNfHhFirgPO7cV5Z9Ja7UDbAhK6udpX//35z0ynpuPowE7SL +Z91f4jGHxd/F6lEmhPpH/bFLwNDT004V5HEmDEtyLm/D+UZUpSm8aYIJD8Oe +eWU8wFCJhIyeEZ0JO+OmnktGY0hDIJGna5oJL+Yc817exlDTro1BKwYTck/u +HdqP843Fvws5w0y8Hy2F4YF+GKIuNLg5LjKBzT/wV8s1DHmOn1Ck/2TCrma7 +F3udMLTRGf/HdQXX70b/H2OcD+/VrdUt/GJC8vBSeJgBzk9l9g+urzOBv5tc +k6OFoeyXdRa//zBBTXPCvEoOQzLJkodDWeYh7fXFiRYRDOmGrBbf3ToPv93j +mto3Y6jH3TZg1/Z5kI+6XdiwQEaODl+0HnPMg/jn/sz3w2R0gxjX/nz3POTm +jdpEvCUjdsXlZ0Lc85AgY7DnYhrOR2LnHV/wzsMOr5BSuENGxezHfhYdmAdr +io3AkjkZjX+v4q0RmYfD9ZTeq3QS8vgsOoyJzUPzaO+k6VcS2iiNftEsPg8W +DymDhHwS2ptoodR9Yh4m01fNVK+QkI4N03JKeR5uSQ3u+TxIRF0GZkLXVOeh +8sN07I73RHQBKqYW1efhUepix5U4IgoSjgpcJ8yDYkTFXxf8fS6cEnzOqT8P +Y6sO0rkJ2uhuaqTDiOE8eEkq69501EZOpnNHi0zmAUu63qd9UhsJfPxYYmA5 +D+/HMauMOgKKjjtfH+M4D2/HNztvmdRCLkrPFjkC56FgcMvKxwUNRJr9XwBO +AbH+ALfae+8/4SNGoCltPb8foGh8qn7vPyKXXdve5zy/1gk4B0qE7z81qzY3 +Qtg7v0Xd1hyJj+8/xUXcU8ylOb8ihBRIB6bvPwJKoLQ4+zS//jh8Ddeo7z81 +O7EwB2A0v9nt49Kmq+8/bQQeaKXDM7+QV7NdRrHvP0aVeJd1hzK//ypSc4W8 +7z95jzSDaAIwv9zRj54D0+8/pp67zMubJb+4hvdj09XvPypiYh0xSCS/lDtf +KaPY7z8tRFmNZ/Miv0ulLrRC3u8/qdMTYJdGIL+6eM3JgenvP48D9XtmxBW/ +li01j1Hs7z9YGOHkog4Tv3HinFQh7+8/GZKKt8JXEL8oTGzfwPTvP7u6E5ed +zgW/BAHUpJD37z8c06WNGFwAv+C1O2pg+u8/T2ALbD7R9b68aqMvMP3vP/oU +Ed0L0uW+lx8L9f//7z9LZms/80EFvq4HN2Q= + "]]}, + Annotation[#, "Charting`Private`Tag$24329#1"]& ], + TagBox[ + {RGBColor[0.28026441037696703`, 0.715, 0.4292089322474965], + AbsoluteThickness[1.6], Opacity[1.], LineBox[CompressedData[" +1:eJwVl3c8198Xx42ShlHJymwIIfOz3jhWKkQqQhEywtcoZRcSIaJIKmTvIntf +8fnYn88nIrIpQlaJhtHv8/vr/TiP97nn3vO65977POK27uftWZiYmHyYmZj+ +/9Wzn+lunDVRJwSqbDJzbaht0xb0GBNQhkxZ22Bq3Sd1pVeJSaUCOlA1skKc +qp1V16f2lyQLXIQAvoc57NV/1C/Z/ap/ImAHAq+dbf++3gkjJx5oRwvcgnbf +8grOewIQ/4q/8ejl2yDXr7lNft9B0OPKV21I8oKA3Kr60VQhqFjsUlkS9QXH +wW9aMdWi8Oj1PkljibvwxTUifG3uEKQeMAqLFLgPd7aq5oi9kuBPfUY2rbkP +6vL2Nd0PpcA0dJzl8OVQaNzf2rdbSxr2rN4IrE0Kg6CDnewa+cfBpzfeZ140 +ArzvTVonXZcD47hBZ0OJR+DwzN03tEMBZPQP5wm2PoLCP1ZzCgKKwM7639dp +xxjYhmd6Oe2gCFert96ii7FgsvhNyuyfIhyQipUzS3gMunrrLN8OK0Mwe+mx +CIF46FkwmPUi4ED61OPwEo940H/kybHkh4OeUPfZodZ4YNoKDtmsxcERVpkC +Oa+nwBebKE4l4qFlM1OutycBxlRKrDsOE8BdNSRmU+oZUHbEvH1gQQB+f5tl +ieBnsO+qvHx9DAGcfguX+J5IhEQNI/eQVQLsWUlQEY16DtslvvodfUOEcoXb +Cac/P4cy01wegwEiWHlc+HWD9ALGNf+N9DCRoGiBq5o88wL851Nn1wxIYCaz +KLAIL+F97lfbGA8SMLl0+fE9ewl3eXf63X1CgvMz4arOJ5OALjzNY9ZNgnUJ +x+S4pCQQW72Zpb5Igkz7k1t1K0nwJbRuwXMnBgaZh69O6yXDxQxWwtohDFYn +mRu50pMhI2NstpmEQYr4uBjxTzJsSJvdHzqHga51Q7DtuRTgUtvMwOwxWEpJ +mnyYkwLpcZtMn70xSBzx0y7fSoFGAub+PhwDTSHzzFGTV6B1zWqUJRGDOQv8 +dvbXryA4ftrcNwuDjq5dpfwsqcCxRtyp9BYDkXnfa69lUyFqreTEiVoMbu6e +3a9lngoDRwplXJsxaJE2I3+8nwpPTkf6z7djIKjXesulOBWyKsmlhTQM3J1w +R5mGU+HAzLfw190YkMOz+uJ3pAFZ7U3HYg8G/Lk8YVJKafBh/5CdB8P+rzUE +12CVBgHMdlcV32PQOP1j+nxkGoDFlVHlLgx42GyffS1Pg7uza+I+LRg4He0+ +FTCRBomzwWEbDRg06Gj85uZIhw84m/tN5RjssyvKzSKkw80GtuKOfAwcQkTM +SXbpYCU9W30gBYPa9Oid9Jh04O3wccuMwYC7aaP6Wm06BFbvq/AOxMBuwsX5 +93Q6eOj+iI91xaCKaUgwel8GjD0VO75sjsEeMb1OcfUMqIiwLXumg0G5laSM +/tMM4G9zECDzYLDr7rPhscYMeKeavqb/lwRWyWzRt+Yz4Jhhabv4KAnYhr8s +JGtngt8gR3BDKgks1i+kKLpnwkrZP42IQEa9CTYbtr7IBOZPn17nXWHUm3la +0fL3TDC0wrv+3EuCpaGLu9IFs4A/crD/wzwRwqzY7S9oZ8F/x0tenGohQuk1 +d8GK+CyQcCko+nmLCJxuaqH++Gzort3Bk/WOAFnLy2My1tnw9D/+tw6PCaDq +mUkaDc+GvgpyEf0qAZx9di9rDGZDgAhfc/pvPFDufbJgu5MDu+sPzSUL4uHK +9ujyyqwcCOKTqZwbw8GPBxrcTrQcaF+yzF7LwIFYdA6lUzQXhsLCxcwlcRDw +7Lb846ZcMP4sW597SAUUC/eyCbHnw+jqxMf8cUVol6NYU+XzQaZO/E1inCJY +v/WpvWueDzdYv34PPqkI0RVjHhP5+cCfHDx3KVsBZhpfD2WfLYAFw+C+qCvy +kNJ35q1CXCE0EHuW1NSPw+5/wVdOiRQB8aeLnP8dEUh0umQlo1sEkfqTD/NW +hOBIr4z1XrciuHDrbpzx9YOgntd/bai+CEpYBTZtzvJDdV5CeaVcMWi7+b2j +s++DhQvzdfq0YtC8bx9eZLmqbpL7rNOTowQ61P+NmvLyoCTLewYO4iWQGMPT +h3IOoMl9rlQzlRLY+e937zYCH3K/o0VXsyyBeFpkMe2iIIo4v9Cz43UJhEkS +fjxUF0P1G1qDLw1KwTu2cYWESaBtJbKXH1mXws/dU0M/VyWQniP/cNCtUnjf +sa7kW3QM9XcvjNgnlQJ6ul++RkQKfc9OnDgxXwpZLmQ27oXj6Kjx4kzzwzLo +dTW1cU+VR4KBp0iOaWUwF3ZFq/W3POJ+nfpwV2UZED+8/rz3nAL6y35Bzniy +DLwDx3qd1hXQ+8ZKz1FCOXiUf1B9rKOEKIvclGDDckDfp32+xSmhGiFn3qN2 +5TC8cl2Ya1IJZfkIVbvElEPHl4qLr/yUkZ988NbvqXLgnQxosU5SQe5Wg0ZJ +6+XQyKK0O2RCBdlFMQ7/3gpQi2+W0zuKQ0YzU9phqhXgmCR7uSIXh46k6kXs +j6uAH0bP+BJS8EiAljFYkVsB6H1ClNsAHnFubBy3aKgAzk+j5V3cBPTnUhEt +dbYCFJJ/au+5Q0A0Lh4eOY1KMJYLtlTVJqJmNVf7bpNKiI8jTUx5EFGVS0vF +LZdKuE4Ta19PIqKMVh/z2oRKKLnF8d1mmYgSV7vzrQorQc93a/trPhJ6dPj4 +BnNTJXSGaEtZqJGQT+BIyumFSpDsq7LsDiEh19e45W8sVRCiw7L3WSYJ2Q7F +aMbwV0GBMR9fRTMJme2cfaIoVwWhCnBPZoKEzuK1vvRpV4GR+t7A3xskpGX/ +UsXXvApGFh9f5OfDECHuZ5iQexVESBvaRZ7A0KGlbKlrL6qA9cGS2tXLGOIT +ZvJnK64Cp0fe55Abhvbom3flUaqgdHuh3H9BGGLxLRE+O1QFKvJHGu1iMfQr +e7f78nIVfN0M2pGbgqH5XrvGOLZq+NcQcEilAEOTLA178ULVkC7158zuCgz1 +y/NdG1Sohq7i3T1SCENdVh5ld05VQ9FxdunYFgw1RbVvF7eshsGuiGG1LgxV +1hy6RL5ZDanX/WIY9zcqnPHPdQyvBq1d/NvcejCUztv3Z1dKNUT1/+ZdZtjP +dOT035Qy4mlxNFZ1Yyjq5oMk4/Zq4I1M3ddGw9C91PGFn6PVYBZ2SU2kA0Pe +NCIk/qwGtRbZyNpmDHHKlU+1s9fA3jjhWEIdhjKj5aPWhWpA6DybOa4UQ6SF +AkVZhRrIKbW1Kc/FULfBsU9WJ2vASNaUVJGEoeuF6YGx5jXgfSQrghiDoa3d +IhJNrjXQs16wU4OhX7zL866V4BrQ3GYS0eGOoeOdPJ5HE2qg2phj/pMlI3/p +WIFL+TXQcatKyl0PQ2aRuxvDGxjxBTIMH6pgKPQMC8f8dA28FRedurIDQ0J5 +d0qF12uA9oTey7NIQiXsf8yNuGrBS24ox+wDCY21LmWX4GtBYfltd8RzEvI6 +5nL2i34tcL/UPuXnR0J7HkyvHLCuhYErT0Y2zEmIqDui4RteC8yL1BDEQ0Lv +s8y+5ifVwuJ+73OsjPp12N4bPVxcC5PmhyrH24kojtwxCJ9qocY5MM3Dl4ik +j+gG31iohWbTvIBjRkTUGPLuWAZzHYjlRKQGHSaiBa2qW2zSdbD1cFDzcBsB +nXqXxUn1q4Oo7yq+HswENComXr71qA4q7l7OCOzCo1tBSZflM+pghj7/82QC +HqVBXG5cZx3ok5j6WCXwaL0+SMtCqB4cwtJbX+BwqKjmstfX+nrIjHhDFxFV +RrqC/UICPfVwJ/PG4pF+JTTse75Zb7oe1oOmpvkfKaGdxDPcbzgbwPx7H2Hw +tyK6VonLv3W1AfheSBgrNykgvrK9o8zMCBqCqjS3n5NDV6LWL37hRaD9wMR5 +b5wsSreb6myRQYx3gpym1iuDZA5UVz80Q1CrtVgvYXwcaXlZPz1QjEBy2f/e +U5wkwiVdyo4/0QgKxp/td9WKIxurbMvc0UYQsm9JNhVlQvf1Dj5/PtsI1yhk +qe2afxqycbG9kT8bIdtth06z5o+GeU4/fddd78BV6irHBFN3gxc6S1TEvYOZ +A/0Ho5p+qUeJrfLURb+DLzP+XOMD+6FiUruLrtoEVUQNsxCNY/DxdPD36FNN +cF7IkrNxhySsvWngNTjfBLpVdl/uUyUB70+0aXNsgpVvB0u8LkpD1f4Ta41P +miAQ6/F9YygL1TqCYiUzTTAhyk5VuK0Ag/mXTnqsNAE9g/mlGYPf/3I/dZbb +aoIW4DnsJKIIpBGu8vz9zfDZ8/hXxWZFqLm9XS9DvRn+nsp4N7KlBHXZy57x +8c2QIRLcfoOEg+E9cs/Pv2oGvgK2kRV/HGzcdGngzm8G6wpX4K3DgRpMs0ej +ZvimMGcuQ8BDQ/9QcuhcM3SIv3qiIkqAUTWBZu3VZtCSUFUxNiHAVobpDDMT +Ge54+5OWIwig7tGtePcAGQ5/W88pWCQAYm9t9dIggx7by4HmLCKMu21bUNYn +A+ESqSqLTgSmPs19KyZk6OBqGF75RQSNtLor7i5kWHG/o9SpTQLrHX+DZb3I +YGjn3mzkSIIgV3zOtyAy2PX9vYCPIEEjseS7YwIZvOLndY+1kWD81RKvRBoZ +Pq2MvT8+xeB7NlnVLwVkMBVozn/IhIHYf8426RVk4N7hKHlSkMHXPTlh1u/I +kKboUmmqiIEtYapApIsMvwRNxxpOY3Av5VD38EcycJ4p1AywxCB9m/Xaiwky +HKzZ/iLaA4Mm5+SD5vNkoL0Vb/gejEHprIuL1RoZYh3fdmfHYpB5nVR7jYkC +Fa/H674kYxD/lX230y4KmO307szPwyDUod/CjYcCmx54y9+lGHhNZeV7ilDA +rXtmqquOwb92t/76SFJA+p7lwjEyBpc+a+ndVaTAeq4v184ODE7b7n0RokqB +G1GEDXcGvxMnxmbDdSnwo7fY+wqD36Wt3xAfnaMw9pbPgsbg9YNjARFxFhTQ +kG6OoTDsPVb6nxLtKEBokhbQYvhvDgtIpbhRoG/w6y4dRrzFyzM+GT4USHUo +i+5k9AujgxVtufcoEN1+fXSA0U/QzUP530RRYDzp99n/GOttHLhwvTSBAjdt +3DTDGPkUXzpUVZVKgVCxaYVjjHzTPi7vaMingP96WKERQ48nJuhScxkFyPn+ +55kYeoX0Rue0NVDAfn52gMjQ89aFK7+obRSImZxh32TobWr8J2FgmAKeOJeF +wwYYnHrfOj0yTQEvA7dnEXgMCEYJuM/LFFAZne4LEMdA4KzSx4VtLfDgnGov +93cS7OpilljhbIGJt8LHyj6S4K/e+9u/+VvA6YGF8lwNCYZPux5glW0BlwBO +Px4Gz1NbMXt2fAu0eo+O775KggbdXeUcmi3QfyHWKkmNBK90ci7ym7TA/joa +NWaNCLHNtzOFr7aA9N8LYWvviRCkpfPzkFML+PH4ft7MI4KtxkSc7J0WYN5s ++7p2iQgXUNFnxQctkM1q+m1ehgg66neVCI9bwG1zt0EUExGOqh78oJXVApeY +FrPfZxBgBm+yz4zaAsMl4uoVg3j4VHHY1rK/BZ7jWCTUsvDQofLjre1EC7ji +RtTuueGhQCnG2HW1BZTvrrw9v4kDtxPtsfeEW8HJ8sQp2z04WJVQ43rt2gpz +9ODLIitKoD6p1Rrp0wqGPCLmM5lKEJZ8OvB6SCt0mFj/8TZRAl6ei0uHn7fC +0XmVfRslioBjdqG/ILfCeCi3zTFrBfAZSowJP9gGTkIqKWFcsrAR85PLrr0N +rO45Fkg7i4GO/t9Wzd42eBjNefKrlChEsTEFiY61wT7uC3fC7giD8J3dy4M/ +GXZPPpuZqCCoOx96byzWDv4isbKq5/ZDoM65WPBuh8g0NqGx9VV1lj8F3AeP +dkCXT/yHL7K86CBVawVOdIDpjCdrApkPKad96rMjdkBGck35urkAsj+z4+Wb +sx1QcDXgSlSQEGp7bntUy6sDypzJmXKW4iiGJEByau2AUyUJv5YdjqFczmKh +R90dwKbH8+7TIUnUOKn7r2SoA0y0dOZujEiiH5G3yBtLHeBHmSU/MJRGpkN0 +w1j+Tuh+ol2nICqLhALCrlU6dcLchEoCC1EBqZwT1h327ISypZ6XEpEKyPBI +mSTz3U5gOmvPbDqogAK7Jhb0nnRC41JyEMVbEU0KqfmM1nRCS/cDG49sJbS+ +/MGCldIJ4eUEYZ8lJcRDcVaTpDP8IxdpTnjGe+yayHLzcyfIFEt6rTcro7z6 +lajte7qg2GzzqytdBTU9jnSX5u0Cg1jDfxZcODRoL37eSIzxP3ufC48hDu3h +NOJ7rtwF7/ZnZo224pCHVX6ajGUXdBr8lr1diEcRipr3jR27YLG2fv36JB6l +sw04eN3ogl8FqwVcfAT04c12mcbQLgjgQAbOAQSE+2ddceFNFxyagDZ2PBEZ +nG28d7KqC4SVxVhv2BDRtZeiRvimLkhcStgTGklEsfjRr4Ifu4B0hs6SO0BE +2aFqZXvGGeO1NQZKNomo7kNS0NZsF7AojZy1ESehWffLApObXcCnNFWSZkdC +TA01Ux92UKG5bUpI/j4J8e4RLKHspULI4/+ELqczeD13QC/vKBVqrxskBw0y ++H4Nz/fyBBV2CvDI+fwkIXedZ5+jiFS4mOPgycaBoaRxkwCPs1TYuCG0a5KI +oRK58tO2l6jwoVyNRdYQQ20BPAcu2lAhzSZ0Y6cNhkY7PCdOulCh86HwhvdN +DK3yf3iNv02FPxKOfF73GLzvqOgnFUgFKzU2H9bHjP6g/LHuwQgqMEsvWIgy ++J7A+n0fRxwVxOkO3O15GDI0Pje2lUSFC+2iG/8YfGz3qqhgOZsKn1LknjYz ++Nl/gdNnspgKTXOCDvvJGHqCuen01lDhRsjnPUvtGMqNoHK3kKlATGLFTBl8 +3tAvM1JJo8L7Ca/y0wx+7z0alZc3QAWLx3UXWxh8P+f57fbLSSp8jvi0jc6w +mZv0tKLnqSBvZk6xZfjzc+dzBq4x5lc1zAtmxJOz2jnkwUSDPJlz/ccZvK9T +eD3HdhcNTDv9ImwY67H42+p5kYcGL6ydOQ7XY8jj9DENXREabLXiyR5lGHqQ +ELaHIEkDi8ueh/TzMZTyZWpASpEG/gMixSUMPcoUT2YdVKXBYa1s9lyGXh1B +mTc4dGnwoa5/8HgIhsZprOr/jGhQ4zg4o+6JoTWha7u+m9PAWfEI+yRjPzhc +mj5OXqNBVpGbOK8Rho5Ui2f0utKAZTpffpjE6Dd2BLu3eNNgp+hPHZWjGHLI +APb8hzSImHzGn7VKQgHfU3pfPqWB/iNvk4YhEoqDrdToVzSQEzn7xL2RhBqH +6og3SmkwP1vx8VUoCX2UEmK7Vk8D9/H4H+IOJDTv7d9zsZUGXnM9OK2TJCTA +Q3IhDNEgidVe1u4fEcnbPsdLTzHmV1IKdxokIt3i36xCSzS4+ubIFZ4yIrpp +UJn0j4UOCpGF4bbXiKjrvjKtRZoOGboTscIlBETi6mR5rEKHrZe/rDzuElDu +cxv8ZQ06dOTZv9E4Q0Ahbx6lLpnQwaNvaLvjIB6RBmZu8gfTwURGWkLmGw7l +2gbmTD6kQ+rpmKnOAhziXTgwXJhAB2pa9Ox2Fxz6zqx9UrOQDqfF3KlmUyoo +93gyn3M/HV4Nq4kstSsj3golA+VJOuQlvwzsC1RG9zU6grbm6aCcTXL2UVZG +d64XckWv0iFS46989y8l9D8d31B1 + "]], LineBox[CompressedData[" +1:eJwUm3k4VO8XwEMk2ZciZE3IbjAztxyFEJKllCJJSokSpSglVEiSFCIh9M2+ +U3kpEpJ938cYY4yRKEvS7/7+8pznvffcc973zPh8npmRc/OxO8u+YcMGk40b +Nvz/b22zSgCJsw2Knrz6etVVF+2fDing2t8GjBXKjyZ9TXRD43vTRbM2CD6q +fLb7tgYquCox2WbVBqOE7Kz1OnW0Yz1fIsmxDX5dHA4btFRDK8LDIZqX2oD/ +uaATl6kKKthjcOTYizag/pD9VTQnj2RiZlbestpgL5vTHbu/nKj6dPDbooU2 +SAoo8UUN7MhFV+T4++U2cFts+uIg/6/6ZQ+54ht7OxwyRB+OGP+sFpeOuDa3 +tR22XlqPSOIfMRT+T3mBAO0wHfYxXsyPDzjrzjLR43Yo5Xra/bZLATKerSR9 +jWsHbo0Sv744RTA598iyPaEdNtk/sGfa74QQntL/KOntoPz062DidyVYP7zR +k7OiHc406v9eKlGB5eG0yYNj7dBryHNUdK8mPM/Xf2Y/2Q6ptcX/sWiaoH+3 +yeQkox0W/e1PPjTTAn/Fn+mXFtthV9DhDTyzWvDzwj63GO4OiJfPPsSurgMz +S6Mj3VodcJYvQkjmFgHKzj3+dFC/A/wubo6X/EqAO72GmQjrACc7uzdfhfRg +a3nypbcHOiD30DOq3Gs92H/txFrQyQ4gPxFWccjXBz4az9j86Q4QsekscZzT +h74jVZ89znVAnYXD5ml1A/DWk4g87Itfb2Vz8k2mASQu9kgoPugAG+cufqlw +Ipx1D//74lEHxBgeS1esIoJWl94439MOWPfIFE5hEuFLcVz2UnIHvDy/PNpj +RYInCiZRXun49Z71ajE3SXDy6YLPeHYH6Mwf1snLJMG8r51Bc3EHbH+ncZpv +lQQfKGySRpUdQBMqN7eQI0O4XeF6SXUHqJqgs6MHyCClI/glpbEDgtbVxgQf +kWHqNXor0toBzuL32rJyyVAk5PPoQVcH2D29KxXzjQzm8y0OvqMdwKYuvc2a +EwOR07eIU9QOKFwf1N4hg8FIm5rUSUYHHHKsuUMywOCt0dC/trkOMJ7Jvp1s +jYFfQeSE6a8OuDW+65O5GwYgizVUrXbAg+SEvyR/DHhiGP9pbuiEPY2kfz7h +GHT9S4jO4OwEp5f6hdPPMHjlY+ErsaUTDE5/kshMx+DC6PKRaMFOWCIonMjI +x4Bgk03i2NoJ+ey1xROVGPyrdpQOkOwE3wrt22c+YdCksYltVrYTnEuNtRUa +MXiWUkY9rdQJ+pe5XOW/Y+DK7/G1Z3cnTB9pr3Rtx2D3bbEcS+1OeDRqzjPS +gcHv2brHNfqdcGf0NCkRj2ud/a7q7emEx5xnLJ+1YRDVouD4375OYCRQXVu/ +YeC4t5MsY9YJf72/l5k3YCCfG7IjzqoTbHkcMtlqMJiV0mHfbNcJWRvnMlbL +MKiIGp+85dgJBa8dTQg5GISsxTT+PNkJfa8CdfJfYWDtZZR7zq0Tioyukrye +YCA+NBczdK4TGiP8wOsuBhTLV362lzohur7uQIEPBrnvDx374tsJ5lrZl0gn +MQjYvY5hAZ1g/MuGxW2GgXFSrkzBrU7Y5PRlh6wWBvxbnDl23usENY3+y3e2 +YZDBeN/EH90J7t42zfLjZPB+bqNw4WknmHQMWC99JoOByURg/YtO8Lg4fHH3 +GzI0JfOoB6V3gv/9cYEqNzLEHUwJ683uhMLxiFfiQAaXJe0RnbxOkLD5MDwi +QYb5w8cfT1d0wuDsWMS7JhJU/WVOmVR3wsD3xcayVBKE/nfHKPVzJyzvu++o +608C8Y3Z80e/d4LU2t/NkRIkMCz/bV830QnetacqNx4mArd7RI7MdCe8b07J +m5YgQofgDs5AVicEXxArcqQYwNkLpmXaK50gV2UeNORtAFHSceKv+LtAxjBP +Y/aaPvTf0x6+QeoCi9uHk2IPECBNq16v27ALTsXK3mlZ1QWv4WPRWiZdkDca +96Q9Vxc2GNyBqUNdoNGZxGEuqAtKjO+vHdy7oHmHQKZ/gzb4Hfby0HyM51se +bHzCpQH80llzVGoX3Ll6uR/LlwOjo/eGJ6a7oOivpnQ+UxZ8H59qprC64NJ8 +9qm9KrLQwyaeNbbcBQzJTbeyQRpSaA9chni74e6WtYod3NtAo+BCSyehG0Y/ +UoqoDRvB2ljj3afQbrDIlh2VMOVHt4N4EmofdsMDlVTBD+WCqKCUFl4T3Q0a +s8Nr3FbCSFT5lVv1i24IIZY3Zl4RQ0O8gturcrqhcirI4VWeJPLqmX9Q2NUN +6b6NdU9ZCijKs9QjVbEHuCRdW0+CJmIY5T7YotoDL6JOfxT/rYnMxN/8d02z +B/wkiUsXj2gh9oY4lhW5BzqOcaRLbNJGNxT9rq3Y9ICElVLyM2cd1PPn4gv3 +Iz0g3R8+41GggwidZ6panXqAh00S8bProh937dffnO2BvMD3lS2vdZHHqE64 +XWAPRK3nhQd3EFBdmWr2xzs9QDvDvTlQUg/JR8s3KYf3wNrf0FilM3poeI8w +/7+YHnD7RV0LZOkhh8T5Z+8ye2Dq4Ivc7EV9VHRlunxrTg8sV44fzdExQAIW +4/13C3vgm0JgjaGPAWpaapM+9qEHahb3Dm6gGqB9RwrebOzogQ0nuoPi3xNR +ilp2g09vD5iVyva+myWiNY7U6YGhHlBaOetB2EFCFUWP1QunekCBLUP16U0S +2hpx30Zqtgf2Mexfn8kkoaung6/c/9kDf640tCW1kZCGoE+p8188/4YrC0RZ +Moqa8uj9yt4LYaQLCy9MyYhR7bKiy90LFsZr9Uc9yejNpUN7eUR6ocbIS2Li +HRmxmx445S/eC9p1nNdzm8jIVcrw7ph0L9BE5l1bpshIqlm9vky5F8pecJZx +SWPoZtrOKTmNXpjT2dAhpYeh3hvSmx/p9kKooOLQXUsMEWzFdi8TeyEmfdWH +4IqhWGU+6zOGvZDfLWiiexVDP/5t9Plu3Av8oVtUb4Vi6FDvWgzJohdErar4 +heIwlJO3WJRxqBdSspRXZ19jaHM4s0vAoRd6HXMFRPIw5OFM/X3zeC/cl15+ +FFyBoTrCkDjNpReEqqVbdWoxJM/bRbZ174UbDmnmal8xdGei+eQHz174b/Zu +5MUWDI1Ufb69ywe/38fA5EcbhrDY96mxfr1wvKmWXNWBoReexZ/+3ugFol+W +XSMe/zZ6Rz0f3AuHNJYjpNsx9CFjJul6aC90h2TVruP5QrjV7MMf9kKVdZ+H +SyOGzL28eJ5F94I1b1HVns8Y4m/LqU1/2gvjvphw4nsMdenOBhS96IXS9iO9 +14owlPhcXas2uRc+HSt/0JmFIdc/l6Za03ohlkytLEjCkNKpvJSRLLz+PCUR +gWgMMT+xjszm9EJPZ5jt3G0MFSlp8q0V9sKs7/sDdt4YCojwqeMp74XINOV+ +4kkMGbLyAyU+9IK9VSNHhjmGNtr90FGu7YX0OKWeOF0MNZVqMfS/9ILUTnM/ +Xvx8j94qPObQ1gvPnAR4ns3g5z8+L3CmuxfUNr3Nz24jI4qJTsOVgV74RWkM +Mi8hI2/eYr3H1F7YN5jeoHOdjAiXF5jJ072wmHIp7s5RMlrt1M3IYfXCwt9C +pdMEMgpPKhFuWu4Fl1gRUcoMCVn9W2zs+9sLXyXvnAyvJyHhM3p3p9j7oP1q +q0l9MgmlqJbNbeTrg8cjXm8kD5JQaWX5N5DrA3+b7KyLsUR0U3r53iGlPghw +LDq38zQRGd0lYs67++D20EOxRxpE9M288u1NvT64kEgwvlJvgKi9VeGlFn0g +pSIgMjKhj/7D/uytO9QH0xIVTMdsfXT5Ffarw74PuIe+xz2/qI/WPD6c+eGM +Px+NRfjj7weivz8a7fbtA5/H6da8NAIaOL6+RLreB+iL0WnR1wSU+tEw3zyo +D6YO/zyz7kRAamFI2iO8Dyr9z/rfb9ZFJqK1q6mJffCN88u3wVc6yE+nrmTr +5z5ozNiTpiahhTwIsqlPvvZB2mB2luZNTXRMPyiS93sfyGgqR3DWaCCMTHBj +7++DqmRdi1FTdcS+P0OAxeoDMcH0sWRMFT22Db1Qv70f3Osi6wwHFNB/l01k +/Xz7wSZQSu0q+2b00jd1y9z1flgMbR/VDuNEj/zWfnve6ocRwbdasVzs6HJA +ScupB/1Q2BCZrc/7u9rgjmKgZUo/gEDOgaQtfYZ1jzf2yDf1w8W4nq3yK/ww +mlcX2S43AEomdf/qYCe0zW5k6uwaALKme/cQjxLUqJlaxakNANsItSqxSwlS +/6vndTQYgEGZVrveM8rglvnl0ZDVAKhp2v1Z99kNtOSvj6euDwDPXu7DTola +0DPE/cP81gBYdCcfsvypBQ2SFof/CxkAGhg46lhoQ3ZCo+ClRwOQKZpu1rKg +DReeNT35mTYAncOzaW8wXZiN+vb0b8sAuK3Wiz59ogcjzbyLLp0DoDftux7Z +owffeawdavoGYOAgv7rGdn3Ie9Aiem9iANijQvuck/Xhcuj3Z9wrA7DgbJbw +J9YAXD/z//ZcHwBjqQ8Wrd8MwJbd5mgzxyD82Rfqp85JBJ07rVuj+Qfhp1Pc +rcArRFgMbHsuojgI5umLRzmIJKBWCS77qQzCOQUyofUsCbpXDh/r0RgE/xh6 +AG8sCcqut4snkAahZfPU9bZJEmSWCd1YNRwEa5FnAnZ8ZHj+y7b/hMkgkF9W +NJJ1yRBwtSNhh80g3Dr9xZd4kwzni4RXgx0GoXIgcpNFEhmOz9s5jR8fhIHE +Wp6KKjIc1Hpatf/UIIg6ij6+10cGsk/n9gz3QWCep9e8XSSDap5IIOeFQVgK +uEZTFsBg+6z9oIfPICjE0U7924XBnwtdSSo3B6HD19Y2xwEDB33nJxrBg2Ar +s3OOeA6DHDZauG7oIGT9gH02ARhwtngHER8OQlXLXhfWfQxcXixd2Rs9CAEh +6LJYPAblZ+6c2/90EDD5a+Wf0zAQ1NzsbPZiEAjH1MOWczE4v/rEzip5EKTe +dBkVl+P8XL/d3DZtENgi7p9dQHh9T9L3Hs0aBLNXcSEVXzDwPammeyJnEHhe +3MPYcZ5u3lWq7FqI96u93bytFQPFhb07zpYNwpUtrn7yOI/fqv4icuH9IBj5 +vk5dxuOehzabfWoGoXbLlVo7PNY40rd+tX4Qzvhnj2rhvH5f9vRiQNMgUJrO +iT/F84/NTE/fah2Em+KiyTdwXieW+46GdA2CfoVDMRXn9Schf7ru9w9CZKJA +aVcFBgzr0KaoEfy8broLHsT9w1iCr+bJBJ7/b6aZaQYGL6nPSuPpg9BV7Tj/ +5TkGi/k73iXNDsK6uVRF60Oc5wOzUlN/DkLdSqmT600MMg9oxb9ZGgToXnp3 +wxODdaHKyP/WBmHPgfexUo64Twzvu5vPNgTUb52bDxpjUJDddK2EawjYktlk +OTQw2Oxn71W5ZQhSd08smeP87gZDp6sFh+Bj7mSD1D8yiPTMWn3dPgRWhVlR +V5vI4PX62v4WmSEY3FR4eAX3vTqvfwYdikMQn2T+TjiGDNc4hBSGNIagTk4x +geswGVq/J4iP6w6BP8HgOVWdDMqJ8vw04hD0bTNnc+YhQ78WYWVu/xCklD2s +VUQk0Fn7wFo0G4Ld+xQlA56TIKLBlLpiNQRRnsenLnmTYI+LYyuH4xAodxzJ +sRAnwavIm2+2XRyC+S/0Go6TRFg+ypEkdXkIHknJb8xRIcJh+agYOf8heJNt +Z8jz2wDYK5MDdwcPwWrPWu5CBM73tBpbeDoE1+PvjTW/0cefu2nd4/0Q+Nhc +G7NPI0DBf+929dXg+bUNQyeOEoAgetjW4ssQBPDvi1fjIcCeqRcZu9uHQGRW +4Ni6ly4ceqRq+YM2BNOiJvO7FXXAt9/6xQ3hYXATLXwUV6UBlVfidKI8h4HX +e3Nrvqk8GA4ST/71Hob2nJN2d3zl4JPJcJi33zB00GKLiSmy0LRNqf9w8DAk +bcr/rDYpDUMfy4PFng3DwXrVQ2uy22ADz+C3lJphGBCKu1JbzA5maXLnCreN +gLKW5pNVL2FEeMGv9EVqBJpum96U2CSKZKP/UAfkRoBvfFJINlUMrd7odtuo +NgIblBOmI76Lo1zbhy6ORiOwUyPonOd2GSTCNn/k7/kRYDo/Xo/J3Yk2LA2L +CnuPwGq1c1iZlxJiMps6la6OwBKnqUaa6i70pS/D9vCtEbCZ1vVJS1NGNwqO +Wac/GYHOlKyLyiG70eipGhOLqhFY+NbObR2ohb4dyeVwQSNgLZusW/5dC1VY +Jn7yrRuBbLgsoy+njWIN/IxefsfruZe7x/WzNjIVUN4zRxmBuyKZEYw/OkiH +U+wPB30EJh67uwWb6aIdf9iqxGdHoHXU240rVhct0wYN9i+NQHPDRPKAAgG9 +q36s+2zLKNw9FZ+pTtZDL0qCfr4VHIWTXnL/qEF6KPQ/z8JqsVFQ/HMm3qda +D7nEG2vSZUZhw0+rPT/26iMh7yVVjDAKA4rdOqBhgNbPUKdtSKOwMOY6pHnO +ADGOt2e7G47CNS7j330pBqjO9J1StPkoTERNuZrzENF16VPy4ydHofjGgqNl +OxG5HdY6OnR6FIS2XAr4uk5Eh+6xRfR6jMIZH/0Tv1RJSGk6fb7l8ig0vLul +dSQY5yMp/52N/qOgfPh38b0sEvp76MDxupujELLxh+Tx7yTUVUKvqQodBY9Q +vpAf28ioZqpysfThKGRxkNPyyGT0bnukcmH0KDz5pzaz5SQZhdxRj8l6MQpK +th+4khNxnite/5yWPAo1LvmPW8rJ6DitdSk5bRQUnu7Pi+8kIy0r31NxOaMg +mq9AZ3JhSCrY+OnjwlHwbug/fH0HhjYViTZElI0CoUiREUfA0E/q5GrY+1H4 +ePtehIkFzt/byjXu1oyClEuBZBjOp00HH7gF1eP17c9PPILza+mt4/HXm/Dr +Awe3leJ8m1qg2uTbOgrR1otlaY8wFDXx5++lrlEQDFXOl8b5OGBri7Zn/ygc +2iBnuRPn5zMWKWfdR0ZhCnimKwpxvwjySTg1MQorwy9Xe6swRM43anGij8JW +vp2cIZ9wvqYIsR2dHYWhzQ9fl+G+ICQ2QbD9OQrTYYeC/HG+XzMrOW+1NArf +eF4dqcZ9gX4z7KXZ2ih0OliyPcH9gHF09/nXG8bA6U2Lxyweu/4QYZfhGIP3 +vJZ3O3Ff6Hm4lvSScwzi3z09ZdyKIUuFSb3t3GMQNyOnuLcZQzUfWlqf84xB +TL44Z209hvSPlnmK8eH5Ao2sWqtxH5pL4XgqMAYaTzkcz5fhfvPwfrKg8Bjw +iXjGR+XgviJ/2SBadAzM1vkf78F9if/DsfYt28bghplCfwDuU6FH9l18KDEG +l9pPyO4Px9AKS4Vzk9QYaHnOKiRcw5D3A+FXoTvG4Ffl3bLbZzFElftDZJcb +AxlMrXrBDkNtDt+8/u4cA2nJ/p0xKhg6wCrhClQeg993XhdVCuM+dD85dVl1 +DK5NsPiur5JRVpV314LmGDD6n50sqsf9wcHR+4rOGBhwNorpviWj2FngniOM +QTG/gIp1JBndlhXawyCNwc2kU5X2lmS0WLnSfW7PGMy8ZH9qrEJGF+wpPpOG +Y7AOH4I7OcnoSHhx+pjxGATQSrcNVpGQGvPIll7rMfi6TKPViuL+7GCFIg6P +wZXe26u8VCIy/rj/qqH9GJgK+a61FBKRU7Tm4JtjY0C4EW1bbU5ED7U2v/M7 +MwYJpo6qpe4GSDThn4uyB95/nD1ri7IBSmX7LTx0fgx2Xhbfujitjyo6KDeN +vceg7lkqxwNPfUTz+3BQ+MYYOPh/sdc8pod8h4vW6wPHwHdDZOxdQT301/Rt +0Y3bY/CXu9w+vIGARLfFbx+/NwayBU7BldoEZFzpw8iPHgNV3ZwWiyUdlPpX +PsI6YwzCFnY8vGiphdQ8JAzZsvB58bKlnqBoovLvAj9L3o6B+t8vzKndmuj7 +q7XjUvljILUpZ3x/pTr6u69HZaZyDFLtn2WaVasip/CHjQ9ax6A2uE2DLUgR +iQj84K5bxeeNS/2k+E1e1PEx4r7F3zFYqbYSSzXdjGK9dnK1/huD3SXJp5oF +uJBwkxPHwMZxWMC07wfu+1ctHFb/d45/HARiX/e6t3ZXC/5J/CmpMA7ZrnU7 +0gQ2Ae+U6dBVy3Eo3jgmr+coD9+ejTmtWI/DhaHOqSYJBYgyCey/fXgcyFFp +9scHFWBLWkHPwyPj4J4gGKR/YifwOEu2vzo1Dl0a31ntVsrA3fmjvvnqODzO +3nmwjqUOX+9GmtheGwckyPVh50sNeKCl9LknYByC/vNUGjfThE3RJ2rGb42D +2pfw27LWWsBl8aVq6f44tO2S+9IZpw0bUVK+wkt8fVFs/sMvXRjYY2I+mjIO +UnORvdLGBMivYo4lvh6HI3d0n+s/JoBT2V5h4axxGFS47x+koAeFuaN+G4rG +ISA8XL4P04fw3Q/4PpTg/WR4lPvf1oeTb7Uyr5ePww3GuQ1ZSB+439ztZX3A +6+MYOVCy1wBcXiqQhxvGIeOzy68tykQgbP/W8aJpHL5oHR7scyHC5hd+Fx1a +xsFZ4bSQZBwRSp7Wv2zuGIcfiM77c4UIEULeeve7x2E0kvf0HVUSuD7e+n1/ +3zg8CBBWuH6cBFsiz/2rHB6H2FZn5dgiEoxxC77wHxuHdqeorwVDuF+EV2hp +T4xD99OmGDVOMriFbHbLpo9D1dlH/tq2ZCBuKFo9MzMOmS4zn0r9yMB32+mp +DGsc5LKPJz6KJ0PFjXd18Qvj8DkcfDW7yRC9ZO9s93scfoa5BP2aJ+OcvPaL +b2UcPLulFDfx4Ty8kBHd+GccvqOtxW5KGPBfsd4Vtj4Odm9fRXMZYkBl/UJG +bBQI5RkymLfHoMor5dgaBwV+Zvdbyp3HIIZxYL6ciwJPt2Tee4bz7tnzcw+v +bqZAq8qZEqtIDMi05/KavBTItXdqNU3E/cHd6D2DnwK6dnyU4CwMaON0+0wh +CgRXm25dLcLgw6knzNOiFFB8LF9U/AGD2GFSmPQ2ClwfUBDPqcPg3AmKdL8E +BZxaCA2UJgz29EeUxUlRoLC72MkR9wdhR12bwzIU0NhwI2Iz7gf0rsGpLfIU +GHwwoLqCxx/tQu80KFLgYEq+mhIex7apSdzbRQEBR9vkGPz+84e6Cw1VKfC8 +PyGT2IyB4bdbB1fVKHC0bDx6Rz0GIgeVJko1KfDA70/F/o94/obvgVd0KFBh +q57xphiDatProup6FLhGUGGaZWMQ91kml25AAWYHu4VqEgae+76aZpApkMan ++Ng6Cs+PLo+c2ovnD4b8okAMRPdKXJc0osDw/n1lTrgvMKpqBXr3U+DH3N6W +A0cwqCFeyI41pUBD6ylSAGBwkfC+f7Mlfh5P3hUW8OPrbd05FdYUGItwrN6D ++6LYpR/B5w5TAImm8SviPone7FSqP0IB+37qpS24f4ruN1q5eowCkzcf6gvg +fuo54vRN/gQF2h1mSv0dcb/YFuN7x5UCV3ZZuF3F/fZ88X+mmmcoIHHhrrAA +jQQfberFR85SIJr7bfDWjyQ492C1GrtIAfrY2SxfDxK8X3HfsuRPgd+v66Vz +MokgGB888iaAAgt7WpZ/+BLhrE5ioUMgBU5M5WpX7CWCwMVWx6I7+Dx9E2sd ++G4AZ4ZIGZciKeBT896gfVQfKgIcrktFU+CxidnQg1R94BPzOdgcQ4HF+rVD +o6f0odw644dyPF5/ZuSNgAE92IL491JT8fPn9gxoRQRwPaEi+DSdAh9XWiN+ ++BOgdMl4Yl8mBYzN9u/pUCXAKa0bD1+9owDHfN74dIwuFL+e6HYqw/vjtZOZ +O6QDJ0IrvNubKSCq4WBwTl0T3lm4pVb/pkAN2+tta7/lgaAmZwgrFOCeklgv +1JOHav6xQfQHr++98MvLV+WgrdN5W+2GCaCsp4e59cnAovPx6M88E+B4LM6/ +IUsCDH0PB33dMQEFPLnvdovxQFui4bGOAxPgLHg2ao/wZnT81t9fdhYT0FHY +UpdgxIsopz487bScgPsfIx2uXxJAi4rk1q7DE3Al1yWSY1wYSeTrHeh1moCv +XJrzE8oSyO2zGmHIewIOlJSFvKuUR79mtgvS4idggs/JMVlbA8UlTzW8TJiA +34/3FAfMaCBdm5Jg+5cTYFZ/2tgjXRNdKbKeq3k9ATOKRtJvwrXQbMCd70k5 +E7CnJVBkfUIbRalah9vlT4BPme/N50QdtHtIwnBz0QRYvZ6i8EXpIE8ozr1W +PgEnvksvBWnqoklOWpTtpwlYihdk6z1HQKHlRSbc9RNAf3OouamIgBQ8g9eq +GyaA7UAVl98aAZ3+Ju6l1jIBHyk3Q7si9dBwrKXlpr4JiP2Mdtol6qMgE3GO +6oEJOLt9xc9/QB9J/qZW+Q1PgOJzxebdEgbo+PHbqhTKBOgXEv/uizVA3TKF +mz/OTkDdg/sZOb5E5Nd+q/bqjwkwzU+q/JdJRCL3Dt5QXZgAzZnS7Y39RGRL +m6A/X8bv/3hVvYhMQj+eF6Qe+jMBZ0ienc3nSeixxa1jnOsTkK/gmWfzjIRa +crZ+9eWgwhuPk2yR0yTk5TIRrMJFha8/pIh7hchoi2CBwRg3FY4Z9MjZGJCR +xVWLLGt+KuwnumY/uE1GdMWtpzYKUSGvorzz3Ssyut9D2fpehArE6ydbdyIy +qicFhStLUEHpjd/1rStk5D5jbjgqSYX7V56HPxTBEEey2O9nO6iQPvdqt5Ua +htIOUXKt5KhwKV128KQxhvZtyD/LoUgFWmC1YtUxDI0VBkpXKVGhqMWs2M0L +Q8FnzLsvq1Bh28tGqyM47+8QE3u0S40KVI30jphoDH38Mm4yokGF1oXn+0ST +MXQyIG8tTpsKKf+NFo68xdAflcASSwIV6gYIjnMlGEocNPNiN6DCkyfjd0xx +fiY9ElWsJFHB7XxTwhjO132G44M+e6jQ235duQbn7+s/cp8qARWfGunWCZzP +t6bdtBzeh6/Lv7a0xHm+1N6MI86ECnPVL6//xuMHlhVhUmZUOFV3Gjjx+KSx +CvcbCyq8urtzBH9/R5pYYoS6FRWOfxK8loDnZ9fdwld2CO/32FFDmS8Y6lYN +emxoSwVFaa178ghD2fKzQg32VPjQOPAmHef7wO0ucTZHqTBYECOVjvP9IeHW +rX3HqEC3uecrh/O9HI9RgusJKthVd5rJ4Hy/yFYoOe1MBc6Vh7bJYRj6uiKX +csWVCspbIo+/9MdQ0nys7KobFWJFow2l3XHen+ZIDzlLBVUNwUVZWwztH/fb +ueU8FV6rm4Vk78H9pu2oqtQlKjx+PldgJoCh918bcjJ8qLAhaPzr6d9kFF1D +1FT3pcLqpEf2xiEyIhRsJxhex8+rnDeakUZGm7Ijy77coILnh648rVAyGni1 +RrQJogKftcM3Tncyuvt4ZK/rXSqwvIQE3WXIyOG+TQ39HhViqi/M/1glIeXg +mv1XwqmgphdsKtpNQt+908xCIqmw25/tmVIYCW0/5GGb8Qzvp8EUq+giolnT +3k61F1TQ9Wl8ov+GiGr2mh8tTaQC8+xblrMfEXmoq5748ooKIvv4LhXxE1Ex +L8ud/pYKHkuTTrW6Bih846mpyzlUSFuWhp4VfeS01uq5kkeFIXHDs++q9dEG +ZqE3TwkV3LU4PNJN9JFVs3+AWjUVBDWLbirv10Myn2mrJTVUqG7QIiSvE9DP +Ksdbez/j+SmHP81WElDCf6SQQ1/x/W58dEJbnYBoD/9GXu6gAukv30gely4K +Ng97VUKjQrncxfCtD7VQh8v5k1rTVGgiHy7s0NdCiv6WEjkzVCBktXJ7NWii +ptdCT9N/UIHbN1d80zUNJPonOTx2FZ//FeWvXjW7UXZu2aXL/JNQnms+vCak +hNqE6Zia/iQoKzTu7e4VQfIqzctZxEnIfDUc131AGPlDXqkCNgnuyfm3x0sE +0XYvP01Jo0kQqsZUxqS2IPf6DQo8Byfh7ebHdwZpa9XL1yV46M6TMCzUsqT4 +85eh3PDBvvSwSbiyoG/Qf38HRHzC8o88wNfHKbtatsnCzyy18E2RkxDyoetg +AUMWPvnyEy7GTIKY/+rdg4/kwZ2747FO0iRI/+MrOVe3E7J1j5vVFkxCGFZZ +YD23GwQlDu64WjwJjOt6V71y1eDGOvmXYtkkXDhxNq3BUx0ONkqlP3g/Cc0P +PbZwDmvAjMvYus2XSfhgvvusZo8WaEScKxsZnARmYmJ4mK8uxPscexQzMgn/ ++g/XUmp04Z+Dhfv+8UmQzSxkcfMToE1mt3AmbRLqJW6TkjMIcKWUdenS/CTI +D9rcP/tJDwYSR01kFichP8u2+SGXPuy/0ybZ/nsSin3GyPYW+iBsWdRIWJsE +c8eHxvVN+lAy5r9zjYsG9NAu24oPBiD1xWMtdzMNmm4ZlT7/ZQBh7xw7T/HS +oLmmuu2vGhGOXiPd/SxEA8fTv98cfk6E6hOqx/xFafDtyeVu/SYiKO2T1Ny1 +jQYxuZPZ8X+IsLTl71CEFA2ofhs1ynH+d52fLd4jQwOBHbfEfMNJ8LVnJIIl +R4O+/mnepEISvHhdQ7TbRYOjY+tv1DjIsOF+ocBGVfz6FH3jGBWcz7zSaKVq +NPhzpG3K8RAZyAahcRI6NNj6Zd2e5ykZetwk9JMJNMAycpcGCshwNTqvV9aA +Bvt2F7zf20IGwSrjGxkkGnSWMrZr08mQM9m3XXkPDWaaZtOL2TAwF/L+8M6Q +Bptpm1c+S2AwuYfDRXMfDaK03NpctTDYEaf+Wv8ADT6ZDezDjuM+gD7trzKn +QbjP0rtrFzFwnHGk7rXE67/hSSQHYbC4dTas1poGgxHubGG4D8TsD9llepgG +Ex4WekcTMFDz3tb41Y4GxZkFW3PfYNCYkHPB6ggNLo74rT0owMCjfh9vmyMN +nrx7bztdiQH7fA+uEjSIz/37rKUWgxQpL5vekzQoOcfnrPcVA8ycbd7pFH4e +W6RtZFsw6LsaHztymgZz6p+Vo9sw8Hu1m+Dmjtfrul51G+d/weaa7kkPGmRU +GMzM43Hu7yPXPT1pcJtsUjzVjsFB+Rnx2Ys0WFI/K+eK+wHN+k7VZW8aGJ0w +O3YC94OQG2InFy/T4K4m2+N+3A9k3vz39/pVGuQ2CggNVuM+0wav/vjToGPO +ztC1DINja11GwQE0aGVuivTMweDXrgsU9kAajB79HLyUivuI/b974bfw+pBn +JU8cBhrBcTt57uDnZbVrOj0Mg+b/VBoehdAgb49H12d/3Fd6qs8LhdFwr6lz +uOiOwUZ2B55n92lwXXvTsSRbDP+/Mf1OPALfvxSBMYe9uG8cv239MooGpiXN +7Am7MBgIFZmTeYzv979djPOCGFwvyI5Jf0KDS5H/OuuXyFCwqbPzv3ga9Iy0 +bFb7RAYr3fP+Ggk02FkRSiC+IcO0y9+tRUk0cE4RkOkNJ4N82S6nylQaPBXr ++dppSoY496Cxhv9oYLGtsmYV912tGKEQy1wa3Hi4WPg9ggQt7zMVWvNpoB93 +IMTkNAm4RNo9ekpocM30dsUOHhIE1O6cpVbTQO1thm2bJRFEZ6uiz9fS4N9U +7aNf4kQoFD+sxfxMgzeBDdfaqAbA8Ll5deErDZK49kcVBRjAyR2tK2ydNHAQ +98BuPtEHfgnf0vfdNOBdN7O8aqMPtSJiV/z7aFDPW7S4kVcflDafoNOHaVD+ +NEiB464ezC3Qelrp+Hk/SdSaciJASON6cfI6DabNE6/4d2gDoe61jyPbFASy +KhUVg7Rhqtpkt9DGKfhZK6deqagNViURaaGbp+CYoNDhHF8tEHu19clF0SkY +/5es+d9GDcj20/AmqU6B0a8y8dyZXeDk066yoDYFjp9qDpjI7QK+C36TOZpT +YBDrPOBxRAl8T1WdlNWbgqZcy4S7lYqAHTxgucloCsx01nhv+srBdxkX5e4j +U4AeBUwSPMTgV9MjyuW7U9Bxd5j72v2V6qEt3efX7k3BoPDQFHHjBvTJSmru +fvgUfPol0dltzIFivv/3JyVyCmbPKVuVoc1ItaNBtOXZFOiVTWlF2Ykgl342 +M5X/poBOnLzu908GmWy3aCnJmQItC6t7mxtk0e4TMfZG+VPA2i8sf+mRHFoe +2uHqWII/P3jTtOk2BRQ7ht0Iq56CFLCxENyhhL5M+b8b75iCul5vQgdrN8pR +/qh9qXsK/hKrb3mnqaGnnhsrlnunwC77T2yAgzpynYmtExieAvn8VsX8Yg20 +ysof3js1BV/mxTe15GmhMc2lM43TU1Cur6b4jU0bNVw2ZDgwpyDO3vbUkL02 +ivv57ffF+SmIrg0k7/iljTR/Twsk/pmCHQc8vubs1kVbDbTjd65PgXX3Mqq8 +povWrgdIFW6gQ+aBFPvSGl3UtMKl8pWTDg67c+XO2xKQ+1+F/b8F6KCKjgce +OquHDhpe/HpXmA6KUpf43bL0kHZw0SE+MTqg6NCbpnQ9tL5h3wnF7XRwJTIK +LnnooxcbXfzsFOmw+323ONX+/59XbNNrV6JDzUuj//5FGCD3z22/bFToIOuj +4jZcY4C0QoyvW2vQ4WTRxZVOZSKKH18z+KZFB9aSuvOUExGtGZUtH9SlA+fw +wx+FkUT09Z/yTXMiHX40pHu5TRORxikKuYFMB8f9we7GW0korjrpj+leOiSt +XvmvfR8Jud7iv2W8H+939DL7bBwJLa0uBBta0eERtpNzQpWMTjrlGn08RAe/ +4mKRn1Zk9KnSg22PLR1K+8f4Ui7h/BnQH0I6SofN2WEL9f+R0WJvrHHFMToM +vjnyxrCBjJwMrDYanKBD8oPUVmsKGSn9rg4juNLhk9rdGRVRDEUdCThQ7EaH +7e0/sEVVDP0s0d6kc5YOeqlFn2yMMHRMdKah4BwdSny8T2EOGKq+mvFA8wId +JDFdzjIPDCl2OlvkedHhpV1YVfV1DEXobONR98Hrv3cxweE+hn48aWt6d4UO +oqTA1mvPMHR0/mGkqh8dluMmkhXTMPThsLHV22t4vcHXjzvnYki+YI1X+QYd +CAVlF2TLcb8QKGvJDKRDTla39SXcD1jePtE7b9MhKrMu1hj3B4fvyjYZd+jw +Ik5vOA33iyp1ioDCPTqYjaZSI3D/kH2U1PY6jA5LVhZ+f9oxFMZ0eCL7gA4L +dYYXF///eYUlv92rCDoo8Lp+8Mfjw+8ahHc8ooPttRPewW0YKuO52/nyMR0W +I/OShFowJHWBHCcZS4cnGRm+//8+VUjjgkNiHB3y/B302mpxX1DOFZN4TofE ++Jekv5W4rzzw6HmegO/Xyo7p4gIMlUzJPN/6ko7zEFa7+AZD2836HZ+l0OF3 +PLd9TQKG7mTGiou+pkO9vLXxtigM0Tit+mPT6ZBCunZwNQhDVmc5E4Uy6VBN +iCZcwH2xqK7aKSabDuz12uPnnDAkrhggKfCODvRdocaLBzBEpTBe8hbQgX+n +mONHSQwd3J/hHFlEh/LLn2zWODBU8Np5B08p/vpRH476ziCjINe2V5uq6KDe +v89Ap4SMKOiha/gHPN9id9iXeDIylzGW40R0CF0yGVy4TkYiI6Vp7HV0uB+4 +VUNWH59H3lu3yr/Q4e6ht0hSkIx4MJNjXo10OHV3q+0NOgmxv+jg6/lOh/2R +J8644/N++0sCPaKdDkMBrZJL50hoddH1M3TR4aMIh/FvEgn9tJ0LeNtPhzal +e6dN+4nI+06ZvcsQHRpSyo4lZRIRI++WhsgoHSSuiVd7+hLR+BZeahCVDlzF +7aNBnETUVq9sc3iODjYfXgsMSxggq8U5Fc6fdMhKFHM+OqiPvsqXb6xapIPP +Xv4X7kn6CAWbVims0mGi5EuzzTZ9lEdy27m0cRp2lF8t6MZ9Jio36U/y9mn4 +EOgi/TBGB3EPufXYSU+DQFKW0cm9OiiUR7Vwk+w0UJprs/mmtVHguQqPKzun +IXagzVR2rza6INfdbqI1DckOPlT9Qk1k/ow/e8Z0Gl6fm099+1kFcd6660C6 +Mg1ZjhxXdVMkUMk8cwVdnYZdLV+n03nEkbvHsVcHrk1Dos2dygb/rajORpNh +HzgNPQt8a3fMRVCo/HCwd9g0RAr4GpvWbUYbvxLfpSdMg+7LUuamxhuG7CI/ +2Pg/TcO+omO70X8SUHT/RFZc3TRoCh4cGNsjCW5rX6wkG6Zh6fPT7IctUvBp +Mvm58rdpaLzyQWI7QwZCKizVjXum4b1cey2LSwHYXLKOBTCmYZvc+An0WxkK +OoTX15nTMM3JEy6UrwKuZrfTw+amwcx+2GaDhyrUaB1hxS5Ow6sfLy2iWnfD +HQ6O0Nz1adg5cvS3dYwGbHjrkk8RZkABhfJcdkwbvjB7vV+JMSBv2Gjqrp4O +zsW2GifFGbD+ws/x/UMd2FZhnNstzYAmhxOWrzV0QaNB+d1XZQa8zj+akO1J +gEWetAthuxlg8uNgOKmUAFWHJFX3azAgNiRy5cY/Apj28L19r8uA51fT834/ +1oOTkz8z8wwZkMgm8Mk1VR/kVbw8Lu5jwMbujA+sMX2ge03uVDZhAFvgpmVu +WQO4utib8dqCATlu7407EgyASLR1d7HC889qJtzoMoD1wCYFSRsGvL2uV5XM +R4QIjo9pcQ4M0Ng++cs6kAiHzfTdbB0ZsCfSdHtnPhG2RubL8Tvhz2sR3dFA +IUKacFrq/VMMMF/5M8syJkGl3P2UmxcYEMXafGv6Jwlun93gYnCJAcEHf1TG +bCeDydsb0os+DFjWJrc9NiJDm5bXy0v+DKCNB65H3idDvN/kCdUABmSd53kW +mk2GkxUuklM3GTCldpX9WwMZ8He+RNc7DDibdzMKcD/Ju9d0XPoeA0QpzznO +S+I832AsMRCGr99p4OrTxYC85WNf/AMGPOn6xR19EIN/h/Rf2EcyIEhWOuHB +KQzqYvMdBaMZMMzt7PbFF4OIHuVtLTEMECIKqh0IxeDw9rSeh0/x+vTG+rlw +/t7qIhl/IJ4BrKu9FzelYTD0Ou4IRwIDHkRdWT+Qh0HaJJ9YTRID7he/baqr +wHlc5X5XUAoD1I9tUrqD+4n6pQ1xpNcMYP7ODgnA/eRnwQ373+kMmNxu7ZOL ++0nF4k/h4kwGbI8+/nwH7hu3iV4dPm/xuGLsUzPuIyZBk0/UchjwVfVNTwke +89S42E7nMWD+pGRXP+4zbRx9gpmFDMiP9ewn4/nizWzb3EoYELpwVq6vAYMT +kU2PZcoZYP89lqOoBgPZVmOboUoG3Nwisfi1HPcZ4Y/8CR8Y4NJSc086F4Oc +o/rfjyB8noF+qgD3Ed/E/EfCnxjQ8jzALiQWg/K1xPuf6hjQFTH/jBKCwZpL ++F3fBga0ki6tPL2Cwf7aK4HyTQwY7ViNfO6CwX0FZ/+Obwz4qf3rGssCg29h +5j4hrQxQzP/xNwE/L2G6rqdOBwOO2GfdTsLP82UOj3NsLwP48897ZNLIMM7/ +++j+AQYUnRnkKW4kg9KV8cM/hxhQFpipIPUO9xO9ChM7CgMMbFTNt3iS4dfz +dEP2SQZUab5weYb7B3k1mlg0ha9ffrh+T5YM9dVn1YRn8devjBbXi3YS8MjZ +Kn2aY8BV+4V9n7JIcPjeHlnfn/h8dWzOdwoiwYCZiGjHEgMazzV0jcmSgNVW +8+cJ+wwY3n30OtaRCLq6Ob/2cc7AEeVgvttyRAh49nxuftMM1CRzRc5NGwCH +k/eELd8MCG4yuOB7zQDEJySbhcRnIG2hKfDkbX1wNt1UX7t9BpbbHz8d2qMP +aVk/q69Iz0D35a1nNqzqgZpXY1G7/AxI2/InGV/Wg32/riU+UZ8B/isLW7Ws +CXBhU4enkPEMqEmcmHv1TRvyPT+eqTWdgTlR+fu+17VhsTnb+Yr5DMQlqsbo +ymlDcEywbbv1DDxYui4Xf0UL4iTUSU+OzYBp42bmNK8GfNz9gFvIewYaKpYT +BLcog37XtpbYyzMwGtvmpWy7CwqCsp6IXp2BxrxbAezxSpDW8mW7eADe38Z1 +xZ1SO+GBD6e6TMgMWHR0loCkPNgVh9iqx8+AMZawK2VwG0yRbyVaVOP184uK +VasMVLtO8J5qrpkBLt6v1wVmpqsHIl8qWH/G8xkeODJ3aqH629D7nMNfZ+DF +OjU4S3wDKrq9Wu3YMQP7Kr9jbiO8KOjT9YmztBlQeSG6OZNHEgkd9FUL4WdC +YEeC4cRdFZRaK7CFLMQE9a3/JATMVJEWKXd6XoQJ7mxu9Gc8u9EhZXrmaQkm +6I56hN2LUkMRXC5y+xSZYLJ8mhl9UxNJ3P7zb1mJCZ6n5Jip4loo+9eLkQIV +JlgqXQhY9tVCDdTOJFlNJgw1Gh6IVNRGGz9bbN1Axtd7esLe3NRBT8lTi+V7 +mMAVWMV/pEUHyReFdvoAE+xt0ux6d+gio9coZtSECS/3RJRBtS66Fay3Bdkw +IXj+zKgYi4B4lzqmr9kxQTtFMr9NXw+99L78VeMIE8KUm54a3NZDVc7vwlKc +mDD23Kh9iVsf/cbkNtw+y4TwiqOOTXwGKKy4ekTvPBO2049eu2RpgER3n/w4 +e4EJ942VHJLuGyDd7c9vOl9mgnVQtd2DPwbo0xPCcbGr+H7Nc+kY6RKR3eYO +gxZ/JvhsjLX28ySiy8u8v/YEMoG4ZRgZtxPRP5//OhdvMeGTzd7nfewkFD1l +VpRzhwnzPx7kDOmQUE5PiI9UOBMeDuZmKEWT0HTJ8vSfGHy/Xf/QrmqTUYBa +/Nfip0xQrviznXCUjLgzdLMuxjNhudTG5tAN3A+eersPJjFB9FXB5gdVZFTK +w2v8NIUJ30JSbqb3kZFJyFs5y9dM0Ds3USv4i4zcrlBHqjKZcFMpvK1fGUPz +9Lsffd8yYdsDGScd3B/uuMq8VM1hwqWpKsOeIxgS7Ptwk5LHhCa/BIU6Twy9 +snE6nljIhJAwj8bVQAxpNCwZ2JUwoS/GkvcGzr/Vhs+28pQzYYsfO3VvEoas +y3R+1VYyoXlt8ox5NoaG1Ns6b3zA+6vc8P55MZ5vRugWB2JC3f4/mvEfMOT2 +1l7pUS0TrEz/HBCqw5DSuWetW+uYwN4V/py7CUPTir0BqV+YMPja8nvgdwzl +UMTlVRuZYPpIIfcC7guXU52ai5vx/dgovqUb9wNdl5d+e78z4QW4d/3/9xG/ +JUekG9qYUHHsGo8Ufn1Vv0zD4U4mLOrOfV7GfeHW89OXB7rx+Td9rWbbiCGj +I+kS7n1MyFWLDtv5GUMbRSY/zQ4wYYfKhOK19xhqaFPyuj7MBDOPRX/jItyn +os+LsY3h9ckarDzKwn3C6r/qCAoTPmSQTY7i+yHEwzwnOonPv2IqW/IjDHU1 +qAulTDHBw1No3u02hl6E+VTtYuDz66o/lX0JQyeMC88UMpnAH/y2xecEhnaw +LfBic0yI2TiTVmGGIUo1oaxungl54vY3Q3Uw9Cbo2qlDi0xIrmcP6sL9QW15 +pfD0ChMu+5hxceG+MFeKnZj5wwRpytUDjO9kVHT11kb/dSa40H7IHCsiI9Lc +BscHHLPgxn9grsePjNZy9m8Q5pqF+TIxoxl7Mqq5EPo2iXsWpHf8Hn2Mz+cB +2qa1PL5ZYLBUU5/gvrA5w+INUXAWEk9Mv/9ZS0LfTkce+iQ8C2w/HKSZCSRk +P8z/unvbLJzxLrxTYIr7dJfYgTW5WcAeY8W1UUSkGOs4F6Y4C+++fDyhdIKI +pmwSXgjsmgX2iaEhfdznvZulZuTVZqFstvGFR7UBCvykEGOhPwv9Mcom9rgf +GN45S+okzuK8igWef6WP2A2zKCexWVCQ2V2zz00fPahU1btsNAtON5qHrKl6 +KL5AeyD+4CzcFKTOqw8QUEEKKFJdZqFZ6JOzDe4LCzcXNp0+PQuKr0zCqMY6 +SN8xa2b4zCx05UmEhv7WRu8FBIp7z89C5Y+Hh34d00Zf7ozsa/adBRv9uY/8 +Ilpo0O3WqaLwWQhiFbn3I1XEtet94p28WVDvMkslLEgjCw6f238LZqFmF/9y +hacUihqVd7tZPAtXNr78iUa2I6EXESp+FbNQjkVVZNdtQ1KbnSrOfZoF7m1/ +v6qHCCGdmeXuQz2zsFYp2zF4fKHaOV9fSHp9Fp68c3SfDReFMqdl/rYNLNge +QH0nQtoK/FxVvPc4WBAx0dk7ML0Nak7u5Z7mZsG+z7XS4wckQZ7H5F+JCAtY ++ZTvC79kgeZuO2ulwoKSSM7XD87uAkNBkZl/u1nANlebGqyuDM/fd9GLNFjg +1RiVtrygDObCx6jiBBbc2F5YD0Gq8B9yGaQaskBC4GBFe4A6eG/3agxyYMEh +p9/DM5G4L9SrN2g6suCY3q1yvXFtkLkyV0c5zoIuM2XRs7g/tDX41pifYoFU +3bnUUwM6oON/o1z0AgsawtpW9bcSIEIWK23wYkHpsc8XZdwIMNG8VnTThwWN +3oPt9TkEiJO/kzfmh8eivxXIhnqw1Br+JieYBR1X0yZNbPXhcKB5+qkQFmQn +EYJSY/UhW4nntXAYC3jTHS4/79AHp1uPXgZEsGDngsRHs0MG8EE17qnJMxZw +h8hNmROIINpz5MnScxZ4vvvZKnaBCJfubnv8XyILbD4+/+uaQoQdfYkRgqks ++LcadfQsOwnuhL2+O/QfC+5xucW1l5OA7/qmg6dzWfBm7KrdvRESJJ6/JEzL +x6+32qLZzkGGYktS+lwJC2RW9tuRDpLBaO+ri37lLOByPNRmc5EM3zQ4CSuV +LBh9PD24GkEGmlB7HTtiwfH738c2fSGDL4fBo/u1LOi89CHXY5wM/xZfHuGt +Y0GqUl6+/R8yRNHYdzz5woL4ttW7LSIYiPedp4k1suAcc6azQxWDN43f8xKb +WeDo33rezQgDnfeE6zLfWWA5yS0e6IBBdU4iZLSxoHanXIvkOQwsUzZwq3Sy +YPlC933jAAz6Hnu05XazQGNF8eT8fQzc7357odPHgtBOZ1/FeAzmfXVOlw+w +YJe98qYh3B9uu79Q2TPMgvLMJxe34f7Ac3R9vmYU748oxtmD8/hzM/cqUwoL +rNczrLfhvK5IagpporIg9m1B58AXDApUtSxtpljwtn43WfYbBnul4kW6pllA +L40lTrVi0MS3NniMyYLnSaxETdwXjv47nTHMYkG/bN++/3//aeJHg5fbPAsy +lG/Im+DxZYq63tQC/vwzjw4I4j6x1vn078XfLPBvPv3NGc//sH6l/scyPu// +OmhquE9sLT8V7f8H7y/y4PAtvL707Pqjq39ZuK+/32KL+49W4m6Z4A1zcNAu +iZKJ9/ch8skUB8ccPNMcowWnY2Bxayn/AeccVNz4VTiE70+Pt3MAH/ccZJWX +zn98gIGb62ejWJ454Pzuel7xBgZztiqbt/HNQVn0E6bgeQyCjB+3JwnMQZqW +jmfoEQw26/1KkBWeA7kCn+Hgfbj/KJ1weyM6BwfEc05uVMMgf/OuhTyJOVgj +HdfIXSPDnj9R73Wl5sDiPS9vF4UMX5k/71XsmIOAUrktD3HfpLRWi35SmIOH +GpKn0qPI4FOrOHxAaQ6+kAxHtlwiw1pRxJtm5TmYsxTt5LYig1j8Uf1u9Tmw +k/9fAEYCuf3cSccFOj+ih7z+WTDvP1u+T5KM4Dk/Lnkix94y7z9HIUbd7bk5 +P0hc7lfoN+8/6Sbr2oxoOT/UTVQgbTrvP2ciIO3OPTk/YT+66PE87z+bbKjA +tRE5P3oihnn7Qe8/lAzdOHu1OD+t6B2bDkzvP6AJYFAs7Tc/iJ2FYN5O7z/y +CfUekrE3P2RS7SWuUe8/iIOtwGF0Nz8cvLywTVfvP0sZQvxO9TY/io9bxoxi +7z8xWN+e2uQ1P2ZEw4tcZe8/rE7akAedNT9C+SpRLGjvP/IPOP/BUzU/+WL6 +28tt7z8cbewJ87w0P2g2mfEKee8/58ICLdV+Mz9E6wC32nvvP9gnoKf8KzM/ +H6BofKp+7z8DP5t529cyP9YJOAdKhO8/zD8qwtUrMj9F3dYciY/vP/ut5+Bf +xTA/IoQUSAem7z+wBOBxR4grP/44fA3XqO8/X0r/aCK/Kj/Z7ePSpqvvP87V +Ed0y9Ck/kFezXUax7z+2qGe1KlkoP/8qUnOFvO8/T7kPyfkPJT/c0Y+eA9Pv +P3PRx+gOexw/uIb3Y9PV7z89mGn4prwaP5Q7Xymj2O8/1NuLr3T8GD9LpS60 +Qt7vP0cgXj4pdxU/unjNyYHp7z/jHEmzi7gMP5YtNY9R7O8/RFMAd7IlCT9x +4pxUIe/vP4CAkSIqkQU/KExs38D07z/Vt36TA8j8PgQB1KSQ9+8/NzrElrmX +9T7gtTtqYPrvP6sbuOL6y+w+vGqjLzD97z9pyRDfKc3cPpcfC/X//+8/oeNM +AQIP/D2WZphx + "]]}, + Annotation[#, "Charting`Private`Tag$24329#1"]& ], + TagBox[ + {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], Opacity[ + 1.], LineBox[CompressedData[" +1:eJwVzX001QccBnBXGffooDPk52WddtJGm5aXXezyiLwk5O2GTOMi0QkRKu8v +kSQVGnHzElPcaDGTEbs5OL/7ezlON1pycTfDOWyzMsuG3f3xPc85z/k857tH +mOAfraqiosJX3v/pGb0wNrgocCxKK/DdKAx03O5imDhNWEOm0eeVIrOEVV1V +bSdxGOv+fx4+LnPGUXrisYgIhG1jnSxW5o+gqLX+W0QUbMzV2C2ZEFMHilxK +ifP4Ub1KcXEiCfV6xwqvEgVoOyL8Ing2D7kanR8VExXQOyuwNFUvR3BIQ8cf +K01gDb/x+zeyCZpbuV+6f9AB2q/9+bBxB0z9flt4VtIFQczUvHi8C2mMHare +PsEV99bbpFsvdnXtlHM4A8DwwYA7qgPoVrhQLF+CjU9ti25wJZDEiYxCloYg +FK9nX+oZwuo+B+2HZ0cQ/4Jj5n5xBKrv2nSMTEnw9kUJ6vJJGNHOb3CARNZC +PC//Ognrhp9eRNmRGEieWg2vJhF9RL2m3ZvEz83ca9wOEqPVQlPnVBKal1V7 +NV+RKLMn7GNHSEReecR5YiGFcUZh5PexUlzoHpFPj0lh42vi9jpZCv2p9DvP +JqXw2dv1MSdLisU9Q+GiOSmyqdllz1tSePkUf235TgqFscMFea8UjikvM2d2 +U3jQ/+aa2g4KzkfPGR08Q+HzrfDugHYKDfyx/XN/U/DyHsxz7aEwwee2mXFo +RNbsPsaTUPi2VjskgkvjBk8+bzhO4X7a4PwDgsZiQiih2KBg9d6JGJEdjdoZ +QUaiN40Uz3ux/6TSeGzxnYcwiMaHG3nDp7NojGbo6gVG0HDpCVMbvUxj1eD5 +Q14KjVeWDvLQCho+fr7Tm7U03HOatsYf0eBIPJ1Ll5T7rZk1zXkaBjqtWtl/ +0WiZ+IFftkzD4iR3MlGFwWdFJ4O2vaVxYn0kOVCXQSW3Rdav7LssXZuN+Az4 +zYi/RDA4dQ8arSUMstwstNQ9GGSs3JXVVDKo0Jkvv+nNoByb9aV1DPZKiz/Z +EcBgcLLP7lwnA7e1nMSxMAaErv0Z20kG8rIEz5okBlSBNTNsziJdTeuqaTUD +e22p6k0bFk76Zh7adxncr47ghTqxKOE5PJ1rZJDffr3+dwGLxhidvmCx0r9c +SDLIZTEjmkw//lTphdktihIWAafeP98sYaC/rPdafJvFL3TmttlhBiscF9dD +Yhb+X5nMmLBKv1+0K26CRR99KLldrvTdVl7WCuX/MNF2oYJBgROZs7nEQjM1 +wEz1VwaZp8XapasszCvz42QLDP4DDofTZQ== + "]], LineBox[CompressedData[" +1:eJwVk3k8VWkcxsmSkMK0UBQZZZIkVKinbiKkklCTPV1LmcaSsk0oRYSZsZQl +lWos1UUpkzV7lnvOua6lErKFcCREM5gzf7yf9/P96/2+v+f5KTmfP3ZmkYCA +QBJz/r9fN6hd2iVCItPHenE4zUWFsO8May2JgiM6QoZzXMyYlMlkKpHoTT65 +3kSAAJtvZeytTkLB7I6vnCgB1lBYriiLxC1rjmbzcgL+Gtz6s8Ykbkc/emwh +SyDXR66fPETi8Q1b8ZIVBBTnOXIpNiRGnUVjfpYnYLX/n+0CdiSql8fWRK8l +EB1hdPiMM4kMowWRx4oEZmU+hG31JBGS51uZp0xA88SmtHhvErTbJZtbKoxP +ms/L2Ysk8u47KJ5TJcDfKD5SGUbi66TPhfdqBCQ8rUTVIkiYJ80oXtzM+Obf +XR9zk4RQhpSGwBbGz2CH1YlbJLz+VX7+biuBT6Fh50vSSCyXLjNW38b41jZF +KmcwvlzVgLNajK+k3IPrmST+Hcj6+dZ2xtfCpXTkCQn5iLmZfG0ClYmcdotn +JJZk658p0iHw/f33iReFJEKP93DydAlsUzJauraUhEEPbyhhBwE39u8bQytJ +WO21UHHbSSA9p2PfQB3zfzUhr027CLSOb7Q145IIt6c/tjK8VNfHL7eZRGF7 +UKSPHgHDwNK4FW9JJP/jFTDPcGD5kpyAThIV5V9rL+oTyBexqu7qJTHbfTW8 +i+FB07tdhkMkkmaFa3UMCKyL+zybNUbC4ynnbgDDpU6Xs/K/kgiaCNuTw7D9 +dtmTRTNMnhVNbY0Mzwn/JVY1R8Iynx/cxXBqq15h4yIK1T7rWL0M62dyXVsW +UyjSuKTbzvA7f+dVnZIUxluGz5Uy7G82XTMgTWHev+pbAsOrFW740SspWCf/ +MWTP8MsxBdWZNRSW+SpbyTFsXZ7XIqBEoeJwiHk14z/9+4HwJaoU7Gqn+50Z +Tjj9VltmM4Xp1VJaE8z/tXU8++Q1KdSejjrw/3z4ooLxG3QoyE2c1x5g5ufT +Hr9fXY/Cb4EzMmYMy2Rv+qoNClLs1Kl7zPzzAovv7zakMCSy9Mswk89R86PH +jEwofHqnLa/KcOz4xTwbSwpxLp6mPky+GhUSTo4nKJSLegSFM/lz/0xf7m5H +IW/T5LYbTD8kd9SeD3ClEGXTfvks06ccsVPrrpyjUP9bneFBTQKm78a4UV4U +vEt+HVjF9C8ieKVGWiAFsYl9a+LUCYhUnRkpi6WgkjXIH2D6/SBhNqUunoJ2 +jq6Y3Y9M/q43zajbFN6PlTbXbCAQJl6Q3ZNBYUXw7fgL6wnMHxV2Fymk0BJw +5BeWHIE05VurpUqY+VfIyJ5YRcBgcnPdygoKLBf2SmdmPwOTLDduaqQQtL/8 +jqU0gZkP9/tNuykojbdd54gRSOLoJlj2U5B8k//Fg9l/3dB6Q9thCjX7IyLX +CBO4oDKR4TnJvJer+sR2gYsJj33OcWI8tEWxcp2muPj8rauzRZOHxDAn65gu +Ll64xlaY6vLwIXI2xaODi5C2PY/K9HnM3oWoG7zlYuXLNM8sIx6E/ZWKy3hc +sPxO/RtkywP5Z5n/oWoukidb5VQieOj+IlmYksnFwS9Nx727eEjdy3aQdOdC +1il456c+Hi60cIzaXLjoJNXX2g7zwIpwoVMcufDNjeo9MMVDgc4BadkTXKSf +N/GWk2hGono5u9iIi+nRqthy3Wbk+0T7yW3g4sFwUb1UTDMsZPbGDrQ3QUrh +L7qvj4+odVcUx582Yq/1lQ+9Q3yw/ohTeJPdCO9Yh4aeMT4iid3ZDx41olVw +9V/dM3zw/3aMOX2nEXcGIuw7JFsg4m/uLBjTCI1cj6Zm7RZ4CKsEV3o2wny/ +Rk7F1Rb0qtY3X9/aiGj3AvZdlVa8dA9bF1fcgOG9TyIkfmrF+z9CCnsKG2C8 ++mG239ZWzPB5b3cWNGBRbfzYIb1W6AhapNNPGuCv4us3e6QV+SFGsdfSG8Du +0rp2LLAVR6pfbT5+pQH7rHIfCvNa8XtqLFvXvAHTe3P63C634cb1x68HPtXD +V6vq+crKdvz9J7tTQaseXU+roiild2Ab67KenXyDfzz4KWoB77HoSkBCvGsd +Nu9bPM8u6kBWncQj38BaGN9Xcs1b1QlWzGW3qus1uKjgoPzRtgsL4kWvVrys +hvqIlUSbeTckE7w8oyeqILtsXKzqezcqS6wnkldUQbgshbMh9SO22ZSm7d9V +ibPaRW+XmPUg0EHe/wyrAjkmzndLp3swLv55a6XVa0x9ll8+kNiLFw4P9Q9f +LUeBpbFQvGEfcpRHRCaOlOHywfD05wN9sD/oM1/3uARKH0zbM8L7sSe+qSB9 +oQh6O67Gy2kN4LKUaG7t+lewVSRmBZsHMJSjL/6eXYip+ps9v4Z+QrznD+6F +t1/glrC97zGVQdhbizzV+/Ycsp0F9xdVDSI0aWa68OQziASHHt/lNYSIjivs +xMg8CGTZc3pkhtFo3TYndJsD72TOTZmKYYwIeSm3teegZHOEmPQvn8FPjh25 +ZJwJaVNv9TCpEZwzmk0tX/IQHVvIZv/iEVS3rqafht1D7h2o9NmP4tnHzOM9 +Bqmw4+hKK8yP4oi/iNKERwJCwu+FdmSPwbKJWysmEY0ngwopUodorO9vKfDb +FoyItHDHzsM01NIWlpgXBcHl2OiPTy1omDv+3a51IAhri4tzzW1omLR8tVA/ +GYgbsadqop1p6P36xJUX6g833dtfxP1pjMbsXlPdcgHKV384uPgRDZejE1ol +Sz0xvzNoaVsmjd538VNxKufwdrSX9yiHxmBk5TU//bOIs3lmZ5RHY/Hi03O+ +7u5Y+OmYT3gxDbf+iaOaNWfQQcXeEWqm0d3Wv2AqbIfCa99ON7fQMBSZFc7e +fgrx+g5qGe00ppd7D8ufPgmzhxrPWZ00fggOzNpSYYVXl5rehA7RUH5WNvlZ +0ByJW3RiLUZoqAs4KV5zMoFXT+pxJZqGWcy9tdteH8CmQ+e6yidpiChkL3IU +3A1hQf6DuG800gMbtOfLddBdoO/h+J0GnVz4wkpwC4o9MrZqztEoGVyWeFVQ +AUnrJKYWFmiINxv+xNlnsOc/ZWG6dw== + "]]}, + Annotation[#, "Charting`Private`Tag$24329#1"]& ], + TagBox[ + {RGBColor[0.880722, 0.611041, 0.142051], AbsoluteThickness[1.6], Opacity[ + 1.], LineBox[CompressedData[" +1:eJxTTMoPSmViYGDQBGIQ7ZX64uKBl6F2MJrFWargvqSJPYw2nj9jzmZJFzjt +ffb6prmSIXA6POX73kmSKXD6rn67c69kCZxeIOrf1iXZAqcbOTard0pOgdMR +kQvXf/i4BE5z/2+McZdbD6dVA9+9ONy9BU6Xn7O0n/FlJ5wW3yJ4j5FxP5ze +9sj5zHmbQ3D6UNZc6cg3R+D0VzVb/rW5x+E008/VAtKqp+C02f+EbcHrzsBp +H98DTa47EHTybHl/80MIeoL5vedS1xD0y/xoyUd/EfScB6E1Bb5n4TTjIS+n +3jcIWkJgFV/9NwStF8d5u4DhHJyO+nW8OEQEQW8xcl0qbYOg0xbbc6zqRtBn +WkzOHdM6D6et+E8zTTRF0CtmJppHOyDo5nV9C96HImirGy+KJBoR9Iqk+uWP +uhG02FvRO2umIeiPjM6ujmsQ9ArtueJZ1xG02DZjH5NHCLrF4VTDvzcIujZj +DX/vVwQNAMK1OfI= + "]], LineBox[CompressedData[" +1:eJwVzns01Gkcx/EpE3YtGVpbm8lOW2dJIwlROz7ltETqbEqXCcnKymUrzRat ++5pdx31bZXKtpkRjDUUpw6DpgvL7MYo2hjQpjWlsSGi0v/54znNe53k/z/dh +BR72PjiXRqN5UevT3tRmFeU8j0T8w0xu8gcCSxxOlZl+QWJktYfy7SSBNKml +os+MhPCRMqxplEAznffe1ZzqL18VW6oJvPeQmpSySOyLThjLGiYQ3OXjHrmS +BINp/pv/IAHX4aRKXVeqD9qROiMnEG3T3hrmToLryGoPJAlUHlv0gvQi4aCv +YbQ+oObPihfl76bmi1LPCu4QmDLpS1oVQfVjTaUON6j++7U+ewRUn2R773Ae +AYts1VTZGxKqYkO6MoBAw4H4sqtjJLobfJQpfgT815jurXtPoqmvUMbmEih4 +vK72wdwOCBbb8E/sILCQmXpcY9aBH3K36Rq4ETC5Yjlmjw4UZ2bp21kTmCc7 +OCLN6oB3LMMwYaIdqsl+xSPbTtzkfmlmntqOi6/rWo0y5eAY9URtOf8QRszL +GqWyC1652TUSyQOkH6oJPrfsMbYF9RqfftmGdxtEypD4buiteC4JorWBZyer +Nrvdg2trYv/Mt2xFf4UsrYP1L8wcOy+0uLRgJrQr3+rkU9CNmALnvfdhvVFv +NriuF0qrGZHx7/fgfoH1c9VXCsS45Bj3593FCeb+pc98+6Gb2/j3guY7WDni +Y9C9dQCL7wyOpqllMJ0/qi+bHsBLlbRoWlcGujRf/G3BM5Tssg0jV91GmH3d +k8+2DML81r6UQrdmiDwCzzW8ozwWE19+oAkTqq+Nh848x/wjq08vTW9EzQ53 +nZxNSvDaNk5aeEgRv5lfXD2kRIWL+5wWQT1YfZ49Qv4LzPo6SSdG67BubXLO +IrshSMKLlzCW34LvEmJqjnwIAXR23fSJWky0ZgweSXwJXobtVGfJdQjo/jzv +Za8QXsTlRY9Xw1RRc2Gu7BWiuEeEQs9rmBebuNP56DDG9T4ck8RUgVbmLx40 +eY3yk7467vliROaJM0yaX8PrfvmBt+Mi1Fun6DN+UcE4vOu7S/tLwfCMXJlk +NIJSC4+Qcb1L6GWT8mjJCBZeL1N9E3IelUVYpvRXo7K2olNuUAA/sSODOatG +VFVtIe/QaSTwzyf2XnkD2oB9X3FEOv55xcw38tIgwWkvma2NRUohP0CxTYPG +hoM5efxYBHmrl1dsp7wpcs9Fw1iYSySVW3dT/jFt4AYzBqlZ++6mB2pAO1Q/ +quCcRIjj2f8+j9Yg4CyLwY47jqXJCzbrlVD9uFx4ShuBWacYw+5SyjS1dYlh +BJ6on3eWiKj7hrrVN5nhyN59zc+tivrPcifZACcUH1d4H+NLqN6nQGkTF4ze +jqwiHTl1HtHieUbrh9o/Jn+SP6LMn+HWM32Rs36/lbCHciE7TMnhYsslm2pX +BfV++19pdnG7cCvqYUviMGX/akGhdivOsB2yto9Qzlx4U8XxxNHBgp0sDWVp +zBPnODdYeoX3N45T3pBqX67lgD6n62L2JOVz3r9ujnPEQM360IBpyjTH8BYt +G5JQ4SpbLeWEjKc6s0zkWhhMfPz46ZwmE63luPwPGt9gnQ== + "]]}, + Annotation[#, "Charting`Private`Tag$24329#1"]& ], {}}, {}}, + AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948], + Axes->{True, True}, + AxesLabel->{None, None}, + AxesOrigin->{0, 0}, + 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]], + ImagePadding->All, + Method->{ + "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> { + "Version" -> 1.2, "TrackMousePosition" -> {True, False}, + "Effects" -> { + "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, + "Droplines" -> { + "freeformCursorMode" -> True, + "placement" -> {"x" -> "All", "y" -> "None"}}}}, "DefaultMeshStyle" -> + AbsolutePointSize[6], "ScalingFunctions" -> None, + "CoordinatesToolOptions" -> {"DisplayFunction" -> ({ + (Identity[#]& )[ + Part[#, 1]], + (Identity[#]& )[ + Part[#, 2]]}& ), "CopiedValueFunction" -> ({ + (Identity[#]& )[ + Part[#, 1]], + (Identity[#]& )[ + Part[#, 2]]}& )}}, + PlotRange->{All, {-0.3, 0.3}}, + PlotRangeClipping->True, + PlotRangePadding->{{ + Scaled[0.02], + Scaled[0.02]}, {0, 0}}, + Ticks->{Automatic, Automatic}]], "Output", + CellChangeTimes->{ + 3.962463045381081*^9, {3.9624630891642227`*^9, 3.962463118174769*^9}, { + 3.962463311605991*^9, 3.9624633397762012`*^9}, {3.962463371642089*^9, + 3.962463409681864*^9}, {3.9625558613940887`*^9, 3.962555881313218*^9}, + 3.962910087694344*^9, {3.962910155651545*^9, 3.9629102034641333`*^9}}, + CellLabel->"Out[37]=",ExpressionUUID->"3af1c6da-cebe-4ab8-9c57-781361c99333"] +}, Open ]] +}, Open ]], + +Cell[CellGroupData[{ + +Cell["Animaci\[OAcute]n", "Subsubsection", + CellChangeTimes->{{3.962555547588498*^9, + 3.962555565541234*^9}},ExpressionUUID->"0d18ab6b-fbc8-4e95-b7d7-\ +3831feed8d87"], + +Cell[CellGroupData[{ + +Cell[BoxData[{ + RowBox[{ + RowBox[{"L", "=", "1"}], ";"}], "\[IndentingNewLine]", + RowBox[{ + RowBox[{"c", "=", "1"}], ";"}], "\[IndentingNewLine]", + RowBox[{"Animate", "[", + RowBox[{ + RowBox[{"Plot", "[", + RowBox[{ + RowBox[{"\[Phi]", "[", + RowBox[{"x", ",", "t"}], "]"}], ",", + RowBox[{"{", + RowBox[{"x", ",", "0", ",", "L"}], "}"}], ",", + RowBox[{"PlotRange", "->", + RowBox[{"{", + RowBox[{"All", ",", " ", + RowBox[{"{", + RowBox[{ + RowBox[{"-", "0.3"}], ",", "0.3"}], "}"}]}], "}"}]}]}], "]"}], ",", + + RowBox[{"{", + RowBox[{"t", ",", "0", ",", "10", ",", ".01"}], "}"}]}], "]"}]}], "Input",\ + + CellChangeTimes->{{3.962461726046875*^9, 3.962461846911377*^9}, { + 3.962462908572858*^9, 3.962462910171372*^9}, {3.9624631324813223`*^9, + 3.9624631338160763`*^9}}, + CellLabel->"In[38]:=",ExpressionUUID->"dab62e36-b1d1-43e3-81cc-2f985fe55fa2"], + +Cell[BoxData[ + TagBox[ + StyleBox[ + DynamicModuleBox[{$CellContext`t$$ = 3.72, Typeset`show$$ = True, + Typeset`bookmarkList$$ = {}, Typeset`bookmarkMode$$ = "Menu", + Typeset`animator$$, Typeset`animvar$$ = 1, Typeset`name$$ = + "\"sin t\[IAcute]tulo\"", Typeset`specs$$ = {{ + Hold[$CellContext`t$$], 0, 10, 0.01}}, Typeset`size$$ = { + 598.9765625, {4., 13.}}, Typeset`update$$ = 0, Typeset`initDone$$, + Typeset`skipInitDone$$ = True}, + DynamicBox[Manipulate`ManipulateBoxes[ + 1, StandardForm, "Variables" :> {$CellContext`t$$ = 0}, + "ControllerVariables" :> {}, + "OtherVariables" :> { + Typeset`show$$, Typeset`bookmarkList$$, Typeset`bookmarkMode$$, + Typeset`animator$$, Typeset`animvar$$, Typeset`name$$, + Typeset`specs$$, Typeset`size$$, Typeset`update$$, Typeset`initDone$$, + Typeset`skipInitDone$$}, "Body" :> Plot[ + $CellContext`\[Phi][$CellContext`x, $CellContext`t$$], \ +{$CellContext`x, 0, $CellContext`L}, PlotRange -> {All, {-0.3, 0.3}}], + "Specifications" :> {{$CellContext`t$$, 0, 10, 0.01, + AppearanceElements -> { + "ProgressSlider", "PlayPauseButton", "FasterSlowerButtons", + "DirectionButton"}}}, + "Options" :> { + ControlType -> Animator, AppearanceElements -> None, DefaultBaseStyle -> + "Animate", DefaultLabelStyle -> "AnimateLabel", SynchronousUpdating -> + True, ShrinkingDelay -> 10.}, "DefaultOptions" :> {}], + ImageSizeCache->{958., {34.861328125, 42.138671875}}, + SingleEvaluation->True], + Deinitialization:>None, + DynamicModuleValues:>{}, + SynchronousInitialization->True, + UndoTrackedVariables:>{Typeset`show$$, Typeset`bookmarkMode$$}, + UnsavedVariables:>{Typeset`initDone$$}, + UntrackedVariables:>{Typeset`size$$}], "Animate", + Deployed->True, + StripOnInput->False], + Manipulate`InterpretManipulate[1]]], "Output", + CellChangeTimes->{ + 3.962461739065093*^9, {3.962461772254776*^9, 3.9624618720765553`*^9}, + 3.962461941593378*^9, 3.962462828862472*^9, 3.962462862599537*^9, { + 3.962462901899777*^9, 3.962462910934145*^9}, 3.9624631357178164`*^9, { + 3.962463312975547*^9, 3.9624633419018173`*^9}, {3.962463374164908*^9, + 3.962463412255027*^9}, 3.962555898824527*^9, 3.9629102099341383`*^9}, + CellLabel->"Out[40]=",ExpressionUUID->"f47ac29e-800a-4049-a0fc-0f99df2351b2"] +}, Open ]] }, Closed]] -}, Closed]] +}, Open ]], + +Cell[CellGroupData[{ + +Cell["Cuerda golpeada (piano)", "Subsection", + CellChangeTimes->{{3.962555958398696*^9, + 3.9625559700933533`*^9}},ExpressionUUID->"079682c7-7d19-444f-bf82-\ +e0a1156367ef"], + +Cell[CellGroupData[{ + +Cell["Condiciones", "Subsubsection", + CellChangeTimes->{{3.962555449300577*^9, 3.962555471611081*^9}, { + 3.96255559433354*^9, 3.962555622972241*^9}, {3.962555986999278*^9, + 3.962555987463567*^9}},ExpressionUUID->"8be25029-27cd-49a9-aa64-\ +1dfa75233388"], + +Cell[BoxData["Quit"], "Input", + CellChangeTimes->{{3.962555644479517*^9, 3.962555645076865*^9}}, + CellLabel->"In[17]:=",ExpressionUUID->"c96f527d-9caa-4c55-af9d-2f85e7347a52"], + +Cell["Supongamos que la velocidad inicial satisface", "Text", + CellChangeTimes->{{3.96246321283515*^9, 3.96246322466335*^9}, { + 3.9625553560698767`*^9, 3.962555363668726*^9}, {3.962555659755672*^9, + 3.962555660875506*^9}},ExpressionUUID->"d99321c2-2655-401c-9d96-\ +f1290b76920d"], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{ + RowBox[{"v0", "[", "x_", "]"}], "=", + RowBox[{ + RowBox[{ + RowBox[{"UnitStep", "[", + RowBox[{ + RowBox[{"L", "/", "4"}], "-", "x"}], "]"}], "x"}], "+", + RowBox[{ + RowBox[{"UnitStep", "[", + RowBox[{"x", "-", + RowBox[{"L", "/", "4"}]}], "]"}], + RowBox[{"(", + RowBox[{ + RowBox[{"L", "/", "4"}], "-", + RowBox[{ + RowBox[{"(", + RowBox[{"x", "-", + RowBox[{"L", "/", "4"}]}], ")"}], "/", "3"}]}], ")"}]}]}]}]], "Input",\ + + CellChangeTimes->{{3.9624599062661858`*^9, 3.962460056076868*^9}, { + 3.962460112712391*^9, 3.962460269836179*^9}, {3.9624615143519707`*^9, + 3.962461516653912*^9}, 3.9625556298595953`*^9}, + CellLabel->"In[1]:=",ExpressionUUID->"b2ec1ed2-adf7-4815-8ca6-2a48a743ebe7"], + +Cell[BoxData[ + RowBox[{ + RowBox[{"x", " ", + RowBox[{"UnitStep", "[", + RowBox[{ + FractionBox["L", "4"], "-", "x"}], "]"}]}], "+", + RowBox[{ + RowBox[{"(", + RowBox[{ + FractionBox["L", "4"], "+", + RowBox[{ + FractionBox["1", "3"], " ", + RowBox[{"(", + RowBox[{ + FractionBox["L", "4"], "-", "x"}], ")"}]}]}], ")"}], " ", + RowBox[{"UnitStep", "[", + RowBox[{ + RowBox[{"-", + FractionBox["L", "4"]}], "+", "x"}], "]"}]}]}]], "Output", + CellChangeTimes->{ + 3.962460057559025*^9, {3.962460117970415*^9, 3.9624601825675383`*^9}, + 3.962460270012486*^9, 3.962461404376052*^9, 3.9624615175381517`*^9, + 3.962462800885817*^9, 3.962555652088203*^9, 3.9625556892508907`*^9, + 3.962556028859417*^9, 3.962910293346538*^9, 3.962910876667452*^9}, + CellLabel->"Out[1]=",ExpressionUUID->"5b29ebcd-bd88-4304-a052-ffa4aa3f340b"] +}, Open ]], + +Cell["Posici\[OAcute]n inicial", "Text", + CellChangeTimes->{{3.962463229261167*^9, 3.962463234631624*^9}, { + 3.962555663379684*^9, + 3.9625556654995527`*^9}},ExpressionUUID->"d1ba0664-d592-44ef-9951-\ +46850c65e038"], + +Cell[BoxData[ + RowBox[{ + RowBox[{ + RowBox[{"\[Phi]0", "[", "x_", "]"}], "=", "0"}], ";"}]], "Input", + CellChangeTimes->{{3.962461574428129*^9, 3.962461582592329*^9}, + 3.962461614727244*^9, {3.962555632209543*^9, 3.9625556343007183`*^9}}, + CellLabel->"In[2]:=",ExpressionUUID->"08d8faf3-83e5-447b-aed0-1a7143927f06"], + +Cell["\<\ +Esto corresponde a una cuerda golpeada, como se puede ver en el \ +gr\[AAcute]fico de velocidades\ +\>", "Text", + CellChangeTimes->{{3.962555371615343*^9, 3.962555386564242*^9}, { + 3.9625556747316017`*^9, + 3.962555679339512*^9}},ExpressionUUID->"1fecc14f-8369-491c-85b8-\ +97e1c9de9a9d"], + +Cell[CellGroupData[{ + +Cell[BoxData[{ + RowBox[{ + RowBox[{"L", "=", "1"}], ";"}], "\[IndentingNewLine]", + RowBox[{"Plot", "[", + RowBox[{ + RowBox[{"v0", "[", "x", "]"}], ",", + RowBox[{"{", + RowBox[{"x", ",", "0", ",", "L"}], "}"}], ",", + RowBox[{"PlotRange", "->", + RowBox[{"{", + RowBox[{"All", ",", " ", + RowBox[{"{", + RowBox[{"0", ",", "0.5"}], "}"}]}], "}"}]}]}], + "]"}], "\[IndentingNewLine]", + RowBox[{"Clear", "[", "L", "]"}]}], "Input", + CellChangeTimes->{{3.9624600589672318`*^9, 3.9624600755561028`*^9}, + 3.9624601194453173`*^9, {3.962460282820859*^9, 3.962460294948463*^9}, { + 3.962461409228219*^9, 3.962461419699753*^9}, {3.96246152026335*^9, + 3.9624615223104897`*^9}, {3.96255568179226*^9, 3.962555682231721*^9}}, + CellLabel->"In[3]:=",ExpressionUUID->"0df3cacd-c2cf-4e40-ae58-28449b27c408"], + +Cell[BoxData[ + GraphicsBox[{{{}, {}, + TagBox[ + {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], Opacity[ + 1.], LineBox[CompressedData[" +1:eJxTTMoPSmViYGDQBGIQ7ZX64uKBl6F2MJrFWargvqSJPYw2nj9jzmZJFzjt +ffb6prmSIXA6POX73kmSKXD6rn67c69kCZxeIOrf1iXZAqcbOTard0pOgdMR +kQvXf/i4BE5z/2+McZdbD6dVA9+9ONy9BU6Xn7O0n/FlJ5wW3yJ4j5FxP5ze +9sj5zHmbQ3D6UNZc6cg3R+D0VzVb/rW5x+E008/VAtKqp+C02f+EbcHrzsBp +H98DTa47EHTybHl/80MIeoL5vedS1xD0y/xoyUd/EfScB6E1Bb5n4TTjIS+n +3jcIWkJgFV/9NwStF8d5u4DhHJyO+nW8OEQEQW8xcl0qbYOg0xbbc6zqRtBn +WkzOHdM6D6et+E8zTTRF0CtmJppHOyDo5nV9C96HImirGy+KJBoR9Iqk+uWP +uhG02FvRO2umIeiPjM6ujmsQ9ArtueJZ1xG02DZjH5NHCLrF4VTDvzcIujZj +DX/vVwQNAMK1OfI= + "]], LineBox[CompressedData[" +1:eJwVzns01Gkcx/EpE3YtGVpbm8lOW2dJIwlROz7ltETqbEqXCcnKymUrzRat ++5pdx31bZXKtpkRjDUUpw6DpgvL7MYo2hjQpjWlsSGi0v/54znNe53k/z/dh +BR72PjiXRqN5UevT3tRmFeU8j0T8w0xu8gcCSxxOlZl+QWJktYfy7SSBNKml +os+MhPCRMqxplEAznffe1ZzqL18VW6oJvPeQmpSySOyLThjLGiYQ3OXjHrmS +BINp/pv/IAHX4aRKXVeqD9qROiMnEG3T3hrmToLryGoPJAlUHlv0gvQi4aCv +YbQ+oObPihfl76bmi1LPCu4QmDLpS1oVQfVjTaUON6j++7U+ewRUn2R773Ae +AYts1VTZGxKqYkO6MoBAw4H4sqtjJLobfJQpfgT815jurXtPoqmvUMbmEih4 +vK72wdwOCBbb8E/sILCQmXpcY9aBH3K36Rq4ETC5Yjlmjw4UZ2bp21kTmCc7 +OCLN6oB3LMMwYaIdqsl+xSPbTtzkfmlmntqOi6/rWo0y5eAY9URtOf8QRszL +GqWyC1652TUSyQOkH6oJPrfsMbYF9RqfftmGdxtEypD4buiteC4JorWBZyer +Nrvdg2trYv/Mt2xFf4UsrYP1L8wcOy+0uLRgJrQr3+rkU9CNmALnvfdhvVFv +NriuF0qrGZHx7/fgfoH1c9VXCsS45Bj3593FCeb+pc98+6Gb2/j3guY7WDni +Y9C9dQCL7wyOpqllMJ0/qi+bHsBLlbRoWlcGujRf/G3BM5Tssg0jV91GmH3d +k8+2DML81r6UQrdmiDwCzzW8ozwWE19+oAkTqq+Nh848x/wjq08vTW9EzQ53 +nZxNSvDaNk5aeEgRv5lfXD2kRIWL+5wWQT1YfZ49Qv4LzPo6SSdG67BubXLO +IrshSMKLlzCW34LvEmJqjnwIAXR23fSJWky0ZgweSXwJXobtVGfJdQjo/jzv +Za8QXsTlRY9Xw1RRc2Gu7BWiuEeEQs9rmBebuNP56DDG9T4ck8RUgVbmLx40 +eY3yk7467vliROaJM0yaX8PrfvmBt+Mi1Fun6DN+UcE4vOu7S/tLwfCMXJlk +NIJSC4+Qcb1L6GWT8mjJCBZeL1N9E3IelUVYpvRXo7K2olNuUAA/sSODOatG +VFVtIe/QaSTwzyf2XnkD2oB9X3FEOv55xcw38tIgwWkvma2NRUohP0CxTYPG +hoM5efxYBHmrl1dsp7wpcs9Fw1iYSySVW3dT/jFt4AYzBqlZ++6mB2pAO1Q/ +quCcRIjj2f8+j9Yg4CyLwY47jqXJCzbrlVD9uFx4ShuBWacYw+5SyjS1dYlh +BJ6on3eWiKj7hrrVN5nhyN59zc+tivrPcifZACcUH1d4H+NLqN6nQGkTF4ze +jqwiHTl1HtHieUbrh9o/Jn+SP6LMn+HWM32Rs36/lbCHciE7TMnhYsslm2pX +BfV++19pdnG7cCvqYUviMGX/akGhdivOsB2yto9Qzlx4U8XxxNHBgp0sDWVp +zBPnODdYeoX3N45T3pBqX67lgD6n62L2JOVz3r9ujnPEQM360IBpyjTH8BYt +G5JQ4SpbLeWEjKc6s0zkWhhMfPz46ZwmE63luPwPGt9gnQ== + "]]}, + Annotation[#, "Charting`Private`Tag$4239#1"]& ], {}}, {}}, + AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948], + Axes->{True, True}, + AxesLabel->{None, None}, + AxesOrigin->{0, 0}, + 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]], + ImagePadding->All, + Method->{ + "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> { + "Version" -> 1.2, "TrackMousePosition" -> {True, False}, + "Effects" -> { + "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, + "Droplines" -> { + "freeformCursorMode" -> True, + "placement" -> {"x" -> "All", "y" -> "None"}}}}, "DefaultMeshStyle" -> + AbsolutePointSize[6], "ScalingFunctions" -> None, + "CoordinatesToolOptions" -> {"DisplayFunction" -> ({ + (Identity[#]& )[ + Part[#, 1]], + (Identity[#]& )[ + Part[#, 2]]}& ), "CopiedValueFunction" -> ({ + (Identity[#]& )[ + Part[#, 1]], + (Identity[#]& )[ + Part[#, 2]]}& )}}, + PlotRange->{All, {0., 0.5}}, + PlotRangeClipping->True, + PlotRangePadding->{{ + Scaled[0.02], + Scaled[0.02]}, {0, 0}}, + Ticks->{Automatic, Automatic}]], "Output", + CellChangeTimes->{ + 3.962461420224223*^9, 3.962461523000874*^9, 3.9624628011556253`*^9, { + 3.962555682753372*^9, 3.962555693645859*^9}, 3.9625560324115353`*^9, + 3.962910307419731*^9, 3.962910879320388*^9}, + CellLabel->"Out[4]=",ExpressionUUID->"c71c48ff-3422-43be-80c5-5938079643e0"] +}, Open ]] +}, Open ]], + +Cell[CellGroupData[{ + +Cell["Soluci\[OAcute]n ", "Subsubsection", + CellChangeTimes->{{3.962555484003696*^9, + 3.962555510245841*^9}},ExpressionUUID->"c0a9f905-e418-432f-a013-\ +7063f93bdd57"], + +Cell["Soluci\[OAcute]n para las amplitudes y fases", "Text", + CellChangeTimes->{{3.962463245401289*^9, + 3.962463267431857*^9}},ExpressionUUID->"4b546b92-2380-40f7-a157-\ +0016cec8c7e0"], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"ASin\[Delta]", "=", + RowBox[{"Assuming", "[", + RowBox[{ + RowBox[{"{", + RowBox[{ + RowBox[{"p", "\[Element]", "Integers"}], ",", + RowBox[{"L", ">", "0"}]}], "}"}], ",", + RowBox[{"Simplify", "[", + RowBox[{ + RowBox[{ + RowBox[{"-", "1"}], "/", "L"}], " ", + RowBox[{"Integrate", "[", + RowBox[{ + RowBox[{ + RowBox[{"\[Phi]0", "[", "x", "]"}], + RowBox[{"Sin", "[", + RowBox[{"\[Pi]", " ", + RowBox[{"p", "/", "L"}], " ", "x"}], "]"}]}], ",", + RowBox[{"{", + RowBox[{"x", ",", "0", ",", "L"}], "}"}]}], "]"}]}], "]"}]}], + "]"}]}]], "Input", + CellChangeTimes->{{3.9624603207007*^9, 3.962460376203795*^9}, { + 3.962460635149899*^9, 3.9624606969671297`*^9}, {3.962461428053484*^9, + 3.962461439220387*^9}, {3.9624615274183607`*^9, 3.962461560917666*^9}, + 3.9624628560559483`*^9, 3.9624628953912582`*^9}, + CellLabel->"In[6]:=",ExpressionUUID->"df3a2ac6-0a53-459c-aec7-3c950541fc2e"], + +Cell[BoxData["0"], "Output", + CellChangeTimes->{3.962555816653638*^9, 3.9625560426116447`*^9, + 3.9629103239629602`*^9, 3.9629108819675217`*^9}, + CellLabel->"Out[6]=",ExpressionUUID->"ea63d3f2-a45e-4700-b871-807445ec9465"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"ACos\[Delta]", "=", + RowBox[{"Assuming", "[", + RowBox[{ + RowBox[{"{", + RowBox[{ + RowBox[{"p", "\[Element]", "Integers"}], ",", + RowBox[{"L", ">", "0"}]}], "}"}], ",", + RowBox[{"Simplify", "[", + RowBox[{ + RowBox[{ + RowBox[{"-", "1"}], "/", + RowBox[{"(", + RowBox[{"\[Pi]", " ", "c", " ", "p"}], ")"}]}], " ", + RowBox[{"Integrate", "[", + RowBox[{ + RowBox[{ + RowBox[{"v0", "[", "x", "]"}], + RowBox[{"Sin", "[", + RowBox[{"\[Pi]", " ", + RowBox[{"p", "/", "L"}], " ", "x"}], "]"}]}], ",", + RowBox[{"{", + RowBox[{"x", ",", "0", ",", "L"}], "}"}]}], "]"}]}], "]"}]}], + "]"}]}]], "Input", + CellChangeTimes->{{3.962461466690763*^9, 3.96246148298485*^9}, { + 3.962461586084846*^9, 3.962461599460814*^9}}, + CellLabel->"In[7]:=",ExpressionUUID->"e18b69c5-0f04-45a8-a93f-396f74be2816"], + +Cell[BoxData[ + RowBox[{"-", + FractionBox[ + RowBox[{"4", " ", + SuperscriptBox["L", "2"], " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"p", " ", "\[Pi]"}], "4"], "]"}]}], + RowBox[{"3", " ", "c", " ", + SuperscriptBox["p", "3"], " ", + SuperscriptBox["\[Pi]", "3"]}]]}]], "Output", + CellChangeTimes->{3.962555819227765*^9, 3.962556046644096*^9, + 3.962910332364346*^9, 3.962910885947735*^9}, + CellLabel->"Out[7]=",ExpressionUUID->"f8310f0c-d41a-4080-9fbb-f1b0bcc5295b"] +}, Open ]], + +Cell[BoxData[ + RowBox[{ + RowBox[{"\[Delta]", "[", "p_", "]"}], ":=", + RowBox[{"p", " ", "\[Pi]"}]}]], "Input", + CellChangeTimes->{{3.9624616260206347`*^9, 3.962461643537562*^9}, { + 3.962556054998434*^9, 3.962556057973526*^9}}, + CellLabel->"In[8]:=",ExpressionUUID->"583abaee-9cfe-4485-adcf-cb26d19f6ff5"], + +Cell[BoxData[ + RowBox[{ + RowBox[{"A", "[", "p_", "]"}], ":=", + RowBox[{"ACos\[Delta]", "/", + RowBox[{"Cos", "[", + RowBox[{"\[Delta]", "[", "p", "]"}], "]"}]}]}]], "Input", + CellChangeTimes->{{3.962461664392232*^9, 3.9624616853347073`*^9}, { + 3.962556062039377*^9, 3.962556065494074*^9}}, + CellLabel->"In[9]:=",ExpressionUUID->"736ac648-d920-4641-8906-5885ab04062c"], + +Cell["Soluci\[OAcute]n completa", "Text", + CellChangeTimes->{{3.962463270777156*^9, + 3.96246327945749*^9}},ExpressionUUID->"08c68b82-ab9e-477c-a4c0-\ +b8d9b84c5718"], + +Cell[BoxData[ + RowBox[{ + RowBox[{"pmax", "=", "15"}], ";"}]], "Input", + CellChangeTimes->{{3.96246338108457*^9, 3.962463399405508*^9}}, + CellLabel->"In[10]:=",ExpressionUUID->"f66a3fbc-eb89-40d4-903f-2c864500ea67"], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{ + RowBox[{"\[Phi]", "[", + RowBox[{"x_", ",", "t_"}], "]"}], "=", + RowBox[{ + RowBox[{"-", "2"}], + RowBox[{"Sum", "[", + RowBox[{ + RowBox[{ + RowBox[{"A", "[", "p", "]"}], + RowBox[{"Sin", "[", + RowBox[{"\[Pi]", " ", "p", " ", + RowBox[{"x", "/", "L"}]}], "]"}], + RowBox[{"Sin", "[", + RowBox[{ + RowBox[{"\[Pi]", " ", "p", " ", "c", " ", + RowBox[{"t", "/", "L"}]}], "+", + RowBox[{"\[Delta]", "[", "p", "]"}]}], "]"}]}], ",", + RowBox[{"{", + RowBox[{"p", ",", "1", ",", "pmax"}], "}"}]}], "]"}]}]}]], "Input", + CellChangeTimes->{{3.962460536770708*^9, 3.962460570987171*^9}, { + 3.962460675131118*^9, 3.962460676483143*^9}, {3.962460714042923*^9, + 3.962460771852673*^9}, {3.9624608558049803`*^9, 3.962460864996828*^9}, { + 3.9624616936441603`*^9, 3.9624617218002043`*^9}, 3.962461869181178*^9, + 3.962461938556758*^9, {3.962462884562278*^9, 3.962462884728043*^9}, { + 3.9624633307610607`*^9, 3.962463332079885*^9}}, + CellLabel->"In[11]:=",ExpressionUUID->"1386de0c-9d99-4725-9e36-bd21a06ce122"], + +Cell[BoxData[ + RowBox[{ + RowBox[{"-", "2"}], " ", + RowBox[{"(", + RowBox[{ + RowBox[{"-", + FractionBox[ + RowBox[{"2", " ", + SqrtBox["2"], " ", + SuperscriptBox["L", "2"], " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"c", " ", "\[Pi]", " ", "t"}], "L"], "]"}], " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"\[Pi]", " ", "x"}], "L"], "]"}]}], + RowBox[{"3", " ", "c", " ", + SuperscriptBox["\[Pi]", "3"]}]]}], "-", + FractionBox[ + RowBox[{ + SuperscriptBox["L", "2"], " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"2", " ", "c", " ", "\[Pi]", " ", "t"}], "L"], "]"}], " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"2", " ", "\[Pi]", " ", "x"}], "L"], "]"}]}], + RowBox[{"6", " ", "c", " ", + SuperscriptBox["\[Pi]", "3"]}]], "-", + FractionBox[ + RowBox[{"2", " ", + SqrtBox["2"], " ", + SuperscriptBox["L", "2"], " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"3", " ", "c", " ", "\[Pi]", " ", "t"}], "L"], "]"}], " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"3", " ", "\[Pi]", " ", "x"}], "L"], "]"}]}], + RowBox[{"81", " ", "c", " ", + SuperscriptBox["\[Pi]", "3"]}]], "+", + FractionBox[ + RowBox[{"2", " ", + SqrtBox["2"], " ", + SuperscriptBox["L", "2"], " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"5", " ", "c", " ", "\[Pi]", " ", "t"}], "L"], "]"}], " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"5", " ", "\[Pi]", " ", "x"}], "L"], "]"}]}], + RowBox[{"375", " ", "c", " ", + SuperscriptBox["\[Pi]", "3"]}]], "+", + FractionBox[ + RowBox[{ + SuperscriptBox["L", "2"], " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"6", " ", "c", " ", "\[Pi]", " ", "t"}], "L"], "]"}], " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"6", " ", "\[Pi]", " ", "x"}], "L"], "]"}]}], + RowBox[{"162", " ", "c", " ", + SuperscriptBox["\[Pi]", "3"]}]], "+", + FractionBox[ + RowBox[{"2", " ", + SqrtBox["2"], " ", + SuperscriptBox["L", "2"], " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"7", " ", "c", " ", "\[Pi]", " ", "t"}], "L"], "]"}], " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"7", " ", "\[Pi]", " ", "x"}], "L"], "]"}]}], + RowBox[{"1029", " ", "c", " ", + SuperscriptBox["\[Pi]", "3"]}]], "-", + FractionBox[ + RowBox[{"2", " ", + SqrtBox["2"], " ", + SuperscriptBox["L", "2"], " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"9", " ", "c", " ", "\[Pi]", " ", "t"}], "L"], "]"}], " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"9", " ", "\[Pi]", " ", "x"}], "L"], "]"}]}], + RowBox[{"2187", " ", "c", " ", + SuperscriptBox["\[Pi]", "3"]}]], "-", + FractionBox[ + RowBox[{ + SuperscriptBox["L", "2"], " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"10", " ", "c", " ", "\[Pi]", " ", "t"}], "L"], "]"}], " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"10", " ", "\[Pi]", " ", "x"}], "L"], "]"}]}], + RowBox[{"750", " ", "c", " ", + SuperscriptBox["\[Pi]", "3"]}]], "-", + FractionBox[ + RowBox[{"2", " ", + SqrtBox["2"], " ", + SuperscriptBox["L", "2"], " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"11", " ", "c", " ", "\[Pi]", " ", "t"}], "L"], "]"}], " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"11", " ", "\[Pi]", " ", "x"}], "L"], "]"}]}], + RowBox[{"3993", " ", "c", " ", + SuperscriptBox["\[Pi]", "3"]}]], "+", + FractionBox[ + RowBox[{"2", " ", + SqrtBox["2"], " ", + SuperscriptBox["L", "2"], " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"13", " ", "c", " ", "\[Pi]", " ", "t"}], "L"], "]"}], " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"13", " ", "\[Pi]", " ", "x"}], "L"], "]"}]}], + RowBox[{"6591", " ", "c", " ", + SuperscriptBox["\[Pi]", "3"]}]], "+", + FractionBox[ + RowBox[{ + SuperscriptBox["L", "2"], " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"14", " ", "c", " ", "\[Pi]", " ", "t"}], "L"], "]"}], " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"14", " ", "\[Pi]", " ", "x"}], "L"], "]"}]}], + RowBox[{"2058", " ", "c", " ", + SuperscriptBox["\[Pi]", "3"]}]], "+", + FractionBox[ + RowBox[{"2", " ", + SqrtBox["2"], " ", + SuperscriptBox["L", "2"], " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"15", " ", "c", " ", "\[Pi]", " ", "t"}], "L"], "]"}], " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"15", " ", "\[Pi]", " ", "x"}], "L"], "]"}]}], + RowBox[{"10125", " ", "c", " ", + SuperscriptBox["\[Pi]", "3"]}]]}], ")"}]}]], "Output", + CellChangeTimes->{ + 3.962461722146682*^9, 3.962461869379499*^9, 3.962461939080865*^9, + 3.962462816400888*^9, {3.962462861798956*^9, 3.962462900767913*^9}, + 3.96246333258848*^9, {3.962463382816052*^9, 3.962463402239911*^9}, + 3.962556081104953*^9, 3.9629103617602243`*^9, 3.962910887651569*^9}, + CellLabel->"Out[11]=",ExpressionUUID->"63c2ae4b-c22a-4149-be40-399a98061b60"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"modos", "=", + RowBox[{"Table", "[", + RowBox[{ + RowBox[{ + RowBox[{"A", "[", "p", "]"}], + RowBox[{"Sin", "[", + RowBox[{"\[Pi]", " ", "p", " ", + RowBox[{"x", "/", "L"}]}], "]"}], + RowBox[{"Sin", "[", + RowBox[{ + RowBox[{"\[Pi]", " ", "p", " ", "c", " ", + RowBox[{"t", "/", "L"}]}], "+", + RowBox[{"\[Delta]", "[", "p", "]"}]}], "]"}]}], ",", + RowBox[{"{", + RowBox[{"p", ",", "1", ",", "pmax"}], "}"}]}], "]"}]}]], "Input", + CellChangeTimes->{{3.962462933843292*^9, 3.962462982445938*^9}, { + 3.962463054628879*^9, 3.9624630558924837`*^9}, {3.9624632879487143`*^9, + 3.962463306649392*^9}}, + CellLabel->"In[12]:=",ExpressionUUID->"73cb5bb6-076b-4578-98ed-8ecbd4618a40"], + +Cell[BoxData[ + RowBox[{"{", + RowBox[{ + RowBox[{"-", + FractionBox[ + RowBox[{"2", " ", + SqrtBox["2"], " ", + SuperscriptBox["L", "2"], " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"c", " ", "\[Pi]", " ", "t"}], "L"], "]"}], " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"\[Pi]", " ", "x"}], "L"], "]"}]}], + RowBox[{"3", " ", "c", " ", + SuperscriptBox["\[Pi]", "3"]}]]}], ",", + RowBox[{"-", + FractionBox[ + RowBox[{ + SuperscriptBox["L", "2"], " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"2", " ", "c", " ", "\[Pi]", " ", "t"}], "L"], "]"}], " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"2", " ", "\[Pi]", " ", "x"}], "L"], "]"}]}], + RowBox[{"6", " ", "c", " ", + SuperscriptBox["\[Pi]", "3"]}]]}], ",", + RowBox[{"-", + FractionBox[ + RowBox[{"2", " ", + SqrtBox["2"], " ", + SuperscriptBox["L", "2"], " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"3", " ", "c", " ", "\[Pi]", " ", "t"}], "L"], "]"}], " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"3", " ", "\[Pi]", " ", "x"}], "L"], "]"}]}], + RowBox[{"81", " ", "c", " ", + SuperscriptBox["\[Pi]", "3"]}]]}], ",", "0", ",", + FractionBox[ + RowBox[{"2", " ", + SqrtBox["2"], " ", + SuperscriptBox["L", "2"], " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"5", " ", "c", " ", "\[Pi]", " ", "t"}], "L"], "]"}], " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"5", " ", "\[Pi]", " ", "x"}], "L"], "]"}]}], + RowBox[{"375", " ", "c", " ", + SuperscriptBox["\[Pi]", "3"]}]], ",", + FractionBox[ + RowBox[{ + SuperscriptBox["L", "2"], " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"6", " ", "c", " ", "\[Pi]", " ", "t"}], "L"], "]"}], " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"6", " ", "\[Pi]", " ", "x"}], "L"], "]"}]}], + RowBox[{"162", " ", "c", " ", + SuperscriptBox["\[Pi]", "3"]}]], ",", + FractionBox[ + RowBox[{"2", " ", + SqrtBox["2"], " ", + SuperscriptBox["L", "2"], " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"7", " ", "c", " ", "\[Pi]", " ", "t"}], "L"], "]"}], " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"7", " ", "\[Pi]", " ", "x"}], "L"], "]"}]}], + RowBox[{"1029", " ", "c", " ", + SuperscriptBox["\[Pi]", "3"]}]], ",", "0", ",", + RowBox[{"-", + FractionBox[ + RowBox[{"2", " ", + SqrtBox["2"], " ", + SuperscriptBox["L", "2"], " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"9", " ", "c", " ", "\[Pi]", " ", "t"}], "L"], "]"}], " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"9", " ", "\[Pi]", " ", "x"}], "L"], "]"}]}], + RowBox[{"2187", " ", "c", " ", + SuperscriptBox["\[Pi]", "3"]}]]}], ",", + RowBox[{"-", + FractionBox[ + RowBox[{ + SuperscriptBox["L", "2"], " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"10", " ", "c", " ", "\[Pi]", " ", "t"}], "L"], "]"}], " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"10", " ", "\[Pi]", " ", "x"}], "L"], "]"}]}], + RowBox[{"750", " ", "c", " ", + SuperscriptBox["\[Pi]", "3"]}]]}], ",", + RowBox[{"-", + FractionBox[ + RowBox[{"2", " ", + SqrtBox["2"], " ", + SuperscriptBox["L", "2"], " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"11", " ", "c", " ", "\[Pi]", " ", "t"}], "L"], "]"}], " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"11", " ", "\[Pi]", " ", "x"}], "L"], "]"}]}], + RowBox[{"3993", " ", "c", " ", + SuperscriptBox["\[Pi]", "3"]}]]}], ",", "0", ",", + FractionBox[ + RowBox[{"2", " ", + SqrtBox["2"], " ", + SuperscriptBox["L", "2"], " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"13", " ", "c", " ", "\[Pi]", " ", "t"}], "L"], "]"}], " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"13", " ", "\[Pi]", " ", "x"}], "L"], "]"}]}], + RowBox[{"6591", " ", "c", " ", + SuperscriptBox["\[Pi]", "3"]}]], ",", + FractionBox[ + RowBox[{ + SuperscriptBox["L", "2"], " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"14", " ", "c", " ", "\[Pi]", " ", "t"}], "L"], "]"}], " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"14", " ", "\[Pi]", " ", "x"}], "L"], "]"}]}], + RowBox[{"2058", " ", "c", " ", + SuperscriptBox["\[Pi]", "3"]}]], ",", + FractionBox[ + RowBox[{"2", " ", + SqrtBox["2"], " ", + SuperscriptBox["L", "2"], " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"15", " ", "c", " ", "\[Pi]", " ", "t"}], "L"], "]"}], " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"15", " ", "\[Pi]", " ", "x"}], "L"], "]"}]}], + RowBox[{"10125", " ", "c", " ", + SuperscriptBox["\[Pi]", "3"]}]]}], "}"}]], "Output", + CellChangeTimes->{{3.962462950567539*^9, 3.962462984808421*^9}, + 3.962463056632148*^9, {3.962463307303125*^9, 3.962463334634178*^9}, { + 3.962463383751441*^9, 3.962463404622436*^9}, {3.9625560840308437`*^9, + 3.962556113619837*^9}, 3.962910364573044*^9, 3.96291088918229*^9}, + CellLabel->"Out[12]=",ExpressionUUID->"27a7a918-2fab-4a89-a066-4abdccecb2c9"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{ + RowBox[{"modos", "[", + RowBox[{"[", "2", "]"}], "]"}], "/", + RowBox[{"modos", "[", + RowBox[{"[", "1", "]"}], "]"}]}]], "Input", + CellChangeTimes->{{3.962910769797117*^9, 3.962910772871526*^9}}, + CellLabel->"In[13]:=",ExpressionUUID->"7a7c1bc7-c8e0-46e4-9b2f-a12624ac2313"], + +Cell[BoxData[ + FractionBox[ + RowBox[{ + RowBox[{"Csc", "[", + FractionBox[ + RowBox[{"c", " ", "\[Pi]", " ", "t"}], "L"], "]"}], " ", + RowBox[{"Csc", "[", + FractionBox[ + RowBox[{"\[Pi]", " ", "x"}], "L"], "]"}], " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"2", " ", "c", " ", "\[Pi]", " ", "t"}], "L"], "]"}], " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"2", " ", "\[Pi]", " ", "x"}], "L"], "]"}]}], + RowBox[{"4", " ", + SqrtBox["2"]}]]], "Output", + CellChangeTimes->{3.962910773775475*^9, 3.962910820223394*^9, + 3.962910896440716*^9}, + CellLabel->"Out[13]=",ExpressionUUID->"53861458-64fe-4b16-89f6-7195bcbb9509"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{ + RowBox[{"modos", "[", + RowBox[{"[", "3", "]"}], "]"}], "/", + RowBox[{"modos", "[", + RowBox[{"[", "1", "]"}], "]"}]}]], "Input", + CellChangeTimes->{{3.962910834370913*^9, 3.962910834902462*^9}}, + CellLabel->"In[14]:=",ExpressionUUID->"e92edf57-44ca-4d6b-bdf6-be490f83b3ab"], + +Cell[BoxData[ + RowBox[{ + FractionBox["1", "27"], " ", + RowBox[{"Csc", "[", + FractionBox[ + RowBox[{"c", " ", "\[Pi]", " ", "t"}], "L"], "]"}], " ", + RowBox[{"Csc", "[", + FractionBox[ + RowBox[{"\[Pi]", " ", "x"}], "L"], "]"}], " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"3", " ", "c", " ", "\[Pi]", " ", "t"}], "L"], "]"}], " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"3", " ", "\[Pi]", " ", "x"}], "L"], "]"}]}]], "Output", + CellChangeTimes->{3.9629108353040667`*^9, 3.962910902588457*^9}, + CellLabel->"Out[14]=",ExpressionUUID->"32ba4fe6-8e07-4c45-b59b-9c485a543f9a"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{ + RowBox[{"modos", "[", + RowBox[{"[", "4", "]"}], "]"}], "/", + RowBox[{"modos", "[", + RowBox[{"[", "1", "]"}], "]"}]}]], "Input", + CellChangeTimes->{3.96291084535872*^9}, + CellLabel->"In[15]:=",ExpressionUUID->"085e0d1d-77d6-4d12-aa4b-0c5561abf5e0"], + +Cell[BoxData["0"], "Output", + CellChangeTimes->{3.962910845593038*^9, 3.962910905267818*^9}, + CellLabel->"Out[15]=",ExpressionUUID->"bc07287e-a574-4e91-a70f-72c013577a4e"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{ + RowBox[{"modos", "[", + RowBox[{"[", "5", "]"}], "]"}], "/", + RowBox[{"modos", "[", + RowBox[{"[", "1", "]"}], "]"}]}]], "Input", + CellChangeTimes->{3.962910850846569*^9}, + CellLabel->"In[16]:=",ExpressionUUID->"b4a44e9b-2cc8-41cd-9f95-8c8f502de11c"], + +Cell[BoxData[ + RowBox[{ + RowBox[{"-", + FractionBox["1", "125"]}], " ", + RowBox[{"Csc", "[", + FractionBox[ + RowBox[{"c", " ", "\[Pi]", " ", "t"}], "L"], "]"}], " ", + RowBox[{"Csc", "[", + FractionBox[ + RowBox[{"\[Pi]", " ", "x"}], "L"], "]"}], " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"5", " ", "c", " ", "\[Pi]", " ", "t"}], "L"], "]"}], " ", + RowBox[{"Sin", "[", + FractionBox[ + RowBox[{"5", " ", "\[Pi]", " ", "x"}], "L"], "]"}]}]], "Output", + CellChangeTimes->{3.962910851207082*^9, 3.962910908085904*^9}, + CellLabel->"Out[16]=",ExpressionUUID->"e8db43fd-96d1-431b-b383-6d76a769ed64"] +}, Open ]], + +Cell[BoxData[ + RowBox[{ + RowBox[{"todo", "=", + RowBox[{ + RowBox[{"Join", "[", + RowBox[{"modos", ",", + RowBox[{"{", + RowBox[{ + RowBox[{"\[Phi]", "[", + RowBox[{"x", ",", "t"}], "]"}], ",", + RowBox[{"\[Phi]0", "[", "x", "]"}]}], "}"}]}], "]"}], "/.", + RowBox[{"t", "->", "0"}]}]}], ";"}]], "Input", + CellChangeTimes->{{3.9629106096025887`*^9, 3.962910614546048*^9}}, + CellLabel->"In[42]:=",ExpressionUUID->"68aff37b-5e5d-479c-9104-9a9e6f5ead74"], + +Cell[BoxData[ + RowBox[{ + RowBox[{"todoD", "=", + RowBox[{ + RowBox[{"D", "[", + RowBox[{ + RowBox[{"Join", "[", + RowBox[{"modos", ",", + RowBox[{"{", + RowBox[{ + RowBox[{"\[Phi]", "[", + RowBox[{"x", ",", "t"}], "]"}], ",", + RowBox[{"\[Phi]0", "[", "x", "]"}]}], "}"}]}], "]"}], ",", "t"}], + "]"}], "/.", + RowBox[{"t", "->", "0"}]}]}], ";"}]], "Input", + CellChangeTimes->{{3.962462986799087*^9, 3.9624630624112186`*^9}, + 3.9624633571007957`*^9, 3.962555540896488*^9, {3.962556130792988*^9, + 3.962556141772768*^9}, 3.962910588253542*^9}, + CellLabel->"In[43]:=",ExpressionUUID->"01c5b2bf-1516-4047-8446-3beae183a7ec"], + +Cell[CellGroupData[{ + +Cell[BoxData[{ + RowBox[{ + RowBox[{"L", "=", "1"}], ";"}], "\[IndentingNewLine]", + RowBox[{ + RowBox[{"c", "=", "1"}], ";"}], "\[IndentingNewLine]", + RowBox[{"Plot", "[", + RowBox[{"todo", ",", + RowBox[{"{", + RowBox[{"x", ",", "0", ",", "L"}], "}"}], ",", + RowBox[{"PlotRange", "->", + RowBox[{"{", + RowBox[{"All", ",", + RowBox[{"{", + RowBox[{ + RowBox[{"-", "0.3"}], ",", "0.3"}], "}"}]}], "}"}]}]}], + "]"}]}], "Input", + CellChangeTimes->{{3.962462929775712*^9, 3.962462931486764*^9}, { + 3.96246303702652*^9, 3.962463117361765*^9}, 3.9624633611645107`*^9, { + 3.962556091079109*^9, 3.9625560997424994`*^9}, {3.962910454791741*^9, + 3.962910490765954*^9}, {3.9629105373561897`*^9, 3.962910538404839*^9}, { + 3.962910591892539*^9, 3.962910592820471*^9}}, + CellLabel->"In[44]:=",ExpressionUUID->"f03106b0-a74c-4aab-96af-8d48313dc9b4"], + +Cell[BoxData[ + GraphicsBox[{{{}, {}, + TagBox[ + {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], Opacity[ + 1.], LineBox[CompressedData[" +1:eJxF0H0s1AEYB/A7rlHW6fRiPzp2ovIWk5RUKhZ5qXmbLG8T0vWGbKXVdM1J +XmLtJuX9JaUbR+6scmLctMz7EYo7ziXceducGy1XbfU8z/bdd5//vnsYUTf9 +Y7RIJJLvn/xtr5iZ/tbZoBOkf0dxM4qXEo6u/32wJL+wgXAHe3cPvy0iAsHB +0ermp0Q0eNzukVs2kQQu3Xk+LYNIBbN0G/Y9JjjgCyFlvKXlSrCehhXqYcID +W/gtzLRn8sG3e5xd81fegw35NAmZ3AJulLl19R5rA7cxi4xDlCKwau9x/Zrr +n8Baa9xtxhadYCdNZGNAbRe4K9Wxp8OqF2yaq1irXugDK9RSyZD9ALhyrqmT ++kQMptJfLcrlg+CsK4LYUvMv4NWTXHlcyjA4yUHE39U+ApbWijL7GV/BP5mD +BZZ3v4GtT+lsxDaNgT3KGZfrDSX4L3qE2WSoFGyjDNIb9p0Ab9df0hWtoykt +Bbw9hZPgq45No5u9ZWDu2ajSj6tolcJo23TeFFgQ4KHNcZeDUzzZJfxpNGPc +a6SC/R189HAqh3CYBoea9K6RxWhVZ7YsnvUDnE8JT/I3n8H9EkG5lgi96T4r +0DlhFkyqDufJDObAiS942QZt6GbrdF3aDQWY5pVo85CqBI/Z9omThei6Yldz +efg8OIznRKNvoB+wy1hjbxbANTP0AqrPIji9iB0pOYeO9p+3qPVD7xYK63yD +0Rk5FzuyotBxTs+XtySjzVJ3eOpUoTeO3Ns6/Bo9Oj81UMVF5wY3hJ2pR2us +/G+xheix/pxibTH6XZr6kngIzXGJsKwYQXu/PMA/LUF/uNP9mTWLzrM9lOOn +RCfICgMZi+j9PtekrStoCnmwMleNnhC4MCPX0UJmhZ39L/QzUz2VRoP+DRRC +Ph8= + "]]}, + Annotation[#, "Charting`Private`Tag$15108#1"]& ], + TagBox[ + {RGBColor[0.880722, 0.611041, 0.142051], AbsoluteThickness[1.6], Opacity[ + 1.], LineBox[CompressedData[" +1:eJxF0H0s1AEYB/A7rlHW6fRiPzp2ovIWk5RUKhZ5qXmbLG8T0vWGbKXVdM1J +XmLtJuX9JaUbR+6scmLctMz7EYo7ziXceducGy1XbfU8z/bdd5//vnsYUTf9 +Y7RIJJLvn/xtr5iZ/tbZoBOkf0dxM4qXEo6u/32wJL+wgXAHe3cPvy0iAsHB +0ermp0Q0eNzukVs2kQQu3Xk+LYNIBbN0G/Y9JjjgCyFlvKXlSrCehhXqYcID +W/gtzLRn8sG3e5xd81fegw35NAmZ3AJulLl19R5rA7cxi4xDlCKwau9x/Zrr +n8Baa9xtxhadYCdNZGNAbRe4K9Wxp8OqF2yaq1irXugDK9RSyZD9ALhyrqmT ++kQMptJfLcrlg+CsK4LYUvMv4NWTXHlcyjA4yUHE39U+ApbWijL7GV/BP5mD +BZZ3v4GtT+lsxDaNgT3KGZfrDSX4L3qE2WSoFGyjDNIb9p0Ab9df0hWtoykt +Bbw9hZPgq45No5u9ZWDu2ajSj6tolcJo23TeFFgQ4KHNcZeDUzzZJfxpNGPc +a6SC/R189HAqh3CYBoea9K6RxWhVZ7YsnvUDnE8JT/I3n8H9EkG5lgi96T4r +0DlhFkyqDufJDObAiS942QZt6GbrdF3aDQWY5pVo85CqBI/Z9omThei6Yldz +efg8OIznRKNvoB+wy1hjbxbANTP0AqrPIji9iB0pOYeO9p+3qPVD7xYK63yD +0Rk5FzuyotBxTs+XtySjzVJ3eOpUoTeO3Ns6/Bo9Oj81UMVF5wY3hJ2pR2us +/G+xheix/pxibTH6XZr6kngIzXGJsKwYQXu/PMA/LUF/uNP9mTWLzrM9lOOn +RCfICgMZi+j9PtekrStoCnmwMleNnhC4MCPX0UJmhZ39L/QzUz2VRoP+DRRC +Ph8= + "]]}, + Annotation[#, "Charting`Private`Tag$15108#1"]& ], + TagBox[ + {RGBColor[0.560181, 0.691569, 0.194885], AbsoluteThickness[1.6], Opacity[ + 1.], LineBox[CompressedData[" +1:eJxF0H0s1AEYB/A7rlHW6fRiPzp2ovIWk5RUKhZ5qXmbLG8T0vWGbKXVdM1J +XmLtJuX9JaUbR+6scmLctMz7EYo7ziXceducGy1XbfU8z/bdd5//vnsYUTf9 +Y7RIJJLvn/xtr5iZ/tbZoBOkf0dxM4qXEo6u/32wJL+wgXAHe3cPvy0iAsHB +0ermp0Q0eNzukVs2kQQu3Xk+LYNIBbN0G/Y9JjjgCyFlvKXlSrCehhXqYcID +W/gtzLRn8sG3e5xd81fegw35NAmZ3AJulLl19R5rA7cxi4xDlCKwau9x/Zrr +n8Baa9xtxhadYCdNZGNAbRe4K9Wxp8OqF2yaq1irXugDK9RSyZD9ALhyrqmT ++kQMptJfLcrlg+CsK4LYUvMv4NWTXHlcyjA4yUHE39U+ApbWijL7GV/BP5mD +BZZ3v4GtT+lsxDaNgT3KGZfrDSX4L3qE2WSoFGyjDNIb9p0Ab9df0hWtoykt +Bbw9hZPgq45No5u9ZWDu2ajSj6tolcJo23TeFFgQ4KHNcZeDUzzZJfxpNGPc +a6SC/R189HAqh3CYBoea9K6RxWhVZ7YsnvUDnE8JT/I3n8H9EkG5lgi96T4r +0DlhFkyqDufJDObAiS942QZt6GbrdF3aDQWY5pVo85CqBI/Z9omThei6Yldz +efg8OIznRKNvoB+wy1hjbxbANTP0AqrPIji9iB0pOYeO9p+3qPVD7xYK63yD +0Rk5FzuyotBxTs+XtySjzVJ3eOpUoTeO3Ns6/Bo9Oj81UMVF5wY3hJ2pR2us +/G+xheix/pxibTH6XZr6kngIzXGJsKwYQXu/PMA/LUF/uNP9mTWLzrM9lOOn +RCfICgMZi+j9PtekrStoCnmwMleNnhC4MCPX0UJmhZ39L/QzUz2VRoP+DRRC +Ph8= + "]]}, + Annotation[#, "Charting`Private`Tag$15108#1"]& ], + TagBox[ + {RGBColor[0.922526, 0.385626, 0.209179], AbsoluteThickness[1.6], Opacity[ + 1.], LineBox[CompressedData[" +1:eJxF0H0s1AEYB/A7rlHW6fRiPzp2ovIWk5RUKhZ5qXmbLG8T0vWGbKXVdM1J +XmLtJuX9JaUbR+6scmLctMz7EYo7ziXceducGy1XbfU8z/bdd5//vnsYUTf9 +Y7RIJJLvn/xtr5iZ/tbZoBOkf0dxM4qXEo6u/32wJL+wgXAHe3cPvy0iAsHB +0ermp0Q0eNzukVs2kQQu3Xk+LYNIBbN0G/Y9JjjgCyFlvKXlSrCehhXqYcID +W/gtzLRn8sG3e5xd81fegw35NAmZ3AJulLl19R5rA7cxi4xDlCKwau9x/Zrr +n8Baa9xtxhadYCdNZGNAbRe4K9Wxp8OqF2yaq1irXugDK9RSyZD9ALhyrqmT ++kQMptJfLcrlg+CsK4LYUvMv4NWTXHlcyjA4yUHE39U+ApbWijL7GV/BP5mD +BZZ3v4GtT+lsxDaNgT3KGZfrDSX4L3qE2WSoFGyjDNIb9p0Ab9df0hWtoykt +Bbw9hZPgq45No5u9ZWDu2ajSj6tolcJo23TeFFgQ4KHNcZeDUzzZJfxpNGPc +a6SC/R189HAqh3CYBoea9K6RxWhVZ7YsnvUDnE8JT/I3n8H9EkG5lgi96T4r +0DlhFkyqDufJDObAiS942QZt6GbrdF3aDQWY5pVo85CqBI/Z9omThei6Yldz +efg8OIznRKNvoB+wy1hjbxbANTP0AqrPIji9iB0pOYeO9p+3qPVD7xYK63yD +0Rk5FzuyotBxTs+XtySjzVJ3eOpUoTeO3Ns6/Bo9Oj81UMVF5wY3hJ2pR2us +/G+xheix/pxibTH6XZr6kngIzXGJsKwYQXu/PMA/LUF/uNP9mTWLzrM9lOOn +RCfICgMZi+j9PtekrStoCnmwMleNnhC4MCPX0UJmhZ39L/QzUz2VRoP+DRRC +Ph8= + "]]}, + Annotation[#, "Charting`Private`Tag$15108#1"]& ], + TagBox[ + {RGBColor[0.528488, 0.470624, 0.701351], AbsoluteThickness[1.6], Opacity[ + 1.], LineBox[CompressedData[" +1:eJxF0H0s1AEYB/A7rlHW6fRiPzp2ovIWk5RUKhZ5qXmbLG8T0vWGbKXVdM1J +XmLtJuX9JaUbR+6scmLctMz7EYo7ziXceducGy1XbfU8z/bdd5//vnsYUTf9 +Y7RIJJLvn/xtr5iZ/tbZoBOkf0dxM4qXEo6u/32wJL+wgXAHe3cPvy0iAsHB +0ermp0Q0eNzukVs2kQQu3Xk+LYNIBbN0G/Y9JjjgCyFlvKXlSrCehhXqYcID +W/gtzLRn8sG3e5xd81fegw35NAmZ3AJulLl19R5rA7cxi4xDlCKwau9x/Zrr +n8Baa9xtxhadYCdNZGNAbRe4K9Wxp8OqF2yaq1irXugDK9RSyZD9ALhyrqmT ++kQMptJfLcrlg+CsK4LYUvMv4NWTXHlcyjA4yUHE39U+ApbWijL7GV/BP5mD +BZZ3v4GtT+lsxDaNgT3KGZfrDSX4L3qE2WSoFGyjDNIb9p0Ab9df0hWtoykt +Bbw9hZPgq45No5u9ZWDu2ajSj6tolcJo23TeFFgQ4KHNcZeDUzzZJfxpNGPc +a6SC/R189HAqh3CYBoea9K6RxWhVZ7YsnvUDnE8JT/I3n8H9EkG5lgi96T4r +0DlhFkyqDufJDObAiS942QZt6GbrdF3aDQWY5pVo85CqBI/Z9omThei6Yldz +efg8OIznRKNvoB+wy1hjbxbANTP0AqrPIji9iB0pOYeO9p+3qPVD7xYK63yD +0Rk5FzuyotBxTs+XtySjzVJ3eOpUoTeO3Ns6/Bo9Oj81UMVF5wY3hJ2pR2us +/G+xheix/pxibTH6XZr6kngIzXGJsKwYQXu/PMA/LUF/uNP9mTWLzrM9lOOn +RCfICgMZi+j9PtekrStoCnmwMleNnhC4MCPX0UJmhZ39L/QzUz2VRoP+DRRC +Ph8= + "]]}, + Annotation[#, "Charting`Private`Tag$15108#1"]& ], + TagBox[ + {RGBColor[0.772079, 0.431554, 0.102387], AbsoluteThickness[1.6], Opacity[ + 1.], LineBox[CompressedData[" +1:eJxF0H0s1AEYB/A7rlHW6fRiPzp2ovIWk5RUKhZ5qXmbLG8T0vWGbKXVdM1J +XmLtJuX9JaUbR+6scmLctMz7EYo7ziXceducGy1XbfU8z/bdd5//vnsYUTf9 +Y7RIJJLvn/xtr5iZ/tbZoBOkf0dxM4qXEo6u/32wJL+wgXAHe3cPvy0iAsHB +0ermp0Q0eNzukVs2kQQu3Xk+LYNIBbN0G/Y9JjjgCyFlvKXlSrCehhXqYcID +W/gtzLRn8sG3e5xd81fegw35NAmZ3AJulLl19R5rA7cxi4xDlCKwau9x/Zrr +n8Baa9xtxhadYCdNZGNAbRe4K9Wxp8OqF2yaq1irXugDK9RSyZD9ALhyrqmT ++kQMptJfLcrlg+CsK4LYUvMv4NWTXHlcyjA4yUHE39U+ApbWijL7GV/BP5mD +BZZ3v4GtT+lsxDaNgT3KGZfrDSX4L3qE2WSoFGyjDNIb9p0Ab9df0hWtoykt +Bbw9hZPgq45No5u9ZWDu2ajSj6tolcJo23TeFFgQ4KHNcZeDUzzZJfxpNGPc +a6SC/R189HAqh3CYBoea9K6RxWhVZ7YsnvUDnE8JT/I3n8H9EkG5lgi96T4r +0DlhFkyqDufJDObAiS942QZt6GbrdF3aDQWY5pVo85CqBI/Z9omThei6Yldz +efg8OIznRKNvoB+wy1hjbxbANTP0AqrPIji9iB0pOYeO9p+3qPVD7xYK63yD +0Rk5FzuyotBxTs+XtySjzVJ3eOpUoTeO3Ns6/Bo9Oj81UMVF5wY3hJ2pR2us +/G+xheix/pxibTH6XZr6kngIzXGJsKwYQXu/PMA/LUF/uNP9mTWLzrM9lOOn +RCfICgMZi+j9PtekrStoCnmwMleNnhC4MCPX0UJmhZ39L/QzUz2VRoP+DRRC +Ph8= + "]]}, + Annotation[#, "Charting`Private`Tag$15108#1"]& ], + TagBox[ + {RGBColor[0.363898, 0.618501, 0.782349], AbsoluteThickness[1.6], Opacity[ + 1.], LineBox[CompressedData[" +1:eJxF0H0s1AEYB/A7rlHW6fRiPzp2ovIWk5RUKhZ5qXmbLG8T0vWGbKXVdM1J +XmLtJuX9JaUbR+6scmLctMz7EYo7ziXceducGy1XbfU8z/bdd5//vnsYUTf9 +Y7RIJJLvn/xtr5iZ/tbZoBOkf0dxM4qXEo6u/32wJL+wgXAHe3cPvy0iAsHB +0ermp0Q0eNzukVs2kQQu3Xk+LYNIBbN0G/Y9JjjgCyFlvKXlSrCehhXqYcID +W/gtzLRn8sG3e5xd81fegw35NAmZ3AJulLl19R5rA7cxi4xDlCKwau9x/Zrr +n8Baa9xtxhadYCdNZGNAbRe4K9Wxp8OqF2yaq1irXugDK9RSyZD9ALhyrqmT ++kQMptJfLcrlg+CsK4LYUvMv4NWTXHlcyjA4yUHE39U+ApbWijL7GV/BP5mD +BZZ3v4GtT+lsxDaNgT3KGZfrDSX4L3qE2WSoFGyjDNIb9p0Ab9df0hWtoykt +Bbw9hZPgq45No5u9ZWDu2ajSj6tolcJo23TeFFgQ4KHNcZeDUzzZJfxpNGPc +a6SC/R189HAqh3CYBoea9K6RxWhVZ7YsnvUDnE8JT/I3n8H9EkG5lgi96T4r +0DlhFkyqDufJDObAiS942QZt6GbrdF3aDQWY5pVo85CqBI/Z9omThei6Yldz +efg8OIznRKNvoB+wy1hjbxbANTP0AqrPIji9iB0pOYeO9p+3qPVD7xYK63yD +0Rk5FzuyotBxTs+XtySjzVJ3eOpUoTeO3Ns6/Bo9Oj81UMVF5wY3hJ2pR2us +/G+xheix/pxibTH6XZr6kngIzXGJsKwYQXu/PMA/LUF/uNP9mTWLzrM9lOOn +RCfICgMZi+j9PtekrStoCnmwMleNnhC4MCPX0UJmhZ39L/QzUz2VRoP+DRRC +Ph8= + "]]}, + Annotation[#, "Charting`Private`Tag$15108#1"]& ], + TagBox[ + {RGBColor[1, 0.75, 0], AbsoluteThickness[1.6], Opacity[1.], + LineBox[CompressedData[" +1:eJxF0H0s1AEYB/A7rlHW6fRiPzp2ovIWk5RUKhZ5qXmbLG8T0vWGbKXVdM1J +XmLtJuX9JaUbR+6scmLctMz7EYo7ziXceducGy1XbfU8z/bdd5//vnsYUTf9 +Y7RIJJLvn/xtr5iZ/tbZoBOkf0dxM4qXEo6u/32wJL+wgXAHe3cPvy0iAsHB +0ermp0Q0eNzukVs2kQQu3Xk+LYNIBbN0G/Y9JjjgCyFlvKXlSrCehhXqYcID +W/gtzLRn8sG3e5xd81fegw35NAmZ3AJulLl19R5rA7cxi4xDlCKwau9x/Zrr +n8Baa9xtxhadYCdNZGNAbRe4K9Wxp8OqF2yaq1irXugDK9RSyZD9ALhyrqmT ++kQMptJfLcrlg+CsK4LYUvMv4NWTXHlcyjA4yUHE39U+ApbWijL7GV/BP5mD +BZZ3v4GtT+lsxDaNgT3KGZfrDSX4L3qE2WSoFGyjDNIb9p0Ab9df0hWtoykt +Bbw9hZPgq45No5u9ZWDu2ajSj6tolcJo23TeFFgQ4KHNcZeDUzzZJfxpNGPc +a6SC/R189HAqh3CYBoea9K6RxWhVZ7YsnvUDnE8JT/I3n8H9EkG5lgi96T4r +0DlhFkyqDufJDObAiS942QZt6GbrdF3aDQWY5pVo85CqBI/Z9omThei6Yldz +efg8OIznRKNvoB+wy1hjbxbANTP0AqrPIji9iB0pOYeO9p+3qPVD7xYK63yD +0Rk5FzuyotBxTs+XtySjzVJ3eOpUoTeO3Ns6/Bo9Oj81UMVF5wY3hJ2pR2us +/G+xheix/pxibTH6XZr6kngIzXGJsKwYQXu/PMA/LUF/uNP9mTWLzrM9lOOn +RCfICgMZi+j9PtekrStoCnmwMleNnhC4MCPX0UJmhZ39L/QzUz2VRoP+DRRC +Ph8= + "]]}, + Annotation[#, "Charting`Private`Tag$15108#1"]& ], + TagBox[ + {RGBColor[0.647624, 0.37816, 0.614037], AbsoluteThickness[1.6], Opacity[ + 1.], LineBox[CompressedData[" +1:eJxF0H0s1AEYB/A7rlHW6fRiPzp2ovIWk5RUKhZ5qXmbLG8T0vWGbKXVdM1J +XmLtJuX9JaUbR+6scmLctMz7EYo7ziXceducGy1XbfU8z/bdd5//vnsYUTf9 +Y7RIJJLvn/xtr5iZ/tbZoBOkf0dxM4qXEo6u/32wJL+wgXAHe3cPvy0iAsHB +0ermp0Q0eNzukVs2kQQu3Xk+LYNIBbN0G/Y9JjjgCyFlvKXlSrCehhXqYcID +W/gtzLRn8sG3e5xd81fegw35NAmZ3AJulLl19R5rA7cxi4xDlCKwau9x/Zrr +n8Baa9xtxhadYCdNZGNAbRe4K9Wxp8OqF2yaq1irXugDK9RSyZD9ALhyrqmT ++kQMptJfLcrlg+CsK4LYUvMv4NWTXHlcyjA4yUHE39U+ApbWijL7GV/BP5mD +BZZ3v4GtT+lsxDaNgT3KGZfrDSX4L3qE2WSoFGyjDNIb9p0Ab9df0hWtoykt +Bbw9hZPgq45No5u9ZWDu2ajSj6tolcJo23TeFFgQ4KHNcZeDUzzZJfxpNGPc +a6SC/R189HAqh3CYBoea9K6RxWhVZ7YsnvUDnE8JT/I3n8H9EkG5lgi96T4r +0DlhFkyqDufJDObAiS942QZt6GbrdF3aDQWY5pVo85CqBI/Z9omThei6Yldz +efg8OIznRKNvoB+wy1hjbxbANTP0AqrPIji9iB0pOYeO9p+3qPVD7xYK63yD +0Rk5FzuyotBxTs+XtySjzVJ3eOpUoTeO3Ns6/Bo9Oj81UMVF5wY3hJ2pR2us +/G+xheix/pxibTH6XZr6kngIzXGJsKwYQXu/PMA/LUF/uNP9mTWLzrM9lOOn +RCfICgMZi+j9PtekrStoCnmwMleNnhC4MCPX0UJmhZ39L/QzUz2VRoP+DRRC +Ph8= + "]]}, + Annotation[#, "Charting`Private`Tag$15108#1"]& ], + TagBox[ + {RGBColor[0.571589, 0.586483, 0.], AbsoluteThickness[1.6], Opacity[1.], + LineBox[CompressedData[" +1:eJxF0H0s1AEYB/A7rlHW6fRiPzp2ovIWk5RUKhZ5qXmbLG8T0vWGbKXVdM1J +XmLtJuX9JaUbR+6scmLctMz7EYo7ziXceducGy1XbfU8z/bdd5//vnsYUTf9 +Y7RIJJLvn/xtr5iZ/tbZoBOkf0dxM4qXEo6u/32wJL+wgXAHe3cPvy0iAsHB +0ermp0Q0eNzukVs2kQQu3Xk+LYNIBbN0G/Y9JjjgCyFlvKXlSrCehhXqYcID +W/gtzLRn8sG3e5xd81fegw35NAmZ3AJulLl19R5rA7cxi4xDlCKwau9x/Zrr +n8Baa9xtxhadYCdNZGNAbRe4K9Wxp8OqF2yaq1irXugDK9RSyZD9ALhyrqmT ++kQMptJfLcrlg+CsK4LYUvMv4NWTXHlcyjA4yUHE39U+ApbWijL7GV/BP5mD +BZZ3v4GtT+lsxDaNgT3KGZfrDSX4L3qE2WSoFGyjDNIb9p0Ab9df0hWtoykt +Bbw9hZPgq45No5u9ZWDu2ajSj6tolcJo23TeFFgQ4KHNcZeDUzzZJfxpNGPc +a6SC/R189HAqh3CYBoea9K6RxWhVZ7YsnvUDnE8JT/I3n8H9EkG5lgi96T4r +0DlhFkyqDufJDObAiS942QZt6GbrdF3aDQWY5pVo85CqBI/Z9omThei6Yldz +efg8OIznRKNvoB+wy1hjbxbANTP0AqrPIji9iB0pOYeO9p+3qPVD7xYK63yD +0Rk5FzuyotBxTs+XtySjzVJ3eOpUoTeO3Ns6/Bo9Oj81UMVF5wY3hJ2pR2us +/G+xheix/pxibTH6XZr6kngIzXGJsKwYQXu/PMA/LUF/uNP9mTWLzrM9lOOn +RCfICgMZi+j9PtekrStoCnmwMleNnhC4MCPX0UJmhZ39L/QzUz2VRoP+DRRC +Ph8= + "]]}, + Annotation[#, "Charting`Private`Tag$15108#1"]& ], + TagBox[ + {RGBColor[0.915, 0.3325, 0.2125], AbsoluteThickness[1.6], Opacity[1.], + LineBox[CompressedData[" +1:eJxF0H0s1AEYB/A7rlHW6fRiPzp2ovIWk5RUKhZ5qXmbLG8T0vWGbKXVdM1J +XmLtJuX9JaUbR+6scmLctMz7EYo7ziXceducGy1XbfU8z/bdd5//vnsYUTf9 +Y7RIJJLvn/xtr5iZ/tbZoBOkf0dxM4qXEo6u/32wJL+wgXAHe3cPvy0iAsHB +0ermp0Q0eNzukVs2kQQu3Xk+LYNIBbN0G/Y9JjjgCyFlvKXlSrCehhXqYcID +W/gtzLRn8sG3e5xd81fegw35NAmZ3AJulLl19R5rA7cxi4xDlCKwau9x/Zrr +n8Baa9xtxhadYCdNZGNAbRe4K9Wxp8OqF2yaq1irXugDK9RSyZD9ALhyrqmT ++kQMptJfLcrlg+CsK4LYUvMv4NWTXHlcyjA4yUHE39U+ApbWijL7GV/BP5mD +BZZ3v4GtT+lsxDaNgT3KGZfrDSX4L3qE2WSoFGyjDNIb9p0Ab9df0hWtoykt +Bbw9hZPgq45No5u9ZWDu2ajSj6tolcJo23TeFFgQ4KHNcZeDUzzZJfxpNGPc +a6SC/R189HAqh3CYBoea9K6RxWhVZ7YsnvUDnE8JT/I3n8H9EkG5lgi96T4r +0DlhFkyqDufJDObAiS942QZt6GbrdF3aDQWY5pVo85CqBI/Z9omThei6Yldz +efg8OIznRKNvoB+wy1hjbxbANTP0AqrPIji9iB0pOYeO9p+3qPVD7xYK63yD +0Rk5FzuyotBxTs+XtySjzVJ3eOpUoTeO3Ns6/Bo9Oj81UMVF5wY3hJ2pR2us +/G+xheix/pxibTH6XZr6kngIzXGJsKwYQXu/PMA/LUF/uNP9mTWLzrM9lOOn +RCfICgMZi+j9PtekrStoCnmwMleNnhC4MCPX0UJmhZ39L/QzUz2VRoP+DRRC +Ph8= + "]]}, + Annotation[#, "Charting`Private`Tag$15108#1"]& ], + TagBox[ + {RGBColor[0.40082222609352647`, 0.5220066643438841, 0.85], + AbsoluteThickness[1.6], Opacity[1.], LineBox[CompressedData[" +1:eJxF0H0s1AEYB/A7rlHW6fRiPzp2ovIWk5RUKhZ5qXmbLG8T0vWGbKXVdM1J +XmLtJuX9JaUbR+6scmLctMz7EYo7ziXceducGy1XbfU8z/bdd5//vnsYUTf9 +Y7RIJJLvn/xtr5iZ/tbZoBOkf0dxM4qXEo6u/32wJL+wgXAHe3cPvy0iAsHB +0ermp0Q0eNzukVs2kQQu3Xk+LYNIBbN0G/Y9JjjgCyFlvKXlSrCehhXqYcID +W/gtzLRn8sG3e5xd81fegw35NAmZ3AJulLl19R5rA7cxi4xDlCKwau9x/Zrr +n8Baa9xtxhadYCdNZGNAbRe4K9Wxp8OqF2yaq1irXugDK9RSyZD9ALhyrqmT ++kQMptJfLcrlg+CsK4LYUvMv4NWTXHlcyjA4yUHE39U+ApbWijL7GV/BP5mD +BZZ3v4GtT+lsxDaNgT3KGZfrDSX4L3qE2WSoFGyjDNIb9p0Ab9df0hWtoykt +Bbw9hZPgq45No5u9ZWDu2ajSj6tolcJo23TeFFgQ4KHNcZeDUzzZJfxpNGPc +a6SC/R189HAqh3CYBoea9K6RxWhVZ7YsnvUDnE8JT/I3n8H9EkG5lgi96T4r +0DlhFkyqDufJDObAiS942QZt6GbrdF3aDQWY5pVo85CqBI/Z9omThei6Yldz +efg8OIznRKNvoB+wy1hjbxbANTP0AqrPIji9iB0pOYeO9p+3qPVD7xYK63yD +0Rk5FzuyotBxTs+XtySjzVJ3eOpUoTeO3Ns6/Bo9Oj81UMVF5wY3hJ2pR2us +/G+xheix/pxibTH6XZr6kngIzXGJsKwYQXu/PMA/LUF/uNP9mTWLzrM9lOOn +RCfICgMZi+j9PtekrStoCnmwMleNnhC4MCPX0UJmhZ39L/QzUz2VRoP+DRRC +Ph8= + "]]}, + Annotation[#, "Charting`Private`Tag$15108#1"]& ], + TagBox[ + {RGBColor[0.9728288904374106, 0.621644452187053, 0.07336199581899142], + AbsoluteThickness[1.6], Opacity[1.], LineBox[CompressedData[" +1:eJxF0H0s1AEYB/A7rlHW6fRiPzp2ovIWk5RUKhZ5qXmbLG8T0vWGbKXVdM1J +XmLtJuX9JaUbR+6scmLctMz7EYo7ziXceducGy1XbfU8z/bdd5//vnsYUTf9 +Y7RIJJLvn/xtr5iZ/tbZoBOkf0dxM4qXEo6u/32wJL+wgXAHe3cPvy0iAsHB +0ermp0Q0eNzukVs2kQQu3Xk+LYNIBbN0G/Y9JjjgCyFlvKXlSrCehhXqYcID +W/gtzLRn8sG3e5xd81fegw35NAmZ3AJulLl19R5rA7cxi4xDlCKwau9x/Zrr +n8Baa9xtxhadYCdNZGNAbRe4K9Wxp8OqF2yaq1irXugDK9RSyZD9ALhyrqmT ++kQMptJfLcrlg+CsK4LYUvMv4NWTXHlcyjA4yUHE39U+ApbWijL7GV/BP5mD +BZZ3v4GtT+lsxDaNgT3KGZfrDSX4L3qE2WSoFGyjDNIb9p0Ab9df0hWtoykt +Bbw9hZPgq45No5u9ZWDu2ajSj6tolcJo23TeFFgQ4KHNcZeDUzzZJfxpNGPc +a6SC/R189HAqh3CYBoea9K6RxWhVZ7YsnvUDnE8JT/I3n8H9EkG5lgi96T4r +0DlhFkyqDufJDObAiS942QZt6GbrdF3aDQWY5pVo85CqBI/Z9omThei6Yldz +efg8OIznRKNvoB+wy1hjbxbANTP0AqrPIji9iB0pOYeO9p+3qPVD7xYK63yD +0Rk5FzuyotBxTs+XtySjzVJ3eOpUoTeO3Ns6/Bo9Oj81UMVF5wY3hJ2pR2us +/G+xheix/pxibTH6XZr6kngIzXGJsKwYQXu/PMA/LUF/uNP9mTWLzrM9lOOn +RCfICgMZi+j9PtekrStoCnmwMleNnhC4MCPX0UJmhZ39L/QzUz2VRoP+DRRC +Ph8= + "]]}, + Annotation[#, "Charting`Private`Tag$15108#1"]& ], + TagBox[ + {RGBColor[0.736782672705901, 0.358, 0.5030266573755369], + AbsoluteThickness[1.6], Opacity[1.], LineBox[CompressedData[" +1:eJxF0H0s1AEYB/A7rlHW6fRiPzp2ovIWk5RUKhZ5qXmbLG8T0vWGbKXVdM1J +XmLtJuX9JaUbR+6scmLctMz7EYo7ziXceducGy1XbfU8z/bdd5//vnsYUTf9 +Y7RIJJLvn/xtr5iZ/tbZoBOkf0dxM4qXEo6u/32wJL+wgXAHe3cPvy0iAsHB +0ermp0Q0eNzukVs2kQQu3Xk+LYNIBbN0G/Y9JjjgCyFlvKXlSrCehhXqYcID +W/gtzLRn8sG3e5xd81fegw35NAmZ3AJulLl19R5rA7cxi4xDlCKwau9x/Zrr +n8Baa9xtxhadYCdNZGNAbRe4K9Wxp8OqF2yaq1irXugDK9RSyZD9ALhyrqmT ++kQMptJfLcrlg+CsK4LYUvMv4NWTXHlcyjA4yUHE39U+ApbWijL7GV/BP5mD +BZZ3v4GtT+lsxDaNgT3KGZfrDSX4L3qE2WSoFGyjDNIb9p0Ab9df0hWtoykt +Bbw9hZPgq45No5u9ZWDu2ajSj6tolcJo23TeFFgQ4KHNcZeDUzzZJfxpNGPc +a6SC/R189HAqh3CYBoea9K6RxWhVZ7YsnvUDnE8JT/I3n8H9EkG5lgi96T4r +0DlhFkyqDufJDObAiS942QZt6GbrdF3aDQWY5pVo85CqBI/Z9omThei6Yldz +efg8OIznRKNvoB+wy1hjbxbANTP0AqrPIji9iB0pOYeO9p+3qPVD7xYK63yD +0Rk5FzuyotBxTs+XtySjzVJ3eOpUoTeO3Ns6/Bo9Oj81UMVF5wY3hJ2pR2us +/G+xheix/pxibTH6XZr6kngIzXGJsKwYQXu/PMA/LUF/uNP9mTWLzrM9lOOn +RCfICgMZi+j9PtekrStoCnmwMleNnhC4MCPX0UJmhZ39L/QzUz2VRoP+DRRC +Ph8= + "]]}, + Annotation[#, "Charting`Private`Tag$15108#1"]& ], + TagBox[ + {RGBColor[0.28026441037696703`, 0.715, 0.4292089322474965], + AbsoluteThickness[1.6], Opacity[1.], LineBox[CompressedData[" +1:eJxF0H0s1AEYB/A7rlHW6fRiPzp2ovIWk5RUKhZ5qXmbLG8T0vWGbKXVdM1J +XmLtJuX9JaUbR+6scmLctMz7EYo7ziXceducGy1XbfU8z/bdd5//vnsYUTf9 +Y7RIJJLvn/xtr5iZ/tbZoBOkf0dxM4qXEo6u/32wJL+wgXAHe3cPvy0iAsHB +0ermp0Q0eNzukVs2kQQu3Xk+LYNIBbN0G/Y9JjjgCyFlvKXlSrCehhXqYcID +W/gtzLRn8sG3e5xd81fegw35NAmZ3AJulLl19R5rA7cxi4xDlCKwau9x/Zrr +n8Baa9xtxhadYCdNZGNAbRe4K9Wxp8OqF2yaq1irXugDK9RSyZD9ALhyrqmT ++kQMptJfLcrlg+CsK4LYUvMv4NWTXHlcyjA4yUHE39U+ApbWijL7GV/BP5mD +BZZ3v4GtT+lsxDaNgT3KGZfrDSX4L3qE2WSoFGyjDNIb9p0Ab9df0hWtoykt +Bbw9hZPgq45No5u9ZWDu2ajSj6tolcJo23TeFFgQ4KHNcZeDUzzZJfxpNGPc +a6SC/R189HAqh3CYBoea9K6RxWhVZ7YsnvUDnE8JT/I3n8H9EkG5lgi96T4r +0DlhFkyqDufJDObAiS942QZt6GbrdF3aDQWY5pVo85CqBI/Z9omThei6Yldz +efg8OIznRKNvoB+wy1hjbxbANTP0AqrPIji9iB0pOYeO9p+3qPVD7xYK63yD +0Rk5FzuyotBxTs+XtySjzVJ3eOpUoTeO3Ns6/Bo9Oj81UMVF5wY3hJ2pR2us +/G+xheix/pxibTH6XZr6kngIzXGJsKwYQXu/PMA/LUF/uNP9mTWLzrM9lOOn +RCfICgMZi+j9PtekrStoCnmwMleNnhC4MCPX0UJmhZ39L/QzUz2VRoP+DRRC +Ph8= + "]]}, + Annotation[#, "Charting`Private`Tag$15108#1"]& ], + TagBox[ + {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], Opacity[ + 1.], LineBox[CompressedData[" +1:eJxF0H0s1AEYB/A7rlHW6fRiPzp2ovIWk5RUKhZ5qXmbLG8T0vWGbKXVdM1J +XmLtJuX9JaUbR+6scmLctMz7EYo7ziXceducGy1XbfU8z/bdd5//vnsYUTf9 +Y7RIJJLvn/xtr5iZ/tbZoBOkf0dxM4qXEo6u/32wJL+wgXAHe3cPvy0iAsHB +0ermp0Q0eNzukVs2kQQu3Xk+LYNIBbN0G/Y9JjjgCyFlvKXlSrCehhXqYcID +W/gtzLRn8sG3e5xd81fegw35NAmZ3AJulLl19R5rA7cxi4xDlCKwau9x/Zrr +n8Baa9xtxhadYCdNZGNAbRe4K9Wxp8OqF2yaq1irXugDK9RSyZD9ALhyrqmT ++kQMptJfLcrlg+CsK4LYUvMv4NWTXHlcyjA4yUHE39U+ApbWijL7GV/BP5mD +BZZ3v4GtT+lsxDaNgT3KGZfrDSX4L3qE2WSoFGyjDNIb9p0Ab9df0hWtoykt +Bbw9hZPgq45No5u9ZWDu2ajSj6tolcJo23TeFFgQ4KHNcZeDUzzZJfxpNGPc +a6SC/R189HAqh3CYBoea9K6RxWhVZ7YsnvUDnE8JT/I3n8H9EkG5lgi96T4r +0DlhFkyqDufJDObAiS942QZt6GbrdF3aDQWY5pVo85CqBI/Z9omThei6Yldz +efg8OIznRKNvoB+wy1hjbxbANTP0AqrPIji9iB0pOYeO9p+3qPVD7xYK63yD +0Rk5FzuyotBxTs+XtySjzVJ3eOpUoTeO3Ns6/Bo9Oj81UMVF5wY3hJ2pR2us +/G+xheix/pxibTH6XZr6kngIzXGJsKwYQXu/PMA/LUF/uNP9mTWLzrM9lOOn +RCfICgMZi+j9PtekrStoCnmwMleNnhC4MCPX0UJmhZ39L/QzUz2VRoP+DRRC +Ph8= + "]]}, + Annotation[#, "Charting`Private`Tag$15108#1"]& ], + TagBox[ + {RGBColor[0.880722, 0.611041, 0.142051], AbsoluteThickness[1.6], Opacity[ + 1.], LineBox[CompressedData[" +1:eJxF0H0s1AEYB/A7rlHW6fRiPzp2ovIWk5RUKhZ5qXmbLG8T0vWGbKXVdM1J +XmLtJuX9JaUbR+6scmLctMz7EYo7ziXceducGy1XbfU8z/bdd5//vnsYUTf9 +Y7RIJJLvn/xtr5iZ/tbZoBOkf0dxM4qXEo6u/32wJL+wgXAHe3cPvy0iAsHB +0ermp0Q0eNzukVs2kQQu3Xk+LYNIBbN0G/Y9JjjgCyFlvKXlSrCehhXqYcID +W/gtzLRn8sG3e5xd81fegw35NAmZ3AJulLl19R5rA7cxi4xDlCKwau9x/Zrr +n8Baa9xtxhadYCdNZGNAbRe4K9Wxp8OqF2yaq1irXugDK9RSyZD9ALhyrqmT ++kQMptJfLcrlg+CsK4LYUvMv4NWTXHlcyjA4yUHE39U+ApbWijL7GV/BP5mD +BZZ3v4GtT+lsxDaNgT3KGZfrDSX4L3qE2WSoFGyjDNIb9p0Ab9df0hWtoykt +Bbw9hZPgq45No5u9ZWDu2ajSj6tolcJo23TeFFgQ4KHNcZeDUzzZJfxpNGPc +a6SC/R189HAqh3CYBoea9K6RxWhVZ7YsnvUDnE8JT/I3n8H9EkG5lgi96T4r +0DlhFkyqDufJDObAiS942QZt6GbrdF3aDQWY5pVo85CqBI/Z9omThei6Yldz +efg8OIznRKNvoB+wy1hjbxbANTP0AqrPIji9iB0pOYeO9p+3qPVD7xYK63yD +0Rk5FzuyotBxTs+XtySjzVJ3eOpUoTeO3Ns6/Bo9Oj81UMVF5wY3hJ2pR2us +/G+xheix/pxibTH6XZr6kngIzXGJsKwYQXu/PMA/LUF/uNP9mTWLzrM9lOOn +RCfICgMZi+j9PtekrStoCnmwMleNnhC4MCPX0UJmhZ39L/QzUz2VRoP+DRRC +Ph8= + "]]}, + Annotation[#, "Charting`Private`Tag$15108#1"]& ]}, {}}, + AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948], + Axes->{True, True}, + AxesLabel->{None, None}, + AxesOrigin->{0, 0}, + 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]], + ImagePadding->All, + Method->{ + "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> { + "Version" -> 1.2, "TrackMousePosition" -> {True, False}, + "Effects" -> { + "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, + "Droplines" -> { + "freeformCursorMode" -> True, + "placement" -> {"x" -> "All", "y" -> "None"}}}}, "DefaultMeshStyle" -> + AbsolutePointSize[6], "ScalingFunctions" -> None, + "CoordinatesToolOptions" -> {"DisplayFunction" -> ({ + (Identity[#]& )[ + Part[#, 1]], + (Identity[#]& )[ + Part[#, 2]]}& ), "CopiedValueFunction" -> ({ + (Identity[#]& )[ + Part[#, 1]], + (Identity[#]& )[ + Part[#, 2]]}& )}}, + PlotRange->{All, {-0.3, 0.3}}, + PlotRangeClipping->True, + PlotRangePadding->{{ + Scaled[0.02], + Scaled[0.02]}, {0, 0}}, + Ticks->{Automatic, Automatic}]], "Output", + CellChangeTimes->{ + 3.962463045381081*^9, {3.9624630891642227`*^9, 3.962463118174769*^9}, { + 3.962463311605991*^9, 3.9624633397762012`*^9}, {3.962463371642089*^9, + 3.962463409681864*^9}, {3.962556086914975*^9, 3.962556144119154*^9}, + 3.962910370393949*^9, {3.96291044852773*^9, 3.9629104658722143`*^9}, + 3.962910539452888*^9, 3.9629106306266727`*^9}, + CellLabel->"Out[46]=",ExpressionUUID->"f7fe182c-2766-4c45-a7f1-d4a90732339d"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"Plot", "[", + RowBox[{"todoD", ",", + RowBox[{"{", + RowBox[{"x", ",", "0", ",", "L"}], "}"}], ",", + RowBox[{"PlotRange", "->", + RowBox[{"{", + RowBox[{"All", ",", + RowBox[{"{", + RowBox[{ + RowBox[{"-", "0.3"}], ",", "0.3"}], "}"}]}], "}"}]}]}], + "]"}]], "Input", + CellChangeTimes->{3.962910598635004*^9}, + CellLabel->"In[47]:=",ExpressionUUID->"e9842d99-7807-4e2f-9bc7-efa916d0a8d8"], + +Cell[BoxData[ + GraphicsBox[{{{}, {}, + TagBox[ + {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], Opacity[ + 1.], LineBox[CompressedData[" +1:eJwV2Hk8Fd0bAHBbUmRLr5RsRUqrlEQeIWRfs5QlKUsoS8lSUogWS4sUIUve +sma5dxSOiorsS8Rd5l6SbFdekYTf+f01n+9nzsycmfOc53k+I+9+3voMDxcX +Fy83F9f/j8ZnRjrqfthpV6q408XMD9Xy6W24wJRSA4H7wmHq8uvRvszU9HIp +fVh7nkuBR14ZmbT0lj2VsoX1l0yGhuQOInuPuZp7Uh4QItiw9FnOCNF339S7 +KxUMrbdjA1LkHFDWOovYW1LRQCio6fXKeqEogfKt8VIPIK72/a5h6cvIwfFZ +ydTPXDDSbaxhi8cjweWok4YyJaBkH2kZmHQPKVpNjry/XQH7f3qPgWcqCmnV +gNSZKmgU4R2Vzc5AkhViDG5uBJ8+Ds7Wb8tGFLZec5vWOyi++FToiEoeeufz +dKPjeD2cMBwS/83/L/qldFikyO8jNOY2Gkc8fol45gtENyo2wfJGm2ceBkXo +wLIbxaa4GbokNJaa8ktQc7Ra64ftbcAauOvlxilFsklj8y8m20FMRlW3QLQM +jc0xGT17OiHbWeSIk1A5yh190ySc0AXf+YbfyQlUIOFN+ZyhoW7YV2BlOj1S +ge54V57N2vIFQo3/8HzOq0SzOgVDXpG9cJ/VbCJ8goKqc8fSQqJ7IeLqvdQb +zhR0XWCHTWx8L3RkhETPuVKQcHvh25z7veBVtkJjwIOClFyLMxj5vbA09Ef0 +nj8FHb/yysG2vRce/mE41URRUGUVtRnk+2DcpNJiVT4FBavWV/zzvg82+H1v +9Z+goLNqclnJn/qAnWHaTuVQkMOBiNtCrX1wNKJJefknBWkeUnPn+doHfFc9 +GXGzFMSjmysyOdkHxfuT7OOWKSjRKtqnYcNXqLIwd1YXo6KXF/TlggO/wozh +qSe2+6iIWVx/u0O+H4wWml1vBFJR+wTfuOrWfpjhvavjEExFdTuOmj7Y0Q/P +3cKuqlyioqyXDUL26v1wucdJrCWUityff7hLM+0HXbMXiX+vUdHw00+J30P6 +4X54cqdQIhVN3Gm+v9jSD21zGqk/X1AR47PQjEtXP8gHU1jJBVTUutrMtq6v +H37LxEbvKaKi4rgWiRuD/XDcr6DHq5SKLkS3PhSY74f0k2PZDRQqmglvf7R2 +ywBcHLzTvvs9FS34dKdtCxsAyflGoqGfimwPOCfvihyAmo4fuetpVFTIPRy7 +L3oARGmaMj50KnJJnQs4nDAAD15sIQRIKnrbsMHIKnsABkU6YtW+UdFNuVMz +l5sGoFND5qoBh4rWfpkw/bSBBm6KwWY2PATyfXZJt0WWBiq36FUhvASq911W +79xCg64j61494SPQJV6xzbRdNOhd/wJo/AT6ukdtnqNLg0CP0AEzQQJl3g7L +kzxHA9mO2qXRtQRSObJy6ewbGhh2PLomtIVApS8LtvbV0SBFIqv+H0UCqUlY +Wh37QIO0+SQLWSUCaX1PzVXpoAH/UZaGijKBzO9uN5kapsGN1ftcdu0gUOBX +s9RQcTro/X7Tw9pHoFnd6bejknTIoVdFtqsRKLwwZezEJjokSEedr9lPoOhI +pra2Mh0KtyjL3VMnUIpiwDcebTpsreSvV9IkUFXAA9U73nQw2EOuXDxCIO2B +gycX/ekQ8PEzf7sugd7p02P8g+ngsXTN+JkegZoklb5aRtIhokQoS/sogWg1 +1Mh1D+nQWS983cOIQFyrB5oz6ujw6pP1OmdzAhlmy3u+kmTA3yBuaW5H/L6p +wkofpBkQ+6Lz+D1suYSFoX55BiQK0dcoOBHoT2iPO98OBoSVhk5pnSBQkVW8 +i70OA7yEGLFuzgRay/3TbtGLASnbl6dcTuHnzdElxP0ZsHG351gv9vh4U5dS +EAN0nkefsnAn0Ie+XCvLKwxoMH5Xp3GaQKGlDmY5yQwA46vGfz0IxHSt0z/2 +mgGBDnPRB70I1GxXxOuC8Pn08+qPsQmTJ+8C6xlghPae+Y19Tz1YJ70VWyhC +tcybQEdFlLU4bAb0jsfdX3uOQKor1i3wjjBAurBE1gtbZoH79foJBrCT/1N6 +g/17eEBdd44Bijq1z0/6EqigNnHfQ0EmzEd0+9z1I1BqRcT0C1Em2Ek7tvVg +R7/0flW7jgnE/u5iaX8CuaTo7R6RZYKMaTojD1vMf267phoTEuOXuJ6fJ9DS +6aEfFhpMGO6o02Jjjzp2/OuhzYR/Zxz+k76A4/logVKCERPuH/3bfhc7ZJOr +AuskE8obis2cAwjkbrnnOO0UE2RlegLuYJvf4L7Ve5YJ2zT7ZV9jK/3I+dly +gQkfxy9KiQUSSFz6omLjRSYomK88cwh70dzAsT6MCc/X+B1yx+6uGKl7HY3H +Hyi8XoRd971qpjIej5eL+tWOXbDhtvKrBGxP+elp7OvXdiblpzIhh7c6TjWI +QP7lS++znzKBcbtMwRLbcbht7mk2E/b2+hr4Yu8xDXR9UMiEMnEllSxs6Ui9 ++4mvmPBkRH6cir2yTOLjLQoThM0GDrRiTw99+xPzhgkDo5aCg9gMSequqDom +7L4R5T2L3WQc5x7RgK+fOGclEEygyiuOKSFNTFi9XuT9euys0u1NgW1MaOX3 +qd2KfWdwYdGvmwmPu8P19mNf/qdlr/dXJoSW6VkfwT59LOOMB4MJQ9/rRk2w +zSPOP3YdZMLLzmkhO+xDJTotTiNM4PreR5zEVmKLcR+fYEJ4SeCkO7bYukE1 +q2kmiLagIk/sv4YVXqZzTPhnDs36YI+ExaQb/mWCwUJgoy/26HEVr2dcJFBq ++hT9sN2m1vLI8pIwePCn4P/Pf4n/m5a+goT8K9Xh3tgmm7/t3yBAglb5oYtn +sOuqW9oerSZBR9L3tyv2geMU73VrSHi1aLnCEbuQk8F7X4SEifYfaZbYCvE3 +n4qKk1Ahpl5tgJ2qcEE9QYIEZXuNs5rYwtUOHYKSJHwy//l4F3a03ZFz8VIk +hFa72sthz09uW7FSmoSIsJgMUWz/OPHMaBkSLoWePr+M12NIfuEgjzwJ5+r+ +NI5jt9s2+y4q4vmWOUq/xzaYrOAPVyaBb2CzRCF29c2nWb+3k5BpWPjwPnb+ +a//u/3aTYMxY3O/y//iwtfcPUCXhmEaT7RHsexMgwFEj4bfGiUUF7KtyYlqj +GiS4R3eOsXA8zlTN93hqkSBUVr0XYfvYsM9/0yZxPQziTsO2iy3PIfVIMLxl +rm2OvWPcTrDXjATb/cs7c/B+IWxN0S1L/P0ucb29gK1XoxukbUPCNtHyNC1s +p4TdA3kOJFRKaiq34f0Yv2dVQfBpEg5+0c9g4v0r8XjZRfksCddPap/PxM7i +nhWneZEw83tVnDM20ckO0/MngSm7Pbkb54Ph4Gpj8VB8/6eSPMU4fwTSy5Ya +wknYF7Rd3A178eiLstCrJFQNqPuIYktIpmxg3SChbtJh+hzOR3pV50dLEkhY +KnA4LYzzVdaiwi2zXBxPCX0tXDj/7Tgrpc2dT4Iw47LbI08CUVtFpitekOA3 +Fa65A7s186+jdAkJnnmfmizP4ucd+bJtrIoEM357ixicb51i4xvj2khoabo+ +l+aG5zsZeUWrk4TY5xslJLED7C/tnerG8emREZrkSqA45dOP7fvx/OJvyl51 +IRClSctb6RsJBfrzvfoncT0QmRKo/4Pj57AB3zV7AnXW3Lp5bJGEmuGrIaPH +8fr6KvK3LZO4fgz72mCLNznx9vOxQGDUgyFnhx3TsMgRZsGn3p30F9YEEl14 +Mr1xMwsKb1yzDjYjkND3o7QgExasPvLgzBiuj80PSad5MxbcVrJUVcK+ox/+ +9aolC0oXE6+76hBIMLv0S7wdC66bNBe1aBNotfPGjkxXFmxadW9PKq63Al1T +DZ+DWJCSETT9DddrPpRWsjmdBS7c7g0euP73a+kbMTNYEFSkEn8C9wclr8fJ +J89YIOe3IskS9w9OlMPi4vkscFI84LlfgUCvipjBXGUsGPAtPjy6CdeH9M2H +6B9ZMDUdmM61DsdHaEF9yn8sOFSbUU5yEyhhzsbZepYFVWvEubO4cH66+PfX +mnkWNFgceuC8TEXCAWZbY5ZYkJ3Ff6frLxWd8eLEB61iQ4WsXP3LOSoSt99n +YSnLhovapuf4J6jonNqbr6tM2JDwukov6AvuJ9t7CgkzNkhXedjz9FDROr+p +SE9LNmx++fl9YhcVoTxFpQY7NoC9Wn5eO+6/JJMCr7mx4c20YVpNExW9mfcQ +nLvIhnHxZIuMWioSRMKHh7LYEHMxKH9zHhUVHHPPqp1lg/XjGz76flSktkNe +G+bZcEF47vKtc1RUK0wOoAU2PMu4u6nNG/e7Xc6Sb7kGQXd34jbbs7i/dHZM +eL96EMZLv1iYuVKRdqBlxCeZQYhHNhMLlnj8E22HToNB8JU+tdsE98+/xjaI +DqcMwvbpj3uJ/3A/b2PI+0B/CGjdtw1Zxyko0igms2J4CD4nJHCSiyqRPN24 +LyfmG4TQiW8N0xXokHr0AynVYTDakPPknlgFOinTNs/dNQw5FtyZO1XK0a+m +u+wLUd+hhGdTmoN0GUrlcwm23jICu2zyDcuFXqG1jMpsnvoRsJ02bSodLEEr +rkTZagT8AG+iePLmiSLE9cKlhC0+Co/os43PyJco8EnJXfF3o3DwnJ5Xn/i/ +qEYlTkDMfwwcvI+uFVfPQ2LGgTuuC49DMt1I55+QbETb2d4VWj0OFF/NlUfa +MlBpBmwZcpmA7qE3e5N/pyLnkgNim5YmoAemj2/beh9di3kWRXs5CaLpqe5X +YuJR0cimNGFTDizYvaur+xOG4p7GuDHMOUANT0rnSgxDHtYTisVWHFA1tA/U +3hyGpKurS83sOfDW9vmOCpNQdCvxxIc77hxQMVB/F5cegrwOPP65OpQD2w/y +PqMfDkYK0RJGK59zYKtX5Rnmkg9aOhixpvdfDhiesghYVPJBXycGO58XcCDw +Q+tVKQtvlGRf7mzwigOy/cdYJpmeaHm7dVBMNQdmtVuS0sAD0ToSM3i7OJDc +kb/0Y9kJEbFzp7t6OKDoNVT7y8IRPdB03ZbTx4Hhx17Jy5n2yCRvV4UugwNC +7RNTa3Rs0evLLY1RPzggIjN/VpXLBKXs3J9oNc6BlhlBUM0yRAHsdFt5Dgck +eE2N9+joI2VTX2bdDAe+WZvyWnJpIj7u7tykOQ4cD+ly19dRQ2Slpo/bHw44 +l1X6+3OpoGqfnN17Fjnww3WveC7XRvRIVvDX8jIH9tzZxvj//4H/AQxuh5o= + + "]]}, + Annotation[#, "Charting`Private`Tag$15181#1"]& ], + TagBox[ + {RGBColor[0.880722, 0.611041, 0.142051], AbsoluteThickness[1.6], Opacity[ + 1.], LineBox[CompressedData[" +1:eJwV2Xc4Vf8fAPBIJYWMrBBKIaNSZOQtJCsSlTKSHSkzlfpWRqRhZHPdc6KS +TZQin0LIvHYyM+6QXNJU8fv8/rrP67n3OeN93us8V9blwlF3zhUrVhRzrFjx +/08zd2bnG9YxvXFe/f7ytN01XIYSfqPie2Bo6zP5BX4BpE5NzXwmbgTuwk0j +LfyyyLytv4wibgtltrI/S/h3oRNuP18niLtBeE1VwC3+A2hYLcrwnngQdB6Z +Zf/ls0bERqtbMeIRcMJrjRFj/Rl0k/vZ9tviiXDeJkc3ncsf2Z0ki+fmc4Dv +af2EZ9JNtG75psMh6WKIlf16tafhNpK3nmXW3SmHL0U7brdWxKGQdi1I/fYS +7J0ah8wSEpFoucAIBwcCr5T7dyMHUtDzccPWDt1aYLy9ncf+m476TG7O3ztU +C1x1/12x4c5AP4pqRCyO1oJnO09DsVAG0gzVOtPkWQty8ofqrJUyUKWQ2o83 +CbXgouy8pH0iA700kpApY9bCnNHlGmpxBqp+PBeYmFgHntJaApRTmajWm7Lp +5Ew9yLrmXaxLpaBnLB8fpx/1sPby8tBdkoJyvLSrXFe8Ay3+r6JWeRQU6dF/ +6rzwO3jnpLmypoqCTFwE0sN134HDyZNBB0coqONkpFjR3XdwhNuH/Us2Cw2Z ++G5cqdIAC+JRYpPZWaitUcedW7MBcqVtxevzs1CNMU8F74EGSKPbFmU+y0JU +oye2YscaYO6B/T3Nuizkov/pgcq1BnjBbpgWGs9CTM1jgnZtDfBd2DLcXZqK +vm/bz1/o2wgaH3ffPR1PRXrjBo0xlxpBvWDi80QqFd2imFz3Cm+EsS0HLU8T +VCQibMvektYItwZSBXWKqUiDw6cjvb4RpIpjnG61UtGlwdTY6E1NwIqRkajg +JNDf2G/8bu+bQOn0gr/yPgIZmS82HuhpgsXuyV4HHQLdXb3ixubRJojeRWRE +6xFI6tq6uY/fmsBK8aNJlxGB9LzlaNYy7yHQwkdA1ZpA142OxEHIeyDtPqSs +Pksgzt/5GzbJN8OJ6E2P9yYRaFObwQKoNYNM9Qv/nBQC7SEHet20muG11WYZ +/nQCuZuuySg63AwFy5/lPmQRqCnNRd7gYjNEP/hWvC+XQLHa4tpnG5shOYDu +of6KQLl8JZL3O5tB//tdcedqAr0ZN14uG2wGG/WJR9E1BPoaE1T/l90M/pOh +pm21BDo+2GEZJ9YCUoMPC7e2EEjy6i3XF2dbgIuwClk3SKC9R6SMhwJbQKlk +8db3IQJZbi1X4PivBSj7DngNjuD7a/30xSyhBaz6ECV9nEDjkvsvjbxqgRb7 +lEY6i0BPXy/cXbW+FZ4Jvyyr+Emg2viYC0oircB0YT5y+E2gj+6yR61kWuGs +Sa7r8iKB1vNZiabtaYX7STr79y0RyM8pj1R2bIW2gWTHEC4SaSw7P7cpaoW1 +dnX/lDaQyOLwm7CDla2wfnzDpSgBErlmbLbSrG2F46rbPo0KkihOc4Qh0dcK +tjXO/0VsJBHrgr34+L9W6BmxG8qUINGKmldT3WvaIKdXpv7DJhKJrJcoeyfQ +BosKOqkbpEhkkPvB7Kl8G7zM0eMK2kyizLFjV/0Ot0FuBmVi7VYSlalWmLic +aIPzx/i2ycuTqOmq8EbbM23guzv9qO42En0X6y7UDG4DaY1FLycFEllaHxld +ymwDsQ1d4f7KJOKoNTO4N9MGs5rvdbvVSSS2IY/v+o82uDIzsrJwD4lUndYO ++q1oB59TDqVhe0l0arEx0Fa4HeRL62pkNUlUvvvgo0267TC+Y46iqk2i5hs5 +/rzG7bDuBTOBgT3WvlJv2aodIla2ncvUIRGvT23fuGs7nL1c2P5bl0Qe2cCd +d6cdXPpsjcOBRFfns3oyktohIG6H0yZ9Ej2AJeIeFR+vtORkMfabwWot/2ft +cF5I+0/zARL1KUqudn3dDlxokThqQKKZkNAu28Z2aM0ZV+zDFhfW9tk32A68 +r/InaYYk2umSpqk0hc+nZC1iYkQi45JfKyXZ7fDs+GOlKuwAixeZy5wdUKOy +sJh4kETR6SJn59d3gMX88+d/sKnM4L0TIh0Q8bDW1smYRK0Re9oblDrA772t +pughEmnzt3DG7+2As5VORBB2btoZTXv9DtjeFLGzDVtk6y8fefMOiJcpYsiY +kCi86D7BPtYB+Qfr3l3Antsn3/vSuQMeihY1v8R2qqtaG+HTAZ1dJ38sYWt/ +YAaI3ewA07onb6+Y4uO7XH8yfqcDHPW2nynFFvmycaggGX+vKrd9AjsipGBD +CNkBmZkxQhvMSDTPYXjwQEEH7GTbbNuH7XR34PK6Fx2gxAw4bY/dKuJX1Pu2 +A1Y9Hq65jK1Nrp6gtnbAvew7Rg+wc3dQRL37O2DyRfDcE2yR5+oWe8Y74LZI +cu0L7Aj95htLMx1gbcV8VYv9tdm5oulnB1ywPDvQhF2S9yfIlIMGfg6i0s3Y +DLZxbNFqGuhLf41uwJbem/BUaD0NFJIWxWuwba8M110SoEGrtHpnCfYdpDAy +LEIDlWBqURZ2LVfQLwNJGuQWGZVFYf8yRYK5sjSY36845IOtFsujwrudBqJf +bZXNsT16jh0KUKbBlR+0h/LYFHHyTP8uGnR3PYE/OF49TjOhupo02OYzxdmK +vS5HM5nUpcG75eSZFGwDVljJagMamKu0/HXCvqza3uxziAYZM/HqstglgeJT +NAsa9CT8jRvBz4tR6ba89ygNrDulNqZgSy8Vi2ecoMHjirVvzLCPGf5RX+FI +g+SnvfG/cX7cjTa2dHehAV9gakw29m/B4TA1Xxr883abZ+J822mnQEkMoMH0 +PHk6AtuDEvjidwgNdJb1vktg92znmakLo0HIUf4ULZyvJbqax+xSaSB0Pb1S +F+c/42bYhdcUGrjaObiX4vqQbmy7LZeN42sXpy2LfdfarWamkAYv2fNOX3G9 +eXnEb79Zh+Pt6Zh4Sg/nf/7QAXoTDbiZXrdz9+P6m9vuYN6O70f6SO48rmej +0Jq4jQM0+LL/hlswrvfNcZ9/P52lwYLKySGDfSSqOXP9adkCDbwlN7Vdwv3D +SV3oZNUvGkS0uN7O08D9rU+7spWzE8y+27hz4H4jJhVzkS3SCacrA0qu7iLR +i1mpbb82dcLl6m0r43eS6Pib0t4Vsp0ARgJbSDUSJbkO7BHc0QlCesEt5Sok +EsxTWNgDndAwKPvuqSKJSkOrH+436oSttB3RmbgfHjl85KixaSfI5ztK3NlO +oti5kNITNp1A1TlYaI/76XrNxgtXPDuhTbossVmGRKvq3WdQbCdk2dGejoqQ +KCfpd0ZTYieMbpq4EYv7u5HnPfPOtE7gma3foSNMojCeirzx7E6QPmC4FInn +w9IRrrOrKvH1aoVRWetwvg4/nDIb64TgLklZ1jKBPv8cHend2QXxGYUNLZME +eu4ZW2um0QXSm1/odOD5dqNf7zHS6QJ+Yc0PbWMEEnlB8X1q3AUX17BuV+P5 +aHDR/u9Vhy5w7L89drqHQOnf+sS3RneBXeDX8Ro8b03m22wDRrvg8erEhvEM +AgmdubaPMdkFc6xyF4s0Ao3QlCUdprvgVqObTmkygYJK7kwc/N6F+53fo3Px +BKJeMA0QX9cNR7Ov++fdItCPL/WxbzS6YdMLxVQDPwLlTFc1893vBoly16Fp +IND5FKst3g+64Y9t8M1WXQJpGk2EvkvtBsGKwdynWgRqpvCoXM3uBgdZmbDj +6gSaP3IyllXZDaJbNodc2Yb3mRc/bOonumHb2zfqM+sINBC+a/iyVg+Uaov8 +W3xMRXxST9iTkz1w1ixcbjPe7/SPhw9PsHogauG9mxHe/wJiT7eMz/bAl+Zj +Ji4ZWaiPQ+zJ2K8e+PGoZzHqThbKokc7Da3vhdw7Pw1CfbKQaol3W/eeXqB7 +jwqsVMpChw1V82sjeuFoc1byI7yf3j1b4UFs7YNxm5Xm+aGZaFq/MHqdUh/0 +35j4oumfiQ6JPcq7qNYH88Y2EdUemYizMXHWQrsPVA+/TSm0zkSXtwZd/G3V +B+V7gwrUtmcij9Hdt46G9kFoT9Su57QMdOBYySOurj5ITblrMC6F92/9/Emv +6/3gdvXERW8yDQXtri8XqfsAT0KXN/++n4xGi+rvdMp+hEcaEr30vgT0x7sn +Q/HKIPAG0lalP7+HdhxYs+RRNQRXqCEF62mR6NBDWc9S0RFoenVPROrtZRQi +dVruk8Mo8P7lUB82P4OUZ46t6z88Bp89qYFbwpxBiH+Ou35xDH4a5Gn8538F +z9mM4i2Zn+DP7HGf9BuR4LOnamCt+Ti4R97SXStxH/JNXYiaH+NQLvo3zpPz +AXz/LLGBnjwBVc6hVYueyVBhc2hlotEkKJtPWzPL0yDavDJS8tAk0C6W8Hm+ +SQMHQ0XuR6aT8CY86NxoSxpwqq/jfW45CZ2fKcvV42lgKdgh8sFuEv7b5bZ3 +x4Z0YNKOK0n6ToK6v5dP59l0kLD0sM5JmgQTy6VXu8Qy4LpJJLWcPgkb++RE +C50zocvJy2EnaxL4ci2PHvbOhK3B5uIFnydBvGahhR6YCc2kwIPsuUlYUonx +XxWVCcJ/KLcSFvHxEtyN5wsyIbfwua8f3xTUx2+QufkzE2iCTB1ljSmodc/c +HRBFATnFll9P9k3BtqoTc3vjKBAMRRVbdKZATS//8ddUCkicC1LbpD8F+03b +vh3Po4DbuxVbeMymwPaR7nBzKwV+hYjzMB2noE/FWMRpQxbIDpt9yI6cgrcL +tP1bE7Igplan+Fj0FPjlRpgXpWfB1yfKt9bcmYKPcTONatlZUBvAt8cnbgq6 +NhxbKV6eBW7cXbG7M6ZAayHQIKI3C3LVTx56WzIFk2eVB6pEqKAa4/l8ZHAK +nOUEH1ITqJB8we5e3MgUUEolxYTSqbBsa+pm8GkKoswcKq6RVKBt3iH4mD4F +StxqjvtKqOBfMevrOz8FvgWZCoZtVCgfC5b/u5oO781Mg/s4CdDWjEgU300H +/2vc6JMmAX0u4hqUPXS4eCxxrFebgMD7Rf0ymnSwz0rlbdhPQMHUBwkFXTp0 +HFCNSjckQDpRhdQwpkOQSM2kkBUBnPN9hTan6GDYKF10yJ2AljzFxnthdLjq +caoLr1Lg1VfjJRBJhxTFJMEt8QRwcdryJEXRQc9Y3/TBAwL0Tv53OPMuHfh4 +o1M8UwkoWdPdnZdMB8Ubl56MkgQkul0da8yjg+1ptjBvOQEO0h2/ObrpYPWt +9tTJXgL4xAMqqnrpcFbZmyO4n4C3Qhv9gz/QIVzAqvfOAAHb1tozmcN04Ew5 +z5k/TAB7gd7XwaSD5ef0M8VTBIS9X3pGWaJDSBO9vOMbAXvqyQsnOBiwOiV7 +mvKDAEaN0Q4BLgZox5Uaef4iwKI85mHEWgboX3nu+vkPARupIvE+wgwQ8vWC +l5wk5AapntdSYkDcN1lOH34STl3oVFxQZsAqpVSDzxtI4PUOmipQw1bpp3oI +khBw+pWDzF4GuJ1bKrLcSIKOmbH5Gn0GSP/wFJ6UIGHWiLX6rQEDBubj1PZL +kkDA3dorBxkg1WLkFi9FAtfeLq1ZMwY8rGsS2yFDQvtmJ4XeYwzYpfI1e4s8 +CTckOCbv2zGAki1289g2EtQ35lBN7BnwrX8qKGw7Cak80yLVzgzQkJGitimS +4PI9eFW2DwMKoqa/KaiS8L353rjfTQZkpy6eWdhLwtC6Xq+/4QwIEvAlGjVI +qLWQZEfdYkCRnX9CiiYJce15f7LuMMC4xDlOSYsEpa5G4bYk/HtNv1lJXRI2 +CPFn2KUyoNxmua4d+6fNcdnJdAZ007PMr+4nob53UuUPlQF6O139mvVIcBrg +OKSYx4CJqlvr1A+QYCRh2lZewACdYDHfWuwd9nE2+sUMMBf77/phAxJ+DUk7 +nyhnwO2DOs+PG5IwIuVBH3/OgPCkIx97sN85FZ47/5IBI6cqiiyNSEgY07kc +WcOAqtxvnnsPknBJNnx5w1sGfHqQZPEQ+7RLc2RmHf7+peAnHmMSlCftEp41 +MSDKRlu8A1tQnhCDFgZ8aHxWrXSIhN/ujKzmNgbkhzzhD8NuYATnf+pigL3b +k7otJiQUKLze5dvLAAn9O1vPYz84y1X5q58BW5NS95RjX8kz14v4yICsydcL +37GdPyfU8w8zIL5u+oy6KQnGyh/NMkYZ8P0j//Vz2Cq+sp3bxnE8GdLmJLZw +kdeJskkG5L3iaejEXpwtHt7PwNezr5H9D3tM7afrexaOzynTJrxvQ6Of3rTt +DAP4VKKsTLGLSiP9xmYZwN0ZEumFnfi19YfPPH6eoULe4dih6sLXfi4wICPI +5l8atkuQ/crwHzie4ruhANuk4uFtvt8MmBvMU3uFrfaDxZ/+hwGV8Kq9DltE +c1ey/BIDFEYcJd9j/w25JFm6ggk6boli+P0DJirRQ92VTPie4FiH3z+g+fdq +xaZVTHCHV5IIu0TbstiGmwk5Rwu2PsNOCU3aO8rDhL73GoMPsf+rHqry5mWC +/HNH/fvYbv+2GPzgZ0Kd7jbbYGwzPZ+mm4JMmE5OFrHD3nW9zJJ3IxP6BZ5H +aWCLvfndkyrKhDa+e0/w+xksrThgv1WCCbwr5S/ScfwmD0R/KpbEvw+JXniB +3RLW4amzmQlePHWbI7FTuZyCjm5lQv6Z+QhB7CVX0b2d25gwnFnI3YOfp1sd +7buVIhNGuU57xGPvDDMMOazKhGCb8eJlnC/Jn/5qtu5kwgn1/owS7L/6z3+Z +qTMhffcaF0fspmWFKyb7mGAYfPZaHs4/1dPj2o3aTKjMbegyw06syfhzcD8T +sgbLORk4f52v8V0zNGCCi+Cjr4LYPxcXrutZMIGqV7ZRC9eDw6lC/deWTPg4 +52tQieun9qUHh641E17LJ5upY9+/NBCmdZwJAzUFXyRxvW37URO5x5kJuV+K +wmpwfd49dsn4mQsTTJfC70tify3ftWa3OxM0KscuXsT1XBOYE63mzQSzzM5h +KVzvx+dv31EKYkIee8daHdwfqo8YWjy9yIQyma5/IftIkCv5u17hMhPEyk/R +SnA/mT1/4b78f0x4otXNL4L7TeSMbbxMNBPC2j/+K9pNwrQ531FqDBP41FYz +mneRcCS/UVD6Hr4+haLi8Z0kSHprJ25KYMK1PpuxVWokrpPNKSKZTCjYdPid +xA4SJA4NnEjKYsIO28KSjUq4Xz5OEBMmmXD2reu19bgfWrivShd4zIR/3V1V +X3D/nByfzlxfwgRvz9nu/+RIEBqpeMhZz4Qgo3+Fg2I4XuuvXXvRwIQN6xdm +L4mSwKNjZHfuPROewiEHARESOFO7ePvacf4FPnytLoTjZc2+9HQAP0+xpMd6 +vCTQ3ilYHWEzQTnG2993BT7/N7biqq9MuH/1Y97rJQKa5F5wvfrGBNW2HNG1 +/whA1w++2rLIhEvrNO/F/yagSMtF/icXC865bvnh9RVPi8KMPxQJFqztE9m9 +e4IA7iGXvqNSLGAuzQzv/URABI9S6RoZFhh6Bb3bM0pAqGelh788C9xmBk23 +DhLgLdvbabSTBWrpOvuauwgwSeLL/XyQBRURwrt2vyVg1bWbtlr+LLBO2MEd +kk5A+fzMbxTIAtrapRv8eJ67edhRjS+yIEvlw2R2EgH1VmrTNqEscJdf7fcm +Dp9fbvj6+UgW3C5Sf9R0C+8HTfvys9NY8LY3aKNIAN4vhOY4+GpZsGaSmfz0 +IAFlUfZPEutZsOeCff4bAwJc/jZYbGpkwd2qTtSNp2PtFCVFoZUF45fzP3/R +wvO90lzFsI8FXW9DXL+qEMDh9MTu0jS+n+TWy7obCVjx1Kl4XHAaqhJ7LSve +UqFhpv88deM0iLDoOravqHB3p7Wqg9g03JnKW2KVUUG00rCwV2oa3g+P8C5m +432tUSG/SWEa5BeTYwsiqeAw9fVxkd40NFJmeR0PUeGlbFTWFe9p2Px4YeZP +XRYEpBffE6ydhjzDco+XDynw4m96VG39NCSN98sdTqPAX6dbNwMap4F7QpX8 +EEuBqC2OwV2t02CiwMHuu0qBzAIex4T+aXhLuybuf5wC72rclQW/TMN5dsxK +aW4KiE1sahEQ+wwxRiZ+vu6Z8HpHNLfA+c+QI18lEcGdAQJmAcphfDNwSFB6 +rbNqKgyp0LovV89A2b4zG4wLE6EkC7ZOOn0B7sjTORcF48GxWENAaukLZHvO +nabHxsCNSPLmUN4sfNTnDHCfvAmFTKkMPgs2pC5zbd/JHQjRlEjnEUs2HD9x +5Hx0dQC4Hf0iX2TNhmyOpuWPfgEgWV1dcvgEGyoSrzteGPCHmFj7hrsubHjN +cTDmRJ4feGmkzfNcZgOfj9ybwORzIBchbLLmMRvss0v/0YRcYWnfVd7+XDbc +8I0s9Q11gYEvE12P89nwjsuxjmviDMSdeOZoXMqGc1lTr+TKnGFZ6WhgZDUb +1guWShoTDjDUGZu1spsN43P59CoRG6i89dO1u5cNMtUq5Lkpa0jUOa2Y/YEN +Zyq9GaLlR8D8kWq5wQgbMuUIEfTQAl5dant/k8UGxtyp11dEDSFZZW+s9Qwb +juyvM00r1wf/8UxbWTYb9F6lX3PP1gUFi3Ojb76xIfrl6pQyUXXg4ujJifvJ +Bs/ZA07UbGUYq9Dxdl5kQ+XYqh6a6Bao9s5W2/mPDcpXTOZ+iQpByuZ135eX +2fCNu+3//2/p/Q+gfJGF + "]]}, + Annotation[#, "Charting`Private`Tag$15181#1"]& ], + TagBox[ + {RGBColor[0.560181, 0.691569, 0.194885], AbsoluteThickness[1.6], Opacity[ + 1.], LineBox[CompressedData[" +1:eJwdmnk8VP/3xwlR2oiENpS0kMonUjlZSyiyJUKWiiRZItlmuZGsJVvIUva1 +yBLedrJkyb7MDGWZRSOJovjd7++fmcfz8Z573u/zOq9z7tx5jITN/av26zg4 +OM7hL/97v2Q/011DN1axdFVVuflUoppbXcyFKqoAwYPMPKkdHOjk69iE96Ia +sNc55+Rf4W1Ip2PgXaKoETzYHbBpSHgfMrVbqnouagfxzbe7nwrLo7Fjgeqh +ou6w/bhW4l2h8yhZ+MqTYFEyMDaPx63bpo8IfO8PPhWNgrINH+nDf63QNbOU +grkfbyBmpknmqZkL4l8jWFzYUwAqZ16U60R4olgHU8ujWgUQJtCwKprjifb3 +HrUWcC6A7cRLASONnkgla8B2pKoAKmwzVhVXPFF5VnRJqVwhTN7VNzG290Kz +hqxKnc+FECy98EtI8REyzoxpc9v8Duzjg6I1u7zRAYPvM/XPioHi8kHdtd8X +iflfUL6dUgwhTgrCcWxftC0v+dnG0mKQNXWZzuXzQ8t8hnIGE8XAf/LJ5VfK +fqirptSNolQCJbvCnSIT/ZC3PGH192QJLK96numz8keftwoJyZ0vhdCH0wcz +HQNQ/bl79t3GpeDwHWX99QhAZXebPrjfLQWXz87lWoQAlNbsZfYxuhS8bfLt +P8YEIC//saSLs6UgeqXmsHRDAJJkpx+yjS+DnnWxmitiBOT5+TTELpSDiXqT +iHsNAW2RK5n8xFcBl2Oc5us+EdCbUPmQlV0VIPNs72/eLwTUrXtwyFKzAk5d +OeHiPklAR9qE3A5EV8Bg9Sy5fwMRUZvZ6e8UP8IX/97xCn0iulD7dkuHdyV8 +a/76cqKfiCj7JEpWwyrBqYF2ZZZCRO4BCebyaZXQEFL2anaKiFLgReaLtkp4 +i/QGPi8S0UpVgNr1XVVgopdhu30HCRVUmD+crqqC043sbSlXSUikWIDCyYlg +j2jnXFE9CVmErBh924Fg4qon12IrCaXaTbY1HUUQs/vHWdkeEjoqXF7+7BqC +Gt23Ah40ElJ7aP1SuBBBY+NSjcNfEjqVYJoedawGVLO3X/p6nIzMgtrHMeUa +4O0XzTZVIiMfd9Xdnpo1EB8wR69WIaNa3SNRZuY1EOrk+dteh4x0/60S9gTW +gH52KkXYjoxuWqbfyKTg6ze0zf48JyPyJfG4ODq+nq7VHxdLRumnInqDF2qg +Wip24WgSGbG2eOvc21gL9p1N649kkdFDpHf6xKlauOsptedJNRmF7PslVBla +C060NfGSKTLK3+SonxdbCwJEga1+TDLq/k15lpRWCwu2mfdOz5HRju6WdYTy +Wpi9euBm4B8ySiEkzGlO1oKZ3pMOf34MfZhQb+88Wwc9+7WUaUcx1H+R8CP0 +Qh1k/a7Xq5TH0GJ+9Q7dq3Xg+Fx07zMFDCk+Pn2z5XYdSBS1/+A4i6Gy7ccW +a57XQedaxg69SxgafOQk7p9YB3ZWawPVehj6Tc06fy6zDnIovJpSBhhSyt3/ +rLyqDpYPlIo2mGKoXENs37uZOjg1IOdub4eh4WxTTZefdaA/4m7mdBtDy9te +Osqt1oHSdvNhe0cMKY9tLcneXg+/spMy5F0wVOHBcylNpR60tyyeO/AYv35E +7f5N7Xr4/Gaxo8YXv141IGqvUT3QapKYlwMwdGbLCuWVQz10jgd9UsMwVJk+ +5xYVVQ/R9dsng8IwNLpJLu7q63oofWNXWhaBob+ud6u3ZdeDYqsf/8hzDJ2D +Kb5QVA9D3DUnl6IxZPlWSk6ntR7OfjLi+RGLIT/+m4Yb+uph14kww7F4DFUP +jCRijHqw0Tl4MzQJQ5RzovXqv+oh/LLSHoNkDK2mmcxwcjTA6UR9Q95UDKm4 +dJ/wE24AD4qJhM5bDCG+5uaH5xtA9HWPvHwOhmjO3LMKOg1w9N5KZGAuhjj6 +VAV/GjfAmEWgbXcehs6nVFrcv9sA+TkxRmcLMWTNu0yQfdgAki2xrjeKMBRw +TzGDGdAA/YTFfy7vMFRz+t2P29ENkJO/5/r9Yjz+a/YO6ZQGONSZdeh6CR5/ +vezZbzkNYD0jaKf4AUP7nBxvpn5ogFPhnXy8pRhS7cl4Yl3bAI8Gb4h8wtlG +aTJnT3sDKJhphPuWYYiYJNk92t8AK9KCLvvLMZTKbb0YP94AcoOW5VU41zkm +ipuxGkCF3OqoXYGh9/S7dy0XG8Akk+iJcH5zR/mjLUcjUHkHCg59xFDUNB+/ +w8ZGON4Zuj0IZ+zWwHVnoUZwe+WWOozzw8m32W57GqHA29xCohJDt+zcl71k +GuEnc4+qBc6mX9Uu+Z1oBCtqov4znC/aCMSTzjbCmQ/Vwfk4nx6n0oO0GoFL +3ZndiPNh6/zTYfqN8ODTa79unMWpPk9fXG8E8qqu0v94k6XOUKxdIzzhe7jr +f5//Nyp6KMm5Efj8JY7k4fzdfMYrzasRxh0t7J7iTBn+0JJJbISDWsotZjh3 +mmE780MaQfJvr8kenGsGDe+8j24ENbrutgE8n0JTybKyZDzeSMsCCeeU/jne +6uxG+LX1IfcBnJ8bI9P6Yvx8ikFQgetF6g3NaKluhPwHp9PVcXY3tFjqaMHP +d6VVqRbX28TgT/TgaCMs3c2biMXrc6GreWpsqhH0VpOX5/H6KV2JPvV1rhFs +Rz6AKs6ieif7Z7mboJ/Vc7UC98PGdk7pn1uaIO5nnsQk7pflS10ev3c2gSvd +aC83zqMX7wlzyTbBoc1LmXtwf3U0n7HnU2yCQfLyf2K4/6q1NpZsVm2CTL/h +nxtwf77WyDDaadwEV7UCuZtw/0bUe7zZbdUEt9rDrz3H/R2gprEg6dAE9hos +6lXc/zbnx1/I+jaBsrTVs8JMDBmigq8nApvgd863Qr0MDGmo+J1UimyC7OsJ +m6h4/xw4K/5F7W0ThPM0O1Dw/ppRNBa81tEE25649lxJwNDQBymbGwN4vGuN +NWF4v7b+N19kM94EFQXKrFq8n3NOhhvc+9UEE4N+q9wvMeR87FMEcXcz7Otw +kV0NwZBVfgwt8CDOefkS1GAM6cvekg893gw5J+LMi4MwdOIIV1eMZjM8Sz/x +9gwZQ7+kz23Nu9cMLyoF3lV54/0+odYc7NUMnxcdPmz0wtCTxIv+d0jNIC/1 +4q+2B4Z2CBmxpeKaoTDqnvHr+xg6xXm3M76hGdZ31Tu9tcWQ10hseJB4C0R2 +NTH2aeP+iU66cEu6Bd7HD8w/18QQ39U3a+rHWyA+l/fGkiqG4loK7q9ptcDg +af6bMcr4/CxpuvLQtQX6XJwdFY7g8y58YavdpxZoLoot+bYB11NnuVm1twVW +yut4/XgwFLKeI2AvtQVyDAUmN3BiaLcv/9zwQgsYyYXo/lkiIxVHyS6DfZ+A +UErfpzhJRv4a+hHg+Qk2OvwIPl5FRuv+5GwTP9AK0claBCVbMhLvUPsJx1oh +1G5lJOIGGSmkDPXZnW6FGi3R4TFTMrLX5n2Vr9cKIS8vdxjrklFLnM0BtYet +cGdQgVGlQEbhyqLKDs2tIGusPf2Ai4x2+TyxLXVogz0LbQRCLAn9p79ba9St +DQQfmLHcI0no8v5iGU6/NmjolHO6EUxC/u3js5eet8FsdvDHzT4kNLHrnBel +og3yzuhtYFmSUFbVzxCeTe1w6OX6pVRJ/PvBmvUHw/x2kG5b5NmZSkS6ejVE +zbJ2YG1NDKLFEZHtq71XFOvwdcFDgq8jiShCkTIt1t8O9Yq5OqsBRES/by46 +8a8d3FuT+jStiCiBZuzjotcBpRUvz/8TJSLOuktqoawOoKb3WssFEVA7WeFz +0+FOWFNlcb67GICUt7ati/yvE+Jcg4+ePReAMuNuKpqf74TcFnmRyuMBiJQf +lsw27oTUa2+1E8Xwzw/OuO4kdEL4HDetbcAfZR5JFHEc6ASpYEUfWVF/pEYn +Fq5X64L/JhY2mIb6or0RzD9Z37tA9ZWbaZWKN2IuUSl98j2gZsjkLLnjht4w +PrZuCfsC6iLDdYdIt9CW3Rnsb9964WhfsO1Xby0U4lByK3l/Pywfad/OUWgE +i+dzvt3xH4BD4mVqMnAX3E80FO+oHwQvruyWIV4PoOY3POuWGAbBo15XY5V9 +oGuWm3Xi4DCEeSUt1xr5QM1RTd2oo8NguDVtaMjZB5KzGzeZKg6DlVX78pdU +H7BJbwod1R0GhQMVnHMbfGEqsSV82nMYzt6W4Svv9YXZkPYX/zqGofu6SfA+ +C3+gtG1asPwyDLrD/PLzbv7weaOeUc3gMLhRZ3YUPvOH/KAOIdLXYTgdHeg0 +V+EPLuTPL/n+DAPpenD7+U0BsPC4K2b7/hF4DPoxrNsBsOLY++qQ9wiMnkjv +8REhgNGpG5Fy/iNgJ3Ev216CALmcU09OkkegQ0ReWvMIASxjlx6cCxuBtyHi +C9MqBKhtFLtokDoCJ6/UGVbaEyBw380Fr9YR+KS2A3tVRIDt/bO6LWKjMOil +PrRVjQhOKQ/VOvaOgkTHhET9JSI0OK0p9uwfBTWh9U5OhkR4yCUgNSo3Co6y +cz+S7YgwJK/wh602CieMj6hGPiHC62feb0XujsK2PWJTwS1EOKLKu3rr4yhE +7tD5r16DBIXZOQcHa0ahC+JMOnRJoCCkb6DdNApakVmCbUYkODsd++ZI9yiY +SkVqpdiR4HLoYZ25qVFYJFRvLSORwHVIL/aR4BhQy/9+CUYkWFSbr2WIjMGG +W0I67U0keJwbzTTfPQawPWoL52cSkP2pKioyY7DDXv+OxigJog88mFynMgZ/ +3h2aPv6bBOUPok6EOIyBd/hH+TeyZFAZUbL45zwGN85NGe1UIEOdxhjm7D4G +tXla/v7KZGgVkR7S98f3k1bpl75AhtGqUn/hl2PQ6z0nPmRFBo6NI+1JNWMw +Y3EsriWMDBdSJW4XiVDgUyYtt3yCDAqxW6SbdlFg17ekXaemybAvbOXbsAQF +bnHZDKYzybD8qM+G+ygF2G38h+0XyJBn8NTS9DwFenazfxjxYLCd84fxvzsU +KCXGbljbjwHH0piQoDMFRnYW70YyGLBYrV+k3SjgnCZl5nYUg6bBNwb6vhRQ +yys/V3YSg0eF1/TSIingImmIvVfFgGpVo6FdQQFj9yRrZ3MM2o3zuCwRBbxD +ctbuW2JQphNf59pAAR3Vfxn2NzF4ruh+PuEzBdJcezfL3sZAc6vMWfYEBWy3 +vuA86orBCR7hFa4ZCqxcGqjqcMdgzwpnxc5ZCnz2HH5o64nB76kRRbUlCtR4 +XB9y9MEgpzr85Et+Kux6Z3uajmEQW+wzn7WNCvkiL4oPB2FAznYoqhamQohs +toR1MAaW0erHZvZSQWEmrT09DAMB56XDZxSoQNft1EiLxmDV9hv9yml8PX+H +HDkWA4ZZd6adChXa7+3hMIvHoEEzRzrsIhVefzW/TknEwHO3leS4BRW2rpHa +Td9gYKMvbzJ6kwrK1fFuXW8xuEziDB64RQWBy1nu5zIwkKan/ehwoQKBlEpY +yMJAcJfHgU8eVFg8KBKikoPBv8taZg3eVIh5FTPrk4tBb/FMTQWZCk/ZQu/7 +8zGomS5fKHlKhWMcn4XnC/D8xZ7JFIVRwViVv4OzCANigGxERiwVXjV1nlp9 +h4Hz+9X61EQqOHlqzjDeY2A21bmUmEqFghO7WG3FGMjrulpF5VKhGW2hO37A +YJe/+ovwIiqMquuMy5RiwPtOqDn4AxXMFQ8fHsF5/tvkMvaRCoI5OvWEMgwo +IqVyhBoqvP1jnLurHIPWS0E2Po1UqG3+9S0H5xJfs2jPVipc4qY4HavAILnw +cKtrJxUCZprVM3AO+bry714vFWR/uzps/4iB146O4w5DVKjifDvmhrOtdpK9 +HYUKDnsOJ7fgfNnnfpzVVypceNdbKFCJgXLB+Y7rM1RwdvLdegVn6QkBTpNZ +KnBd4KoMwFlA+KuCwTwV9AJ1PqTj/PdC8R3dJSo0Vqmu1uA8440lXPhLBYmm +gRedODNMjtxJ4aDBtWYezx6cree2r9vLRYOck60Zn3Duf/r3VQIPDVJaDkmX +4KwjNfmfGB8NNoQfm4/CuaayozNmIw1+DrP4HXA+ZfLBQXgzDdJ0HrkdxzmX +ncT1YisNnrbNy3zH85F8Gpi4TZAGchG+R1/jHCvpohgmRAMJMQ0/DZy3VF7r +5hehwVcFzz0UXC+yserdp6I0aFnU2+yE85/vh3h4d9FgpIZH5zuut3OQ4Gvy +HhrUqUwM2OH8TWJFaZ0EDSJvyRZ34vXqMmp3+neABqQ1EwsiXk+t78XrH8vQ +ILpzRqYVr39lYGLy78M02Myrr7Ue54wK596fx2hgHnXJwxz3yy4jU+cHJ2hg ++rI+0B330/NZ4GMr0CDQcIxFwP3mt0/gLOM0fl5frqJHhRgslP/pu32WBu+H +DgrY4X51NJy4P6lCg9vdu5rUcD8bP3mfRlOngVbgrPwY7v+jLGP+AT0axMhU +7nqSjs8PI10UrE+D+70NJ3/i/aVepeamYkgDf85PL6+mYXA97NjI22s0yJxm +qsy8xuCp/IYcd1sa0NhxGvfx/hWKW7OUuUWDqzPQ44z3dzLnouDoHRocYgkW +W0fh8XsmvNWdaXDc2/eReAQGU+6VlwQf0XCfLx6ffYKB69i71cbHNLBrvx7o +T8b7UzPr3SM/GsSZXzjLTcTji0SLjZNo8N1iU9s3fB6pl99nFITRoFPuVvY6 +fJ4l/5MM1ntDg+5T8f/emeH53RJV4czAr7+8KOZkgkHp563zxVk0aF/gKxEx +xODz679muwpowK74dFtLF99Ptf8Qs5wGc+4U7nUqeL5Pnn4K6qSBgdtjyYU9 ++Hm/+/ue7aHBQYtfYv1iGDwwfXh8rpcGzzgmSrJ3YBAkYxtnOkyD+q6csSNb +MPjQetZBepIGfyR4VMP+kmH71jm+hmUapEa/6OnrJ0NPVXCg9j8a2ILJBaUe +Mjx3OrC+c40GbSe8zod3kEGw9TrXMPc4KErItIo14Iw1/mNvGYfe/6rImYVk +2LYSPy8uNQ75Iy+WkgPJsGlac9RNZxwObsmUEsPvj+0vadf/6I3DmudErOBB +MoRoPB7y0x+HCBJ1bm0fGfhTC/ufGo/DH4VQk3IhMmy8Id792mocMPs104wV +EvB9mWtscxsHnQE/VbdmEnCjVwVSCeMg7qJg+c2EBMNnNS5Sk8aB5Be/Yfwy +CQoqWLT4lHGoZkyc6NYiwfUP5wQFM8aB9/d6oZBTJCjKo7pzvBsHobneN07C +JLBMkFIeax6H/wpzK8e6iFD2KKch+uc4hPClX8hQIcJdhY9DG3Qm4AjmZSq7 +FAA1XX25ZXoTMLD3BtuRFQDC9+b8b+tPgMaC9GLieACgtwekG40nQPGJ491v +bQGwXSTCNcB6AooiJd//fB0AH//Y8S95TEDCn3M1EloBwI+2nPuWPAG3z1t3 +Dwv7Q462TXL14gRU2oX9bmY/hl9MsW1T0V9h9F5jsrGFB5QYXuCK0vgGP/Zt +K6D3O4L/Rex18dQ3sFn8OT8oaAISY5cG07BJMPPt6mszUEfKiuQo0RNTUAqq ++jxD9shiT+cfzi9TMBb6YyzusSv61Ro64UKYBu1Kmf6PC4/QKH/fnb+kaZDj +DOIY2uKN6nR3sQOfTEOC9OiTaRlvFPE5eyXp2TRkTIw4DVp4o8M9zUIdL6dB +Y6Pper4Gb2Q5xHnhUPY0yPQXt0WGP0ZN0x454z3TYDSepcUS80Wx3JbuV/fP +AC315mu05o9WbUX+65aegfp894GcjQHIrr7r15VDM9D59cF/94UDkDxR3VNP +bgZaF0dHRw4HoJY1Ge+LSjNACB5T1DUOQEvLP/1VdGdAq8VYgpwZgEx+PH12 +2H0GIuiWfYcuElClvrpu1sMZ2HR6sKrPgIAkC/9uknk0A3vOjOp4mRPQd+f7 +YQf8ZmCvcrl6ijMBYSyjyH1BM7DgYixIjCKg4um9MTsSZuBbjk6ZN4WAtlNK +Utc1zEDuiwfJB+4SUdgmX9/Sphkw0B5PMHQnoo1nNK45fZqBlns+VA9fIloX +27O5//MMxETy7IsJJ6J5A7ZX1tAMXOKsmNV5T0RdjTJX9NkzMMkr2PnoNxGF +5L1aSRSjQ9TLU701j0iIb9Sm/+puOrzPEmQ4EUiIvPFwEe8+Ooyu2/Nq01MS +eny77NaDA3QYW3X4KI0/XzpK9HVryNPhaOeB+40lJHTx5ZZMpiYdODfkhWd+ +JyEeX4LR6Qd0sCWbVE2ZkFHxD9Yf5EaHy14JX19akJHdrWuvtR7S4VHEWMNp +GzJquHKMYfiYDqhvOMfqHhmRJcf8nTE6aJt9LZEikRF3i1JOWhwdPFHH3uBc +PN7ZN/qHE+jwcMN4CKkIj1e0dbEwiQ6mgt+xBx/wePFT56vT6OA3IiBwpIaM +SPei+gfz6PDvUs55oS/48/j2Oc4tdXSgRdjWVy6S0btA84yoBjqo20Z/+LdM +RjZ/m3TFm3F9tu7cfHKNjOomE2Nk2unQo1017M2LIWKZjqx6Px1SeGfL/EQw +xGmZcc2LQYfmlpVY4/8wVNgjuLrKokNLX0npiBKGrC/4pWFsOmgOBYiYnMVQ +jbzx9+cL+P5Cic8PqmMogIuLnLdKB2PxVLVz+hjiyLIsmBBkQH/hxN/jdzDU +xBpwfi3MgE+Maa9TdzEUIm8gZ7ETXy/atkHWGUMiZep5fbsZcKdbwnLODUNy +zTI5LTIM0PkbntHph6GFjamO2BEG7FlEEXYEDFVcFj+sJseAyMVMfyYJQ5r9 +m7M+nmRAz6nddzqDMGQxOZ+er8KAj+KfFdmRGJI85HTrrioDmHubJIWiMDTj +NHlARoMB1/mv8h6JxpDbwsCbFG0GPBWqKZWLx5CSkoGdpS4DSs6tJ4gnYGj1 +cauU+BUG5N7KVFlOxFAwV1VqlBEDlBRkn4emYEj/wikbA1MGKLMqD6ilYWjH +swKJLdcZYN2+LmvmDYZSBVOTA60YcPb9fW/+TAyVSwQmeTsyIGwTj2xmHob8 +7DksFe8x4O3qWUlWPoY0sh7tXrjPACej6DWJQgx1yTsl3PNgAPoYcd/2HYai +3SfND3sxoM+3guP+ezzfMkvxaW8GpPCIeDoV4/mBQbx1AANoryjbzn3AUD6p +1Ww3iQFFReInt5ViyL1ZXXQYw/VJOKbUh7Myf9VgdBAD/l6O3xtShqG1y6di +DZ8x4Mj0txmFcgw1PC8w3RbGAL6ilBedOAf3y4h0RDDgzQGnvRYVeP5iqf1P +XzAgiTnzbBjnHZbi0VrRDLAfaBy89BFDoylRxlxxDLBjlvPk4Zw6uVm45hWu +xzVMkLMSQ3cOBfb6JDFgyufHqhbOsvc4ok6nMGB4qqvVD+f5wkeGi2kMOHx1 +zSMT57KFecH36fh+WTc5GnD2U3LquZ/FgJr1Uw7/+31Xw2cy8mguAxhFpHdd +OG+ssTSg5zPgiuSZ4Vqcu7gGt6UXMWDhn/D4G5yjLxh02RQz4J3oweZHOJs/ +aw3fW8qAfY+CQ87jvK9T/cpoOe6Py/bH/+DnnxKs2hJXyYCu5cmSNJxzTU59 +NkYMMNqsIXYeZ9f4glDBOtzv6jWWn3E9Sv/GB9Y1MMD9aPBvfZz/Wj4huDYz +IDwo9Vcjrqda7YPHkq0MyHa2NpHFOVDqhkdPOwPO+UiJB+L1aMcu3id2MuBm +n6HGF7xegjMnHU70MCB+v02PAM4JuRtvPB9gQOosz95bJRga37JoojaM62eW +QXmM+0H6wbj+/Ch+vmQVHjLul8L/yjSuTjAArjU8vVuEoV8xaSrrJhnwcGId +/RLuN+XlMKV30wzI8Bwo2lWAocZq+6OCswywjD9PisnF9ZQwkK5jM4Bi5hB6 +PgevP+nsPtd5vF8D9blHszA0fGG7UM8SA0L30c4w0jG0N3t1M3GZAeXN1qsW +bzFkt4nBe+IfA8yu6h+vw/vle1fNSuQ6JvhyBLNskzF08mTuL1UeJiiZzD1M +TsKQ18sY9g9eJgTO//PoxPuR67rzV4PNTMioftPPHYehnV/F2wR2MqG+ertG +RwSGbmjyNtaKMcF96e7LxDDcbxnz1Q92M0HZ1M3eOgRDR50+veuWZIKUlUJg +VSCGVH89jI+UZYIYGl7u88XQE1ObKFV5JgTsaXdUfozrX64X9uMEE46tRNpH +emHIxG8/0UCJCVHyl9eJ4PPKkbfHQUCdCT+NNDcQbmOowKHKtlaTCS/MLTi8 +7fD51ZZ548FFJtxpCIrAn/eRf4S/QbceE6wmx0lC5hiKEpU9HXmNCWXSud+7 +9TBUdSSIT8CZCY0LHYXt8hg61SvS8dwFz/8a/7qTsnj9fDIihdyYkOI/3Rx6 +CM+vo0lspxcTFmw8yvdJYijoPo/sXiITYgN23qsUxNDV90QD2WgmaKfGLLT/ +IKM2c8EdBbFM8Lzy69njWTLS4E4dln+F67+SV7GHTkaKxrW2Csn4/pTyaTUa +Ge1aWvM4k82EqQfXG9Z9JqNpZd947WomqHnzVNlkkJH1101WbTVMSJvl+WWe +SkbDzxKk9OqZEIMZz2onklH76Mdc/RYmNNUtHuJ+gd+v/JarTXuYMB8qIznv +S0Y+dZ5f7aeYYCgRGPfBgIwELrkeJW5hgb62+dmlORJKrt3KryzAgp2tXI+5 +GCQkfzqP/mM7C9ZfkF5c95WELsvMpN8UZQH5d+/7kV4SCl5vKaG6nwWad8nt +C6UkxF2vvYNDmQX16488+/SYhBbPSHD42bPgc/7mN3uXiQh7X0357w4LCixe +1iT8ICKhIxZVs44sSJlqL9tMJ6KTYjHeN1xYYPhK42rbABG5/N706+xjFhyX +HGwoKSYievFv+koEC6gFM4m6TkQ0Ktv15VElC2Iyg6/n9BDQa6aALxdiQdmW +fWfMPhGQTZahdGgtC3b/5Dj6DxEQff+AV3ITCw7PRRkezCOgRXHK7uYuFhy0 ++qTHE0hAAhtZt4UmWaARiSWxlAhIa4r3b/7mWeBPq78c/jIAFSbB/m+Ws1Au +r3+6/5Yf+un9k/fmzVlYOCmI8en7oVOmGcwx21locfUPPnzaD33cuvX9wJ1Z +0FYP+HmO3w81BVBU21xnoWuFMzYt3xeN2PhavXsyC6j44Q6PeR+0/uDH+ID8 +WfiQV7321PkxulFwSmD36ixcs/XvtDzjhQKwFMJo9ncY1rm/rTfZBeXN7H61 +RZcNh2Y9hPSpN1FQImZNucyG2RuuP3tibyK7q7MH8g3YcEXVvFb76k20q7Ky +UM+UDRzv3JjbG61RcLh5U4gNG2QLBIPByArdORX3Y+MjNtR7bBMM+HYdSZKF +LvKmsyFrw/CBuSUDtKrks3kgkw05t+yl8u8YoKHZrz3pOWy4l0WTtx7SRxGm +729oFbHhVxVhg4bHFbR2+KobVskGsUXhtMt/LqHR7vAkri9sGJF6qLp7VRWV +PVmy/dLHhlc5hY88KedR1BmrQ2mDbIjsU1cN8QWk81auWI3Chgn9+NeBq8qo +wqvjE4HOBr3H4ZG5a8dRtOx/4QYsNpAyl46l+x9DDyYSjCTYbPhDNk8bWzuM +ZHSdqDULbPj9e5PwTg5JxM3Z+yZiiQ1rOUp+ahziiFZyxtF6mQ0DGk6X1TgE +UaVj2jH5f2yQdD0XepdjHYrZy/9rbY0NjQ93/v//d/4PAaGDvA== + "]]}, + Annotation[#, "Charting`Private`Tag$15181#1"]& ], + TagBox[ + {RGBColor[0.922526, 0.385626, 0.209179], AbsoluteThickness[1.6], Opacity[ + 1.], LineBox[CompressedData[" +1:eJxF0H0s1AEYB/A7rlHW6fRiPzp2ovIWk5RUKhZ5qXmbLG8T0vWGbKXVdM1J +XmLtJuX9JaUbR+6scmLctMz7EYo7ziXceducGy1XbfU8z/bdd5//vnsYUTf9 +Y7RIJJLvn/xtr5iZ/tbZoBOkf0dxM4qXEo6u/32wJL+wgXAHe3cPvy0iAsHB +0ermp0Q0eNzukVs2kQQu3Xk+LYNIBbN0G/Y9JjjgCyFlvKXlSrCehhXqYcID +W/gtzLRn8sG3e5xd81fegw35NAmZ3AJulLl19R5rA7cxi4xDlCKwau9x/Zrr +n8Baa9xtxhadYCdNZGNAbRe4K9Wxp8OqF2yaq1irXugDK9RSyZD9ALhyrqmT ++kQMptJfLcrlg+CsK4LYUvMv4NWTXHlcyjA4yUHE39U+ApbWijL7GV/BP5mD +BZZ3v4GtT+lsxDaNgT3KGZfrDSX4L3qE2WSoFGyjDNIb9p0Ab9df0hWtoykt +Bbw9hZPgq45No5u9ZWDu2ajSj6tolcJo23TeFFgQ4KHNcZeDUzzZJfxpNGPc +a6SC/R189HAqh3CYBoea9K6RxWhVZ7YsnvUDnE8JT/I3n8H9EkG5lgi96T4r +0DlhFkyqDufJDObAiS942QZt6GbrdF3aDQWY5pVo85CqBI/Z9omThei6Yldz +efg8OIznRKNvoB+wy1hjbxbANTP0AqrPIji9iB0pOYeO9p+3qPVD7xYK63yD +0Rk5FzuyotBxTs+XtySjzVJ3eOpUoTeO3Ns6/Bo9Oj81UMVF5wY3hJ2pR2us +/G+xheix/pxibTH6XZr6kngIzXGJsKwYQXu/PMA/LUF/uNP9mTWLzrM9lOOn +RCfICgMZi+j9PtekrStoCnmwMleNnhC4MCPX0UJmhZ39L/QzUz2VRoP+DRRC +Ph8= + "]]}, + Annotation[#, "Charting`Private`Tag$15181#1"]& ], + TagBox[ + {RGBColor[0.528488, 0.470624, 0.701351], AbsoluteThickness[1.6], Opacity[ + 1.], LineBox[CompressedData[" +1:eJwVm3k8VN8bx6m0qK9CsqQUiZAkS6l8hGRtJWXf15l7SyopKaUkRVEhVLSK +ZM1+JFGR7MpOjG2GVFIhv/n9Na/3a+59zvN8zuecc5/7mlntRO93ncXDw6M8 +m4fn/5/GrgO1JYMW2relBwJ2LBTRnqMncaRTXA0P5ZiGr81+aG+6Fx2XKa4P +tb33LoSYzYbJx+aMeHFzdHqOk81mwrB0mSi6Ke4CgfYeWz1TGbRvuKx3TdwX +liP6IzcNN+G+yJ5LoeIX8SzkYVX/Fj2cn58pd0U8Ct/y8kwvz+yHwq4bIRlH +opAVeFFs854DqAumB1srohDl421fnnAAa2YrPVc+cQsbxIdlT203R/n0Q+WG +utvor1ASlT9lgUU/bqtLhcVA7vXIUZVBS0S3++tl/0uA4u/b6quf2mCH5OGH +HRb3UNt0aNWx7zYYstLkm596D0v/RZvc2GaLlexTzqnr78Mg9fs+lRpb0J4a +sjxt9+Ekv/PV0E87CLmkPX20ORF91dknRmMccOjwg7RvYw+hk+yoJlvqhNFW +c/5EiUcQ1W10sO92wiW7+a4H9B7BvJln1RkeZ2Q60xI5UY/gWZ0TZaPtDAFq +e/Bpzcd4JL1LJCvXGW+DvljNDXiC86HFk5FPXKCaIjhXcn4ymE4ZuY0MN7xX +fuvwUSUZ8bNXjs4LcYNDul/B2cPJ6Fl6bp5okhuu5XQe6U5OhuHeFPXKz24Y +KEltfWz2HIIuNr8v6bojodEofWNkCmYtLTGXX+yBhTPnbXatTMPi9uWyPGGe +iPa0tFMySIN7nX7EkkRPrGlQchCk0vDz7Kpbf195QvtZs3NrURoOHP4yYPXV +E3nPbme/Un4JVRvbDUabvcA5wC40qX6JV50L0ktavKC2oHm7ds9LCOmF1luP +eMG/+HWxyq+XYFh+j6/m9ca8dXdKRFamw3ynUo6WvDdW/9tR1slMx2D48fp1 +x7xh8fRO5bH/MnCO8eeCCS8DcbZBpm6rMyD9/NoscyEGeoSYHw+pZ2CW0JNj +qjIM0AG6n7bbZiAoOPLdEX0Gruzn1M1LzUD/hf1Xvl1koGhKt+WuaSY0FCPu +9E8zMCdjvfV1h0w0yciN6S1iwthdrO2cbyao1Z/LfSWYaK7ltLvGZWKouuTG +AQ0mxh5Hd29gZ+JIyRWn2QwmZPeNDLy5moUN/zW+kPjEhETgLi33B1n4TyZj +ZVorE0tS71/lf5WFRe8esAUGmPg7/4Dyvp4sEJ9GExUeCjUlr451bM6Gh1Nm +5cR6Cm9Hlrw9vzsbISGv23s3U8iX9Fom65KNyc7IZ3F6FB75SeZ5h2fjbuJe +GcYhCv4q5//97svGO5g/CgmkQNu17ImbzIbfuhVX3odQcAnb9ACCOVio1xjT +cIPCnoE+vUvbcrDt+ItZRkkU1tw3viIcmYNhVSGTZ28oiFcnteQ8zcF+/w/s +LZUUBKamFK2Kc3DMytwgqo7CH8u06vuDOUhUdeE86qJQvXjpUmWdV/CLkMrd ++pfCm+1M11qLVxhK9CkV46GR612e4+v9Ch0FLnKEj0ZShd/hgtuv4NKa9sV9 +CY3o8dpku5RXsGzXXuolQuO6jOIUb+krvJj+fEFdgoZfYHuCIecVZkWVdMnJ +0GCmanwbnpWL7nTD4t1yNJxaw3eEi+Ui7fC+dG1FGocWDN5UVc6FS8VgxoQy +DTNN3d5GvVw0LgkqPKVKQ9f1rvqpw7kw3zhcUaZOY3Pkz0uSdC6uLbX89Hkz +DenRx+ucY7n3l3wttNamIbqC5/Tcl7kY8TKL+aBDY5HJ4apnb3Mhm2piN0uP +xqxTGSvMWnPx+OX4vNk7aUw8Xkh/+5aLj6VvblYZ0GA3uJREzs3j7jPhk3aG +NHpmFQtqSuahVioS+UY0mlVEnVs25qGI7WXTYUyjyu5IVsCuPFxsFN5baUKj +NOw932rbPMgqsMXOm9J4lS9tWeaTh+RTmdkzXE4ZOP3UPSQPVlGhsrvMaCQu +a/zDn5CHHdd+uFty+Y6+ssmLzDwIF9SeUeFymM/luH3vudfnerrUce8Put/F ++dmRBx5nR6ntXD5ZvQXRP/Mg30peHOGOL6Cc3fd+fj7C+GtWnuPm9/CaStik +ZD6mq6Uu2nPz1+I8V12/MR8Zul5dAtz6ak3lvtjtzEcbstSvc+v3SEkMjDic +j8u2ppfa9Wn8W7hybSkzHyLsDw1TujSivGOqfpzPh+6Y4Bo2V1/FyqXHZG/n +I03G7ORzrv6lChHilsn5EGSN1Wpt485v6MKSkOJ8NOwgmrFbaAQbzfqPzcrH +7wU66u830ZB8FpC5YjIfI1HdjdEqNDLm/zm8Z3EBigYuR25eT6OzYvRxhmYB +IsUG/AdkaZyQ8zbrNSmA8Pa2tN+rufN7mfVDxKEAq5KNxL6soLHFoF3nVEgB +jh5Riufn+rPm0aH+5LgC6MnLVVhz/evG13Ct7WUB/tY8QsBCGpFlH1rwpQAn +T9prbeSlobDG4PxRTgEK4z2r3kxSKLnwWi6JtxCJnFtVa39R4Ojm+s5VKETb +MlEtuyEKu14/EvjoX4jmsemqyBoKHatWZ/+7XogccZva5PcUfM/FWaskFeLH +3/KIm6UUHiDyaWRlIaRi4hkNmRQmi87pWkkW4VDJ6lbpKAo3V0wNXFUpgnVS +4e+SqxTkA06GF+kXYcMfHxWVCxQstlFtq5hFsDi9VCboKIW0fOsT/UVFuH9F ++M64CQUDiWZJ8boisBb5863UpdB2av8bY1YRurz4Z0S5+9OCLUZLXggUw//V +2dpzMhScX2kk+9oXQ8FGKkvuNxOiWYIdvLwERbI/rL9EM2ETNmneu4wg6W58 +/uKrTCS69FWWKxFIy72rXxLAhJJIXt7VQwQteaOxxxyY0D3hcEvkJcHlC68O +Fq9hQiPO8nHUhhJcWpJ87VwSA4dDqrqDtUrw1UJ2C32TgTO+O1ac3FmClp6j +9grnGXhtqhh12LoEWrmeMXPtGDCd/nd+5eUSRK7332ElwoCj3WPbpx0liC03 +uHjV3xsXjZfHxAyWYLbEPe19bt54rBHREPqzBBK23yP69nmDLeBvwuR/jVpp +pRv+3PPqBDHboqrxGmJUkaRVvRfCVo0vLbz2GhryT9wEV3khp0ev6tO2UuzU +1IkJuu2BJsPzY9d2lSJJrPX01zMe+PWieJnp/lIkf1j5SdzZA5qntzi+cy9F +w4aNp+dt8ECu8IZfJTdLsWDsfM9wmTvy9CVWZQyU4rqDbhLvoBsKH387FhX1 +BsFkwbxsYVeUesUvP8wuQ/DExIbsfw7IHPT2tvtVhp+qsjPmHQ546KFV4Mzz +FoLTUyatRQ4Idmu2opa+RUKsnkzcGQcYOgnGXtj2FmbeOo4DY/b4dDhY7EXY +W2iJhs870GKLNkOmyOz15eCoJFtLhh7G+Nrti1OZFTig/IK6d2YvZv15vmS5 +7AekZ2905BSoEI0Zh5wDL6pwyDDIT13SkpialQTtzK1C00Sxs6yzJXG+K7VH +s7QKOpNb/L8/syQRmh39Ek1VmD5reUFa8xAZpK3Fe6ar0Hj7bWj1nsMkrsvi +zBGzj1h24dWuyVPWhLfUWPca+yOMV+vtb3lhT8SWJAsE/vqInS8cHz/5Zk+U +7Ra0HuGpRvRTOkta3IFY/a04Zr60Gjp66w/7WTmQLNWdj5Zvq0asrGPbdKsD +cUvC/OSr1ag+F/BuV4sjqbqoVl2u8Akb4tvFwkudidbiylk31D8hf8m6n4k9 +zuRpjKOmtc4nfJwn9z1ylgu58OL6/VGLTxBrPn5ika4L0fo84CN2/hP8DEPC +9xEX8lQxXtSr+ROWBDWZTGW4Et3BoJdzdWswF87RzgHu5JRy9QfvXTVoU+KT +zYp2Jy+PiffVmNYgRSVhf2umO1n5L038rmUNvL9F1KUMupM/Qu1BG5g1+N15 +WtfygAd5uU3T4lB0DZQnJooerPQkUhHDf56N1GBSVSyuNdKLFDsGPsv4UYMz +3fxP1Z96EbtNwocLftdAU4w9y73Qi8Q1aeVWzarF9xiGwp5eLyK2IvTE6LJa +MLZlfNuo6k2EkuV/qKEWMwO3nsuVe5P004WJ2/VrERC/vGig2ZvsNdu738Co +FhtHJswCB71J+LeT6ZYHatH3LyJIaRGDLNKsoP3dayEiH2F5cQ+D8JW5skl4 +LabUkkOFqxnk4a0/d99F1cKoWu3qqnYG0Xe/ZlIbUwuHJZZneNkMEsSfndyT +VAsDUtWovYBJ/u2d48mXW4t519b9fbiDSeKlo8UEimohb2AotGcPk2z7qfhu +WWkt8h9kMKpsmOT0nQNy8lW1OJiy97bOSSb53Z7YZ9xViyrt6bBFyUxyJ03j +1oG+Wih9ZwXvzmESjfMf9G2GahGW1SPjXMokx9d8T2L+rEW3402+OS1M8t1r +h1PE/DpEhN5gSM+jyPBEZ0ejSh0sPGYvfXOIIjnu4aXGGnWo7tBdOupEkXPN +2o/J1jrcDTON6mVQZNmreOYzgzqYeKZWKZ6jiO4J66kzNnX4vChed91DivzH +4u8ac6zD1SR/p3spFPlskf/Gzb0OYokTAR1ZFKHUxa/u9anD+Lv5zFdlFIn9 +2SS+JqQOxTmvHtV1U8TV5dJ09DVuPCcBifABiqg0qHf/F1kHrzUXVy4dpUh5 +ZtTTiXhuviZez05OUuSGjH4YI6kOgkgUP8hLE5vIH3T30zr0hYVwpubSZMxn +v2ZlZh0u/daMThKkSWEP73KdvDpY3WBZJy2jyaX96f+yirn1xQnYei+niaTq +kvKE93UoSu4eP7CGJv0PyDPhT3UI3HIzwFeeJhmC9LWQhjospyukbZVoYjj2 +0dynsw58y8WTL22iibBjwOb+3jrc+m0TWKFBk44aJUmboTqEOvkeqtlCk2c6 +bTM1o3XYyzOy4cE2mvi+vPp15zg3HqeQRws0waqtFfl/6zBRsrk8dgdN+COG +kjfw1EMxZsWZN3o0aZiJuf6Qrx7VUmErs3bS5B5t5CO+kMs3FyQzdtHEq/O3 +xfUl9Vj+IXA5x5Amanuebpm9rB7bt28/om5Mk5liyxV+y+shPX/80U4TmnxQ +nsfLWVWPHaPF+StMaXIrIafXcW095jqLphZx2UHA7V2TYj2CgzpPy5rRRPGs +SIrJxnpcWGG71oLLvzhl4SUa9SjJ1kox5fJrW99j6tvqcT3w8n+LuBz2UcYy +eUc9Ch1fGUdy41lur9eS2lWPNz8TXXq440unBq2MMq0Hzl+2+cPNjyOpOmvB +/nrkTc9V+2xEk9yw7r4Ay3rkLpTnnOXWEzQV8f67TT1kflqEcgxoYsbQSXV3 +qsfXRAeBNVw9xNpGI9rc69Hy4MwZaa5ePSb3fPcx67FOWO/zgA5NUgt2Hyr3 +qUd2crrsSW2a+Cn+27rVrx68TxQ8P26lid7dVKmXAfUwf+/7ZHgzTQQW2s6W +vVCPVWYFfbXqNHk4VPBB4Ho9om50+f1Spgl1Z4+MV2Q9jrz775uBIk009b+e +fhtdD54s00uOclx94/nXn0mqh952M8XxlTSJMk4Ibn5aj0v7EgwpCZrYTWzs +UH1Rj4ARqcR0Ea5f9x4OH8ytR69NncKdhTTJn2b36xfXw3+1v/cWrp8vJp/T +uf+mHk0aOgsf83DrnfN07GB1PWodBMM7flJE+9WvA2VfueO3Mqs+tlBkvkto +itRgPXya1siX1VOkbslKvtMjXH2aVLWCq7jrzWtnzsY/9Ri7+z7TvYgiYSui +xO4JNCCkVsMnLY4iBz/IHf0r3ABt4eM/piIpInWy4L2FOJdPGMWIXKVIRk2P +/6I1Dditcj/iqR9FvlzY2H5qSwNOqLj/OLiPIokqb9UbtRsw/UnTZsaAIoz2 +Q9dV9Btg65NFHdtGER7Nc+jf3QBfz99fitdSZO1Q9QNzlwYcFz3Y0fubSXz3 +Mtw2hDdg/zM3r8BIJtGenikOjWrAHRub4uFgJpmXHCnKiuF+b128QNaPSWJn +F7yLe9gA3R0OrH/WTPI6Z4Eif34Dol5fdN+/mkkEVjwZ7e1twIsXGorhiQyi +c/BC+9fBBgTuEe3+fZNBfMLtK3tGuOMfVX2geYFBmnjFnnT9boDijOg9NWcG +SWCF2LUtauQ+76Zt3rCaQZRfen2sV2vElq2LOdtueRMzPeXnpRcb4Zb2JuKk +nRc5e4Y/5vWVRnw3PKqdbeRFXmazLpVcb0Tq3p1ulWpeZKn8Pafi6EZkCjsm +nuf3Im2LlkjkpzRCa7GFiXiWJ2E0jYWkNzSClnUQFeLxJGGe2W731zRhZ2PF +f8vPuJMhndSQhQpNGLp+8vY5B3eyS+xR8okNTXA52lheqO9OZlVEjZhqNWHW +7b1f8xZxz+s1vif+7GnCVrfFZ6pi3Yhbp+ql/aebUFYkGh+Y5kp2WLx8NKeu +CevLb5iFFzqTXzrPez0Cm6HBnNXn9dWOFD4cvnvyYjPON4rbFNyzI0HzlQ5c +utIMw960pDZrOyJQk/I6KbIZn/exDSLrbcla+xcJHU+acbDIwr6txIYcDEg/ +ZF7TjNuv1rzXirQi2XmvqrD6M94JfvFdIXGQ+KqWZS178xll127tKLhhRDpf +lF2tXd2CtOmAGY3dOpj0ari7zr8Ve3d6HrzWaA1zDdsbyoGteN5dZHxNwgYp +vKxLmy62wqR9ebSTvQ3soieObr/eisRRy7irAzZ4/VbCcF9iK248+sup/G2L +y6scf/p9aMXUdsFmi/kOEG7imL6TaMOav+ELI/9zAuPBCd2PUm1gD12fO3e9 +E8oYM5p1a9pQfabS29bUCSdmC8q0KbfBfl1vTm6oE76oqP0Z1W3D8uUKayXn +OuPeVf9Hot7ceA6dz5kTzlDcMe+fW0EbZCIyHv0rdcXL5Odyn0va8PvKjdzf +Xa5QW7p3n1F5GxKFVr+p/OeKbf3RDxVr27B/05uhyS1u2H1NweQbqw0iB2++ +OfvCDT5fzKJPCbUjZ+F/Qd3h7vil+/31kGg7nieU5e9/7o7TKbeHrVe0Q2TB +ibyYcndcDOzU1pZvR8xlL4OnU+64LXu0b5Z2O9wTX9mVunkg72iUaphnO27f +fHnptaontFs320xT7ficYzjhZ+KJUv32YMq3HaE61K7ZLp74ILr2y97Adgx/ +v9kcHuWJtqJXgSK32vFP15r34g9P8PC3ViWUtEPbd+xz5lMv7Epc7Z4u2oGT +c5PzVox6Qy1aYG25ZAf6PmvaP+JhYNX1yd6W1R3gj5Lz4xVi4O+pRqc5Sh34 +OeETraHGQOq+K3aWOh3ga76cduMEA8K8YxbTHh1Q9hea+fmdAZ6J9qVCVAf+ +Nj9594qXCTb7Q/3aYx34ur/+uNkSJso/P9y3N6ADlnf8Vo0pMXHq5SGzpBsd +CJPfbCbqwkSnfYm+UX4Hvlv3JlS9Z6LKInW2HenAgYr82MxGJnJNYkt9yjrA +8vVXYXQzcVPTVyeuugOFw8Ld+7j9487F8ttGezpw9K2YF4fbX6ryiUzOHuhA +5sFkA3tlCisnefPFOB34XK+9KZHbj/5mtWrqTnQgX7l3KtaUwvPi8E23FnYi +a7Ppo4M+FKKzznx/tqQTfXelD+w5TeFismd6sUgn1n4wjxG7SMHutt6GAalO +DK2iciVvURCkJhS2qnVi8uaCxsEsCv+cewf3bOmE1909za6FFIYO1z510e6E +x7zcRRlvKJTtfL72umEnhEobvubXUji5wl6626YTfPvfi14bpuC0V+Vgm2Mn +4kcder3HKOy+wBva7NaJkKyCI5ITFNYOJo19PNKJfo/Jx995aQhJHpd9f7wT +CzNTdcTm0ZjebXC4zL8Tkt+LTi1eRKMha6Ak/2InTmhdS/ERoVHSn/cz+0on +DNbrR3eI03gucVU+/Xon/ps2nCe5kkbQufURT6I7YS4if3DhWhpU5r83ifGd +eCO7VqFoHY3DrE8T8YmdKMrK89RZT0PF1Mc+KqUTB86ylhX8//1KoF5keDpX +P/8a/wwNGvMyllaE5nTCLWRM4/QWGt97+/4GF3Tiwb5Vu0S20egQfaV8vqQT +K/RPPTmnTeODcYjTmbed4NyyMy/SoZEdcPj2yQ+dWGLiZ1ypS+P+S4UPPp86 +EaiVdSlZn0bY18lpZkMn8oQM5lob0PBb9nGj55dOjNs+KW/bRcPZKMHVpaMT +rOA7bzcY0dh9ho6x/9qJVc3Lec2NaWil6Xy0GujEnIuBJ41MaKztEeQ9yOHW +8+SA3BJTGoIiX9X2fe/EXgN68VMuT+3K8jCd6MTZ/aPKgmY0BvyD43ZNdWIs +WSPYhMtDBxU9HvB0YcuKEcH/v19z+CY8S2p2F/pd5zRu4nLTlam7cXxdSFJ5 +Ud3NjWci06cuMb8L3aJuMw5cLin8+OkOfxfWPmS7p3Pz0TiY4ynyXxc4xoYL +6rn5powmzI5c3AVx5tvet9x6pK9cjl8i1IUFFr8mrxjSiJY+onl9aRe2qmXu +leLWL1B4qHahaBfCV0n0Be+kcdFih/cV8S6ICIYXFOnR+DOyjm+eZBcutRQ0 +le/gzneI0L2LK7ugpRix5QFo9K6e3DxrdRfqLu3oN91Oo8a8ijEt24Vd/tRG +sc00DEay5p6W70LgsoxGTXUahZfj7/9W6EJKvlODvCqNJ/lUw48NXYjXj/1x +VpHrD3NL6qhqF0bGl63slaNxk4P5o2pd8NBk50isoXF2leC2oS1daGZdMZ5a +TuNn3p9G921dOPzHd98TURpeB3roPu0uTNdNd8gI07C4lJnUpdeFP8EKz24s +oKHEtljYbNYFWbHBCp2fFHLNTUno3i4Uf+mS+MOhoFeke0z7QBcuiIjxne6n +YHV9Q+ujQ9x6hw98bP1C4YrKgue+zl14cnnvRSHu+l0aM2Mn79YFJc7PPjHu ++r7P+0uozaMLv3ye6g8+58av6/HXo7rAV6S+aSCW4u5ThcZCp7qw6qNvoMMJ +Cj7tGf/enu6CS92Fo7kMCtM7n2WcOtuFQ3EbO1qcuPFFb0t0X+gCf5UqM3A3 +N788eijtehc+3262M+LuZ/enpUPNHnYhYVvD87FSJpTcxLV5n3Qh6o6C5t9s +Jl5VL/6e9awL+e/unK1+ykT1vanDkmld+PaEJLRcY2J6R9O64bwuyPRcf3PB +ggmrS1feh3zizteDA2UbWhlgjQQGbKvrwhnb31kzHxg4anli47eGLsjHLJ6J +y2cgRN45xrKFq88jLWGdGAZyPmzzXNvXheoRpp+iOfc8WPxtftnfLugFndfO +KPFGXVHoZaPpLpxIOXEr/YU3bjJk536a6ULFvd8XLsV5Q+iD1eyWOd1477f5 +TvpJLge/nR4V6IalT0/6YiVvLJmM/b5cphsPrSac+a55YVH/zrZjJt0IMA3l +S1fxRNWtLqs/Zt3oL/m6IEHcE2H6p7+c3duNKZlLsS6zPLEw8WXTFYtupFWr +jJ6t9wC/7fLae/bdWLMh5xD7mAfm1397W3msG780289+SHXHHHI3TSauGy0b +32glznVDyzZ9w86EbvCcPcDMHXBFWj67K/ZBN2Ykfqg++eAKq5ztQkJPuuH+ +Wnjv4uuuSE/t9OXJ6Eay+YrqxcKusIuT0Wqv6IZAWUL8rGUuyD31vOz2j27U +hf3drcfrBG+1gi8LTHqQwzBPVxm3wnMjp/vFv3rw9OXmloJf2zA+LLGEdfsr +zv2XHej0YReJiu+viIv5iru2mnX/UYZk056swANxX9HMGPhwTdCIHM0wGy15 +8BWfBO+vnXfImHD8zlXfTfkKZ4+7naTHlPTxscL2lX6F2osFcWsn9pJGqfQF +RZyvWCYaf5pv2IJkH9g1O0q/FzZZM1cSLexJiElusOSuXiw2EQwcjbYnNnrr +5j8y6oXK8M7ohW32ZNamhf/l7O6FkplcVbOKA9kt9GnZ50O9GPAULjPLdiAD +NQcVJJm9uPWs8495niOR2O227+GtXtze3SHnm+JMODub65WieyH83dvr+Qdn +UrLd8GB2bC/Eg72Fygacidt6Bevye73IPf7+c/QaF5K5aMRl4FkvphpyN1XG +uhDTyuN+SsW9eCir7KF43pUEGgbfy2L1wi1cbf9jNXdSZ+dhozLYi5J3kZ9V +druTNcdNxFOGuXxLryja3Z18eCAYmfStFz0Vb/l5Yt3J0sn4Szf/9kJuaE6i +/LQ7eZqawzwi0AfDgwGVrws9yN83MQrsJX1wNlg7saTBg5i1nOl3F+5DtUL5 +9q3DHuT7XD1He7E+rIw8cnOVuCfZ5vDJfLd0H7pTlZIUjnmSGqGBrUoafWjc +5eEutcqLSK+r/P1kcx8ED52JWaLuRY7jRbbM1j6UKv/90sLtVyQYvhuW6/Sh +aH4L/18fL+LylkeG37gP6YtPfrF/40V+nxTnH7Dtw/1MyiLNxpusbjf+nBTc +B6ODOu53jzBIaOnWNIuQPpxTb7pWfZ5Bvj9RujTvah/MwzLqP3H7rVIfATXv +iD7U8kYabMtiEJf5deGqd/vwzZaOz/vJIFWcUrfe+D4kFR6IsJrDJOr1mdtv +3+/D6Kulxe+EmWRuwq3hP4/68Pn6ZbtFqkzydNPhXa9f9uH87I2N6xlMskTc +eOWxzD7wca4Vq/szyal/WuNrcvrwafzGUv4QJjF+L5kUUtCHE+tXPRZNYpJh +u65/e8r7MPuYRM2bJiZRDnXP6Wjtg77V+W+mahS5TR+6FtHRB7sbEcKCoMiM +uZGLbncfwvubje8bUaRGSlHoMasPcm8upkjZUeRo9giTOdaHSflOs/sXKdIS +26kv9bMPaYNpqwuuUUT3XM3y2l998BsSOXf/NkWETDLeq031IaK8MOHDE4pk +dR2XnZrLgv2u7PLYCopIlrtNpS5gocm0e8/8TxQJfm5Zb7+IhZZljmNo4vbr +J7acfyPIQhFD0+S/XooUWyscOr6UhbPv3YcTh7j99Y7lG+REWXibc+/YrDGK +TCycbguVZGHLkaHFUtMUcRjjZG6TYmF8U5VA2yyavGvqCB1ZzcKJuAOVTvNp +Ev2gZPN+ORZMxfgsPwrRhOdy+uI5CiysvTsunC5KE09GIitbiYWM12JedpI0 +0dK8GCWuysKP47GvRWRp0uQkrhGvxoLUgWzZNnmaHLv+onmVJgvGQ1JLjynR +ZEm+3qmHW1jIvON0uWUDTVL6PkvIb2PBYsFuf6FNNDEUpAqfa7PwwWCyX0KD +Jn3bZttt2MFCSW5l5Y/NNFkZtf6BhgELwuy3vcu0aZJPSnXzDVlwfyAp5KhD +E8thy97tJiz8F/jt0Wldmvxcxgl+bcZltf/i3fRpEqEbJLdzLws6Py/9XG1A +EyVK9P27/Sx8PJP/LHUXTd7HpHiZWrCwTswsf4ERTdze7lhUY8nCswdKazSM +aTJrrCn1gBULqSHhfaomNEmQZOxptmHBpv7n1AyXtxryjlnZszCwao1nvClN +Ph+7fbPDkYWjz9evW2hGE997impOLix4GXltM+LyksqSxj43Fu5RpxO5z28k +9ZfFSU9PFoiSibUGl42lh8U43ixc2LTIvY8bj2V2Lv8IxYJtzZZyFy4HnRKx ++XmE6wfOnVNZ3PGlHiVPnzzGHV9wU1ADN9/CGtybPM6Cla1Ddxm3nkNTDTqB +fiy8CymKDjakybicV8+s0yzc71FJXsat/+aBmQuXAlhQNB0U9dtJE+XAKFn+ +cyyoa9j1PtOjSWXyuoprQSzsjt8jlLKDJh5NxR6CwSzE8ZU/PAuazJllzn/r +Mvf6E0L3Vm+nyYP1g8/FQlkQ862ec0uLJtqHz5rFhXH9M9X65bMmTVouCo9K +hbMwEugqzVGjycmXTyOSbrDQ+6W9p3YjTV7Oq69Pvs2CwImajkWKNDHd5HFc +OYaFFbtj1zjL0WTQbnpZxl0WesS+/7oiQxPpHDmrvPssqI3wHTZaTpMolzNd +FcksyLxMfBfO9bdKhGCQSSoLeZNv13rPpsnHgscyn9JY8BfSMRT9R5G5wrVu +TVlcPVvHx7u/U8TvtSynt5jrx3GTsR0tFFnKyb/u8ZoFl2eCtg/rKZIutleF +/YaFKaEfDc1VFBmi/Y/9eMdCZ3yhUEYxRWxWfvrDW8/CNWrsj9p9igiI+2QX +NHLXx71Ps4/eochrYZGjxz+zIPew3+TEde76XWA9MNDOQpDp0ea20xQZ/cFq ++jTAQsWn2TnLzSmSOHLl5pVhrv+dJa4kcfcj80Gl3XojLAhWpsqOa1Mkt8Pn +bc4PFoQuys7/JU+RoPf/MuP/sbDy6JkHR/4yiVrZA9qStx/HN46zDUeYpL9Y +X1FwTj9emNCPhruZxDQrNPHign6od5nlRLxjEpF7y254L+3Hy/2DLdaR3P3X +V5naotCPqFlrzy+UYhIrunbdD6V+HNlZXHVrMZP85+Xbl7KhH/orfgmzZxjE +xz7fZpV6Py7OK+eb7mSQrcYGJvN0+tEznZuQGc8g1VJ28o0W/dg0Eip0fTGD +jH+41nPkfD8uKF7n6fjoRdoWNnpMXejHZGloye08L1JqKjl6+RI3nlfjB9lH +XiSiOnky4Wo/rDeralec9iIKdRVLP97qh7Kv9vrlcl7E7gvvrnXJ/UhaGOCx +5oQnKe8//ry7rh/feoSEMn+5kxT5oo3Mxn5EH9mfe7LdnUR6zsn93dwPuZFA +KdEyd+IwfLNscXs/0p+bfGJFuJO/I2nt2/v7sXiyTrRa3p1s+DW4OHayH4XT +t1d17XMj0XPsfPevGcDDiKXztoW6kH/Oouq1awcwFlrpr810IS5vasb3rBvA +Zyl+Y+m9LkQlSO+kmfIAeNx+P7su4kLezcj7G24e4PatQTtmEpzJxN8fgdqm +A9j7Y+6YW4oTOTh25aqC7wAM7v3YcDPDgQh3ZCfOKhtAi7LRUC3nEOELOG++ +5egg4iTHrFTtNhGeZ3ZpPUJDmBx6nOPUaopydjN1T2QIb+85iP87a4YwlX3K +NmJD+GmzY6uL9G6I5uqlNq4YQrVV/aowjz1QrpB//k5+CE9XNsqI/NkLm77v +j19oD8Hkge7smjMHkLf6coK/1xCyDgv+KPM4hLOuPHaazCFsPBoiIptzCPrP +Tq34SQ9h4ekrsYdmH0aNCiOOeZzL2T8SNOMPYwD7Yh3ODWH+/Wm38morLLNb +ftvg9hBK9EPyXsjbwic27ZpQ6RAWKS5Jm/7igFdTsZdLy4awNSXSo2DKAVN2 +l877VAzBr2DPTWspR1yWsT1eVzUEvjcJO3VdHBGXwm97s3kIKz/qPUhkO+Jt +sauSEGcIR8TIldMTThD7urxSUGwYBTzfL079cIHtznlvX0sM45mb2vM7Qq5I +fPK9+OiKYWQkPZYV2OgKJcb7jFrpYZgc3K0XxnTFjvETsTfWD+MDpepa0esK +r3l1noJ6w4g8OkdzUZUbihRD5gtSwzjmtTX6+BkPaDSIfrx5ZBiT55cKOkV5 +4OWZJzeWHhtGT8LufetSPJD4sVxCzG8Yl68si97V6oEQmm+9VNAwptOybYim +J/ZnBu1bf3sYGy4VMAIGPVFpLbQsLXoYwxbjE3wzntCfk9iicncYO6s8Zd2X +ekHT4rWz2v1h8EkV92Voe0FyYub41uRhpK42P8e44YV+rYBYo+JhDETOnmu2 +wRsOXxfZV5Zw2XX2on263mi5Gidj9mYYR7pTPihaeKOqrSBl77thyJTM5XH1 +90bG2b/FlnXDKKlr0fpa6o0zpSe/urKGwfqybMeECQPjXvOe9g8Mo2j/uz+H +bRighO8wPIeH4di8qOQGgwFHl5xxxrdhoO+A8LkwBgzmjs/z/TuMmIMG6hbc +/lDQ2EcpSICNkFbOjo/bmbj/evFCLUE21pYcTYg1ZUJlS+rgmDAbUu1/ajZZ +M7FbfuCxozgb0usC9r4/yUToXLvVO9awEfr+/O+AF0yIn52c+b2WDU3tmh1P +Cph4Oh7d8XIdGzbDjLt33zFR0Vt/d9UGNgTep8r0dTMx543RMh4tNrJWVoj/ +EaQQqdX/89U2NlqVKF+/FRSkMy7W02Aj32PbxlJ5CjoPSESnPhvzY4zPZ2lT +CAhUX0j2sLFgxxwHIQ8KiybqBk/sZ+NypdSLnqMU4qgj75Qt2Fg5KvruzGkK ++bbPgxOsuCwdv1zgOoVfW1fznHVlw8F9pX/SSwrBmcUd6h5s3Je8Z1uSy+3n +FW2KOF5sNCjXXn9cQmGTxB1/2yNs3CWeidWfKJTeUDsscoyb36YGzyXNFPYv +qNP8eJyNX1K/DZd3UDjye9H4ttNsPPj7WDJsmMIMnVz/M4CNoH69P2NjFK73 +78pIOccGj29x0arfFFKagmjJS2y8qX9c93k2ja27V+1uCGFj7iFNAacFND68 +LVIKu8rG1KzheVkCNAazfg9ORrDB6NBakiFGw0/p9rvMSDbyyhb9Z7eCxvyH +m55432ZDxJb5sG41jbWRlEvrXa5eV4MuiCjQyOZfpBeZwIZY0/nCr+tp6Ac9 +W23ygI09hx75+G+k4XS0tyP/MRt1W9dv591MY2zgfJHPMzYUx7/vHNOicc5B +Kk4hhY0jyfeynm2nseRzoX/PCzY2H7G+qKBD494eq8Ox6WyMOKa/PKZLc/e7 +Cc39WWyUPQtXD9anUax9axn/Kza+X9612N6AhlmO6vjrPDZw+JoWryGNtvU1 +9acK2eiN88vyNuLGGxYMmE3YCM6La7xqzM3v2YG1116zcXCfkMfp/7/vc7/1 +aVkZGy73Xb20TLn6rGn2u1/ORqk21fru/7+f6xGTVnjP/V56T/5aMxpH7ltV +ZlZy9bt/Yq45lzfZxflur2ZjCZVA9nL51/KOFRU1bMx5UNknyeX8L1IVe+vZ +8EvbfSqXGy/gjuORlkY2oug3/jJc1rFIEnf5zMb1ZYLDttx85gj3lXJauHpo +elW6c/OtqFnLONnOxqYS0xU7uPWEXvcQ4e1iI+LP+Z7BXTR2myYXh/Zw5yto +5Qonrh6C/Gz3pX3c+TYJ+vSMq1dDxXrBhH42dsUcmirh6hkdTOfLDXH9OHHn +8ROu3tZ66c7pbDYebQ2qtdWmsZL3x6Kto9z1dubhua9bafQUq+WUjbHxZ2Hz +q81baDw6c8J+90+uH45vP22rQUPp9590xz9sZPY8zxVRoTGavdV6eJK73j75 +bHumRCPjWMCc4//YaDIftl+0jsaWUR7LkNkctP9+GreD66+pFF0eobkcvAvl +KxXm+q/E6+Kzu/M5qAjVvZfN9acBa97Ui/84GJJ/G+exmMaCh0aPNi/hIDD2 +VOUpfhpVjld3lwpx8JifXW3FR+NAu8CDRlEO+CWkfMP+UnBoEDGYWs2BT849 ++bQeCmtuWo4Gr+Hgp6YEG20U+vfERC+W42DaVaDqfiMFqlJyWFqJg4/fKvjr +KyicLpWJMNLgINrsZPbfZxS0z7luqd/MwYmFL8L+S6QwS/tJj81WDqxiUlu+ +xVAIyVNQP6LDwVKN5/+tu0Lh9suNLbeNOeBZrqnr6ErhZQLW9NpxsOr0mNf0 +Ugo//H/Mc3Tk4NeduQ4W/BQ0LJ8Mtztz0P2ec/ncDBMFixdnNntwcD1cKH3v +IBPl5zp2VPpwwI7x3N6Sz0SrU4B9xiUOJJvOFj2wYGIlNuptuMKNp+4+W92Q +CYflfWtTrnIw8OBRfJwWE6x605FHERwY/wxcNbiSiW/6kgExsRx8fm395FQf +A3PlCmLPveCAV6Hlw1UvBoxm02enX3JgsynchbJiIKxT2sk/k4OjOzWz1xpz +z4Po0HW+uRz4VhS1ia1jQHKBVa57KQfMDPYkX583VId/N+5u4qBF8QqvBPe8 +sk3TEFzxj4PWFwE/B5d5Icfqt0ANzwhyTty3HeCelwJz8xddmD2CY0e3SucN +eKLEZvv8wfkjSDw04VCX5wlpfv2ZLOER7Ocp3Dpw2BMsl30c03Uj2PFQJbH8 +hgcoCcb7M+YjWFhzuuZytxvK366v2GA5Ama6oNvat26QOjpa1nN4BJp/z8+K +f+qGmgqfEkP7ERS7xYoJ025QPX7q1VKvERyE/075v66Y+HTpUUrgCPil33TJ +LHDFueAH59uSRzCuXprUvNAZ/52cZ+yYOoLLq12bhDhOiPVgCrHSuPm/npLY +WO2ETJMtSaNZI+icnHdHNMIJLMHasllkBMtlF4XfEHKCSQLP/HX1I3CS/fPC +WcgRy17ZXz8+OYLIk6YK2dO2SB1YcVfAdBQvv/6KyVWyQEh8sEPH7lFcF5+Z +a9FqDpf9HNkX+0YRcC877/0Vc0gWFr40sxyF250yW23WAYSGW5eHOY0iSe5O +mmv8fnhoxIzxnxpFid7PZnW+vZC+uNRw3uNRRN5dMeh+dif+bT7zX/PTUeSL +Ty5e1qCPL5yvdY+fj6JVyzw0bp0+IiwzbQ3SRxGSlRim2aCLGYX9x4ILR+Hc +ZGz7Xk4HbbXhCbPrR/H+8gXzHzfVkXtpwrm+cRSNHxrvXtVSQ9RW+3VJn0fh +tF/CerpbFSaPlLN0O7j1iP4JOqmigny/j+/PD47iYGD3fcloWdxerx6+jz0K +1zZ5a98+aRztiTNfPToK8TBR0aeqqyBvyugs+TkKhRUDBkdiRDCHt+FhxMQo +tmy199u+aQm6srd6OfwdxYWTnnHNMXwo9EraoDI9Cs2O1zuXxY5r35FaOD4z +Mwqbz3MC//9/lv8BRqf4oQ== + "]]}, + Annotation[#, "Charting`Private`Tag$15181#1"]& ], + TagBox[ + {RGBColor[0.772079, 0.431554, 0.102387], AbsoluteThickness[1.6], Opacity[ + 1.], LineBox[CompressedData[" +1:eJwVWnk4lG8XVlSyFUnIryKVCqmUUhzJVpaEsu+7mXmzRkoIRbaSLbuUfd/3 +RyKy7/s6lhnLUClSyvd+f7nua565z32fc57jPXO9/GYPNCx30tHRhdDT0f3/ +721Lanfdwj3pRXa6o9/auKUZbvLaT/KIw/os2Z2C1qUvJkbHFfHIAa/Y1noc +2g3K7YOF8TxacPLCQ59jiAu0LTZqwngsgNQcFeJXcxLGz724GczjDAd1u5vl +yy5D0sE7z1/y+IIe89X3VgkK4M1YdCqAJxwq9bk3o67dhzOKr/0L7cOhQCZl +2inqPvT4PVgYbQqHHi/udwfX7oMgvXCW6MMIuC7c/Sc1Qxs+/30v2tcTCRut +OQTKAV1gWYu8dDToLaTS8fJyjulD9Lj7zZJ/CRB078i0U4wJ3ODTfT9xLxF6 +yU2Xpj+ZwKKexC7GnETQN2YxO04zgSPLj8xzRJJAymI7WhBM4YHt5RN0Yzjm +8/nHNm0KHBZ56R+uvIPjk8B1ms8cdHST875+ew+sZt38ZURLWB3VYnrH+wF6 +fXJPpwZbwnMjRkvNmx/wPI10W+RaQpH5A97S8A/Q/yFy/M6qJbBhUn6PJVJh +6cvoWh9mBY3PhvV2e6SBo2ABp6GFNRjsCi4p+5AGTQqUZMFn1vD9hcx+2440 +sNM4RixLtIZjwWmNrUfTge7Wm1ypEWt4EuUi9ro+HX6Okj43qtjAhWz23XyM +meBi2J4WdMoWvog2mrSLZQL//ZyvCzdswaTAreqpbia0lkQHsBnYQnDppP10 +ZibMvzD6mB1qC9S6nNFU1Szg8Vf7e/mHLST03yo4/yYbsrtZ1+8W2sElnb/M +M1XZwOWXObz3ix20jeRbhc9mQ22VR6LfpB1sTh7i27iUA7sDHzI2MxNAa3Hu +efVQDvz2FF12NCUA87a3geKRPCjuy02S2EGEaFttI2GFPOBbmNkuP0AEwT5h +E3YsD55Udrb/PUEE6YxB89GaPLAOyOLuvkWEiozIkjLRfJDhUb0WE0IEOmPv +y5my+WA06zV+IZEICpzEsrj7+TDIEfgxOI8IvU9vVHg/zQcFG//6gE4i0DSX +q5U78mH46kVaJAsJxPcOSkmT86F4zWdS6jAJ3Gs/1oqt58Oa60HG1NMk2HM6 +qu7gkQIw177gVSFPAv5/NxomSQUg9z6iacGdBDZFwvI93gXwyfbJ8agXJMi1 +OfS5IaIA8mwXWhnCSXCtd7kpo6YAfH8lRx3LJsG99KhWJ9ZCCE9oVtUeJkGc +4TMVK/5CyNrWl2KYJQGZg9Suc6kQFA5zFtqvkOCBh2ynlGEhZGsEdb/YiUHp +BRF1MYdCcK3+qX6BBYMtyqFuAb9CuDEy8C/2IAYBGrSePTmFsPZeMyL7FAZd +e4Y0f9cVAov4xn1NMQy4aur7lvsKITZUYLP8CgYpp6IHurcKYc87oag6JQxq +tmRHYlWK4Ei6pSmyxIChUEQ/xKQIvgfP3tYnYnDbmnvMy7kIklIJb0ocMRjs +po1bxhWB5d07zB+eYnDkxZCRTn4R2GQsH5P0xcDi+qfJ2w1FkLZxwCw4AINv +qdHT55aLYM4o9ir2BoMrBj5mAnTFYKSQXfknCoOn7NgMJ2cxbK+kX1eMw6Dh +s47FHqFi6PRULVVPwoD5yc25zWvFUPp69gj3eww0zotaLd8pBmVZRSw+DYPo +eW7KhHkxWMmPx01lYjARS2/T7VoMPj/jUqZzMDhxd4X6KbAYfpgxP0nKx4DX +U1HSOrkYREUqmNSLMNifkxTIVFYMO9UTswpKMNg1ujmW01YM0vcLdRrLMPjN +qCl6l1wMbRnZLIEVGHy9nO35Y6MY2JPZPu2swmDOYld3FGsJGLw84iZcjcFI +mJHAteMloFVCFWKswetRV+Y0caUEnrlDbwSOG1f2N3qrlUCHTJVLP44r+ey4 +TliUALt35b4mHOff/mTd/KgESppMk+1w/MGNr4IQWgL3imPP1uH8MakuTPs+ +lIDFBnd+Ex7/VV+HfmFlCayqqp/3rsTAb6dQzr2uElB7/LRwuRwDdzHvf7/m +SmBDJlWCCffzwGjkTtyfElDWetU4XIzXK+hiMrCXgr1Gq6l+IQZ6lUHfySdL +QbIwiyM0D4M71Lmbz6+XAlex8qRzNgZyXBBxWqMUdqsHdrJkYCApFz3fZl0K +yfz7l+9/wEAw6XbAgTel8NBLv2tHPAY8HSkjpek4TlPKMYvGgG1r66xebSls +7miecsH7YVM7ryNpoRReN998WuSPwYof4zG57VJo6guln3iGwWyRqQOFswwe +7mPlqnqCQcc+Tk5RmTLw68/hD36AwScpkmX3vTKQLZS//swGg3LC51JnQhkA +88bJM6Z4vze56VZFlgG73J+ysLt4v/zszjTKLoOewWk/zVsYhBw/u7Wjvgwk +lhidmmQwcPMcT1CilQFhK2XnF1EMSDmXvy7tLAfSl4ae+ycwMBsNvRHKXQ7B +Mp7/RR/GQFVCdrb/Zjlksrk8v7QHA4HV1NPmMeVwJyz/5cQICQ79R/d4d345 +8Fm+ZWPuJAGLsm5bRmM5LDUJUZfqSbCRyvzg69dySM5m427NIEGbkX2xh2IF +CMwnbux0JoFrx1WI/lEByLwr0PU3EdhES+a+MFZCZOgu34NLRHgfLBb0h68S +5m6sBzmNEqFb5dSwkXwljLwd0LevIsLZVk6nE5GVIBOyNmjvRoTJptXUQokq +6BkWtM6dJ8DDUwTVWeUqeHSos8uolwAsL+bXDppUQT97Qkk3IsBVhXGZR/5V +8MuFO2E7igBvGlpGYLgKQr9zf/aSJ4Dixw9s7e7V4MLdtftGhB1MHOMv+RdS +DS8ZagJFn9qBs1ecvlhKNfC/4386bWUHyfAm/U1rNTCOkR9FS9jBnxovWT2+ +GvijaBiqPmALeZX6Dyk1NVAidGCWe68tHCpmn9ixA4GXpdKVZHn8/2XQH61Z +LgTRLr6CJ05YwzuLudbPwgjeuFVuEBmsQfhgRUWgDgKVNN+0W/VWIPvQJOJg +PoKLHpbxMtes4HKcdmr4uTqg/Meo5yhgCaZGqYbpE3UwWHe3Cms2g1LyzbbO +6/UgZux6IoFdHwaUvL8FK9YDn+LPW6cq9WA9t5ZLRaMeLOmcX5LM9EDi8VXT +Zut6yGK40yFeqAvlB86t14XVQxrXqeDPajpQIcd7rJBaDyG+QvKVT+5BdepX +p/DwT7Dj42rIJYs7UG8Xf1h3uQFySBuE1jwR+HlSal8OqQlefSq66pSlgaTJ +sk0v3ZqAk3mUgXuvJnoer+Rp49MEY9omHEFWmoiLU2v1+NsmYA4dk5g4poUu +7yB0xjQ0gcmQTtL+N/eQ22h0qP/hZtB2sFOcJOqgrdAf+yy+NAPfdxXmjlVD +JKf8u+lGXzMI6EZhkfJGKGg3ndfRyWZwO/JNjT3WCP3nwfx15EczVKX8x3dY +3hhJ2wl03T32BQbryeFFt02Qp5z6K3D9Agkr3+Y53piinZtZ+w+faIHxVmZL +pR0W6HC77Bqca4ELIzLP9gtaIPHk4X6Lqy1Qt+iQk6VggSxv7YnNVW2Bo/cU +NnUDLVDzW7MTsg9bYHbBmjWEwxKFSvJI2ja1wLFp9wIObiuUzpbPF9LdAkYC +vw2oElaojqywXTjaAl8rE52CtK3Q95fODVurLcB7wahZOtIK3R/tVHvF3Qpn +EgUc5ditEd+T5+Zltq1Af2r7TvRfa3RJ/T+FMadWcDoSGCTOa4PUBIuFdjxt +hdHtje2YyzbIs22adjusFZbDCSGNmA0i80m5TVS2QkHAb7eXYzYoo2YtaBdL +GxSzdr1OyLFFl7dNSjVz24CXafmAmSABqajWPZMvb4NJz0ozm6sEZB579I5E +fRvE7B5SE1cjoFcSExTegTbw7+VS5XMloIUH+jzkv23wr7HjqNBnAoqbuvfE +XrUdho68zmfSJaJC0RIlM+12sLzqt0Pbjoian3Ae1DJth/ZzPaZWj4noJ3dv +joRLO7TcT6ptjyMitbvqk//i2mFxaoGxaoyIdtTflg1ebofnz3+++q5OQtz7 +M9k819th5+fkbmMjEhI12jtqT9cBxa23uUIIJKT3u8lJi7MDHB8yXhPxI6Hi +C/IfDl/vgJdjrFuOJSTU4vXegVWhAy52tprN1ZHQVAe99PadDljYvvb7UBsJ +sRLqB8jmHSBxNUe/ZpqErFKAMTOwA066nrPbzYShJ98S+mIjOqBg39E+1wMY +egP/koITO0CQO6smnQ9DdaPVVx2KOkAn7vZHJVEMDZzm221e0wEPX70uKbuM +oWXXxz1aTR2gcHlsfE4aQzyckoQrox3Qv2/U11MNQ2JmbyXOzHVADIGXvHgP +Qwr5v+j5VjtgZL+z2EFDDDmqlMVt7+yEo/ovzVPtMOQfw2X7jaUTmjVFz7I6 +YCiR6nJphqsT3j2uyrjgiqE2X/GOz2c6YUvdPKriGYYk97XufH2pExi50N8g +fwylvzWV0JfpBB8BX9UDIRjiEvxFOKHcCVYVyE3lDYZ8ckOSVu91wsnpG45X +ojH09cqJ/gqTTtjtFy8yGIcho09Ve30JnWAfLpQolIzzD1Edub074aDrj0cz +6Ti/mWcaObATDKQKOlWycX7awbHsyE68nhHFNnkY8nXN3u+a3Al7FpuOSRRi +6NuOm/I3sjtBPuoCa3kxzh80/Ii5rBP8rX2clkpxP1z2uf0fO4FMO6vWXY7H +S949k9jWCTf8TKNtK/F4Z+MP2Q3ifgz+UyuuwuOVXlQRJ3dCkhcfsaAajyfT +4vVvuRPmZydXTWow9L3FpKR5oxNUbLMH63Gcn/nH+daOLmiZeCkwiGPKqkJo +7u4uaN6r1BWP4yOXwjIOsHRB5jvnaS4ca7mPf3Jj74L7Wpbasjh/IBKaGOfq +gsnyC+LH8Pj1DM6/ZPm6QEKrwj2/AkO/biGOdP4u2Ap6K7pWhqFzoUwirKe6 +QC5FQotagiGrvnuKjsJdEPGh6mtoEYbieZJNB893Qb85O9NiPob6jJYfX5fo +Aj0Taup6DoaY30tEJl/vAjZU1FGSiSHZhWf5u2W7IPZCZsCpNAw9Eu1oISh2 +QQalcUo5BffnxDPXpYLHwxrGBRJxf+UW25c0ukA8+WRgdgzu718eT6x2F3gG +iv2gRmDo3s0/F+kMcb3KC4JDrzAU5K+gZmnWBUvrvGfcAzG0yTH+7BypC7It +JqkDnnj/6gjFhzt2wc+VXvT6Ee4n3qls07ULnNIZUrcdcf2nmJY/PeuCKI4r +Mz8scD3XJe7pRHdB9cRRfkV5XI/3swc18V34vB4nxl3H9TS1BwikdIEsudb0 +w0U8/l2L2uWcLnDIF3/XcwxDNlavT3l/wv0K0p+K3yChxKyxG/PNXRDolm4c +tkxCA19PGSh3dIF/ii/zdfw+yz2ufXVwuAukxY+I5XwhoaOvljYzVrrALIT7 +794oEqo19cwoXMP1ccV0Br8kIaOLB3SrfnUB76+Qwi4PEoobkCxv29kNEh1m +vOHm+Dz67+XDVa5uYFive88pTEIcmUJr4tANQjf7WbgLiKjgcfU7KblucG+M +vx6bRETqquoaCre6ge0Rj+dkKBGFfnUt0NbsBnbP/s4sEhGxSDQ9cLfuhrW4 +s83aJ4loV4PlMgrtBoOiHxzHggjofcRmbHN4NxRmaA9+xuevnHWwcvfbbnix +NC953pyAnjGVZJJTuiGDniXiLj6//6kz2O4q74bPHUPpjWQ79Gv83dztqW5I +j7SN/HDGDi1tTE70i/WAhfN5xoJQG1RqHVp/+3IPNFpP3Bx1sEFeg9Kp6FoP +yE9tGHzWtEFcZfGkDIUeuIw/tk1x2SDZh/pbTwx64E2en5JwjDWK+THAI+iP +f9/Ecd0uwgopfWvXcpzsAQXpDZ1xEwt0wNTjCmW2BxpG4hMar1mgiS5hPoPF +Hkh5wf/uEZcFcs4PnJH/2QMqC5EWCq3mKPHBLUce5l4Y/njB2+OCOVqnNYTW +Xe4FGu+eAxUbpuj9YlULW0gvuIqaPibVGSEs6s5xuze9YEynv6BINEIScjOP +G6N7QXhuLW7gkBFqiWcSeZLSCyaCz45wYobom7pu6EJ5L4xmTZecPGSApMvW +NRtmesFCJKTX0kAXDfucH390tQ9SDys+u12hidj+S1udne2Dx847vBLxx9wg +2xKrJMEBcLCieHqwqMKiTI4/85kBGJGbebanVRUUuT9kPjw3AE8ZZT/IB6jB +zqbwFRXJAfiN7PUJO9XhkaDzw807A6C6GpTE/OQuWE1eeK7xeABe1DwRLrPS +ghv38j8w9AxAUB2vqvwBPUgQTm96MDgAG892FG0T9GCLPmlhZGwAYm7Idzxs +0IPywlCRAsoAvI3QTYpy1gfR/Q9KDP8OQJq71dXAbgPgaxVpLBUaBKvIqTY3 +D2NYl8matfEchK/cD7kblc2g+v1SrKvvIFzbNX7Uw94MnjEKaz4PGIQTSylS +LBFmwNaV/THlzSA4pVx2yx03g5PGuQkTaYOwnDp27DfRHO57FOhodQ1CzdFb +5219LKCkoqwN+IfgVbszW1iwFbj/98tH7eQQ0MJTGKKyrUDG+8o1w7NDEPV0 +IMu21QralCoy3C8Ngc2Rs1sPGa1hdrDyecmtIeCQI8mf8bIGzvUambOOQxDJ +5bZZYWkDzhcairk+DcHgxluelj12YCV+LOl18xDoET+lsArYgc7lJ4EsHUNQ +3hbJw3rdDq5JipvtHB6Chx4MldIP7GCn7Pt9KytDIHYr/LVljx2E3vW1a+Qd +hrPreXtfBhLAS3PqnsyxYcj/YsKDJRPA8d71G1UnhmFc5p8IUxkB7uv+OFQg +Ngz7HYL8bKcJwGdq0RinMAxR9Yd+1F4gQqa93DFnx2G4d6/MPqqJCHGOScyr +rsMw0srGPDNEhGDnrXVbj2FoyPr2dGaBCPZuxe3G/sPAaLomu5OZBBJego+V +E4Zhbv5oeOEtEgg987L6nDIMxfeKVZN0SMDrO3b3RsYw/FfLGn7DmgT/XoQL +SRQPg060+bkEHxI0hDIMCLQMQ/Ou96lV5SQofW3yMb5zGKIPbn6+0UiC9DfV +2dz9w9B0j1PXvZsEgVHOPmxTOM5g09q5QIInb7uwgLlhuPE2yfPuDxJgscJ6 +DEvDcHK/8TuNbRJoJM6K/f45DH463vp2nPi+nSzD5/JnGESUvld6HcHgUkrc +nq90I1D8MjNFSQgD7jStiTnmEdga6s5alsRgMrchsJt/BIiOP7afGWDQRWNY +vnBqBKY0XSToLDCoE5ZXCRcegUoRnyPnCRgkZTayaEuMQNjHlqIcNwxeLewi +lV8fAZOMkzKbTzHwFlJo55EdweusdeWXL77/pn4OHlMZAfWJTLH9rzDQmNu9 +IqUxAioPf3GejsDgpqCiWqL2CLTvNhX5+RYDcfMXuXSGI+CcM0RyTsBA8F0T +m5nZCNx+ytma+g4Dzuk9Dz5Zj4Bw0kvJoFQMdh1T6hQkjYC4tWOhYCYG60b+ +5547joAGqeG0fQ4G8/HNoRTXEfieLhmN5WMwMMb4VcljBL54q68fLcKg6fAt +9cxnI1A4IyvlW4JBuV5APrP/CGTd2W8dW4ZB+tsv+0nBIzC/6IZZVmAQPbTX +oSNsBLYD/6mRKzEIOHS7+1w07vfzLANHNQbu91+efx2Px/suFvwDx3YRLa+/ +vxuBHVcz5wJqMNDrY/qumT4CdmHDLD04Vj6grFGSMwK/OvfubMfxdY3AQq6i +Edgbq9jojmPh160cbuUj4ORiqj2K8/F1MTsN1+C4jFKxUoUByz6VXslPI9Ac +KLxajOvZUg26GNc8AuSFm79FcL20oLY3f9tHgCeEflIX9zPRyvLDqHcEDn/d ++e4K7reDSVWrbmgEDCVilVoKMai9FVzMPzECeSKUITY8X7n+7Zw+MyMwe+6T +7m48nwlNrC6z1BGI5Wvvyc/AIHS3Wr/8yggcvWGhwobXw963I4JxcwR2739q +RY7HwOQT27rtvxF4X+Z3WBev792dd+630o/ClqHg72fhGFzw6uQKYRsFo67H +ll8DMBBA+1xXD4zC7uMfWcTx/jnw786gOs8orEuXcpzF++vH466oA4KjoBjA +5nbRAYPZyv2/nE/j5+N3/JKzw6B/U11nQHQUGNY+HWIyx6DUtZv77dVRGNtz +0CtPE4PUUvZHv6VHIX7l/GqoMgZRP+8O68uNQspuSWXBmxi4OfW8PXJnFEz6 +jI7ansfAppDjt6fWKLyi7Gjgwe+P7jcNvWndUTjjGpf7FL9fkg96ed9bjMJt +nu+llkwY/LHriz3tPgqC/hetsiZIoHXZ8LWo5yiov8pGrb0kyN4x//yi7yhY +LgQsZDaTwCh6w0EqZBRkixX3pxaQ4GMjr9Ldd6MQPFjtEuaFz5fXKVL300Yh +p8CIN9uJBI4Gwhf1s0chzNvV1M+KBIJrUkcsS0eBLez1bVdlErw4ZvrDrWUU +ckczOvU5SDC1tLDg0TkKceKEVhd6Elwpc5x81jcKGzcnjdR/EGFR1bclaGIU +vlt0dyv2E0H1cVpS0vdRiBjNTL8ZToQDAzSVZt4xMJJRIofsJgIx+aFs+9Ex +OB5SvffTGgEaiNsSPYJjgJKzeCunCPCQnv34mOgYLOjPJX6rIMCwmPjmquwY +cP67MffSlgCJge4fDhHGYMVIwTW4xg7O3tjzz6pqDD4mSHCclLSF/MysU0N1 +Y7AZ0y4y/p8tiHOq3731eQzIGSyfNHfYwnVK9Puz3Xj8cFsvryYbUAs+o/x1 +fgyynzc5TanbgOOwavQjjnFgcrSv+KttDRUO4ReCbMchdD2/Z+GqJUiPXjH4 +i41DrfCK1BkuS6iXG/fDnMfhoo+ch/h3C2g5dHJY3XMckiVVF9MyLGCspszz +YMQ4lD9TqeTksgA6ptG2hLpx+MD2okN3zgwU3/FbFxyaAH93219KJiYgHs12 +8jPfBKxQUbriVRM4FvJndoR/AuYWl+kFOEzg96N+MwbhCYi58OriwHNjyLkb +YKQtMwGC/3WO5isZwYEd3+79tZmALG8C+xjSh0njOrlblRPgIMY9wOJ9H1z/ +MxaYNpiEUBnFXWzfFEB4+R7zoOoUGPX6O/NS5VG5lgp6qT4FufcuCr1JV0A3 +a2SdpDWn4GTy6Yc9NopIL+Tc6AedKbALfisfT1VCAWJ7s5zNpyCJ2hkuOqeM +5p2rb3M8wvn8fsSoUNVR0l+Bl6rvp2Bxn2VjXcF9JGzFI70jbQrcushbESza +qKxj3/fijCloTtHqFrPWRh2JW7p8eVPw4nBsVdFhHfT3xsDppYopeD9TkdTv +rYv0ngd88e+cAslnwN5wwwAd2PeVseH3FDwhRvLxN5qgnpqXL279nQKz9rQ1 +jSUTFEY8sbtzewpGj3W4GrObIo4WPfoRhmlQu7wisccQx36Nf1fZpsF3ZNLD +/7sp2v8n5vvh49PAk7wXY+IyRywU+TEn5WlweR/YN3XdErVFTOltqk7Dj43T +em2GlihI7vHwU/VpUC00q/F/aomY3+UPBNybhmGlc1uOyBIxGR7uTjSeBr0c +ltBdYIUYe782tjpNQ72nJOO8uDViQLF5x+Omwcm34Gf9pg0auS6nNJkwDU87 +d8494bJFeZXLUzHJ0xCo097984It0iuV4uBIm4b0Jzoexwm2qCBn0pmucBq8 +b1wXtxqyRUZxxyXHm6aB6sbNpZJqh8R523qiW6aBPie9tq/WDu2NdiZotU/D +GX8eHu5BO1T8pjGutQf/vKGX2r6bgJgDrbcrxqdBcrMMVs0IqPxRVkPk2jT8 +FvTy6WclopANTUON9WkIddo0pvETkbnL1k/WzWnoFD17v/oSEbE5qJ7y+zcN +l3cJfnpqQESWNqsBTnvJAAeWxV6lEpHkfJTAORYyhKQ9s9YvJ6L9FjJVi2xk +cGKgvzD2hYiqjV8vm3KS4cdtro6/S0TEoX3xjvpRMug2SxlU4/sZtW+UwixA +hmN3I63OXSehGg1fryZBMnxtk8q7r0xCNmr9BdJnyDBNEzb+aIPvg/KunCKX +yDB+6NUR+iQSCv90NIcqQYb5L4x/DuSQkO2NZvn3kmRYTVf4NlhBQpxSPK6H +ZXAc6Z/m1kNCBPGq4b3KZLDLP9rBQ4ehuq7+7HJVMqiED6+FMGHoIOmrp7U6 +GfYEc3FUcGIIfThxsvEeGZKab/WeFcIQp6zMppMOGU5a5cg7n8eQ7YRem4A+ +GfgUH9xxkMTQgUOvHL1MyLA/+V+nvzK+Dxdlyp8zJ0MiLx9fiiaGau40ck9Y +kuHezSuZDvoYsvb/XXuNQIYmbmE4a4ehasGDYYskMhQflOLncsAQ+8dzlm/t +ycBWi/4Uu2KoatOCecMFzz8U67D5Ymh/pOfEBzcyuLmoVTcHYMjyQkyB1mMy +LBpljVwOxVBlR7Ev/VMyxPNeS9UJx9A+Qqd2oRcZIqyEOUTfYshiz+IZUx8y +tCIiR1k8hipSGP7te04GPa/02LVkDJmPXX1PCiTD07dPj77IwFC5m5YrXwgZ +JGjCeyayMcR68MHt1ldkGGr/d5eahyGzgoD/3N+QQdTO4NeHQgyVqb7/KhRJ +hm/6pDWuEgyxLNZ+GowmQ185t9S1MgyZPh+OfB5Lhjr+XV0cFRgqFfhheykB +5++KTouvxBAzYpOaTSJDW/ImGq3CkIn+6f1vUshQz8/K1V6NoZKNmzM3UsnQ ++cotzaEGQ0zhRqVf08nwezHJ8QuOjcUeBSRm4flfynzYh+PitjcGarlkiNr3 +uCgMx3ttc8/9zcf7NaLkNAOOjXZ92ZldhOfvce2IEM5flDzTr1dKBqOnFc10 +eHxG6X/peyvI4Lvv5XogrtdwhPtJeRUZTmn0WrfgfgofXrxjXUuGo/t/HavG +/e45oCbA9ZEMGnm8p0yLMGSQZ/Oz4RMZZgX/86rIx1CBsk+z02cyBM4nXWjM +wdBuanyswBcy/BrereCbiSF933Ksu5UMBNkH9eupGMo/1nvDq4MMpOyKfL4U +DO2qoXGe6yZDyqAv73oChvR0GanjvWRoSBBl8onBUN5PgaqgATKUj/e+/BSB +IYYwqZBrw2QYvaeeXvYKQ7qiOqaLo2TQeiX9wDgQQ/TWwXuUpnG/b9+ca/HE +kA59+sj6DBk+XqfKBz/CUE5ifc6HeTLM0b8EBicMaQ9taNIvk+FCefURNksM +Zd0yS6pdJ0PV2yjfN/IYEhfml4ZNMkz8NVcJkcJQLdvUKPpDBp8wB2PFSxjq +6jU89JFuBlLbO/J+HMfQD0PdkE9MMxBoI8Yp/Y+EPGS4heVYZyA2pFpF5AcJ +7T4++KVh3wzw524+GF0gIR6q1q7PnDPAPN3Q5dxHQtKO6k+aj8xAWtqZsIRU +EmrS2sd7i38GWD8uFr6IISF1iY6yL8dngNta0FsshITMtpTXWoRm4OBc1+uP +ziT04rmiXfuFGXDhORoxK01CXTHSOj0KM5C+9MZRqYmIdD3+/tS4NQNs9EzC +kmVERDauftOrPAN7WUe9aPg8/CEo2dmnPgOS3rUv3/oREU/eJYVBPdyPvsUx +ZhkiMvskLD6GzUA+3SP2hxkEtPRhqdvAYQacanll3kQQkLN/5oNxpxlQeOHg +6exNQC9UhbIm3GZAkSFh0keHgLIHjwtMP5uBK5QZ1lF6Avq5xLt/PnIGto8/ +3B1+xw6Fx1Oa4t7OgDzNV4Dxsh26eKfYUzNuBjb3R8pd5bNDDoWqq3XJM3DY +8mJKL8UW0dy8OmKzZ+DhataZr49t0dyu+aC79TNwa6do4K5oG9R/tGBvDW0G +OJXT1bKTrZBzt8dHp694fmJvuKh6WaEDPrcfnVmbAfqAPL4SIyt0d36GGvVr +BqINt+SHea1QezZXsyP9LPh/rQ94+soSNV598lyIZxb0tXxmXzpYoBJNRfpw +uVnYPC9sLcFqhvyVy/34FGdBa+J++w6qKTK4eZrxw61ZKDV9rPW+3hTtvMjM +Wqo2C0rnBzicXE2RGkcn15DOLMSeXHoqM2mCqF33z/CRZqFXWkOp9Y4x4lWz +uvs+Yhb0Duy/8AT0kKeSX2Lx/Cw82lK3GV9XQ/zjt4dS/OZApvDw1zjFa/Cy +/lrePf85uDL2ruVB63X4nib8fE/gHFA2i7l/q0lDvSObOOHVHHhdukUJy5QB +C8ae0Auxc1Ao+tynLPcmpF/UVfyYPwd3FqLtruXcAtGX1qUTo3OQWNIiu7NK +AyIf6AS/mpgDXc7CiIlDmrCtdctCdnoOhtZetL901oSuo2c5UufnoN3FV+GO +iBY4lKyQSN/mICht4TsWdw+Kp1xObO2eh5UU4zdgrwOSEr7hPBfmIaH1I9MG +xRAGzHgux4vPg6z69oyFhBE4heQOHpOYhzY6NddXz40ge26IV+j6PMQbHuU6 +ImgMR8JFki8rzMN2tY8InagJ7Pw2kKOpNw8Tt0YPnjQ2hdbM003Bz+bhbzCt +VOq9OdgM1Nqw+82DfE/PDtEmc2DYqcUU8WIeQkLLlr4vmIO07lPVuKB5cJEZ +IGyKWkD+nt7ezMh5cKJMjX8ttYBwiydTTZnzIMJ+rEup1hIMjnRu7uidBwut +TYHsdGtg43Esqeqfh+6Lt0+wN1vDxwMHHVyG5kFcOHL0CsUaTu7Vp1LH52Hk +kf/xTkEbWF2bH+ikzgN/TqInW7wNPPvyryj+3zz023Y7Rnjj+0JD8gPtHRTo +0PB22BFvC5RaubPsDBRg1XhMOFtuCyrFL9/57qWASC/1ajnNFg4mcr0mcFKA +7oh9fc49O0h3FsWunqFAJelhSwc3AfQedJ9eE6bAZ/6wk3/OEYDVznku+xwF +hIVVHkwrEMDRuNLg2CUKuEleGR1xIsC12wrKe2QooJq/3efeQoAVuYXdH2Up +QGM9f8t+kgBJEFTvLk8B0Q/1c//9IADDpZ6rK7cpcHcr5FMSHxE6jhoJ9d+j +gMK8HAHsiODFu2M2RIcC3+ZmHn59QoSLB98nKulToCmPxqkTSoRopkWuahMK +vPaRVr5dRASzny67UggUqO/XSyzZIMLPlmCyvTcFJlq81Z45kmCMud9my4cC +I7Osz+M8SVCvwrf64jkFasx2OToHkeBVR+afhEAKFL+4/8PgAwnO9DRxtkdQ +wGmFM5G1jwT7D+yL1YmmwPHrTx05JkmwoXmffzYG1zfcfLxvgQQN/bMifxIp +8NVsHgX/w/fb4R2KpzMpUB731mhQEAM53lvtxdkUCPWUj68TweCs/itNmTwK +HP7xj9HqMga/xo6YaBdTwFLlEe+cAgYT/1nNk0txvsunYmvVMGg0yiFiFRT4 +j7Pmn+Z9DMKmrj3yq6UAvTvr2UILfH/n99ne/5ECR9979LoTMDA2a/GL+0QB +CZUbR7YdMBCe1QkraqaAhneTieRTDDhOJHFDKwVMe1mkvvlgsGlJSWhpp4A8 +IcvXPACDzxSXrOkeCrS9iT7h/gaDbKGa86R+CgQtSNocicbgjS1D+a9BCmjJ +TlA94jBwz1SW9h2hgOu73PjoJAxMlsIa9o1TQDnL0QN7j4GC8Mjt2EkKLOcF +em6nYSBC4u8+SaZARPPPWOUsDDhzbbQLZymQOKvYqpGLwe+VvHEpCgUujhbt +PliAwdS5DfMvCxQIdt+tFPb/36/spRe1limwFpEW0FKCQW6Bn/3UCgWucsR8 +rinDIPx72zrhGwWYvj3+TajA4PFFTo+NNQqU6D3n76/EwMxZn95nnQJ5qcFX +NqswUCp5F8C2SYEcsx1SQ9UYnFtf2Bfzh4KPnmVhxxoMuCTOR574RwGhsB+7 +///+0ZarG18BHRXcDfVbBnA8U47eXaenwnnVvw+Tcdyyuft08y4qBF7VYD31 +//eVJNXyNBmpIAqkEGucP+pxxKVJJipUVm/9McPjP60eq7JjpcKeO7d1eHB9 +Fn+Py67vo8JWq2Tqy3IMbksTmr05qMB+XW2htBSD856FaqwHqWDfk3gioRgD +7rrNvuhDVKiYmTOWKcTgH90NfUFeKjiOOsTH52Ewe8N/Oo8P5xcTmy3JxqD1 +Waf1taNUeH4vXTIgA4NoBiNnDUEqHH26eNH0Hf5980OXuk/i8ejkA90TcD2f +un7eOU0FIs+V2rsxGIg9u+mqKkqFWGfr0auvMYic3pJoE6PCfS2l4dtBeH5k +Sn/dvkgF8hjTCM8LDJq3hdyVrlBhsiGB/ftjDESNyZJNklTQ5A0w+eOC16s2 +9o+8FBViup6T6x/g/ePB5nFTlgql4UylQWYYbPxe85RWoUJ/tullVnkMDPRy +ZGrUqHBJ9nzJXikM6iusdly/S4XXZlzkBnEMQtyGn129T4WxzWMhrscxOLle +6ydugud7YYdC118SBN1zUygyo4KuIkGpYY0E34vP77lgieu9cz7KFb/PtU7v +/c/ZUSGyzNCJD7//978FBJ5xpkJ2lUeZaSoJqtVvqmQ8pMJLgnSmRgwJBPK3 +WIQeUeGTZVgmfQgJVrAHISeeUiF5YEg61ZkEfstar4/5U6GHQ7ruqzQJFpXZ +NBJfUiGzSfTknBgJ1LOaOI4EU+FtmL1HjAAJ+Owkww+HUUEwevmx0i4SFFOO +RnHFUeEb+1vJkiYi8CoOa0ckUCHt/emM4jJ8XqaGcXMmUyFetZ/tYRoRVCx3 +xbCnUqE83UQFnhNhlrwYx5JPhcWijBerMkQ4MFHybmcDFR6PBRGpmQQIYfHw +KPuM9y//o0ibCAIwXZPTIX7B66Eo/uGdJwF2RvewDnRQ4aDf8TvymgT4fnfV +LWOYChdGN1iVN+ygq1HojvoqFTgoDBB0wQ5Ufqye3vWdCoMZ/05+5raDZoEy +hsofVKAMnK+q+WcLyFO+8vhvKqxeivg2/8UWcq+andhgWADZ2MNbQoa2EJQT ++yeedwESas/0pbvaAOOY2YDGfwtAu86wMq5rA75MZwr2HFuArfJvx/uv2cBj +63IrhxMLYHRy6yDztjXY8fd3y4ktgGj8y7D4Z9agFMGWviS/AC5lRuR3T61g +l4e31lWHBYDugMUnKhZQ/G15EzktQPdEaTDLGQuwsNJJVHi4AE9cy4Me7LGA +hjvnFjUfL8A77WPd+R/NwVdg3BPzWwDKBSGakDj+fNB8JSvl7QKoL/O4ibOb +wc4DX3ew1S/A/PFmAkXfGOgyjPLIHIugVP719Mree+AYkxfMUb8I67StxJPu +Z1DZVsyL+oZFmIpisfP1EUFbRs+9HZsWoeyD4lEVBTH04rihS0/bIhw9KN8+ +rXYRxWUzGYYNLoJ3krRwpuFV1FhrKcxBwz9fShkSLZNF3DOHW9m5lwC46Jw2 +ktRQzVl/RnZsCYyvivbml+uhy32H2sPslyCFIeq2DpM+yn+S9prTaQlcbvK0 +Nujro3ftn3m53ZbAN7+Ef/GvPvJ/sEvk6LMlsK8TGtEAQ6RR9OyuSOQSVF5X +m6AvNUYUSY+YW7VLwBGZk3BEwgyZzLAYt9YtgdReAYjTN0MjgXHHVT8twZW1 +qMFvnmaobawqW715CZZK1oqON5uhwqe/a7V7cL3OyO/tfXP0pN51xnJ+CU7I +8HG8JFgg9tuOws/YluHxeWPTh05WKOnjPmZJ9mXQCYmz3wy3QmJXcxa+HVgG +G/GhGNlSK6QmRE015VmGsdnnSyd+WaGXu434bwguw0qDjOqpR9aI4dMtLjrJ +ZSA7uPm0P7BBbyQpP8quLwPdZH5IYLANEij07X0Ay3Dum1oaU5YNkklGrybl +lqHKY7rn9pwN8vC8xIzuLIP3Ncb1lvu2aP0aP91Ty2WgvW1JDBSxQ35FtROX +bJbB/n7mwyuKdojzrEENzW4Z2NMiV5JN8H2FN8rd0H4ZCjPSazLC7JD9L5af +1x8vw6E8lRm/NTu0UPxr4c+rZcBe/SVLphOQm3Bkc9GbZTgwaFgXXkNAjO8v +phEilyFnZJdnWg8BnXyDWYzGLkNddXPz+h8CMnOYnahMxeMJuvdcViaiMZGu +3kfVy1Dg+lGGfYyIEpfYPejRMogo2aw0LuH7WobmyeCPy0Df0/jn6h8iWhAc +dEv6vAz9VgezjXlIaP3wxH9NXcsQcrcbxWuQUOXw0Sb13mUwyN3TcMsE31+j +TO1H+pdB7Hr08WISCTEcmKunjSzDsLWDx6cXJMTOtGzNObcMQ8nDbl/KSaiv +SYQ9gbIMvX9LxCwbSCja70HlqcVlOCwoaVHbSUJHdqyxXFtdhtHDxsPpcyQk +/GuzwHRzGWRHq/X02TC0WnJNf+nPMrgE2d6eOoShQicPBpd/eL6LL/zh58fQ +1VU6bX96GuQPr6mOXsCQwvyerVxWGpRJcMUc18TQ3ve3PlzZT4P7Ifb2QXoY +ajMNVKvnoMEflSXHAlMMaY6zJfcfooGs+9/qcw8wxBWrftuYlwYhTNi8vwuG +RnTC1qh8NIgNKNiOf4whk76DClv8+PmKpdY/zzEkGKa96idIgxiZJ5ZyQRii +3Hkbve8UDSbjDlQrvcZQJuvojbenaTA08riBMRJDWCvfkoAwDbwyDjn7xmDo +fIBReLYoDfIcyHVVCRj6oZAkdfk8DcKI9sm57zD0uP74q1uXaRBOOv7ncwaG +pL0sr/ZeoYFiLsliORtDO6XTyAbXaKBS2XijPQ9DjX+ogfNSNND7Wx1kW4gh +/4ozl+xlaFDx31P4WIwhFVfixKYsDe7sbdfqK8XQvku5L3zkcbxjT/O7cgz1 +fF8VY1WiQeR7gQjhSgxF5p8fibxNg6JfeeUOVRjSxZx8jqnS4JXD0DnHagzx +CZcIZ96hQceG0S+RGgxNLaz3X9SgwSda4v4POE5Ju+JZo0WDExdfu/7/fScr +S3chRW0aGJyqF27E8Znj1d1dujTwztQXw3BMm/rrrmdAg998x3x6cP78BBCc +NaJBlyHh5Hc8/pr72h5TUxq8PGnu34vru6ydtjRuToOJ2bIlxwoMuV3U79Sz +osHmqJFmVxmGqvbtKxq0ocF1+tH6pRIM/Vuqj9Qi0AD9uy7dWIQhmeaH7t0k +nI/reItBAYZ83p8xUrOnQa5wBaEwF0OfvSZutDrSQKSwXOhzFoYYDcNOKLng +9Yqx2ROdjiHlqwp7G11psKUWzyb0AUMhB38v33CngXlCufzDZAx1fcvpqn2C +68/NKH4Wj6EDHabF1zxp8Hlp2Vz1LYbuZx6MLvemwbkfgQYD4RgaNfMwLnxO +AzGsUf14IIaOwPmb5wJo0GMrbkrxw/vv8NzJ7EAaqHKnz9p6YWi+V2Xlwysa +tHVoOmc6Y0gon65H4A0NGoM/v7XBMEQIKi5JjMD7RaLIYs4aQ1/l+DzextCg +z9Dt+GH8Plzk7zLhisfrp78i3qeBoYd/feTeJNIgazfPKRVlDP0pWWIOfk+D +iOKWFbdrGNp9qirGK5cGy39GvzdxY+gW/YOnf/Px8y3GtEf7MBQ0KWDmXkQD +moOU7tIuDLFHvzztXE4D8dSMQZbvJMS3V6/cuh4/7/i3U6WJhIznWONmG2hQ +vHKtcKuKhN59/Ohp2kQDvj/HKoj5JHTK/bSifht+nzsro4OjSejC0q9+tQEa +CBTzuPVbkpBLU3ZF6xDOZ1amFaBDQuUpJvFKozTY/hB69t9tEpIyaLaQncL7 +eW/n9bPnSEipPWrt0iIN3BoFpCJ/EJFh3mX2//7RwGQwY6HViYhK9X6xddGt +gO+LT50nTImIbXcliw/9CjR57v0loUZEdQZSjAuMKzBzUKLT7xQRCTDJbRcf +WIG+bR269gECmre4S1M5vQJZ3va/LwsRkPT+A0vbZ1fgKN+HTWF2Aoqq6qMW +iuLnO+8HTWzaISUOnVlu8RW4MO2v49JihzKR0eis9Ao0Uo4KudnYIYyX+OWJ +1goEkMQL9kbbos+NIk3ntFfgmBzHn/4ntuiow2oDWXcF7umFDZia2qKuJsc6 +JeMVeHq9VKfitC264PKojNNuBWofBSo9KLNBG53PP2R7roBD7ujQ5SZr5OWX +7D2WuQLbllLPtSotEavrntumOSuA7owP/HpriWJsSBzzeSsgZX89lvTIEhUp +X01ZLV6BBcXTCV8kLNE8e3fDTrQCprFrjzULLZByAh3j6d4VKLOsNVxNMEdc +ZcYhLn9WQPqSE8VUxxTlUP+LZVNZhcvY23m1ah3kH+9nMqG2Ck8Hd5z5YaSD +LDRoJ3LvrkLbl7fh93foIL7q6nxV7VWw8zo9c19eG70M1f8cZLYK8R3WaaYt +95DN5bffmB6tQvueKnrfLxpIwJdTaU/qKugqb+Y/UriF/l15wjqYvgpBJX3K +ez2V0DBtpic1axUcpiZL7pUpolfaRYYKBatwnfHmC5FTCmj7jIaTX/UqCGmc +uXiQ4SYa6w5NoO9dhVcb5iFqtldR+fMN897+VXgT47fA3CeBwq8Zn04ZWoVL +S0PUF9KXkfIH0WLZiVWIWiZfaue4iCrd2r94L6xC4qW7+ayOp1GkyKXQu8u4 +3qBn163kTiIHcpwW/+oqfIviKvHmOo6EVIiTdT9WgfW5RqySMw9i2NH3/tXG +KkS7i9U9OnQATZVcszP5vQr71u3YaM57UbVdyjmxv3g+hs3Cbrhs1kYdZf65 +vY375ft85Fsbd+3/AMSnkWQ= + "]]}, + Annotation[#, "Charting`Private`Tag$15181#1"]& ], + TagBox[ + {RGBColor[0.363898, 0.618501, 0.782349], AbsoluteThickness[1.6], Opacity[ + 1.], LineBox[CompressedData[" +1:eJwVXHc4le8fNpoUkay0FF9JUkkl3IUkJEL2eVXSEiUqpaKivZAoq2zZO+uR +7L33dnAODk0lo9/5/XWu+3re5zPuz/087/N5rvc6G046HjvNxcHBsXQBB8f/ +f3VOM+oLmCZqjiafzgut4FNboCF+qVdMEX3bZZJDfMbUdob4B6aKaSLDusVF +2WdGTbe6NSVIzBhLxX7OXPPmhant7zxvMVtsWeRq1/piNbq3PdB4JuaM8UNl +G554bkHoqqNej8Xu45dCmvkTq324Wf2m6Hj2fexo6fbp3qmC4559XBstPXGe +f/5TJ48qlv26fCcn0Av1Ujal9ZlquN7ke3183SOsn/7klbjoAAx9Os7rSz8H +R+OugHPHNOGxJPW/R2K+MHG692NRtg5kD716mHLJF1/EJMevSOuiwdOR2Vnq +i+J1zl88vHWxiVvuo/zV11DJFpO6cU4PJXPh8k0NfnCXGA9JE9THsh9+u9Y9 +DUCI+z0lr2gD+Hff0EifD0ZD2MnknE9GOCBhHt5jEoIZnh2eIQwjjFrsXrgk +PgRxeipvVEWMsXbc9VT81lCIvHzHjLhiDMdzSlIcXaEY4t8atWqzCQRtE6Mj +9nxAcvj5ihHP4zAzf5/49Vs4tieJcuznNsdkpzHPB/EIVMZa19ZLmcOLtuS0 +kUYEei6JVglrmyP1lKN4hm8E5lvF47KemIPPQdXz5u5ICF+3rTbgt0Dx3XaL +Rbei0LrnGv3mYktYLXyWnhkRheb0/Z4CUpb4/mD/inM1UdhUnrHXWN0S659F +FVeui4ac4WrX3puWcHvjovCqMBrirmXl3GOW2BEnsEhiSSwMk6O/KH+yQrl8 +sU21Qiwc5gLHXeutYJN8Pee2eSy+pHguO8G0wrOM3kv9sbHwgzyftKg1GAXx +nZFHPsJp6TDt3mVr3NE4oWR29SPO1Oy4/dfLGsIlQq+WhnyEzde5cyKB1tCo +vKll//UjXJulIw8UWyO4+XDydp84CPRyjxispGGX2RzvYE4crmhyBExK0VDV +kWTnS4/Dj5HB7Tv20DDdKyLxe1c8GtQslD9Y0mA8OuSV2xaPJTox9f8F0zBm +H9B/kTMBjQ5tPb3xNNyd1FNZJ5uA1JMxO5XzaEj6mfrN42YCaLT06aYOGnj/ +eVgdWpuIcv+fEsECFPzPmdLktBLhOlmkt2kthU1NcjYCDokQXBG09qgsBbWY +1lOdeYlYXfRY3PsAhcqV8acLhhIRfcOII1aPghw+pzYsSkLP0if/TptS+BTj +l54pnwT3++rV5RcocFAeSrHqSeDeTqcuu1DQErLPDDyeBEnGHt/c2xQabx/4 +5HE7CcZTgy6qLymIK8opO3snoTW6edLJn4INUzjHLjIJOanJ4bqhFFhG47m6 +NUk41SJgO5xAQXFpq6raQBIUjqVpRKdTuJH/OV9hKgmW9reXLM+lUHAlDht5 +kjGkHxsiVEhh8eY3BavWJmNL9r3f+aUU9Hs8DizZkYz2PWf/8VZT8PWxL/x7 +MBkVBqVRM/UUOrRNNVjmyfiUJDnwrIXChvkDRb0Xk1Flwfe+sIPC2VS5gw0e +yZivVGgL6KGQcFakpOh1MmzXa7itHKDwcw3XocyYZBxSFLi3bYjCvsbx0pi8 +ZEgUug6yRijcfdiqHVifjKO3HF7rj1IoUy0sfz6UjInNP18ZjlPg+xGn4zGd +jP+SJRunWBRMot9UXlmegpAdUsZqkxQCre/q2W1IwXtBZQGZrxQGBC9Wm+1K +wZaFqYvT2FimzFRf93AKSlf92jXAxo631GtVrVOgHnf9XQobZ+zYaqBwOQWq +z8v3SLHx7IhIvaRnCry7vfiV2fbVg7iOrQpg45WnJL+x/T86xmpYHJ8CoemN +Ljrs+OoWtxn9LUjBmXcflmmx4xfOK2wab0qBqFrlxCA7PyuneJNeRgq8DgdJ +bmLnH/aff0v9bAqslLYkLWLzM9p117RoRSq6Xd6GPmHzp+B9sS1jUyoWm26c +T2Hze/WQmXnMnlT4MlY0ubH5z5tV73inl4rq1gJ5Jrs+C1K2Wj63SYWaXtjq +P1UUdM6Idrk7p+JggXJMDLu+rfWs7tOBqcjZwhr6mUNh7YM2mllSKgqkz2Q+ +Z+vFVuVLr05RKt58MXKoZOvpW6R//7bxVCRf4u7eytbbHqt7JyU50hBlm0SM +2Hq8LeAwKCSUhiaNsG4Jtl553TSGpvelIe81XS6ArWcpwwnGlydp0C/j/6fC +Xg/idw4pn3mfBs/diWbeuhRWxIc+4clMwx/5C943QeHvEiN5w4E0HLYi+jzS +bD4LMq/07ElHgf5865oJGoonVhR76KdjruvCKpFeGrIlzgtL2aYj2exLTEQt +DRHXJT5deJGOA395E+4l0nBDwWP+z1A6mk8bmhw+T4MjreNo4Ew6flxWv/TD +lAbbpzvfQyADL/4uSFc8SMNRxpCGl0oG8oSvFtxaS8OmUJ1HK30yEFQtdWR7 +lTVq+IWE5PdnYt/sWQ2akDW+qF48XW+SCfsF3XaBM1bIulCS4XwhE3GaEWeu +DlghrPS6eY5fJhx4RWn/Eqxw/U53sDYrEyZ6v384aFhBcjJy86m3WWC+eVwu +YmEJkTUcNxclZUE1dq8d9llima55VUxxFoY4jVlLJCzxO5LX8evXLIgLnr9w +r8sCVbRLabcOfcLLd5MHJM0tcK1mL/x/foJMzJL99gfY7w/59KHyJdm4IfzY +2mKdOcKfKTydkciGre+r/tlZM9Tr/ddOO5iNgF85OTaZZthSKXRFyi8bNg9c +kShjht7SyciU3Tlw4sp5VTJ3HIc+R/BV38iFl0quC5eLMXrWb0iff56LSw2j +csd1jOHsHmipEJaLr5lizfbrjPEePtE+lbkwyk+bo5cZYSbPXd1CIg/aT5bN +8okZITHb8upIXh7i9Y4czU8whEiaQA8nJ4F5i1jFB7sjsHo6Y0wXJsjlXX2h +bkYPH2yHKkvkCHxfTAa+eakHuVWfPj0xIyjyVgv9k6UL9as2r1clETSXPp+Q +X6gDpUDTSN9tBeh1eqtCnmrhBC3SOrqnAKZhZNSjRA0ZAxpVtSqF8Fzw7mfh +6Fe1Fm2Pb88OFWLXf8d8Ox0+q00l5AvrHStEV3Tab+m1zPzdN/eeKDtTCFOO +Q3brFiwkWSu3TRV4F+KUZpeTj4oY+aQpvj6FUYhqz+k3W49uIbmRX6/4+n5B ++PVL2qe2qZCuZfIBx0K+4JBSaOWOVapk1ulC/orYLzBdNaYS8leVqGJ4yTPy +BRnHV6arF4Hkt3YGeY5+wd2Bc/bbYg4QsqS09Or+IiglBrHCthwkheeDVpuP +FyHusEXW09+6JJV54QJtqgh3V2wK0LTQI+FnlXNOcRRDLjbgUnSuHvG0a7Vw +ECrGqOKCq47uR4j2SYG391SKsfrxNsVO7qOk1txTNOFpMbY0erW/mTUgXdoX +V3FvLYH47nUBEpVGpLp03+klu0vwQtF4+L8pI5KvxZO+/EAJ8j7KLP2z3piE +aEYZi5qUIPVFRRPdxZic3N/vs/VWCTxV42oGJEwIY7eJoFl1CUhj+98F1HHy +S1qVP/5iKTRWOI8nJJkRtQH10sfXS2Hc8W2rWYsZ8QrSvnP2XinOpKf2xs6Y +EWEh48mNAaXI2zH0VOegOVHivFD7tqgUssdZa083mZPrnf4vHq4uw2yXXfi7 +fgtS4Bd8yE66DNN23K/fc1qSJcfC/2lsL4PojjC7wxssSUBZouM/rTL8t2/0 +pxtlSbLTS45edSpDD+/E3JlWSzL74ie/bXkZjEPzBH6mWRFN3b+lB5rK4Klf +qDRSY0WeLuJwX9dbBq4l23+5MKzImlu8Xzt+liFX9mSnrbg1UTsvWWe4vhzr +j+YM3Xa1Jl5SMg+3bSnHfIX86YMvrUlN39b9y5XKMSov2RUeaU1opnuTynTL +cTNz2Y2tDdbkjqbBS1wrx0PhF4esN9FI2T8T7TV3y3FlU7PO4G4aWZFjyTHz +tBw23Jfm/unQSOj2M5cyPpTDcXPEmVlHGilYe9tga005ulo/n/ibRiNLOu4t +4W0vx8wlakS+mEYMXj8qYAyWQyxyYNufJhrp532tED5djjb/eXntHzTCNf1x +xWqpCpwyPqHaJkuR1dXqP7CtAruStdRblCii+L692XZvBdbWsq65qFPk9OHF +7xKOVOCPlgPTz4wit9cE32o0rUDPHf4B0VMU8fumaPPnRAV+cHN77rtIkbKA +k1LqVytwWrn36El3ivRfnF58xr0C99UDVe0eUeTvgZejTx5XYOF34xM83hSR +G81LbA6uQPuKvoEdHyhyMN/Y+290BR6ZBvNnxlCE5j3mvC61AvaPFFZ0JlHk +hbKY8rnSCrA+7tzNlU+RaL4kief1FXiolbxrYRFFCga0/qV0ViA8QCIrqpwi +7Rnd/a1DFXivYBbPrKHI98fORbOTFXDouLCwspEivBRv1Ia/FVjdcT9Zt40i +m3Z+eKS1oBLNK6fCLnRRRHXxXvsLfJVwVtpTJ9tHkeOdtfovRSvxsJ8p+2iQ +Io6JdtvTJSvBKK2N8RqmyMN7cys75CpRWdOksZFJkVBT36l5pUqYb+b5Rhuj +yKctW9o3HqhE6aWo2L0sijT8+5yjrVuJySyeC6kTFBltNAu+aFKJ8++ztlZN +UoQ7etLdm6rEzlNWk/e+UkTCzetU5rlKkI7S+A423mWwRqvrSiVCn/84U8fG ++pvSZDhvV+JDyvya02xs90eHV/phJS79t63en23vTlU/S8e7EhlXv927wPbn +H3q9zjGwEvmVbXu7xymS5Myf6htZiWBG8G/WKEXKtSNff0qqRJPIpi9BDIoM +SKhe78lm8yHuGDY+RJGZr40W3MWVqBaMD+0YoIhQ8XlVmdpKvL6wvehML0W2 +BnCuP9JeiVc5LqK+nRTRuujP5TRYiZoIsRiqlSLUgW1DfqxKHMoYuFvRQJHr +q0pKc35XYsO+3NSmaorE5P14unBZFZTCl5qVFlKk8NVjR1nhKrw7wc9KzKVI +x+kNx46ur8KXXm2JPRkUWcZ3VCRAsQr/rRQI+C+aIlIDQ9N5alU4NW4q8CKU +ImoZbl0D2lV4rafu6udPkUu02Pdy1lXs/WTO1fMBRR7tOHDf8EwVOJ3DtS7e +psiHRW12Vy9XYe+Kd+d/OVOkMWGhXIFnFYS+v5cbsaGI0j+bDKOEKqh3xy40 +VqSI3pGCuwezqmA0uDnijgxFTr1bd3R3YRXOedYbGEhQ5OXunhHxlirwJzEt ++7kownS0FBuYq8IBZz27kkoa4cjPHmpcXI21J9vvr82jEeFl4inFAtXQVeRk +SiTQiHp0m06MVDXUL9B2LH9BI4F9Jm6XjlSDJbKsqUCPRlLk07VPmlYjIv6f +pME+9v7iJrTK+EQ1jG9e2/FgM438Em2M3+1SDfeBoFOsBTSib2jQOx9YjUWq +92ZCMq0JZ6GO+rPxavzYpxFbt8yaiK6I5bszVQ26/kLPqV9WRJ62tPMSRw0e +v+NqKe2xIhZ/S68YC9XA8KXR6MVEK5K242DEapUaRDy+cqdWz4rYhWFJ7JMa +uJ4beilz3ZK4fQtueve6BjOVOwP/s7IkPpgPfRZSg6nN8+UtsCQFnbl7L6fW +YFvfszatRZZETEj5wp7OGmw2711w7YUFqbqvWFMiW4vPY6Ohtj7mRJm/kuvV +rlrohNx+WOBoTqIDTuy23F+LRV9/LyrWNSf3Ep6HTprUIsvVJquci/18G8NJ +1KMWFVF2ubX2ZiR6S5DI+dZanFFtdN+/3ZSoM+8mLVKvw624pD3ud4yJq3xN +xYVDdeCfkFT8aWhMkq6IDdXp1UHP4bal5CZjsnY+UeydaR1Kw5LDE0uNyLRg +991tF+vwYWuXTwivEUlS2W1i5l+Hc77vz596YEjWvRybjpmoQ2hAiZtSpB7J +P3EnJuVHHZJ6eiO0NfQIbedK85w/dejcGoNFfboksEU5q4qrHu29W84/FNUl +omseX50Urke90eCxcs/DRDBW5oci6rH4hegurWNaZGHR6XHyoh6uR+4077sG +Mva7t6dZoQFrox+Q3I8rSMaZF4U6Sg3osP0g3Ne5lLi3qkWSfQ0QzvUsGaO4 +iHBm0MUYrQa8isy42K3cma9+1XLWzaoBt5+4+ng84sHbny1imx42wGJ+4keF +rxS0v1UbO/U24G9h0c6WgL1YeeLWnhF6A2RYeb/M7yujp05Owmq0AZyXv9xx +d9gH56Qngwd/NYBnXdaKmAOqCHE87CTG24h9SzYpP7i8H1OsohcFSo3oNIpu +SFqsifDRnAq+543oP9rNv2FWBw5vjm4879OI8N/vLz2w08VuzcGbxf6NMDw/ +OvOyThcVQTxb3cIaYeepOvUgTA/fDMxfMLMa4UbXu92jqQ+1zCmjosFGMDvJ +lrlPBmi/t73bdW8TON5JKernGeGDQvGuZrUmPNnsQZ0eM4J9t9lzBc0miGmN +Ld8rZgyO3e4Y0W9ChU3Rg5XOxpAerXlvbNuEaW3brfelTeBsYG+37UUTrk79 +Qf2t4+BbEzVJpzfhnlXQAqXvZth//F73ILMJlstPWB4VMofTC6pyYKIJu6rG +KtYqmaOFUzSq708TNOpj7XqumyN4+CGta1kzbAL39zf/NYd80vnqRsVmvLrM +r2n01QI2TK2chr3N2D96xOL9ckt4S26MqVdrxjVX9awQWUtM+Xber9Vuht09 +16mPpyyR76qnUmnVDNqVDbTpeksc0ZD/WHi/Gelaz+Y2hFjhthtPwOdHzfCK +OPdMP9MKSenDXgXPm6FhE3hbutYKQjIhJ/P9m3ELP+xb56zQtWyFeHYcO56n +dYuVTK3BpzW++FNyM8ps5zZn2Ftj/52yX5kZzSg/982v18Ma4d/c69MLmvH5 +AjHb+tEa9i3fHiY3NaP9uDgzftoawfw1V5Pam5Hjl1h6eRkNddqxtok9zZB6 +ZC7eze7fFHNO7o9nNGPV8maNGHUaZkMaf0fPNuPnFuk/Al40yLcnDkVxtmD7 +/FwBrx8NNoJPGyMXtUDqguPZjxE0FN3XTAxf0YLqdo7Azi80PD2Xbhe6qQXX +l9Nq/s7QMLo//iGvbAt4A69I7+ahcEg0IvbqthZEZi4fWixKgavUd0JPuQUV +nWmtp3dQsAl+uiILLXitbpn0XY1Cvsv9HRsPtqByW/aelex+2HWT89Xpoy2Q +NvyezHeSQsvMBX9bkxZE3FtvxLSnoNh4KrvWogUXj6QsML1G4auH0XzE6RZU +0fuWjj2moG+uu17gQgt2+4SICfhS+Kigoe52qQWNnotSygMp2PXu8Dp2k+2f +02rh9zgKRRmy0XnuLZjn1H54Io2C5HPJChmvFhz+3brxVA4F99Pi4z5PWrDH +spBMfabQrSLI9+9lCzKnlA9KlFFQFuJROO/Xgh6FH8GN1RT8xziPNb9j+zMT +/yTRSGGqcPrK/vctuDpq7fG7lYLx22+vP0a2YLiaOXyqi0LKZWamcFwL2l6d +7TjRR4H/cH+7R3ILskO59b8NUrBf3z4znsH2d+nULsERChW/69aY5bbgUkKi +ZxGTgkxtGb58bkHIyRe7loxT8IosOCFf2oIbgptVu1kU6Ley7gVUtWC0Q9JP +Y5LCAZOkiAUNLXju9WHfvq8UguWiSx1b2Tj4iGzR/+97uEOZHV0tULl62KaH +jS063/BqDbTg9vZ93Y/YOCvlxdbkkRbwlxz6UMK2J/z4wVEJFnv898oU3wkK +V07cufzgewv49ItW/Pz/fdCeaz7ff7fAeMncF/ooBfkVjunWcy2IXTzQYMeg +8HTErrWMqxUXM4W1bgxRGM2nTe9c0gr+ybz/1g1Q0PY7vjpkeSu+1rjeM+mh +EHFRX5VnZSv4/C/Yrelg6+ugFuUi2gq32zt7rzaz9SWh5tG3phVpV7/Onaij +IFG5tThDphWMTlUXVhGFGx+kRjbIt+LPwL1fz/IptLquWfpsZyuOR26+UJBJ +wVtm+ZFTaq3gjT7t1xnN1te/BY41Gq3Yzht0pyiUra/W2Zd7D7dC67NLMfwp +LPUab+I3bsXPpPAelidbX9b0qRvmrcg47/ZtvRtbX4pdosO0Vjx697t3+DJb +T4OVVrnnWlGivb53ixVbH/s/0s/eaUVtWl5Y8BYKueFj767db0XfkK684ToK +d5fIGXk9aoXTyi85EYIU+OriPof5sPnR8XXd9YcGaSohuCeqFaEceb9+5NMw +XjhhwoprxT6T0gU5iTSkSG9bPpvciu8ZmWekQmlQm0i8KZbbCiX+8GH6HRqO +30o2M65rxbkzwjuF9tEg0f+N/1RzK9ZOr9CckaFhQHNH6eWOVsx39+OBMA0O +y1J3vaC3QiaWq+35V2t4vUsTrPjTintBC4dPhloj/VNmFTa0QcN5SYPxpBVu +rPlzT1+6DU6bhLijWq2w32PPPustbdhXkSj2gVihSvtTzI1dbXhF+yLu+9wK +9NZsr/TDbeByyH3nKMPeP6fy9m9xasPTpPlTh/Us0WE+/3vvtTYILUqW0t9m +idA8tURttzaczr1WwyFoCTlPssbOqw0v/RX2XG6xgKbQ57+hb9ugfOPt8YeW +FnDeUZQm/KUNUR865QaOm8NOcX3oq7I22G4z0xXZYQ4zJbcny2ra0Ec1Cv5Y +Zo59yoonudrbkK9SGRf62Qxc6uH8ExNtsBKx+zwgbYYXhvfPF4u3Y93XpVxu +/ccRe0lzvbNTO84qnZ7nXW2MQKdQ3slr7Sjhf79VbtwIz5xnp87daketn3PW +Qvb789L1tGrqYTv+e/f29oi1EXa7b7qpG9yOnKykY9cDj6HoxYIWyYp2jCcc +Pm633BC9CUVP6jd04Jqwy3CGly7qWAvGd/zXAVn+4Nifq3VRIHdQz1euA7Su +zJLmJB2ExhYvM93dAW696wUP2g/jZGTJsy69Drjk2gk0SmtjOKjsxci1Doj/ +aw06kqIJ1tMqn7nqDtzgdPh4VX4fZs43vdt8oxMRh66I5a7kJMZK1q/k73TC +LronbO/UYhLHOey1834ndG6rjji28RGa/+/Lqs87sXZGxLzjiDD5XCyubfih +E4zCdt+2RZLkwfoTP69XdGJiubGIZc42srKFpVcm3oVhTh3VvHOqxP79VfXq +dV1oFjjHw7lfjRTZ/9vdsKkLlg9mO0dXgVzlFtjYJd+Ftz6b9Y1s9pN2BcXp +SfUuXL23KSR3iToJeXIjQuRCFx4/+bxlx9GDZMuBxfN2OV2o2tK2dUesLkmK +/fhfW0EXHuTfG49fpUcUhQwMD5d0QbNV8Fqpux5RGfEP31LfhZ4VqiI1JkeI +/jNZ3a/DXeAeKqJzzOgTp/Yj/q6C3Xj6cUqFJmpIPl323fH0XDf2DlkzWOuM +iVrnHqs5h26U3Dh6WE7fmBRqdns6OHfjLFdzzEY3Y1IhIt1ucKcbd5NiR5Rb +jUlXXuadVa+78e/nFo6/j0wIB09nVXBBN7Zz2x7c2X+cHPqw4UyySA/MVXw4 +XxwzJ4r+fNIlEj2wvbz03mlnc7L++Qy9Y0MP+uPOX5x4bU7+ujafXCDXg8eN +f+mr2sxJvOEjmun+Huz4y7qQZGZBVnJ+M5k724O9kUYWRMeScPzuFhJ06IEP +y/3l8zOWZHy8olH6Sg8eZAqq8dy3JCVt4YYGt3owfVo8YmGuJXFNMjsS9qoH +1d+7T3LLWJFeqkDzcHYPIqQnvzdOWpEqk3huGmHP59u0UXOxNcnSfVvoVNSD +nGt+rZZrrYn3buf9gTU9qGlJSXPXtSYH+WVUJgd6UJkdUuv/3prsWLhqhpvR +g8npfbGqGdZk7QxntiirB3IuOT8eVFiTP8Odu9V/92AiUqib97s1+Zj/Yudr +3l6Mv856VKFCI/5pbt9jVvRim7ujsa8+jdyPPZecv6oXk+KJeZw2NELz09jG +WNeLw3x2/iUeNCLg8Ft2n2IvaA/76d8LaGT+FJ15dG8vvI5YCzbV0sioeX20 +rVovrmWcNTbtoZGigx+ln2v3os3Awk7jL41cW0NJ9lv1wvti+vb4rRQ5aaBw +vOtEL/ZUy5yg9lJE/x7n41a7XvwR/SecoUkRaWbYt+pLvfhB4/Q2sKCIoISL +VLlLL/hFB0V8bSkyp69lXnSjFzd++kTcdKBIUxqjIPt+L/CVOq3kQZGCkU8/ +0x/1YnBvoM3SxxT5KP5EJvl5LzYHjv66402Ru+5bX0b590LXI+Sp6QeKOKTO +f/kQ1IvUiEAqK4Yi5sO1v4M+9KIsvt0xN4kiCnpOlG9cLzQUx6fi8ygicUfD +50VyL1p0Wg69+0KRxSlCpY8zenGfvvnxlnKKfKcP/fXM6YWz89t4Wg1FekQy +5T0KetGuMv5BsZEiFToPT7oV9yL85k/L+FaKpN8y97tW0Yu/PgGVZZ0UCU2S +rXCq7UWAYuOQVy9Fng7OzF1s6oX4zdiQkQGKXBeu3n6uvRd8QsqTo0MUOXU4 ++LRtTy9mTBMqXzLYfLo5BlCDvVA+fXBr+yhFlBP3V1swehGvdHR50Tib3wEB +zuMsdj0zt9oZTlBEYNWgouH3Xow2GO/0mKTI7KG0s3q/e9F9V+ey0VeKMG54 +Bh6a7UVnW+SaMjYePb7l7HuOPiQuFNrdy8Y2X1dyrePug5K1fp4/G7c8mn0X +uLAP60w3Jf9k29PdOLRLfEkf3jy9KvSD7a8gt7r2DU8fPqfsHvVhUUTpeMa5 +Vcv7IOJtr9Q6RpG4yWBuH/4+hP/dMp/LpIjkowdBKwT7IJEefOjgCEX8JS/t +fi7Uh+pL/8Qu0SnCl2tWzyvSB+eEt7dU+yly3+TAhUdifZiMqrkZ302R6YnN +CxdL9LHPGbzrCtrZ9X4oGHJ/LTuej/VOLs0UoW+Y2cO1oQ/nCtLuVddRpM64 +yn5Oqg9zXpeF7EooojWRtuimTB8CRUtSIgsokvsgKPSPbB9iEuR0H2dTJCrb +oenHtj44fepKUY5n68PY1OHyjj6IbpGKWRxJEW8Wlkwq9qFY5tbItWCK3F4v +oDK6tw/B5ov91J9T5Oen6eYzKn2YuZu+K8iTIueNBhyH1NjjAefd3rlRxMQr +NaxPow97Xe6du3eOInLjJrytR/rA2Zw0wg2KZBnrkccGfbh+2MPefQdFNPLU +r6gZ9aEwNd/mlRRFLJ5v64ww68NSWSPdyzwUeaSw9KPzKXa8RR628uz1KxTw +jyZj1weLyW1+RoRGQjmnBLvO9kHa80wRXyKNZDUM3NBw6EMvH/4cekYjw865 +OoKubP/Xv+yt0qQRp+6U+eKbffAQHv8ctZ1G5g7GpLjeZvPlt2rb6rVs+yJ+ +4v33+gBJh9KKX9ZE45PjaOLzPmgZnYkyDrUmoXOSj4+E9+F22f0zJgNWRM5O +TI0zqg+3gs/11ZdZkcwa/u9pMWy9qDuIjyVYkZqQWXOJxD68CrPd88vViswd +aNk89qkPEQ27FZ14rYiF16Pyh7V92C35WNlWwpIMT9y5pdLQhwXcc3fbZy3I +ZdOr27829bH3f7f8b10W5KHMqQDTjj40tTFKlwVakIwKlXPSQ324+KrvxvQq +9vuA/+uSor99oJ24KiI0bUYa8h4/ODzXh5OHlIh9ixnxtpdaVPuvD94FAo03 +Us2IYIUFd8eCfuhmJAxm2bOxZ/HcJF8/fv39Y1bWaUpWzLz9vnoje3yA3ucb +d5wsGznYdUW3H6v3ncgQkDAmVa/7LKaP9ONjQ47hj69G5KnmzfbbBv34Ok5f +FlBsRHg/JLU8MunHvS3sc42DEeGxXl0fQvUj8GV5ekLuMbKk8Wtx5ZV+XJ16 +xNp31JAsIO8SNwb2o9NPJvhHoB7pUNHU7g3ux5WZO5dubdcjidnjfW/f96Pw ++ZOGsGJdYpGhKigY1Q+ec9F7qsZ1SHJ8rzNHSj/aZopupisdJrTAjcrdpf3Q +2n//umr2QZLl+rHI70c/NuTHS/5epUouKOa0L9UdgPnbZL/lNXS1grrmuKwj +A1ib8ezh+LpptVUXv945YzCAbyeuOKiNc4NESEkXmwwgdlhN+5ehAFaKvHRy +txnATw1dR1Xu9ciZtuX97TKAPuV3O/99lAcv4VOlhw7AUvWjyc16VdhYbl7h +EzaAZUepJ6YZakj/rTF4IHIALLMg88q3AKXg+ijk4wCMKMtapeT9SH0/2GyR +MYDESKzedFUdlvezHOorB2DI9Vi088dBfDx8MjR/agDNjaxDF9P0oCi3QQ3T +A7h5vkv/jPAR5PP1dZKZAYwUVx7lvX4EdY3WIp85BvHiy/s8PWV9/LQ2f/6F +ZxCjS6Z/vM4+CjUnA7eytYNomb+uH2FsiLq3amYNWoOYY8UG9rLPv+a35n4d +OzyIS9ufyDhqGWOAyvVp1GXP362cX3jJGD83Kdc2GQzCIIFrZVqRMcQSd2m1 +WgxCYfJdd/I5E5z8IqfY5TAIjQAhhaSo4/g1Jr5i2G8QPh4nFV99NYNv0Ehp +YMAgjA+aKwStMsfOo2l3jAIHYf2hi2WobI7LKUcmC94PItFeMCn1rjlY191r +3sUNoumsRKQOvwWGFg4/NSwcxBkTDQ5rEUvcz0zRXFI8iDaJZnqOkiU2nrsz +m186iGqXBRtzTSxxokrUXq56EAfWq84He1ui21tXd3HbIKZCizIGFluheV3y +0jzWIFbrc2fw9FnBuf7W5ytfB8EVt+HB0WkrrLyn4yr7YxAbpT97bxO0huHw +IOPNn0HIPW7gKFC3RnWccJkTNx2WXH6iYiHWsKcN3tm8iA7u/V6+8unW4F2R +tLtvCR26Dk/zuiqscfjK4agjfHQMDoePcv6yRvFeNy8ZMTq+J7+rOKNJg+2Y +tlrvajoiU7mJsikN3EGrpl6vZdvfMyIXfo6GAxyJp7k30fF774Wre5/RkFfS +r9kjT8cZLjHxM7U0WF1PmPXdzsYbeWVHemiY2XwzTVeRjk6ugM4ZFg17nwlt ++rSXjl/T24wGeCikGx3i9tWkY81I385gUHiom+UpcYiOV5t0Wr7rULDS2Lwk +4jAdGoeS3zNM2P37Tt7lGfpse9HZ2zLPU2iWdXuhZkhH3MsjqS+cKURLsgRK +jeiIdijoX3Kb3X8L1gq3mdHBWP6iuusFhQ08+wNsLOmYrh4w3s3ux39yJq9m +WtPxXGrx6h3sfv3dN+/1f0/SoZb934IliRQcmNxhd0+z432w9e9AOgX1fmcp +3rN0xPiJNFvnUmDUHZeVuEhHQ+3W8R1lFHLKSuPCHdn8ht5a8KyawvOCPdu2 +OtHRZD/9yauBwomsmOR0Z3Z8k0/n1rVSUEwSV1S7RkfRdu3PZp0UFkc/yShx +pUMphfqj0EuhI2R2z1E3Oi4/k3sTPUAh4c3FnNbbdMSGyvmQIQoeL3pUbTzo +CIvhGnRhUDB+cLSAcY8O8VNXb1eOUpC5U6B+2Yv9fJAzrWCcwszV7cXTD9n5 +mfDfMp6gUOPw4dDdJ3Qs+3Kr+cEkhfd2Kyt4ntMhYC9ha/GVgjPtvp7PSzrW +yl2UrmLjQ8d/1az2oYNSFVndzcbi+naG4a/puKIycuAZG7MOtjbK+dPBu7n2 +XRfbXoGq9vH0t3QsPjUsW8n257PrU5tqEB2S4ee+m7Eo2G2VtSwJoUN6KnvK +c4zCXql33fof6AiIOKF6jElh2ZplNq3hdCzdzlOdN0yhT+jWABVFR6miV3zZ +IIXUZRO2jBg6VI2qRpz6KHgtoEYuxdGRI/bHM7eLgsVs7bnpBLZe+g/7RLRR +2Ppz/7hHMh32idIS8k0UOMaTHXjS6KjjEZU/XkuhcVDym3cGHcvbKlvXVFCI +7PS5svoTHbtkhTZ7FlHQq3S5LpdPh4gTbfHOLArrvgz/TSugIzMr85NrMoXv +2aa3VL/QMZBmRLOJpRAQu/eufhkdUce8mpe/o2D/IXZBawUdC0SetTR5U9j/ +dvUDqpo9/3CGtMpjCsOP5p5caqCj/nzZmvFrFD55OPBNN9Gx+u72WUUHCk9d +e196tNJxPDnXf60thR3nPr/27mLXuyDsQZM+hTvaniFpw3R8mHrbWbOOQgPt +rJUCkw7jjaLCJ1dS2OSiKxY3xuZ35HDN20UUKt4L+IR9pWNKKfnI3BgNQjNB +Xt5/2esp/Vjn4xQa7AQ8NPjm6HCL+aevH0bDp/9sOR7/o2Oir8Yry4cGmrHs +DY8FQ0hnnZ32uEJDdHzGxUt8Q4iJUNkwIU/D3y8BsuMrhnDh9rOhcQkajnS4 +jZxZOYQrhad++fDQ8H2RxglKlD2uTdV00q2hYlNrrC85hBvKp93MXlujTpCx +T05pCNm5Ptl7h60gubnyT9SeIdxh+ti31VjBBQnpG/cNgbFu7e6NmVYQt3fe +tnr/ECQP/pbN97KCbTHHRh6dITxOHT4uIGmFP9fEeBjWQ1iSv2iNw2FL6Dyf +LTllM8Q+730o+ipniaDw3nu9J4dwWv/7wU0rLKFeHzHXcmYI+UGC0iHNFngq +u+Nb8eUhvLqw8zPLygIbunXawjyHkJHnclHF2hyPC/clmjwcgtajkMA1e83x +PUrOa/GTIXia/6cXLWSOQic+xQsvh/DD3HdDboUZbJc0vNjxbggGkf1vx3aY +IXqn+aHPSWxccGRd94/jkH98JqOncwjPdboGu/cZw8/R7NnLHjYfD6QyppYb +45/xYVv1/iE8aDcprOg1Qt26LYKRw0P4y0jkirprhMvpExcvfhvC+tHa+APF +x5DW5yI1u2gYrSqrB5+rGUJ5931fsR3DiNB5etpymR5aToopBSkOo8g8unlR +jC6uPE9oXb97GNtdP6dQB3URN9QmLqMyjPjOVou1t3Sw1nfreyWtYZxovfrf +V4Y2uL61xBtZDENJJa9kIuUgKmM3lz67O4zy9rPCftvVYLW2dpqzcRgKwt85 +XcQXg0/MKT2neRhxKpLXUvf/U/u8ctVll7ZhvPOuOMiv91VNeqklg9E9DE33 +AGObfWP5kz+GW2oZwzg2d8/LyFKQ3C2fTw2aH4b28twndDEZEu0s77BXdgRc +sj6xfxqUiYVj/eYfciPYpsm9szB3H1l+3nkobtsIntuK28tGqhAnKttq/a4R +pL3fKV1xTY3s09HSXbyfPV8j6fMUzwFSs44m02wygoXfLkXcCdIkvyqeDVzy +GEFw+7dNBx/pki7e5rOz90bwoiWzeYylSwr1JCYfeI1A666AiOoxPfKyJnYm ++MkI/ubxe3SIHSGyDaVC1a9HIPx6LKw3XJ/Q2jkPbY4dQYaktJRXkwEpGXH5 +2N8wghX+NutmkoxInEze9ovNI5B1O6HS3mVEfM4tyPrTOgL931N+N5YYE5sx +7yL+7hHUihVMLqCMyd+JxG7VkRH4LdQu3rzUhGybYvK/nRmBs0KxjIbhceK/ +gOZ8bBMD49seVpvGm5H5UyK76qUZcBwRejhda0Zsv9T9OrqZAbPOC/rHvpsR +hbsa147IM6BsZH3hPyVzUvZP5ob2Hgb2BM/xm2Sbk99/f9xR02PArr1n0/k0 +C2JlEb8/T5+BuHuU1NEGC1L4yY5TxZABetjZw0OTFuT59fa7e48zsP7povcb +ZS2J9FS+p6INA35BezR731qS498ePZF1ZqBSWUKQ96IVyTXQ0Iu5ygDv/K2H +nZ5WRDJpdpmMKwPbL1ZtMAu2IhMOjs+lbjNw1kk22LjGiniOG79a/5CBdKFV +q41krcmoLt+xkMcMLLhx5J/bfmti8LFUcO0zBh6pZPQbHLcmEueVfVd7MzDC +YfP+l7s1SRtZ90Y4kAGlGzEH5RqsifihdtPXwQwcVxfSDxmyJu6R3qJC7xkQ +8f/PMfuPNdE7vfCtQCQDpxe+Wc1YQyP0gdHAZUkMFJ/z2bPalkZ01MOtn6Qw +gN/bxMudaSTpvfVannQGol96Oa7xpBE3m7qQxdkMaBlbZ2SF08jKnvQPXEUM +3Npkl57WSyPPl926lVnCwJTrxPNPEzTCs0/TzL6cAU0XPzujORrh8m9Y3lLD +tlcYf+igGLufLglgPK5nwF/08tdAaYr8/WnzBU0M2J6fa364kyLfDSevx7Sz ++TYUi5TQY/f/7hlGtC4GqjeE7Ssypchowi35lb0MhD0aO/XvJEX6eZfR3egM +LEkpadh2nSJWyo3520cYENNaVrfpLkXazr4NGGay8xe+Vh33hCJ1xTJHDSYZ +eP7gmJZLEEX0fk5uXvidgbcX1e6nR1CkTDJzQfZPBhZOah16GE8RTcPbvQ6/ +GbieY+nMSqMIuXMwe+NfBgbfjXyj51BEOWHZ67ZZBv5V1EU5FFIko6vR8dk/ +BhK0Xe88LqNIwt6TUr8XMIH22f3XGykie3YzR9xiJoTtly7UaaNIpN/XDhse +JhTq9oTEd1FEsjgzfdVyJjj4rDjC+igS9OP2ywp+JpxvfhaXpVNEVFLrwh1B +Jo6PKQ6oj1DE12C5luIqJjxb/+mymBRZcadpPVOEiVlPpv7mcYo8jX83EyTO +xBeZ3YNTLIos6TrZcmwNExF/PnIdn6TIfR7Z5MXrmajWeRSt9ZUiHHu/PcmV +ZGLT++f1/78/unkmy+6yFBMB6dM3u9h46vWdA9IyTOxx94ryYGOnIi2JTlkm +lu9xNMli25v4vvz3i61MjOnbP3SfoMj5Dc31mgpMLDibptnBjmf4aGDc9A4m +jh2efVE8SpGTt089SNjFRGfp1cvqDIr0xMmePLWHiYqEpm8GQxQx7/ymIrqP +iRPvNVd/66dI09JPItWqTGT9dpqW7KGIwR737x77mTjp9yhguJ0iVXaHqpU0 +mKAXbONRaaaI9mu+6LGDTPwbfmS5sY4iRV+a74ZqM9FtvzcksIIi+78HWpvo +MiHgYMWIKqJI7nrbPTz6TFy9+Uz3YD5Fdh/dspIYMNFjNNjjnEmRlFvfWVeM +2Hy++fpJKYki8nGfymSOM+F77cuvx9EUkV6qfdvbkonvLyxmRt9Q5MNufvND +NCbGG9/PTz2nyFq7lp2zNkwUcac1v/akiPAXW+ZpOyZSb7jdfXqZIgtveRjv +vcwErbyXnNCkSNq38WlyhYkN7eRqzx6K2NqZhWhdZcK+8bzonBw7n6PbRo1u +MvFZ2zFuvRC7npLddxw8mcg5KX1oYQ+NKL7Rlvr1gI0nnrm9rmWvf960ipuP +mdCo4uooK6ARzV+PVz16wYTa1WcFYh9oZEHZno9hAUxovrA/cc6GRtJUwg1k +A5k4KtrxU+Qojdgm808lBTMxpHJ/5wVVGil6O7w/P4yJXpuPDznEaOTeRd+W +tngmyntmo8crrQnXyq+cfIVMpFxR+jG/3pqkPLCM8i1i1zvjiedKHmtycrZE +b3UpE+G+7n51361I4VDQG5kqJjJ7ko4c/GJF7mbpbtVoYWJlzrHZ9TZWhJMW +ZXZ9lIkVtEuL6I8sSVKD4Pz8OBNcnt/9wi5aEptDt8M8J5koU6G7rzC0JAUK +JhPeP5lYnOSa/UPYkrhzc9+Pn2fC8pKcPTPYgnDE0BIHBEfBpSnx30CIOSkZ +b3UIWTWKVfr2Qi03zclTBUN5K9FRqItsbnI0NSciWRrxzWtGEWlJq/Vbbk7k +S2U+lsmMYpnoD9HPLmbEauh7ZILaKBK1/ATnd5mSTxseBN84PwpecXNX/hvG +5PZpDtrui6PIa1qnVqNrTDRjXNf8dBzFL0ahwsE1xqROwT7wossoIm7r7KQR +I8KA4Vsb91Fc1Exg6XMYEWHaaj8tv1GELvhsXOBiSJzeJj4TLBwF9/IFA85n +9Ejm7NsHhUWjuOJ/7MmbOV0yS/PycCodxd7hqRwLH13yYKO1S0PVKI6t/WZd +lqdDAuN4rL1bR6E38s73LN9hUpx/Wk6QNYqrUmlSHKEHiejg6koB0THYHFQr +y1mjSvK2PFwi4DAGjY2ZJnGsfDWlJpFq70tjEFlawbn7xKRaklvUK6ErY1jM +9yd2q9Oc2ofqEnHR62OYEvW6JXBjGR46Lty67u4YbBeKx2XMrMax1LuGW/3G +oOXtIX8jdQtGlG+9PZw/BqnhG9k3LuyDzeAyqrJgDPfTcg2PqKug40ngxiNf +xqDuq7W0SlQVVV05cQZlY6ixix/5UqSGlNt/800bxvDj61kOuWUH4FZ4bfD0 +8BiUN3pK/TLRhICOk9xdvnEMy1ce7vukg9DP/LzKAuPou/ayQUhaFwp745nf +Vo5jx4WY4NFXutCXYUSeEBvHEq+p9c5n9fB4EW3DgU3jCFp6cbp5hT4WfDks +zKE8joRyyrk80gBT+zZw3D49DvnEApp/hhE8U/N7dp0dx/2ND06eHTKC0Bar +PNb5cSz44/fn+0pj7BR/c8P60jjKf9CP7bpkjEt/lv1SuTmOY7WOe62lTMBM ++8OceTmOwicibUkex9G1ta7RNXcc88urTI7PmyFkTOAWNxnHR9uKxN715jgZ +YyT97PM4HnIrBEpomIO5qfV6aMk4Fse/fJroZY6p1T1rSuvY46NR7+V5LCDA +M35GaGgcu2JeWe3jskRT6VaB4JFxCOx+JVS7zhL+no7Z/42O4+f1X3orVC2x +lvPHsn2T7Pi3zHcGXLWE3J/p5BPTbD7jRn6RIUtoDS+eTVjOwvJ1ydf506yw +NPxwxJ4VLHzy5UgyqrJC1Ykn+oWCLHyXoRnsp1vBqJvvfbMICx0parECK61h +07RKa3YDC6s6Rfmf2Vtjk7fppOcmFngfijUtu2uNkaMB/vz/sXB+h1P7jjfW +cKiUGJOUYyFh9/fwSwXWuFm48eVhJRZoXyNd4/hoUHM/vbdxDwtBro7Ophto +4FKLGrDax8KFvJWVkTtpePhJdtel/SxURmombDelwS9pe4efDgtzoj2u3wNo +MHe4cm/9ERbsn91xzY6hQUIuXS72KAtl4bJKUp9oCIvacyfPmAWRsc1yAy00 +JAVjE53Gwmqx8W2/llP4cePH4hMnWKhbU+vyXJyCkmnUWPcpFvJ9z9VVSVPI +4edPbT3LwhnOqF171CjMjxX6GV9goby3acb2MLv/Lrt6o/4iO77yuiNKxhRK +3HsOVDqxcO5hoUjJWQpLrL2ltF1YMGwMMrrvREF3r9bS4mssbCgRDBu+SaHu +W3xdvhsLUr/WrHjzjMLKmhNp++6wIK3wb5r+msLx2FX+WR4sNEWteNkSRKHz +5C0qxYuFUa5vtuFxFNZiu8a2Ryw09Lped0+lYLN6SDruCQst56P6/32iEPbb +n2fzcxYeH7/5TLKAwnCj3kTESxa8Lyw6zyimIJPE0SDpw8LOvLN2hpUULjxN +Sw95zcKrjnon6zoKXzUlbgW8ZaFnR7EHrZ3Czg11NsJBLIg+nDtn1E3h6tw9 +TZ8QFgJkA7aO9VHIat8ts+IDC2ZPRQql6BRm0sd4n4Wz8NtjyVruEQpq3iGT +S6NYOElbtvcek4K7g1GjVwwLWrxNvJFjFL7oLM7kjmPh8toNLy+wKCz6L+et +ewILS8eLCxonKBzmdrw9l8RC7uuIgJ5JCk97JU/eSGUhTzhN5OlXCjU5LQd/ +p7OQqDe1h30egoD/483OWSw4zHnM1rCxsbPa8m/Z7Pq23zppy8Z+Bt+/Xsxj +oc1tg30g2167XGTTKGGh82z66mtsfxJLLbLOFLKwnsPH+f/fF1FDywPpRez4 +bm66KcSO98Pnz3dOlLLHu+mKrQwK9CCXUz3lLHD1U9EqwxT+u7H5kGUVC9rM +7d2agxTOH++WbathQZ+xuGuyl0Lcjld8JvUsbD0UkqDaRWGS7+D3+kYWjpYX +U/JtFHaM/WnWb2HX19585nMjBZfSuE+VbSwMHNJ+/qeGzXeYTZB2Jwt9J19K +N5RTULUqs1XvY+GnypVwh3w2v3vctMkACye0zT5uz6JQKKQgpzLEwqZK2b9v +kiloV7/5sWuUvZ7uN+bph1F4HKPbmjLOwvst9lYh7yhUe/7L3jbJ1kvCVT8f +HwrH1M7c3fyTnU8ml8qZuxSsE5UE1syzsLCueUO+JYUMiz98dRwTOP1q/L6m +AQW+RdnL7nFPoCU7ejOlSaHASnUJc8kELDRVuw23UJDk0fyXtnICry7RP2// +ScON9IVzZ4QncPkX7xxtiIZGm9K/4mITcJGMZm5gr9/7mTpT7msnEFpqF3su +g4ZhW0OW3uYJ3I6q6F3kxN5PVqwc+7dlAmfDaSkjFA1vcpoYKfITWL7wA6fN +ERq0Bc3ooooT+MQZKSz6Hw2xhNZJV5vA0pafF+Kb2fuVuH25m/EEeEyKOj6u +s0ZJ8dbSbaYTuNjmflpqsTXWXZ4sGjCfgH7SFv59E1aoK3Uq0KYmcFPqmYhK +jhV2uLhmCp2fwC3lyaRgAyv8rvWKiLszAdOi4dnd5yxhcFM7jLo7AZN37x4H +61giWprnvaDnBB76FytEbbGExa1ngdcfT0DSZPxy6LgFcmV9fTRfT8BANitP +7bwF3D3fe3TFTmDxvbHdz43NsfzaYp0T8RMIXHvNJXuHOd6evSg4nDiBMyuj +Fd+tMEeq7t6wybQJqGwsqb9ZaYZhgfoiLjKB+swb40WqZtAN5liyuXEClw4d +fd8kZArhTOq5y8wE9rj02i18aYyw6OLjf+cm0G4ftd//tDEU3m5Zd4djEizL +F/MsZWMcvvU78eHCSZzqLpCm043gpvGi/h3/JLy/iRssVTLCQG2+UOHGSSxc +zesRW22IeMaad3x6kzjfHauyLO4IHgZ52vTos+ebP631VDsC22MsqQTDSUx/ +tlL0rtODRG5u0hHTSdD1jHrP/dDF4xeWJU9PTuJtRS+nuqIOzioFfONxncSG +JmGvBeFakLwvpL04chKcYcZX179Qw/wet+Wt0ZO4smZjvWKIKtpZgw2RHyex +3H3MtyNBBS9NU621kicx33qYxqhSxj/ZY1c8cydhcvCbm+OC3eiqfxHM3TgJ +lG/5+bBMHllev081Nk+Cb+DLBvkeOfjuozaHtU3Cf3j64ZkfstCNkE9T75nE +G+7cyFSJ/5B9vbrcgzkJ4YL32T9a1sJv664XhuOT2EeLXrlyThyXBwKNN0xO +4ufEldhqSRHI6Nn3FvycRDh1QCmwgw8LOJvCX/6ehPO1j64nNi1GX/q+8zZ/ +J6HAq5AQ2jmvlns+bJvC3CTsv9mcE+6aUHuzjvfXv3+TGLi45sL//3/gf5GA +PDM= + "]]}, + Annotation[#, "Charting`Private`Tag$15181#1"]& ], + TagBox[ + {RGBColor[1, 0.75, 0], AbsoluteThickness[1.6], Opacity[1.], + LineBox[CompressedData[" +1:eJxF0H0s1AEYB/A7rlHW6fRiPzp2ovIWk5RUKhZ5qXmbLG8T0vWGbKXVdM1J +XmLtJuX9JaUbR+6scmLctMz7EYo7ziXceducGy1XbfU8z/bdd5//vnsYUTf9 +Y7RIJJLvn/xtr5iZ/tbZoBOkf0dxM4qXEo6u/32wJL+wgXAHe3cPvy0iAsHB +0ermp0Q0eNzukVs2kQQu3Xk+LYNIBbN0G/Y9JjjgCyFlvKXlSrCehhXqYcID +W/gtzLRn8sG3e5xd81fegw35NAmZ3AJulLl19R5rA7cxi4xDlCKwau9x/Zrr +n8Baa9xtxhadYCdNZGNAbRe4K9Wxp8OqF2yaq1irXugDK9RSyZD9ALhyrqmT ++kQMptJfLcrlg+CsK4LYUvMv4NWTXHlcyjA4yUHE39U+ApbWijL7GV/BP5mD +BZZ3v4GtT+lsxDaNgT3KGZfrDSX4L3qE2WSoFGyjDNIb9p0Ab9df0hWtoykt +Bbw9hZPgq45No5u9ZWDu2ajSj6tolcJo23TeFFgQ4KHNcZeDUzzZJfxpNGPc +a6SC/R189HAqh3CYBoea9K6RxWhVZ7YsnvUDnE8JT/I3n8H9EkG5lgi96T4r +0DlhFkyqDufJDObAiS942QZt6GbrdF3aDQWY5pVo85CqBI/Z9omThei6Yldz +efg8OIznRKNvoB+wy1hjbxbANTP0AqrPIji9iB0pOYeO9p+3qPVD7xYK63yD +0Rk5FzuyotBxTs+XtySjzVJ3eOpUoTeO3Ns6/Bo9Oj81UMVF5wY3hJ2pR2us +/G+xheix/pxibTH6XZr6kngIzXGJsKwYQXu/PMA/LUF/uNP9mTWLzrM9lOOn +RCfICgMZi+j9PtekrStoCnmwMleNnhC4MCPX0UJmhZ39L/QzUz2VRoP+DRRC +Ph8= + "]]}, + Annotation[#, "Charting`Private`Tag$15181#1"]& ], + TagBox[ + {RGBColor[0.647624, 0.37816, 0.614037], AbsoluteThickness[1.6], Opacity[ + 1.], LineBox[CompressedData[" +1:eJwU2nk4VN8bAHClIgkpu0qSJOSbLcJr35eZO4Qs2VIkJMlWpFKSVCRkV7Zs +oQVx7GQfO9kHw9hLUpZ+9/eX533Gec857znn3vN5Zo7Zu2OXd9LR0QXtoqP7 +/1+9yzPkyllTZYXXOVu9dgwVu9R5PUZ5pEGouy+yyXOqQiopJr6IRwOuRgWs +OXn+qtBv7StM4DGBz41NZwNu7EZmjr/LX/I4wlzcuMRxNw40fOaRejiPF5Rv +hhyZsz2BkjmMQ57wPIBhzImbICaD/Ftf114ofQCCl6yYjpJl0IWHYzuPWz4E +TkYen+Bbsoj5143AsvgQGI5+IPD3qxzy6Y7ymT8aCmdeSUaaaCkgYuSgi5Hw +M7D+way+BYDuMRadDOWJgqvNfmdWrTSQqPaLx4UeUZBlYBFf+14DdT50n/3e +EAVhuxmMD//VQEL0Yu8lvF8Bp7jLDdtXmqh+661Ed2c0nHxQ8HmzTgsx/4yW +Ofo0FpimBTRZWXTRx/9uRetQYsEo9HLaKxNdZONB+n1DIQ7aSxL1QuN0Uf4C +a0ntTByceZIiWCikh7CZx4oumvFw0iHnzsh/+ihm2E/943YisP42v0+UMESq +/BZvR0yT4IKTB9+aiyGiXZTbzZibBGRrsvFyuiE6Mu/rkCueDGTjquNj/EbI +3Vn2BN1QMrz+NOL+mM4Y1T5+1xPFkAI/u7bri+WMEXfmoZBTUingfrrSUMzN +GFVO/5jGnqTAcoAN3Xq/MWJ3zM98dy4VAi+PKS9jBOR0/4iFgmMqJNyItkq9 +RkBlqeF72yNSgck/1ebXfQJyHL/msj6dCmObFiP+RQT00UZETP9VGoS89Z7f +2E9E5hYp+csrb4Hzv/zH5gVEtPTdhCmV9x3s6Fsmv60iohAbxssk9XfQ3OTl +8bqTiIoc3Hk/Rb0Dg6lic7efRMTipvTQXy4duneuzQ5IYujd8vKomG06PJ7v +nDQGDCnefKsw8jgdHsWalTobYsjFZ9+yymA6vCu7MPjoKobqggcu7rmTARzD +D187xWHIanf4x8/vMkA+X3fX6jsM/XikwubclgH8yg6axz9gSCA8o675aCZ0 +X33s6FSPoc+slgJ3dDJhv6hMn28HhoxesvhL3MiEnQcCtCUGMRTw+pbki+pM +uML2wcZ3HkMHeU+Fqc1lQr2pchbrLwxlxw9N/TyYBbDw7pzWFob6UtTfXLic +BZQdO4MjmUnITej3L4ZnWVA2WLCYdZCEdmVkE0o+ZYGiesFuW14SOptzYA8/ +YzaMpP3OyRYmoW8SdbatktlwJlT8n7IYCdl+8Cm7a5EN6wdeBHr+R0JrUmKc +ksHZcNB+5KCmLAmFfxr1GM/OBmWWsrRPCiQkJB/Z/LIrGzhef+JuUCah0jIt +YY3NbLAf1LPxViMhovLfoF9C76HKb8iuVpOEZipzv6cbvocEpTL2DzokFKhu +J2vu/R6cLwnaK+qTEGf9oRd7k96D+sg5dSdDEsrRaZwrbXgP30oPvJcwJiH1 +Zn8t1+X3YHAm5/krAgkNGp5JOcyTA5rDP+fjiCTk0TGx0aaaAxwrlaXKGAkx +kKIvBLnkwH7F/rUgPE7s0f3wX2QOVGrMJdnhsYz51j5KWQ4kGsZ8GsPbtwwW +OEVN5gCZ6KK0jee3t3as0tyfC1fW+8+V4v3/GeXi/y2TCw13dPIPGZHQc/tm +70ybXHCI3Ju134CEhKfuki0e5UKljIXkO10SKr9yVmxfQS6U+9gSv2uRkAlt +KuRrfy5I6UnzFqiT0Jxr7Pj1HXnQKdoTd1yFhIKXDBSPiuYBcVhiSkaRhHg8 +6V53YHmwto97P1WOhApWi1bu+eeB7SRRRE6KhLRvXzGQepsHH7IeGQlLkNDI +H96MyZY82K1kFFssQkL7/t2z0j6SDzpmbsz5/CQU42xmI6aVDwlyrpeVOPH1 +6xazPeCWDx1WarzurCSknNXn8L08Hx4GXjxcTkdCzQdzL1dO5cNH6lLhwDqG +xKCqqHNPAcyz0kvFLWOoJCv642eJArDvCY5iGMUQ3aV7stlqBXBKXqG5uAdD +WodcP8dfKID9BvSv97RgqOuuasm9uwXgU+f9PuYzhhZI81/12wpASU7NPOAJ +hqT39ikpTxRAf97XMtJdDPlVVFVIruFxvqMV+QaGGE69ruQ48gF6Klt0K80w +dGxbtXb0+geIP1ZEuXkUQ1eLxDQ7730A53YrqQdsGMq7ylVf++oDXJo606O4 +A0Pnu+Ybsso/QLVmvHzmOBGZZr5uvrm/EK4o7WPySCSieOtgA6djhdBxq92h ++SkRTbBfbzWXKYTxu+wRZD8icr+j1q5kXQhuJflfRk2JKBRb6GTILYQXDbI6 ++xmJqHxTbfCNQRHIzTMy7LQmoF2F4pbPbIvgR8dUr6wWAeld4R4K8ioCpjLr +LP4zBNRHXhi+HF8Eh4+qS/79Z4xW0mPGz8wXgTBhzf+8ojE6QVycqQkrhm0+ +tqWIGEPEG6itcCWlGAyaEyj9VoaILTc5jOlzMUTyaZzwEzBEfxlJEsSJYrg5 +WrrW9M4AdVR+vjly7iMo1r7waMnUR36S97bXpz4CQbbnRsQLXdTGeuiQhMpn ++Hsr7HHLugaqUbp+mWz6GU6e0Hi2na2Bvlyr/+R17TNMz0WGluLvt7QGH4uy +6M+gwBlxqa9CHfkEDifqLHwGhuKTLL131JDgUvoph7gvkP9oh8TvDkC32+Qh +ZrUEHA/s5Pv1VxqxSHyc+sZYCqH/Jl73m0ijt+GSTzf4S4HhbfjKhTwpRDY4 +OWCjWQp3YtQk/rM9i043H7p5IroUUln8Cq8HnkGjDUvphXJl8PyLrfO3cSGk +XfWOpdXvK0zvOlUTp9qlPCJw7OP2s69g3NP7X7fYkrJXULylZNpXcLn4a+2o +1V/lFIjMjGz+CoeH712a/sEAG+VBahf5y2HiykrZwTJOyC+19KaWl8PXo3d2 +TLMLA1fxgZEdOxDoK36TZo2QAaunGyaTnAiwbolhGTVZSHWcaq4XQ+BopuA/ +uCoLYhwlJWHmCJSLEwzCzc+BmrftK44CBFFm6ZSTPOdBNt4sPepMJQhJZr/q +V1IBO5t068yRStA86GXvZaoJD/T4YmNnK6F+qmIfd5ompMs+736yWgmfMnUM +lJY1YZ7FT/86UxWY1cuE7Q7VAm9kKH9Wtgo+0rTcrYq14anAr0Nfw6tgj/QL +l6xlXchjdiHkxlRBS8T4cqyMHpDXR8IS06qAU4rZfMVXDzjJjTvvlVSB6wmn +iDY6fUi5F7+sOVUFsrf29XExGMCnCfWWdsVqoN9vFPRm1RB6de6thGtXQ/IT +QrishBGs5VVwGmDVMM+mlnHyihHI+cvbNV6pBiL1GD1DnxF8OXhmrfJlNTAl +h8rF5BlDv68rX2BCNawLfHWrmjCG9dEsFaXMaui6TXrKt48A53KEwkrKqyGT +tSb5nhIBSjR4BQpnqiFmH+KmSyTAYLaZpsfPavg5/IBT7iMB/rK9cpHYroZ7 +aqPbrC0EUBhm/Zh9sAb26DY8e7dOgNJbu/XSlGuA9PILP2ZIhMHvau52ujWQ +F87c+cSOCH9Vg6KOmtSA1MEXGXa3iHCeZWPkjXMNaObeXqO+IcLX9OWbUVE1 +wFB23Ut/kghDzBKxWFINtA/9cnX+RYRNz2sVbNk1wPiIXlNwDwZKMM0Yjmrg +4Qv1ww7CGNi8Oy6h31QDg729V2gyGNzdZ0fa21MDPtc/Cu/TxKCi73vCQ1oN +qKX053HZYzCixFOj/qsGmpxCu3d6YLCddmFmB10t+FyxOxlyBwNlD/LZuxy1 +IK7iKWzyGgPE2NDgrVIL9D4CjbvrMRhz27UgrV8LbJbHHmZ3YEDXo8r+07QW +AKM3nhrEQCXlq5X7tVqQrzA9wb+IgS3D33vi3rUgUxFZx/Ubg6DrchlzQbWw +pkuIy/yHQaV84cqV6FoIVs8XDGUlwVjSEqdwSi0UzcwG9HOSgG6PuOLk+1qY +Cuwx/3qYBAKuLnapn2qB8PJdhLQQCVQ7M0Jsq/B85LlNFVES2J+ben+kpRYa +p2Pujp8hQXCiIHmotxbcJbZWOWRIkLrLdi1uvBbK3L6pjciToNolgc9ivhY+ ++LEaKiiToGj22jWbtVo48yUvY1aVBG+vKpQ50NVBXG1shoImCaKojPucmerg +8MBzRXEdEjx06rvodqgOv58LmlfpkcB76l32zSN14GaSu7BmQAInR6+/PiJ1 +QDCy/tFqRAIzipre3bN1YDsrYa1FIIGO/YG4+4p1YNa/IGxLJIH8+OjsY606 +iL4po8eHkUDUNk/+GQHvv8uj5jYe840GhEZerIOHE4PPb+Exs43+QIxjHTQ7 +3i08hMdbQzynEt3qYMcfGVFTPN+i5YxPmk8dVLLkbMji/Y0MfmrMDK6D4u6L +YqX4eNotHnLnPa2D+sNPa0bw8Vb2k64WRdeBo5JF01t8PgVmgl++JNfB4mC2 +PjM+35TeZYaK7DqAr+dMOPB6vDRFZjXFdXDlUegPhNfrfnd4RmNFHXj6/5Bl +xuvpRbL63dpYBy4Cr6X+4vW+QPwT3T9UB0fmhTPKJEmg3dEwPTyNj1/dWj/i +NAnOGUfLUpbrwKLDceduYRLwGEr1Luyqh7Wb2lx9PCRgatkh/JOlHuxOtRdI +HSTBX72OW+vc9bB1Oqj7LDMJhnSuc9CL10P2x6uaPFsYtDacv8woV4/fx+OH +6H7h50GL6eN+1XqYqlh8ETaPQZJGhgm3aT0kKN/ZfoLv3+c1t94evlQP33QW +9tOR8f2qprEq6FwPtYmUOe4GDOxVxiPF79TDcolCn2whBiSUTzn7qB4OaCzo +KWZgoKF8V+rci3oIz2uwmH6DwQlFvi61d/XwM3RI5NQDDGbkTNnNW+thlGy5 +34OAwcCn4/bWffXw+Pr3tmQ1DJpkfnywH6+HqD03uX2kMXgvFUG8/qsejLiP +WPJxYeB25tvz4MMN0NjNl6zYT4RfwkqsudcboIi57usZPSIoT6g1PPFpALvT +ji66MkQISdAJvHq/AXJqwlf/HSUC5yGTpeOxDRDJrxmmuUoA2R3X2uNqG0Cn +0OqzSgwBfL7HRDzmawRdg6iM7/HGUBmdqO0k3AjcRTy8J68YAyP29p/6f41Q +3rKWUi5pDLGN+e7/tBrBOCXre0eVEZR+rDf29mwEpVY3paLvhrAZscrq+K0R +She5254t6YOG/t8G1e5G2LAwPX0yXx+e7qELOjraCOOy95kE3PTh8J19y4Or +jfDfuWYxeZoeKLsIdhAFvkHUvq3+s991IVCD8Bxuf4NyeZGahBRt2PnnPRvf +iSbQ+pHF/61ZDfha1X7CmSagq0phXwlUA+mUgR5H+SYwfRV14quUGlzWZXiT +Z9gEGxzliapxqtAYa39CzbsJTveynpR2UIEIBR4F54YmOEvnkXyk5TzwB4Q4 +fHZuBrpX5makW/+B7D/bT6S8FsiwYfnGdoINGRhWBmt+aQE5xqUS7mZ25PDm +qLFcdQtcogZv1HlwoOdyI1Te3hb4eeH5xeFSXjTrbskzsdUCidVVUoZvBVH8 +mGmAh2ErtHfJyr4+Ko52VOuphc+3gn5LlejpjnOImy2bJXCtFV54sseWeMgj +CZu93z3o2oCSyqfZyqaALv5tuGlyqA0Uf25r+RifR8VnNd/xKbYB9+UwltB6 +JeSUBozZYW1gF+oeEWigiloeSLfVi7YD1X2q68WwJlJgbd75QqYdZsnbKpqn +tFBmrJ2cpUo7PD4T3uTnpYXu5z1LXjJth3SnpceX92ojhf4ZT+577WBNTc/Z +J66DMk8ncLn0tcPlVTUR6Yt6iPOTlIH0RDt8NMsP007QQw9UmoK259uhmZiG +akb1UEH2hpfujg743EP+uGyvj8KQyMgwZwdY7Y1zWLUzQGqzwQV71DrAhJ71 +lYuqEfKVaGu6pt0BKuLv4+z8jFDBTZ6pDoMOcA47evd9oRE6sp3P88asA+4n +ulLOHjNGf9iHg89c74CKHPLxxV/GSNJcJCHKswOuaQ1s5hwiIKeEm5//3O6A +4nvJzxgkCKj7JNN8TXAH7Ca+vZp5iYAKFOVMzWM6YNtg61NoBQFR7wW7lyd0 +gOfxXWGmPQR0pKE1VDCtAwbRbVQ1R0BPiY4V87kdIKyoY+TLRURXnV6cvFfT +AYV3WOLNXIgo6f2Q6nRjB6gJS21x3yWi3uWTVvptHcBwiYvu9gsi0vCveM4x +0AFRKeoyDJ+J6OjzuT9Zix3wcO7TmOsWEVXYBWYV/uyAm74p9xeZMWQjddCi +bL0Dsh5bjnHyYyi+V+FLy04ybMvyJVyUxxD34SfeS5xkKDDfa5PujqHPi4eF +1/nIcOt2+pZpAIYuVH7ooTtGhq5wLsnsxxh65TAgzX6aDH/MSZaQjCH2bJGf +0kCGMvucCM5mDH3w/5qqpEGGT9/2353sxhDBkIBp6ZJBz1tb13QEQxHLtz+Y +kcgwoG1YfgT3mkT1PjtbczLcXBdguY17ri0yic3Zmgx0JcNhN3DvMcs1uPtd +IYO5ArOnAe7B94yWR++7kkE3YfcLMdyLeoOLbWE3yNCN1nXzcE/Ovg++G+VN +hiajzwFkQRJ6fIdTIsGfDC7e00zRuD9PGmcPvwsig7fPv74NcRKqF1AOz3tI +BpI84dtO3K9OP8iKn5+Q4UDtRl027tvdtZfnUQQZTOv+fvp5noTevvrzpjEK +//8tvkfD+NNc40q4PjmWDE8zdx2/ivuZcu7YxkAiGV6OSvpG4r4OZvqYPZFG +hncLP30v4f4+NqRzcS6TDPKJPlwt+iRUmTu0dzWXDJfuVWkOGJLQpUCPks1C +MnCczPobgvt+m7DLefcXMngQJ8R7cP8nCMZws5ST4cPh9f4aIgkprp5u5Kwm +g7iQ0W8MI6GhOnT7aAMZjkYIhATjsf9r0kmRFjKYiTx48P/PeZ2pvZJkMpRb +O/2sxtuXKviHyPeSoUExvKcLz2/BzCqr9p0MHx1fn3mI978+nDqlN0YGtLTB +0IeP73W+7CvSFBn4SUxXvuHjl73XpGFFI8O4DO2CFT6/Xsxm1XGJDB3KbygR ++PxvCf1Iu75Khs3+VV5HvD6H1h6SvP+QwWTpHfMAXr/iBh76wG283knSTYt4 +fUmxuYWP6DuBdXzL6R1e/x8uqvbPGTthl6jM+uZZEnqh2HMgdn8nZOyYjPqF +r58kizP+5O6EquezphH4+rp9eC5QxN8JuYWJH9Lx/bD/vlBH2bFO2Dov/UgI +3y85Jl8Ca4U7wVNrbk0d309zv0dHeiQ7wf5dgsRVfL99uhJRrSfbCZ0eGzfK +f2MoqE85HZ3vhPDOXP+3ixji/JxwPUurE3YvMXwR+Y6hcWFD4hGDTlAOn7Gs +78BQTvSmdCSxE2rWnmau1WFIzdtyM8CqE9bqZ+XZ8jG0f5ppbMWuE6KWPtL/ +TcVQv2lpjdOVTjhk7xJ0OxpDbjI8YQTPTmB48+2zBH7+4lZ7eYQed8LC+e33 +0WoYuuwYshUTjs9fzClUWApDkt0y4/sjO+Gd1bM0g+MYqi+Kyvyd0Anr2+t0 +1jsxtOKJyTUX4eOXz90bW0ZEOiutJp6jeH1O0sy/8xLRQbs756iT+HzNqi3/ +7SKikQ4xfitaJ8j0yt+uXCQgr4IwiuavTogXtfzHV0VASe66njz7uiBR6fgu +bTsCWluojaiU7QKfywksXUeNUZW1100ZxS4Iqwr5qTJjhJ62HjfLVu2CtJRq +xY18IySYG3wkyqALfHl1+C8qGSFDV5XcK/ZdwOtyhjxlbIje0sqaWJ51QVBz +/dYVU33k9tr4uEtkF0jYGsnfOqSP5DQo/nUxXSDH19xE69RDTQlM4gFpXVCa +L5V/yEgPrRAsIma/dMGfz6seT5V0kfLnNVItpQv+aQ83Wu/URgP3/xv2le+G +EsmFqg8SaojlcMbS5GQ3TDSl+9xoE0cqF+4PU2a7QTSK4ZBToBjyjLjUPLHY +DUNuAiPtZ06j3h3cGWPr3aCR2hXGHyGCEqcf2wwx9wDTxGaBoc5xJFHg0tol +3QP7qV05dqYHkKG6xPvqBz1wYcW4zVWLB+4GMMVWhfbAf5cqxBUW+aDg43RI +5bMeeIDtDwx8dQQOiSTZV8T0wAH+i8ePrhzDfcfGW5rTA4t3lVJeyJ8E196V +xx+6e8DGT/p114AkPHX+6JQs1At7XgrlcrGdB5pK7uN9or1wm5AqyFV+HrS5 +32V7n+mF09qf3t52VoSdDVGLBgq98DxKwsGgUgl8hby8/xj3wsm77D3zZ1XA +afRsCObfC38eadW+qVeD2k+imeVBvdC4w+S9Cpc6CD4TbBIJ6QXJwUUxnyvq +MKzIzvLveS90riV2vd6jASZxK6/ep/cCLUeT4Spogqppwbtdnb1wDEUFNcRq +Q6JYZoN7Xy+4v6bDaie0YZM+eXZwqBdih1bUz53WgS+FEeIfqL0gUtfIGliq +AxJs7h+tt/D83Slplp26wN8sXvdJpA8sl4a116b0wS/1BPWYRB+07UVPs04Y +QJ/v4b3hUn3AW7IRUuZoAC9F9hs6KPdBaW7In19jBrA3ZL6b1aQP3Hc+lU0k +G8KayvvJq4F9wL+r0jXypTF8fTv35vaDPricoZjNUmsMwYxipJDQPhhwWsXm +Vo2BpSOnKi2yD96klT+1FyWA8KW8xJGMPuj5uabjEUKA+epF04WcPvCbs3uV +Hk+AQuEz+zc/9EGzec3P0EICKC/m+/N87YP7V36dvTBMgAt3PpibdPTB9dOX +Jf5IEIF/fIXVoacPWuWeeT5VI8KExtmGG4N4PoGAp99MieDGXCQTMdkHN51E +a8Afv6+/KWZvWu+Db3akE+zVRDD4t/qtf6sP7KPdfs12EoHdQeYedWc/KNW8 +abpKIUKi6KelXfv74Qf/Q8WL9Bh8LPncAsf6QW5zNJseMPA7vH7fSLgfrgeU +0e8zxH1+79x569P9YD3++9+nixi06JRk+cn0g+G1i10bXhi8zPljG6rQDzvX +rE5G3cPAnE2BOwb6wRP5c3eEYzDZVxryUbcfUnwiRv97h0H2+Q2lWqN+6NFs +UjErwMAj6fyvTlI/XCPlmx4tw2DT6avDsnU/WMT+q41ux+DQWrnKac9+aPxR +pXt4FYNBi+3f8rf7wds5pRnbxCC5XDlfJ6AfkswHHp7aRQKxh+iwU0g/qBe+ +ZSxlJ8GPmX/dXmH9cDQv+PFN3INfDFSe3n/eD8IFxvmtR0mgcajqb3JcP6yd +KvNywD3J5LOjMD+pH/qX7w8k4t7s+K7qXPG2H7oCXtzwkyFBNAQLtGb1g8bT +NKE13KdWadV93/P6IT/afOgA7ldBBvoIWlE/3FeUeNCK+3bGRV3rz5d+uJV7 +b+8p3L95bfe3GCr6IXT3c0sh3MdeZ2uLOWv6oSbZ+xrC/ewkLZD8orEf1Pqi +g08YksBcNiCMua0fAhQNbvMak0DvXL/3o65+YPQ9opyI+/y8grT9zoF+gDdi +bQW438UUnxveGekHI33xY/j7Ho4oz59bp/QD87KbFH4fADYVHaGbs/2QWttH +r4rHO9Xesi4u9sPWyFTkM7z9qjrdxtXVfmA/mU91wfNPaVpNU/70w4zy+O5e +3P+92l/INv/w9bWs+t2O+79R91D5wK4BUGIR+2aOj79U3yPThGkApv5FPfbQ +JkGOYUtkO+sAOL7Zo82lQYJEY5FAPY4BOJ19jNtQhQQRxAcudbwDwDXOz86u +SIIg0pipisAAKNvUGjrJkcDTVFG17MQARHH5TuueJYGjWYyY7OkBuKEg+fer +GAkuWKxyfZAcgN/+nlkI97+OJYFeTHYALl+05MIESCBvnbOYfn4A1I1jnL3w +9ee3c6yL18L/nyXWxpmJBCwOlQVcBgPwNj3UQnEnCegu88e/JA7A69kTs0l/ +MKBc7fZ8bDUAuTc6X/JQMeh2kbShtx+AnI7bPJLDGNS7PtW9e2UAZF4u7+/v +xPe3h4aAl+cA9DZclRn+ikG8Z/K+pdsDkDekNKvwAYNwr8015zsD4Jv6jPk0 +fh48fIpbLz0eAJXIlYqaMAzkgoT89RMHwGYp9fQoCQOR4CCn+rQBEFBOTO3X +wID3wRBRNWsAdl+5tOuKDAbbj6JE5IoHYHJv+ao6Bwa1Ebt6BZsGQFKNae/e +DiJ8emFbldA+AB+fH9EsLidCZuTXHO6eAVgK4X3wO5sIYa+97rOMDQDK86nV +fkAELGlS8u+vAQjk75jmO0uE0bzaMPKxQTgfV3nonx8BOhZ2zZ89OQiaHeqZ +vfYEqBTTNIgSG4Qj6wwZRD0CJGfXMZvJDcLl6bvs0twEsE+vDx8yGIRbwv3P +vC4Zw3RCYwT19iA0jVoWJcUbQu8Q47LOnUEo5brUr2VnCA18uoTs4EEQfGC6 +rX3CEDJjv7FdDx+Eg5xp8dbvDcDlVdOLH6mDYKtlzLOZrw8LT1sit1oHQf5S +vq5qvC6MNDOv2nQNwgJj/5EzZrrQxmRoUtk/CCeawhvCD+hC3uPWQ/cpg1D0 +x+Fr2gMd8HjQ9orxzyDkvZbetnbUhlX/jtcHhb7DusnVrZv7NGHDpfvNKb/v +oO1i5PqbXgVMZK1fSAR+h8MnfnunXwPI2TEdIvXgO6R/7YiqaVMGm5jfN5Se +fYf6/KJLCpFKUFXHq0NM/Q53bOq13DnOwyMBu1Wfpu9QEi37NWOHLBzsXTBo +5B2C3o2O0NwjJ+G0KsO2U9kQZC/UrVpEH8f9+/5kf+UQyLU9YKnbcwJJHyIQ +deuHQLU1NvGTtzBSpMa8PU0eAvvP92b3mZ5CRuGi+svTQ9BWctD4NdMZ5Dlg +GOPLPoy/p26Y/xORQSU3os4+dR6GlUfOrjZ7VJDy93NWW27D8PKUukfZRRVU +rTH80M1rGJSEuuZK8lRQE5fwACFwGHg5lD9FmqqiofLPgRyvhoHjSfrekEQ1 +RMf0vSWxchi+PihfauTTRNqpx6584BqBnipKu8tnXSQdwyJczz8CvRyKW7O/ +dZHAs43JwWMjsJeZgzgtp4f++vbY7xIbAdK40mXiJz2USwy1MVMZgbpB3pS2 +HH10cMeK6dbVEfjPaIFoEWiI6H4PH2J3GwGdgD2pPJ8N0fx8U5fwzREw4fOX +01g0RPX9b4mEOyMQfjZsuOuiEfItMDdMezEC7pVwDYkZo9FLlRq6pSOgkv30 +sKcFAbWY5tLboBE4FcYY7+RBQF/046o9a0fgI4uiJuMjAnop56US3zYCZDVd +IrGIgDRZRRSXJkZgRbxceZGBiM7u5tignxkBm7eWa8BPREc2dpRyL4yAFX+j +93lJIlqf/i6n9nsEPJ7+U5EwI6L3FRFSr/aNgn+yn8N6MhHFFAf8yGIbBVqP +VkV4IRE9yHb+UMGBf671aP5bDRHZRKufmTk6CrmPG5xlpojogNtv0fPSo1Bk +86+3Hb/vbztMzhrLj4Kk60zBy7MYolmQMx2VR0HWXWbgjwqGajXfCz/TGYXS +a4GrRVYYun34kuC41ShQCUf62yMwZE+QvDBkNwq9vNqDnm8wZHR/x5M+p1Fg +TmtBZekYEp5NW2n1GIW73nutlL/i3ue/deLbrVFw5X2VfbseQ1tGWha1fqPg +LSzCfAH3T3fxTGXpg1H4rfBDbwcFQ5XUktWPoaNAL1DZ2jqHofe8YSIfno3C +2aHaPOVVDAUHiT/PiBmF7jM5s8y7cL8VbdekJoxC6gP63877cI9Ot/9OSB2F +rYSAby7suPcMPC9F5YwC/+asnNlREuIPVI+M+DAKwXt1XqmdICGGwkMNTz7h ++d7EK5BFcT9OTv19WDYKOszbzPSSJDTC9VniXuUoWChq/OyTJqEmvcf2AXWj +EMW6t9dYnoQ+3rGIvt00CotDmUkuSiSUXCDa5Nk+CuF9aooiqiT0lLKxdb17 +FA64l8Q+1iAhH87W/5wHRkE7ozAjTJuEHHQTLzuOjILtlRiz//RIyCjAPfYS +ZRReVsbE+xqQkEK+SuvFmVH4Tyz9mqMRCQlPHNhxYWEUxKtul63g3j7AQZEm +/hgFDrvQB8dwn29qF181+D0KXkN8VT/xeMbvYbz25ii8Z5G5fhX3PO3C6asp +dGMguZIUEojHtssHdx6lHwO19HlmeTzuDd18E797DHb5e+x4hbfXPz4lw8s4 +Bozjmlcice9Xfm1tf800BvqXDNSl8f5lL3xy5tg/Bq/9ROJv///3DkuJ9JGs +Y2DxSt3PGve+YOijBDb2MZitb6ZO6ZBQjKCH3LNDYyCXXbTMhnuf5as5eR/X +GCwdL0wdUSOhB6aq10J5xuCQgNp+Y9z7fxZP7WbgHwN67VRVe9z7bo/Zkx4c +GYPlrG6MG/f+5LGNczuPjUG/U6LpDdz7HSYtrlsnxuCB2kAYM+57rcXiPf4i +Y3DhVPKKkSAJfX2UkLwuOgYBe7JypXHvZ5S6df88Mwb+bD7JNBZ8f5iYud04 +OwabfbFcZQwk9HIBGJekx+BWZNHlM7j37wocUKTJ4/U4/IV31zKGVkv+9FxR +HAOWkeV2RyqGXEgT7lPKY1C8VbbuPIIh05CitDH1Mch49dnEvhlDYvOm+/oM +8fl2v3VkS8HQFxMD9IQwBkcudhXGR2FIvVztpjIJH6+MGy96hKGLz858f2c+ +Bvd3RFo3uGIoVHLvey+HMRDlCzdY/A9Dh2L/2Yg4jcGdyvuLUoIYSt6xxj50 +dQzmCjdk2Nnx/J0TfupuY3CPHHQybpmIpr2+6rH7joHUI32piUwi8hwu3K7z +x/NLP434/YqItjSzCn3vjsF5y+iCzGAiOsQVzTt+fwx0X3lsjF4kIvUSd1r+ +szEY2UOnm7+HiJK3BJ8Yvh2Dh6lSzxUNCEjMiUd5R8YYXGa/GaMlRUCf21h/ +FGeNgbjoAf1VHgJqS9q04M8fA+FCvynfFmO0pdp7aq5kDKzksk+d/GWELoaE +fnvcPgYQyTRZfsIQHWRdZqz9O4a/X1WiJPfros7yJ490t8bgWhefpWOzDnrp +emJP+78x+PFfOdvhUB3E3nSRfnDXOEwzvXQTpMfjh3VbSyzj4B7FfT9lRQux +bcT94Ds+Dm+SG2fjSzQQM1Vz6Kb+OExCuW/2NqBd6E3+8fhxMLne9D6tTxgN +KmrojCaOw86YI5/OO51A+aXzY3Ep4/DBX3vzwupxdPGTEjt7xji4SsitnGM9 +hj7kjnrRFY7D22qONfF7nMgm/rjCcMM4zJYI1yR++qb8xfd9bfTPcbDSB66d +aSfh2W+SNbY2DhYf3MZfHzwFDrc2f+3/Mw5nq9e839wXBZYbhicfbo+D75eV +oCY7cbh8dSn05t4J0EzWPLH05D9gN5MyJhydgNTL4WZtonJwTbpsYK/+BIjd +f8H6blsFKjt6cr4YTkDP6TeXygiqwHF9OfAKYQJ0Ek7Ye6SqAnp3QrjOdAJe +FhNN8jXU4CDXc88g2wlAD3lUjB+oQ9kfx32/b01Ad86674tFTWCLDhx55zMB +Fp/7KyvlteDy2bgPJv4T4BTrLXjzgRawXms3KwyaAAbpvKyL3NrgMCT/9nrY +BDxlpEYwKOjAPsSiNJk8AbbXKyN9HPTA1vIUW2TaBPwXZcPFl64HH3+rU1TT +J4Dg93jw5IweXJL0DU16PwFmBacu+LnoQ1EKpefipwkgvZyx+n7FACwffHEj +N09A3ZG45osaRlAg0KUa1DYBr07zNfwNMILd5QuHzpAnIBh+ui0VG0H+L8Gy +p70TMPk2f5gsaAz0V8IZdMYn4KqMUI3FmjG817VPrlibAHWs0qWsnADSYseU +4c8E3H87H0btJEAFy9h3tDEB7J8+Xq+i4vfbLmuuKjoKzLb8HApgI8KqtcWz +GiYKXJeszWCwIcIdFW4xjf0UoCQ9pnvtQYQ9x/u+1bJSwNeEgYscTASeGZPd +9YcoYJN7lVcjnQjKnoSAxiMUkNPjPs4/S4QGE1Ze3WMUCNss2LO+TgSCXNvn +b8cpkNKrtz+AEQP7Tf2fTSIUqKRrNPUXxuBRiLZL61k8/46rP4xsMGBz3sNo +JEOBqNouOsdrGMTp171rk6NAnO/ozqM+GOSwqY+3K1IgVSaR9vA5Bh1xyuad +WhS4DZvTbOUYWNzZ+oXpUuDTuUwh4wYMJi59jezSp0DV+eio/8gYrAoptHcT +KOBnl68/QcHgDsMfV1MSBVYU/OUK5jHYQ/vM1GtKgft6LYnHfmHAky+j1XeR +AtXDmYqLuL9TX6xSzKwpUKPy+4QuM+5Rr6J7/ZcoIMGOLWsdJMHHC55HLewp +EOoX5kvFPaYs/1/5gCMFlB8rpYjiXmvgW7548QoFvrc26bDhniNs560POlOg ++7cNKQb3uX2NmPSQGwWGPM6fjMA9Pvdujmx1gwJU+1a0hXvc63G2+/BNCrhc +/2vBgnt828V5v403BS4SKeOVuMcfGYq8H/GhwGiRl+b/v49mk6TqXPLHx+99 +xWsf7vE49vTp0TsU+MmgapuGe/b4L8cHtkEUMM8kbQ7h3s3pOy44HkyB+qwK +pS+4h2VKJ5DdQwpIvnXjk8G9XBGfYj3xiAJ7Ug8/I+Ge1g603bB/gtdXnfT8 +IO7tDrujsZSnFHg36Hjk/9/HW2iMyDpGUCDb75asDx5PCCd0T76gQDy9dz8/ +HrvutfK8HEWBS8dO7HHA8/2a42WbjqaAmzprjR7eX1QCtSE+lgKK/KTDBfh4 +pIyLA0nxFGi/Y+6djo+3k+6eHFMSBe696B0Qx+dzo9BwqTKFAvSeOy9o4T5n +c+TNuP0W73/g2caSOgnyOag2EhkUuFH9flgU97lRQxHnVBYF0n/vZv99ngQL +PkFtb3IoYBRbX2CC+/ypqGEIlk8BpRcvu9Vxn58e4lHeW0iByT+hcbW4z5vC +p3+hYrze3tqCffh6OkNRrvdnfL0DR8P98fVmXAm8LF6Kzzd2dEchvh8yUg0O +T36lwGKo4Ts/dhJM7Z5+SqymQN/IsGAN7vMHnws1GOsoINxtZab+F4PjzoGb +FQ0UMCmh87iwgoFdC7erWCsFzpFcD8uOYEB3d+o4pZ0CusWiAvTdGCSdKfwe +20mB4qn1CYdvGAy/1Ndn6KeAjrBv0nghBgEa3PQVgxRg9I/i/ZeOAd/aZKnX +MAX01CPMP8Th58firujEBAXWHe4q9ARh0HP0w97yBQrsnpydFdTBwIt8p+rm +MgU0XlZULJ7D4OB9PV/RnxQ4eEu5nXgKA+I0Zeb1OgXIBhnMo/h5b83hbPSk +nwRXuzZrgRoiuNpQAk/tmYQtvhOOBQVE2MdWIDfGOAmyNO+PgwlE0L2pm2HI +MgkOij7z/7yJUCcfECLCMwnMThXssUJEcJzTUR7lm4S9u7IbGFiJQJ/Asfbq +yCQQTP9dPfSHAKp0+ZfphSahfif12t4WApTXj2uMSEzCvpSqbx7XCfCRpE0f +pTEJuwKkDayVjOGx/peH/NqTsN+OqCfEZAxW6qcY3+lOAqdpSL1xrxHslNq3 +/5PRJCR/mNXrdzUCI/Z2zn7zSfj6IyGj5aUhzHRcEOW/PgmX1fm9ZGr0gdfI +ifj21SQ4im4+lqzQhgXNvi6xmEmgyd7/+9FXGyqVdC58jJuE8Kzo9jppbXAS +F7WsT5qExZNizE+ytKCIedFxJmsSJm0CjzeHa4JB8y0fsYpJuP3XIcRZTR0C +dR4mFU9PAmIT645rUYROm6tWkrOT8Dud4+kvCUUQuqXPkzM3Cb4sOyIbn5+H +ppQDkWnL+OfNz7wpmAIc2kgIefl3EjT37/BTIctBZu6n6x4sUxB01pFBueQs +dLDPnBeTnQJZvfeR6LUAHBvW6097OAX/dn9dUs84hZ5Un883fTwFxuyxT2kH +TqMfGWIhDGFTkDT7qPi3vxiq9mSRvvZ8CtrTvV+fMDqDHBk7I86+mQKnAVvm +da+zKFPKQruqYAqacrR6RTblkMSTK59Gvk8B739BY/5Gqija3Tz8+cgUzLLb +nY1IVkX/THQd1can4LQny2vlH6qo4+hp/Ak2BWLfW21cotTQjY+L16+vTIG+ +t2JnTZc6Kh67dWJzzzQEl8qH/VLUQgpyD6J4zk6DpJVlWWyuHuq155FNkJ6G +S1qVSTfn9NDNZ3l9AnJ4bJf3vlFEH+VM9fOKKE4DKZMteDRFHx2JEk+R1ZoG +yh2dwqRwA7RzpTeXdHEaX/duKXc9I5TI72rcZzUNu3OGAm8GGqHzOjtWLl6a +hqA7HPrjRUbIK+m0tL3jNAwc5TX7xWuMpg2DSj3cpuHgPvZCyrgxas4+1RAe +PA1Tekrm9FkEdLW34uqBh9PA3EHmjKkgoF07TZhePZqGRMFoqcEuAlK2uGsY +/3QabthmTDluEVABQ1dXdvQ0II4OrlADIjKQunpLInYa3mjkZt65RESzNluc +hW+m4Vbblzv8nkQk+OnkxZLkaYileIWYRRNRlGPAWEP2NLQeeeRWMkhEks8P +BOvnToP12ws31mhE1FqWfrw9fxqcOvYzfv9LRHsOkp16i6ehbu9/JbE8GPKp +OrEwWYHXo+fCzikMv98vlD67WjUNa3xPPC7YYugDN0FyvmYa3o86n7l+Hfe7 +u9/Nn414PV6+SAwNwZDVkfY/O7rw8UulJt8uxhALj+fHsp5pOEpOvDaPMFR1 +kOPGrf5pyDl2xG+1Cff6XsuZmeFpKKGXdSwfxVA//XZa6tg09OVqNNyZxdCT +7eRLVpRpcPhdG9DxA0NLP6d722emYfgEtlcM93fqYujL0LlpYDD46C/NTEIm +s2JG6ot4/b+fu912kIT2TLbv3Vqehh12De1/eEnoy4hn3aef0/Bjd6vlp2Mk +5DLAcc9jbRp8H55bpce9drj7i6Lon2ng2R/gNSGOe67Ncp2yMQ0HDjwrJUqR +UPC37aKE7WkoPUBLJ54jIenaFHezHVSwxl7wTyiSELVC4/SBXVTA7u3bQY/7 +O66EOt20hwr3iFcUi3F/GxQ/SX2wlwqw+3zJL9zf23niNsrMVAigvXVswP1d +kNXBs85CBe1GfYlTuGft397s+XCAClFKlxj5cO9yJHG+uHaICo4HYqjxuIcb +Y0sMTnBRQcjrXE0e7mW/KCvGUR4qOJxlfkXAPS0W8a8mhp8Krf1XLf7//fpI +aGogdpQKbt/EWTXw+PkDzfPMglSQV6v9/H9vqwfOrNUJUWHA5KjZbTz/mm9Y +YeBJvH172c8Z3P+ZXhJu8qJUqONOjqYZkNBFd/Kpn2JUMFq31A/Ax7/fxWsq +5wwVKi8wCiTi86t05EpxOkuFEJrWCQI+f89LpVYCMlRI7FN1e6lCQkIXrbkH +5agQqPKe7TJev14Tuu5IBSqoNH4VasR9/dg4LcJQiQqH98jVleG+Pq+npc+g +QgVjmi2rCr4+ixqze6rUqKB/iOG46UkSSoan1X6aVDDk9RfcECChXTKd8ot6 +VAgXy/D7y05Cn87c+pVhSIU9S5FCJvtIyFmU+4MdgQqsxz9ZAT0JtR21Eekx +pcJMxXOZ5hUMBfHumHxmjud7de+86wyGpDjeJulYUsHZnTMuCfd1DBON86st +FTRT17UqvmFIb3d45y0HKlR5WrNkV2Bo69+ZZ2ecqCDo81LgVBGG7H/d2p12 +jQrbY1/PTsTh52uZu8rKjQoPJwIQ/zMMNdDKAjhvUCFMKKlgLgj3+tiO1VBv +KuQP+q9qX8bQr6bwCY97VDgS5/pn5ykMDe3rubp5nwrXgmSrtvDzW23Av/Qo +hAoJcXfoEpgw9LwteyMxjApPtiyPNOHnX7Sz4VDrK7y9Qu83ajoRsR1kfWMe +Q4U8LUyKFff3b9KFY5NxVJh2CSgexv1d2zMpvpGE7wfJGPcb1kRkM7BD+1Q2 +Ffh+pWndZSEiDV7d1uIcKiiSF0Zm/hDQacvnJJV8KuxrcU/amiSg9aEjtmbF +VFipoKmeLCWgl2PnfR9WUOFBpAvjI1sCqqfeej/eSYWj636NZeeNUY5I+X/X +e6iw6+H0dRVGYxTpvOvLeh8VIulXT4p0GyHbuZe1rMNUYNtb/lfIxQj9Xcwf +VqJSIZul8f3KM0N0Zm2WNW4Dnx/3npetX/VRzC4bL0xoBt4mGXzv+6CNth24 +ZMjCM2C/yjdGcNNGjjUdv4xPzYDXq42d5qLaSDJY/bahxAxw2j1u40jRQo3/ +RPx0zs1AitJNIa9QTfT7789AZYMZYPX6XkTVUkcXVkLDRL1moJOLfqJvUxEd +HPmYurN2BgJ1Y65tNgugZ8x37nyun4Grki5SeV+OIKbzGuau32ZgYh/7eFE/ +H9oZ07m/t20GLiUI/l7h5EQ/iEs+WQMz4Fx63oqZfzfqqBMxJizNgLh5hAo9 +5154mvtmI4F3Fp5SL8z8JyUOjEP2vdjhWbDpzzQbSpCAB0yiHxgEZoE8Remf +o5cE/ytfnG6cmAV9fUXnDtf/wOVYD1lDchZ/fsYUt8pLg84rlsw5zVn4Nilw +m69cHnbfuWcif2MW1I+ndQ0Iq0HxyvwfdHMWekYCd5A91cDRyTxJy3sWGts3 +dF0r1KDW+AyN5D8LtUMSeqEm6vBAcDjQ7eEszLk76kkHaMCuxnPv02Jn4fVm +XCnLFy0oVnxLEI2fBdNAb5k3W1rg+IF1rSBxFlgEekQ/qmlDbdy0SkXaLCSX +hgg/bdaG+9ejevtzZ+GGrpV+Sp8O7Dy4vIOlehYux2+ZaffrQeEjy4yo2lmQ +cKADVk593KP1BnwNeD6Nn/IEkj5UTyW8FmmZhdvknqxzLfoQ/EVfXL13Fipc +bEqDPxvADpsMcx/aLNgi7altT9zvnezb2/OzEDQj/Kctwwhste+mPVyahZu7 +7Sz2DBlBpaTp4svVWXgUHrCSrmYMQfT0D3K3Z8Fi6t6U7i4C0GXZ5E+w00At +TkdLqIwA9fN9bkkcNFhpSe0l4X5/KkmUsOKmAS2zgu7YLAG4vqjn9hymgc7v +PywvOYgg0SCC31to4BGytK/KGfc8U6rLw9M0qIo+TGq/Q4RSIz5RNQka7HL4 +qXP7BRE0e/dnlUnh+crpb7/8TASrqR/peco0CD5QNzy7TQTBU65O11Tx9lwr +T0pYMZhxnTohokGDRGaFF0cFMLi52vc2RZcGlnxDp3MBg3PniI42BjR48DSV +odsIg23/puN8xjQI7HRsjrDG4Al9eWqUCQ3apaKKa30xIGjL2hPNaND1c4eM +0iMMOMPyj7FcpMHx1x4k3SgMUtlTkx9dooHeZvB5vlwMSo49SvRzocGpIv3N +hAEM7l6ms5G7ToO7g+pJ73G/a2T5Hl51p4HzvfAavQUMOiRd46/fosFFP/8P +iv8wiPaashT1ocEXqZPsEQwksPpiw0f1wz9PkRH0ZCXBDBDjbINoYMYSEDd7 +mAR595ssDt+nQZD2obw7Qri3G9R5Bh/S4OFrckOKKAkU9pX3Rz+mgepgQ42p +JAn+GcnGkMJoIFIVFxSLe732Zb4Z2zN8PNF3R10VSPCkV4Sr9TkN2FfO1bbj +XifwpvaGRtJA7OIxjmo1EnDa8EVrRdNgbOJYmboWCYZSokzpY2ng+v5zioku +CVKn9nNUvqHBWcufn1b1SXD11KPugEQavA71nTuOe1j8Ol2UfAoNhrjun50w +JsGPAl/SWhoNvvsP3zuDe/rL6g/2onQa5G/QyPtwb98959rpnkUDpcHUw/// +/bxGwNQLsRwa5Hm9sL+Bx0yVNsTZPHz9Cf3Jf/H2HfT9bOkfaLCHX+I7Ox5H +axM77ItpsDN+hLMU788yrCni6GcayEQ0WS4bkkCgXd14qIQG/+5eKf6Ij3ea +vZwl9isNvIOROBM+n5wLsm2miAbHfnj0LWiSwDMuP5y9mgaxzHk1tng9Pm/G +PaqupYFXkGWmN16vTZuQe54NNJAQEmAWwOupVnXDX7CJBl8XbjBY4/V+dNz6 +VmcLXj9W0Y/i+Hq0PNRxD26nQaP9g7Mv8fVin5FyPttJg3PoSNITfD3jc5is +X/bRACGPDjkuEoyzrF1QG6TBxHPtsXl8PwjfGCf8GKIB/5E3t2QZSVAg80UD +m6CB1cKe8Ue/Mfj1Ok155xQNTPdIcDxfxEDh77NzhVQa/PBeeCI+hUFdxWUx +9gUalHHIHThFxoDpGFG4eokGnsmJLx/V4/v/vqKA5w8a2KMLcgFlGAxqHzzU ++ZsGA8qC0yJvMVjsqNx4sXMOslw2FV57YCAllfNLdfccWJBtRfLsMfB59Xpp +hWEOXoyzuVqbYEB/0Y1C3D8He428z4fIYsBN4Ws+wD0HXuoXrJnWiGCtyVBX +xTsHx9f2ExYmiZCa8aPixuE52HTntbnWRQQx12+FZME5WC9Vs1DIJ4LqL++4 +F+JzkP6hUvCMPRFCzOyjVCXnwMDQXW7NkAgtJYbPVs7OwWB/aqmlPBEu3BUK +Jp6bg8P0zqP0uMddGDqdD6jPgXeu2XDPRwLkO5c7VGnOAS/frxcJiQRYbc60 +vqEzB4tO6AXDIwIEPg8kkg3n4OCV/se1FwgQxSMu/8J8DrhImdUTFGMoP/2Y +8YDbHMz3dFufPmMEst1crS895uDSzUHq9T+GUBCQ8eLQTbweqg52h2sMIbW1 +npfbZw4ybnw1bjAxhMfuu8WPBs+BrLXpouMNA8CKgoni0XOwPy4EVTzXA6rC +nTjdCry/lNt2kh5aYEthvtRcOQejw6FXdUS1YDAs/rhhzRwkJSTl/6RoQstQ +WQ6hcQ6+HRJ13HtBEwrv/q0w65yDqpCBt2YyGhBQfZtyeXoOCLU9A5/HVeGA +nqdYMMs8jHC8NzX6LQ/JVaz7FA7Mw3VRDbKYjjxIyufOrhycB9ljMd6+MefA +SGQm3Y5nHjqSiriuy8nBkz02x1SF5mE7IAITd5eGXTW6nHQK8/BU90n1mUhx +WDt/jO7u5XmYeNYWQZNhgiHxji7fr/OwK1mk4nuxFEqaO3CHHs2DxN5lHiUr +aWSfRRIOr5oHlVLEdY5eBs0K9fkk18+Dz6rd8IKxLFrjGznc0DEPZczj6luU +c+gA0/yVQ1PzYGkb0tD/UwlpTTNs5u1fAIEbT6WV29TR3re6786xLUDIbQHw +4tZALXZhRtXsCzDDGKaiaa+BSMMsKT1cC7B645J14aoGsu3m0No8tgCFrEXU +54e0kH/18ee6sgtQ9W/i3gnQQQWJIDRpswDuGwr3zWQN0E+/nwx2dgtAiBJf +FPAwQLJmGXPDDgtg/VJjyTbLAJWxshb1XV0AzPengwqvIaoPGlFt9lyA6T0O +/pd+GaLv9ncuFYYsQMfON1YKz43REfhP/UzoAnxreGixUmmMbPmmhHPCFsDU +6RCVZQX3eZfB4rvnCxBV8pCp/CQBLWvw34mNW4DbTHfoA4IJaM/JsrigvAX4 +euSa5JwIEenSu9/dKliAAJ+pVW1FIno6KmjvV7QAk8/YbhCNiehAzJNTXl8W +4OQ7HkFnLyLi33vxy5XqBSg6JFSWUkpEl6b2x0/WLsDm8MWQi81ElFpVFWjX +sADKrgum5d+J6KTfKW3LlgXwGWFrCNwgorNz6z1GvQsgG6mZvySLoVsNOSXN +/Qvwq2/DeFkDQ1/SbBN0vi/AnqmnWTG4x5WsGh3VxhYg+/RK0Kgr7pNzATpo +YgF+MrUE3vHF7/+HJMUUpxbgukOk/P8quPu4mJMwAOCRLnrztiquF0IsvaEi +0SNqe9mo/W2HSkqF9OYISe9di7rL5lBEbn2WLrGiF6G2CZF0nZde1BWRWnF2 +Ji/tUld705/PHzPzzOcz88d3npm5J2CQe1PeF7sPctDNjvvsVEA9fZn7ovQj +Hb9YP/VAEYOaBKo71kQO2qNFfXzqE8ZpZzr7qxzuF24JV9UzKLDEfqrxqBxm +SCTfp8sZdNP/m95TNQxdwtl95grq+x/u6PyijgHXf1M0jTKodsvqie8nYjBU +hDa+0OMjw4kqjXPaGPiF0qUr9floT1mturcehskLdLRsjPnITMtFVT4dg+/N +3KhWNvVrhcbITn0Mkil9JRnWfNQcXD80ayYGx6gNzQ9tqWd1Mr81/Yjhk8WH +W2cd+Cij0lORaoIha/JqV3UnPuoK0fm6bA4G2QOHoBHqbzu9vz/J5mLIEDgP +ZLry0bHbQnLGHMOco/N6i9z5SBbGk3uxMeQmm7H9uXzkNGX6v6rFGBoGP5QU +jN0fr2rpL7XC8FhSEBlL/T2wI1e2fQkGvbePeZ3Ux+7TNvca2mJoyoz1b6V+ +Fkln9jTaYziUMCl17H389/DO7mQHDCG5u9FYvZthFbxcsgpD4JPvBjY0LkZb +O3udMIjson/dS9uPj5zdkeeMobRfZexG+w/Q72nzdMEQo+bXJqH+Lr8rbhnh +YFixM0daSP2tE739+XUPDE6FVt1j9fswwwVPQ70wtIstPLypv6X3+5v0vTEY ++X7RVq3jI/3dxY0NPAwpAQErnam/Y2ZFNST6YvhTfPX9DOrvhw8s6603YQju +KViSRP1tuofU9fhhKJvmaxFH/X3Q6Ma9U1swrH29TaE+dj5Sv7fWPYjmO6H+ +2lzq74WxtjXD2zBszyMH2qi/00wUVdfCMGz1LttrNPZ/wv74SlYEBo5vqiiE ++jtrtmNFfRTNV8o1D6X+ftv4X+mh3Rj2XrY9ohxi0Emz1Guv92Gw4W8+10X9 +LW9yvnoiDsM/ZdmVlt0M4sSrF3MOYRg43pwwvZVByieHL11NwWDi9vhdAWKQ +T4K7OCgdg+7VzEnryhlUZK51YZoAg+JL7KMkuv79k7LPHczCYLVxYHGFkEHV +i06ecDmFQZqw/udlftTnbT8dV+Zh+FyRw8v2ZFB0moGwOB/DLn9ndoojg0za +87OmiOj6GkAsCyO6HwUX0rqKMbhann9c3s5DunGantskGJSyE5a6j3goPzx6 +mqwEQ4ulS6puJQ+VcR3EpJzOR8Bx0zzJQ7Kpz+rGIwwXBv8Y7vfgIe55tYns +Zgw9is/7Ky/5oHbhjqeSVrof4swHbwt9UFjaX6eXttP8ZT0xEfE+KDnsNHvV +Swy9pgLdF1wfdH2RDdf7HYY3Wsmv2zq8kX5l0LH9wxgmVLqtbV6zAYmLHmwc +GsEw/2LSgIb2BmSTv9g0RY1ATGJ6i7hlPfJIUpYc1SBQlWhxYP6O9ShxnfDZ +2ckEgux83Leme6GeJzWse3MJOIhxqkjkiST9xmf1vGhcG7eyLpGDjhYIgl9t +INCZ7dcSacVBYYx8/jUegTUavZlZ3a7IqLr6+vpNBJYZ75bZrnFFWcKAh7+F +ECg/Eh4TO7wOhduf+aQVT4A1v06LCXBGZhksd81CAstDxx/+VLAcja5I1H1R +RCAqvO9mm8wedcjfPi+8QqA73Pu4lbU9ytlUFsi5QSD9Tt2wW40tUi1iYgXV +BBZZBu0637YEdT0TnldvJqBeesrs93cL0K3DytDmVgJS63z7vkhzdNIxiC1u +J0Asej9IyDzEvWRVvvYVgWrpjjd1g3PQnYNNDWnvCWwOVH/EGjJAuZZ2Qt5H +AjkdHskG/7HQnp5zvnMIgRmiqtLTI1PRQq+o7tqvBLwEQxPujmqiCeNaLuYo +CeQH7LM9rRqHXlc4RgQPEShTBovU1L7VVEeIrW1GCKzq9dsXr9Zfk2eqPahS +ETg168ro2H8//wM8QkB6 + "]]}, + Annotation[#, "Charting`Private`Tag$15181#1"]& ], + TagBox[ + {RGBColor[0.571589, 0.586483, 0.], AbsoluteThickness[1.6], Opacity[1.], + LineBox[CompressedData[" +1:eJwU2Xc8Ve8fAHCrSLKTURkhFaJI5sfe+95zUyRRGpSMtJSUUEJWw0hmiEi2 +eKyQvfe6XO5FWd9QWb/z+8vreZ3P+Tyf5zyfczzv1xV1dLO+zEBHR1fOREf3 +/7/Gl2kdlTOYBicv3XJp9Z4KJh3BW2MCCqCycCw93nSu4mTC27ivArpgy/iH +j8N0vcKkpS8vXoAIA/8xyaYa70ZnLq2VRwhcgg2zw/zOekJo5HigToiAFyjl +X2lKljuGPuy1CHgh4A8jjNoyPKMq6EHLm1pSqT+cZCFY9marItKzcYZDts9A +u8KZbclHDbGtuPuWxQXA81MByQICGuhud9Tdn8LPQSfkpM6ZFE1kFTl43Vwy +FK7dj6CzqdRBfixfDz8XiILSvdvFRe+M0FGD8KC8W1EQpl4VOv/XCHU+c5sZ +qo+Cut/sqS5njZE4o/QnWe9o2BWK/ZLhM0F1mymy3Z2voZOWFPI8wBSx/fda +UfjlO5B/vHbukqYFKpC//dpw8h0Qy78eb4q0QPa3CGvuKjFwLm1GyXLaAuX8 +4iippcXAYqxrP6ZriaxpQWrX9eLAZ2rsowLZEr0dua9TsPUe7mVe+MzOZI20 +9p9NGcUSwDqy4K2cpDWaPae0gyU7Afz255S1G1ijgz/vOWXLfACMx/VX4HNr +5HbtlATd8AfYEcoeW7yTgGqDUnuimBNB5aBZc544AfGn8wYcOZkIDRoGguLa +BFQ5vTxt/QK/Pnyo7uoDAuK+lJOeejoJmBsPGl+iEpDz04NnVS4lwaNRlZP0 +9ERUlhSyqy0sCWZ1vnFxCBLRJbLL9T/TSRDNjk3fNyaiAnspaZPoZNCWCiM8 +TiEi1kdvhscqk0EvN0s+ooSI7ON3hnj9TAbeT9dGOFqJaOcw5Ve8TgrUhnec +MV0hIpuziTmLSylQcJfUX6qGoYUhImuSYCowB2UPsZpiKMCe5TJBJxUSNjgF +es9h6KuTm2BhVCooilt0D3tjyHha7PaV8lTYx3oreZ8/hsav9rbxT6eC5YaM +RfMrDLHfVH/2QCkNFHfNMySlYyh1cXFM2iENpNbPeFd/xZCaZ4rKaFAaXNU/ +EW9bgaGulTPRYV/SIE/6uuKNBgxdv7t7UXMwDZTYVOjWOjBEv15hvMzwEean +j1b/GcTQ24ceqcnHPoJ5z14dj0kMfX8ycG7nw4+gONb7pWkZQ3Y7QgqKUj+C +w9N1+PQXQ8uBmpzXWj8Cb2JJCz0dCT1n/X1dcO0jKKSFnGzbQUIiIR+/Nwmn +QwqviRnPbhIq4rAVeWiYDqNOB/61cJCQeQT7A1n3dAhvCdq/zUNCU7zVPWPv +0uHODpeYtH0k5PPmtlx4dToYDK/b1QqSEI/gkWDtuXTIbWmxtDlAQplxw1P/ +8WRA4L3Wy47CJKQp/EozVS0DfjIbhE2IkFBfok4s6XIGvLk7XNMvSkI3xddW +mEMzQGokbFNXjISYPmZalhRmQMCjCuXD+Dj2iP2n62MZQPgles8Xjz+RxbVz +P0smOG62ITM83w/Z7w4tcpmgnaWyN+IgCTl8uVv26GwmtC4f9zfdT0KrJ6X5 +5J5kwojfgOBDARIKKRy7Rc7MBOq1b7OH+EhIXDmyKaIrE/qyi1m0uEmotExf +UncjE8iVLCHde0jISuPf4xXxT3B3QTNylIWEaJXZQ2lmn8D2q7nKBUYS8tW5 +eMrG+xP8WL6TQtrEEF8db/iuhE/QcfTcWu0qhrIMG+ZK6z9Bp/+MbeYChnSa +Hui7Ln6CY31uWztpGBo0O554QCALhMKD2YfGMHSrfWK9VSsLZsJlkWQfht73 +GH2Rj8yCrlCXUYlaDCnabO6eLMuCMOqjmoESDDUP5jpHUbKg/vyuUztzMPR3 +bN/+NcVs8K360f3jDYZeOTZ5p9tng/6/ofCLwRiSnHrUcTYwG9YuCG55PMIQ +cXYq4Ft/NlhaDR9hcsLQnOs78g36z9CT5hzlT8TQkwVTNeGjn6E6QpLpsR6G +cn9/XfJ78BminRhvzEhgaPe2n53BwRxwq8l0DR8norfXzthL6+dA5kfOdAL+ +Pop3Sztw3cwBczkVpXdlRKSR0ec0VJ4Dx1ZTeHOjiKgk43VBkWwuUNTyGgS0 +iIjugt+pTO1csH4W/ILxGBHp87oWxZFyYTOhysOLl4i6HmmV+D3KhdOhjT2/ +pgjoF+HnN5PWXIjuX79g/pSAFHb1qWtM5EKD1pPSx9cI6H5FVYXcai58N16u +1rAgIOYjbyr3HvwC6uKJmIMAAYluadWO3fgClcqhF03SrRGW/qbJc08eCG/8 +KLP5YoXizj8xdRbNg9tfSgKiX1mhCe4bLTaKeWDXc5HrmpsVcnuo3aZ+Pg9s +iDef9h2zQs+tf3UyZ+dBAvWSPC3BEpVvaA/Gmn6FvR8CLkjOmSMJq3laTXA+ +dM9cvJNXaoQEfQ1UriTmwzumzvTcc0aIM/tDMGtRPrDdS+Td+GuI/rEQZK0m +8iFFLcfg2SlD1F5Z5Dl6ugBceE6NZH3UR/fl/Lb+TBXAmYPXCspddVArBy+v +rGYRlIm49+pKK6M7rcrw9ncJOM/+ePBtgh3YZQumfrCUQqHtuPjqCDekhMi9 +XN9fCg/ji2QEjfmgw/TwgL1eKYz4VkfniRyAY028nhKvS+F04q0oV0cJGKtf +SMtTKoPGj6pvsm7Lg0FVKnvL/W9QVj5evJWsAaMiogVbod+ARudLf88dwOtx +nK1c8jfQ0mbmFxDWhESITI9s+gYiw2fb0mY1Yb38sfa5/eUQvlPvdLuPNuSU +2npTy8vhmgdJTztYD/blc43S0yOg9pR139M0AbuX60QKHwL+M52p9fEmkHRp +qqlOGsHwNwkD838mIL23pCTYBoEdsS5iPdcUtL0dovfmIugZVCwN5TWHU3Fn +0qKOV0I1E+Ww0llLOBvUTH6mUgkaw5WJ7H6W4OOldeCOXiX0s7RxuaVbQpXp +saiztpWgW9d3pW7FEkw3t/wOBlbCDVXzvNwXVnDRPu18+mglXNFYeRASZw3+ +xkLv3s1UwjGt6R7vb9aQdupV94vflRB++zPbwJA1/GS/b3KDtQpYdhwNZhIg +gDcyUz5xqgq4F15ujL0kwLtP1V6HtKpg18Qdwt10Anx7o5TLa1oFocF05Cc1 +BKC/JXp47WIVsH2pfzO3RoCXIiu830KqwPir4YG1s0T4zHbdMvttFdiPXylk +cydCx5/R4PfJVVDu4TYWGkgEvo4GBr+SKtDWZbDrzSOCcrm6hkdtFWjJXb4T +U08Eu4y8e05tVZCVdjWvYYgIiX5xi3pTVaCaj+ldZMCg9gaXtNJiFcwYjwY0 +8mIwfTbgitR6FfzSNiuLlcRA+sStUVaualB2EN32NMSgcEKnuU2tGlaDZv6b +98eg19BvKcSgGq5SPgWbRmCw+rmCz9S6GvI+vJfmTcBA6YHyxYYr1dCn/uPo +eCEGNmTvgACPaijpCJ+YrMLgrkH+J92H1RCZmWtj2YxBMc/x1cqIatj7+ISj +4xgG/fdchXzjq+FVJb07Mw2DP2MZmurp1XDuCqMi7yIG/PrUy+t51WC6T8s7 +aA2D01niwSXl1cD3lUZ3aQufj9sx905DNXh+N0tNYyLB3bsJPYpd1fCheVbJ +kpUEb0eH//03Ug2TVx3DHThIUKIrKJJHqwaVm49D+3hIMJh5Ru/Wf3i+ARXO +gn0k+McZfV12qxrE0vLW/wiSQPBOZ9hPlhrYG6KgknyABCojHAWZPDXg8165 +5KswCc7pmA1ePVgDYbVXrh8VJcH9jBfbkkdqYF4yQodZjAQxHA3iUydrwMm9 +RMMYH5fe3mGcrFED0Zu7z/2Hxw8OabtdNKqBjLGpNwz4+J/W4yhhYg0M97Rv +3cHzC6aXl4zY1wCXkP87Aj6/Kvv6aOy1GjDfT/GOxuuz8zrNdM6rBlS5GDLV +8fp9Bm8f4fetgZA7Qsam+PriNL+a9z6vgTvu7zyq2EnwLW3RMyqqBkSYOXXi +d5FgmE32nXUCvj4T9bExRhJseLhUcGbWQNtFFrfnmxjsH0ifbM2vAWvXxwdj +VjFQh2mWEFQD/djQAe4FDOxTD8maNNbAZ3+vxKVpDB7tvkjY1VMDSjebyKdH +MajoG4p/NlsD65q2YduNGIyqC9TorNTAD3rlJ76VGGwlk2j0dLVwJlhQ/WoB +Bhq3Ok482lsLLKKuOrfj8fy97DZqIrVw7sE5xZhXeH4104f/juLxBbpqR55i +gFjq6701a6HWf4Ih0BmD8ZtMvxRMakHmRepz0hkM6Hq0uP/DaoFAffg13AAD +zcRvdm4utUDrWs40xfu/Ujlv6crrWuhX7hKbGCbCeMICn2RiLbB6DSQI/SAC +3U4ZNcqnWvhr8i2uNp8IWp0fAxyqaiH7bJzFlRdEqL4eL3T2Zy185bi5k+44 +Eb7OuLjYr9aC9t3He1z4iZByVaXMie47EFrvBtjRE+GZc9+5m7zf4W5k71Z3 +BwEMHblinqp9B4ULdZvHbhCg7ewz/s8vv8OrkqVd6yHWUNlPuPr19XcYWC4q +4r1lDblnxIqLP3yHkIajoxVW1hCBoTM1+d/BXCr3dj2PNZCs/r7uH/4O4YL7 +nlVEWMGw4Y29jDJ1oGevJrPsYwkt9aqXWZTqQO6zOqObjSVU6LMW7NGqgwQB +un9BJy0hQfcjkR+rg9romvDjHRbgqEmOlHlYB7qFb5o948yBpoRx27TUgSRz +76MKTlNYkVTnyL5RD2dZjP8ceaQPGhPa9S/u1kOLiJDJMX59CIg39L36tB7m +HK/eDfuiB3y8xIVD7+rhStyfluAJXThF79IWU1sPgWwcWqnqOnB36G1YkFAD +7HIXUB4tANgI+81x6UcDKDzRkXMKlQeGv584hSQaYfbHz6D+uMNIqEX7Pzje +CB8inBnuWx1BCokDPZeUG+FV9c7gRzuOoctGzLGfzRqh4V59RICLLGp45yih +7d0IpgyBq4pvTqAwFQGVa/WNYCRxjUtBRxnt9wlwKrrWBLdlUukG9+ggRcsD ++sOeTbArbaeioLsOMhfPl6J/1AQB3WiK3KWDfJvJv4wjmqCUe1Vm640umtiv +fne0tAlEsh4ISwnqo4zy/17uYGuG//qP6qowGaFT2w6FhM/NUF50U7P/gjky +Nat8olfcDIThBM59n82RU6ywhVJ1M+iIS+9PWDdHr5RGqYK9zfBh+VDe0ygL +NONmKzCx2QzPg5i+FtpborhxzOeWWQusfHi8IXbbCuXJFhg6nmkB7QfZveKv +rVCDD+9e4kX8unfQz/JCK7TC35WtdLsFjLdWa/NWrZC5leXYVlwLaL5aCYhw +t0b01cbaIT9b4LP9YnCINe5Fzkx239UWeOEd/ybblYBk7XcN3aJrhXk0OXc2 +gIDO/av3JPK2QqaKzB6smIDyT+ilCqm1Au1v4qHvfETU+DjFfY9+K4i81rFW +kiGi8VZGjW2LVvDa8jWX1yGiPS7VvRNOrVDKNZdWeoOInJOBJTO4FZiJ15T2 +lhORz9L77tjoVljJ1BAubiOiSNj6EJLQChYS8WxjZCKqHPqm7P61FZSNLYyL +mDDUe2T/TqfyVqih42i6shdDP+886CTWtwLUK+TF4OdfAV4Vl9NDrWBe8kEh +QBdDco7vlI5OtYKlXf4+DQKG9HP/MO5fwOszaFn0voghD9OiuG2GNtipJKJ4 +3QdDQTF815bY2kDvS8v2oecYSqDdVpzka4MyIRff89H4+d5fobXuaBu0HTj8 +0DwLQyocTQzhim3wvpnuI60IQ+nvLirZarZBB0f/49lq3B/if1wkTNqgW+RB +OaEFQ08/h35YwNpg++k0jzjuicXTEj0lDm2QzGIAtuMYsq8p2+Xv0gZFn9a3 +/uAeUemnefD7tcHJjxNmV/7g+R19P04Et0Gw8sgtpW08/6+9w1mv20AYQxY3 +cE/638nivJPYBqlC6xUsuCeX6HX0tLLaYKVS/c0uThKyfzlwb3dRG3S9v1Xg +xktCzXy3PvdUtQHdsdJ/KvwkpJK4czKhuQ0i2x6ZugiRUPqx+H3X+9rgberF +KDrcc3yFJ00VJtpgnEuv8h/uSX/NxsdbP9uAQ9ek+izuweVGh4KGtTYYetP7 +6gDuxdzMdS8j+nbw6X8uqY+PqQv6YZ93toOxs+GTLjz+oGJEBg9bOzzXOPXx +O+5H4v2Rmrtc7eA4VRS3H88fjKRGR/jage2Ex81+3I/VTF5/tPe3g+imkfRf +3I9/jBB3umg7SH9xmn2E+/F4GKvMnsPtcKFcrOoa7kfnbszAQ7odQmelWkpw +P8YLJF7sk28H5wjsuBvux277nw/UlNphsLiW7QUDCe1OUXqdqNYOC8ytoawb +GNKeeZK7U7sdUDbj5OJvDN2TbW10MWiH+f3yquq/cH95Cky1m7bDlZyzLQsU +DFGLL20rWrdD7LGiLpZhDB3cyhGIPdMOEtLFL4M6MYTprJ+kO98Oi9e2VNwa +MPQySN/8smM7/KLZSZSX417kHnly/EY7bLq9Gw1Lw/vXRio+yqMdjszTW+6N +wZBzvGfR3zvtMCARqc0YgqHuw6w/a560Q/XujQOC7ng9akqYzdt2GGGuLdY4 +gdfj98StPL4dxuSPifKI4vXUtzwXS24H7kMXbAkc+PxWlyp+ZuPzaYuoCswS +0VXn8MN+Ne3A/v2Ozo+3RJTwaVhruqEdnoXIlrA+JaLexcN2Jq3tcC9yk/jN +lYh0H1S82jvQDq4WoV4eGkQk/Grub8Z8O6yrTV9WGyKgiou+GXn/tYO383hS +TzUB2Z/kOVv2px3k+9iUVjMIKK5XpbiZoQMqz2L1bd749+jAC+8Fvg5IOv2h +b4WVgLgzpf5TgA5IU06+knjAGn158C1JXbcDfKde3trctEKWZpbW+kYdcBDL +jZ8bsUJhi3e+nCF0wI5Hj7394qwQm1K92/0rHeCStXI8g9cK7ai9/BOFdUD+ +etFP7UkLlBL9N7YhqgOUxQROMbyxQLpXQkw63nWA1zY1js7YAj1hLcicSO6A +YO9DItXZ5mjLkunajuIO4K/hCnzpaob+jCRNGY93wOUQ/QdLDcZobm1stEeu +E8qPaK0579ZDhVfCqo1PdYLffv2/jUm66HGfRhpS7YS0qNn5GGVdxFcUfyND +vxO8pMuevrisg7S9bTd87DpBKVRqYL1QC8X87hUQD+qEXCeCSMIzNWS41EL0 +GOuE345ym5GW0ihltqyRPbQLGAgTM55fZOHmG4tD1yO7YD+Tjm6zuhwo6U4+ ++P4Wv64qb3BTTB4a41llfJK7IN6/sMhw9gQsWZ4NmynuAvmBHNlPnqdAo2iV +UDvZBeeFll53XlGHgafyI/eUu8E3tebfTpIeJMl9V+zR6AYHvzG30jI9cB2x +CZXT7YZl/4CEPhF9oFN6DFTzbpheZ9PXndEHydnWROKlbthvl6AZ62EIXpau +zsfDuuHf4bvby5dMgP3AxwUKpRv+3DOh3LK1BE3S05HJmW64cMn6Z7uvJXiE +XWiamO+GwBnRspZkS+il5/84/qcbvp2rNYuZtYT300H2w2w9UPzCW+6qpxW0 +C182HeLqgbPaywZvoqyA4ayWyiBfD5wQrki1K7AC56a/e/tFeuDqG2+xjytW +IJt7vaVLoQf6vnTJSbpbg8OMflmncg+0bv++txyKn7/EDmV0aPRAlU3rYYss +a1iNGvJvM+wBJo7NpcIpa6i4Z6rWZNcD9aon38gQCGCmI/up2r8HaA/TSo/i +58NHPqzvqp73wNFsFZdcWSLkFkwHVIb2wKsy7Ns3XSLwSiU4VrztgTnJ93JX +3Ij4eZ1TsDQLv359Nnqlggjs+j+ZS770QMYZPZekDiJo+jasFBXi9cmo7umc +xM+fS487Cip7YFedB1PxTgxce5eCvnT3gNNRDf9IfQzec7R65w70gI3L3psm +GAbthpmXckZ7gHqoku2pEwYKZY6a2TR8/UnRe289wsD5t4Zs1q8eCGTuGhEP +xuCtjND+T8s9oDjPts/mDQYbCV1r6Rs9MKG9q/T0ZwxkB3KmPtL3wnt6pZip +YgwcuF92pe3shaPCqv0cNRhEmFytSt3dC5jy71NFuA9r/XVzUjh7QesPwWeo +B/dmuUh88t5eiHJxcPfBPSG1tvEiSbAXWDHFiXe4N15eK3D+IN4LeUZCd4xW +MJjVzA7afbQXdt7Q9XHawMCAPzXT+3gvTKmUr5EZSJCyENdMVuiFcxFRZbUs +JGCoj5o3VekF5QXJ97txHzm8f8lZDL1Q9Er4fiE3CSpu+584pNcLj/3uyX7n +I8F+Mx9iqHEvWPs9fq+E++ueuJf3X4teYG7v+LIH91nvusvbS1gvHBq0Ixrg +flPociptO9cLqM7JmyJCgohM22EVh16gTj9gm8K9t+hH2Eq93AsXd4ZyGOE+ +ND9rIsLl0gtd8b0+nPj4k5yOts+tXiBMT2GqeDwLi+ol6u1eONOa8OEHnt95 +7ESA9YNe2NWueqUMn7+28Gh6+eNeoMvQLeYUIoFYqFijVEAv2P/3Ju0H7sPH +lwV/Rgb3gsOHy0bTuA9H1LjZt1/1gjHx+Ddn3McqvKxy11/3Ql9y/UGT//t5 +jt66J7YX9p20io7Efb1a/ddTM7EXmgrUDTVxfxNjlqI/pfWCfofpJSvc53nu +M0V8Wb0wPPZCsB73IYcRecDvC77eaIsPiVS8/0QG1n8W4vMHqR0n4/vZuNZ+ +wOZbL8hHq+4IwPdbqq0Baqp6QUnm4aVXTRgEpFVelK3vhb++3pF0VRhoYbmp +TJ29cJ3uSxhPJt6/0un1bn29MHREbLsQ9+IG44eZweFe3H9pT6pwLxbnhcl8 +oeLrS+05vec2BnwvAi32/8L7D3t03AL3oudFX/fA5V4IKZOr/kvC+5XTreD8 +Zi8IuNe7vziF9xfVua+BoQ+Edol6uUvg/VVh//ckSx8wRFwdqebBIPWGuTor +Tx8cSFAbSZsnwv4mme+FUn3wk9VU50k8Ee4nSVBFZfsg0caWqymQCH33DuwK +OdkHnX6JiU/ciRAhtcfMSaMP7ho6PNXUIcKugJ/dHMQ+oC+29d81ToBVzU+U +q759UEmzPOi2bQ3fUuZi7/j3QeTpJ24Mk9bwhEWaEPC8D34lJJ4VrbMG9vas +quTIPlAuvlLDFGwNkhc+vx/92AfFCXo83hy4Dx9+sSG290GD+0JZFqMV7Ccv +cTj19EFUqw8DYdwSJnRP1LsP9gG3Gbd++DdLuMn2VTGM0gfnj1ufHvC0hIDY +fO7GP33Q5j6+aV9mAQUlRc0g2g9pc0kqARpmcP/An6fmkv3gpMAQ8WnOFDT9 +TqueP9YPH92kPx18awrNhiUZ9xX7YY/Y2InVeROg9JUGFBj1g91X/+XkKGPg +XS3XPObRDyndtXqdVQbgdaI2n6+mH3K59ao387TAWUHkQ3hDP8x4lQa+0dMC +m1M+wWyt/WB4dcwyv08TVFUUHBkG+mF7sfvbzhUABu0Ujvn5fmC4UnPl/W01 +CLPyv/5dcAD+tBWENlspQuYtXREvjwGoFD4+1xIqCHEeH3Yv3BmAXIYtVu9+ +Pgjx2li99nAAUM3BgbuiPHDrbn7LhaABYM5R5fvtxAxKj8UfmLwfgLgVjYUD +fjMVtWFMvWKNA8C404GS7iWCxj7XBneIDkLi9vj0yvAp1P6L6eeJw4MAhd+v +BVcooUppPdMo6UGwYJIxe5BwGn3I/M52RmkQ/pQpFFpdUEGOaXUhw6aDsLx9 +MVW2Vx1NxzeEUe/g8Wti77+aaaPeYZZFw4eDwLXy2I5apI3qhYwsM58MwiMb +thdvRXVwb/zgvBEyCPdSLn658p8Ouh7dGL6cNIjXu3Hn2is99Otlc+RmyyCU +3zcWepFtiEab2H7bdw0C7al2iQ67EWplNSNW9g/CGXu6CPObRuhzUAvv08lB +uKr/32MzaWN0y781muXvIBQQbXXSE0zQ7wftb3jEh4A1iDUx8aI5opRy/vE6 +MgRqOYsrUGiOev5a2vTKDoExfQAXC6sFKrzTwf9OeQh611j92HIs0F3PzncH +LYag2zV3mnDHEq1f7449cn8Inl/cJIonWiHiqfPhsr5D8FQtU49WZYWy6KcD +TvoPQYNV2TXNCStk/3bNXT10CHRmFdUzRa1R1XdBQ6ukIXC+OatiEWuNBMOT +1Ukfh+BZv8VoQrE18rCTPmmbNQTp384PPeqxRuL/qR+8XDgEDCn8UlN7CChQ +5OLvu41DENtm/FLzHgGNz83MPGwbgrqmW9eXIgjodJHH2JPuIdB1nfE6lkVA +s2b+jS9Hh8D79d7s0yMEZPbg44cPy0MQ9yA4/qMyEaXpy71OXRuCqfie8nAL +ItriKgnO3BiCszS7cLrLRJSb3uidv3MY/I5+ML0eSkQ8vb9MGwSHQUPQO8Jh +iIhcE721W4SHIcqkqtDxFxHVum4rdYoPw6+n6u1TW0Tkzch1aFh2GEwfhqvd +EMFQW+s7fvLJYZg1Hq25JYchqRgx9unTw+DOZpLxH2BoQE7h74L2MPQOz/F7 +n8fQiY1v878NhmHj9fqClwuGXtTrUf6aDsPeoemKpbsYUrM/08Z4ZhhUpCnb +ThEYij4yXstiNwwm93z6bN5jaP731dI9F4dB6j6dR2MG7uPg+6n7XPD4MOYR +MYShPyTG2P23hqGJe/XYrh8YshR7+Ur09jB4qmaquOD+yfjFGyB5fxjmN2Ta +DYcwxFAS/+CY7zAwPMopTJzEkK2/pLuc/zDoXHhSdnsOQ/kWOc6Kz4fhy7xI +Tu0yhi5PV1pB5DBMO3rkd+L+rfhiZKD7dhjO7Z7yDsf9y/ewU80ofhhcGlOe +N7KSkJuh7QnzpGFgL9lofshBQg08lMOEj8NQrXlJ/BMPCYmOuR6wyRqGhgZf +b+t9JHQ/c4X7/JdhELAUzfYUJKHO249YHAuHYcdvwwL2AyR0TIt5y7lsGMKc +JHwPCf/ft58O91cOw7333ddbcL8q8FpaGdUNA4va7psDuG+LH/6+X9o0DHrZ +ln4GuH/VqG9TjnUMQ+GtyMR9+LjSUr01rncYdKWOtBvh8Xql5LU9w8OQH9bK +PYrnbzwUIOpLxuMJHz278fnNQ46aLE4Pw8sf6vQyuM87V1u9Lv7E7w980krF +6z/j4Pm+cwmvb7hpmQn3/fCPfQ06a8OgKd3z3B9fv8PJb0v5G8NwQbLiqzP+ +fChxDkKSDCMwM7Er+hMTCV3buUPvDfMImI7Ekwhb+H67Zdxk2TMCL9orJezX +MOQxYPb2HvcISHoJKDQvYGhVe7lqdt8IfBfILoqnYuhB1us52wMjUHlsdLZz +FEP+vmMaGlIj8Kn32oVrTRhimXl6NUdmBPwfmRxrqsRQiLVUhMjJEWDu7i4L +L8DQawn3KQaNEag1iHIzj8eQYNheDi+dERDJnwe9V3i//Sk5PWU4AqOvFY4n +PcFQehPDy3rCCHw8zvY77DKGStyjTry8NgLX5dIb9MUxpDF02m7z5gikyGwe +us+NoWrdkWc3vUaAEDAjvI8OQ437JAcsfUfAXPUl66sBIhouL/LdGz0CYWSZ +3SHPiMjhsF1GQMwIeC6sZ+93I6KpV3RdawkjEPjyqK+gDRHNOxlJDmaOQHPm +XS0nKSKiYx1qfl85Aie5BJTVcO/6e/quctSNwEXXSAnLjwS0a+SQiF/TCCRq +nursC8Z9m+vq6dQ7AgOvV3z1CAQkTtoSkPo5AiZKo+G5Q9bIIEn0ypd9o3Ak +4JnEsy4rpPCWXbJu/ygYhO5OisqzQiKh65RB0VF4VrCH+VS4Ffp3r8eRSXoU +JkWeNsmbWaFsq+f2ZzRHIXg79614pSXioV/CNq+OgsDLerbbEhZo7EKlrlHp +KDRueLM/nTBCzVg2oz0ahV3x9J6JQUao2CSm2qN2FMJUFulEZY1QhJKXZlzr +KGyfKb1qescQ6XFIqS1MjEJNyjVaBIMB+lQRdjJ69xicU9a7Orqlg+4cuCBG +thuD8Wa2zzIaqsjRUo40fHEM5K8ulpPdVJD5U/oXfc5jYHRxqXztgzKSnEle +ark1BjF0+tN29KdRdz6tstR/DN65izFElSkgOVOPC1FZY8BzDdXSK0gj2v1n +cQYbYxDyaWOsSZFSMUs6djWRbhwcsTe8Jc5NGg6LPAzCjOOQWpRd6vt7UcPk +0JSiIMs4nPZvXzlMvxPEngfGc3KPwz7VRZ7vT/mhndjsuikxDmUfnIc78o+A +9E9sd5/ZOIzFqse07FKBYqIpemE5Dgdd/iujzaiATrm2pwZhHDKj//ro/1CF +c6HHh1JtxiHL6RHhyzN1eC6365OX0zjwKapOmt7XhGmvb8bc98ahQuZjRmmn +DniM5G19fzAOysLl5p6qurCpl5F379E4DLSUv45P1gXefa8FyU/HgfQ6M0HV +Qw90Stxmc0LHoTrV8Lo5iwF82BR7YZYyDvCPp8BprzFIOwto0H8ch0GNTXWa +pzEUtXIs52eMw4xyUEpehzG0Jmyc3Z8zDljOOGIPNoFNrd4jcyXj4BoUYhL/ +2xTOBTz/EdQ2DpftRcLmP1jA9LzvQ7XOcciuibvxcdkC3M94yy92j4Ol6FuE +RC0hSMrp3ZnBcZCQPXVc290SChvVrklOjcORT4NynaxWwMOxyFL7bxxOhN7J +P3XYGjrLXwQabY4DY6i+so0+7mtXiZ1t2+MQkmBVveuyNXA3nmMcZCJD8fn7 +/wkk4uNn3zcX2MkQdL9kdpCHAJ0nHXxuc5FB6dXlN1ePEyBi4t+/fzxkqJ4U +z39sTAAuTbk/OwTI8Orc63QzXwJwrscsCx0iAykwkdlokgDtGYruiRJk2F2V ++Yl/nQCvbNoXJKXI4Ev9MHaDmwgchTt+ycuQ4ZexXUUa4P52v0U1UCJDEvfE +DZ0oIrQK73ZuUSbDZ/fCSLl0IoS2plKs1cgwtrdJPKGMCHukh8jntcigP+uZ +szVOBDaq3rCnCRkej4+LlOG+aI4eP/fXjAwnmnP0Piri/tB9MPDIkgzmfBQP +Lj0Mdifl9j7HyKASWedm74j7ydIE47Ahg1MQLVjzFgYvtqe6os6RYTzL1ijh +IQas54U6Ei7g16NTnTpe4/G7Cy0kHMnwNXufZEoSHl9q2Zp5iQwclnux5WwM +dvEHNBVcI4Ng5/fp7WoMGupEjFVd8fUUeTdU4D4Pul3WUHmTDFFGebx/cK+x +dC1+b/IkA/8z6p4B3OMNfsG6Vt5kEDDzJDyex+PlJGt675Jh406uQiLuc8Ox +Si27B2QIfbf4TBX3OXOobSX5IRle9JYftMB9Xqe2qnHlMRnCh4cGhphJEDD3 +qvznEzJY1RlGk9lIoB9zTM3jGRmm59RPOHCRYKdRXelaIBk8E+Siz+zF719z +UH74ggxzPZ2p9fz4/WnrRQwhZFgr47HIxT2sj70+FRRGBj4lEV+ugyTYwSRf +sCeCDC3WTofncE/X5jWdjIwiw56YADV13Nv+F53z+N+QIcHOo/D/v+fqctLL +v39HhoZxs1f//z2XCcXmHIojw+Jj34Yd+HhQTddw7D0ZrsTQ84nh9+eU/hyP +ScSfN/dfgQQ8v//p6HukFDLsdDUY88G9fq5QnZv7IxlsnA1vlwmSQE5hOrMl +A1/fq46Fc7jXd+aF6jzPIsOlMvkrtrjXh48rDevmkIHTQO7PN3YSfMke86LL +I8PTM2y1vrvw9R4L2vMtnwwOkw8WkxlJYJchl3anCM+XkvnxyCYGJw4PaJws +JYPH7Gl+rlV8/1L9+ua/kaFRX+X2OXy/RsWO3spEZAgUVVjdge/n1w+dLM7V +ZHA7vL+PZwQD+7hDKiP1ZJDyz6848wMDBcHmzreNZHhd7U4IrcD7562XC7GF +jJ/fTlyS+opBfuT3uKZOfD+zrfWDYvB+47qpGNhDBiLPcoN5CAYOYXyt2v1k +2GHDffS+L97fwVe2S0bw+T9eEqTH+3uchfPt7XH8/vmyh+etMSgMKJaTn8Tf +p+j+KyLaGDg+2eWYTiMDbCinDwnj3r/3qfb1f2TomPySq9iNv39rhPPWq2Tw +X1xj6EZEcLq9sbLnLxlG2xv+DWf+//01O/xsC+9HwQEVeV8iXL668Nxz1wQU +voj1/y1CBJXpN2LH2SagjP7tjb/MROC8pFk2yz4BR/p9D9+cJ8C3C+E/L/JO +gFDWq6WMEgJwnzlpYSk8AbtIs2u+RgSgdQ9Rd4tNwA7XuUv80gQot/Z/XC8+ +AV0PAjsk2Qlw1bzni8bRCah/E7o7o90aKvTu8MooTkDJ5uVAWwtrcFEoG9hl +MgGnp//jMlKwgsr2nqxiM7y+2MR3FzisYO+NRd8rlhNwiEio256xBJQqIfkd +mwDNBT5hcrwl8Ox75fHYYQIG9y0s6tJZQtnfS7vXbk/Auq/gTZaLZrAbsatT +PkzAY1mKplioATjYHuGMTJ6AidVrp/mPGUDBms6kVtoE4I/D60a9PlyQu/c8 +4dMEeJsGv9Tc0oOviZM95wonYF8393TPJV2w9S++2dE0Ae7k1dfH+bXgk5Hj +h4rVCYjU/cPTeUYBFKRFNeDvBLxl0Ng79fQkVLCPD6H1CXB+P2j2JOcEtHed +31dFNwkGRUfc3HbIw+/zZ0NrWCfh2NeiEO2zx0DDw9Kn4eAkcGX6COl+FYL2 +GA2bTv1JCGRNT4tNEERnH26uWBvh8SsBbwcZDqKJC98iu0wm8f/Plgp5eSLo +t7hKW7flJMRWy9xl5BVHAjmK+n3n8PuX7W+mtR9FjjXSCsM3J8HivNneQF4F +tDInyDn9ehKkWguOCvhroqh4an3cu0mIid9z3nhJE520yPclxE0C1fCZGaO9 +FnLPM1uoTJyE820u5+lOaaNfdx+3xmZNAqHJILtrTAdN7Zh+aVU9CWdtrrJY +8Bsg/6I8XZbvk1Bs/tUtxscAHbrmu1FRPwmDdt2iMG6ALjbzu0q3TAIRqds/ +TzVEIxEmJsz9kyCdH87Sc9gY9Qh/2VX+axJ4u5oP/GExQ14dD6s8FyehQpF0 +/81FM8Tz1Pje0f8m4XLLurFziRmymp6kvfkzCUeY3cKDnM1RSxZfgwcjBY65 +79mIK7RA35V9AqQEKOB1rbubns8KXZoz1BgTooDLyz9ftFStEGP83tXogxSw +91HRZHawQlp0OZcZxSkgZO57QTjdCpXXkXVHZSlQXjq3cuWENSogGDBG6VKg +KVLKL0iWgIJMip/tN6CASHpZYK0RAdnpHGFJNaIAg91LreeXCIjh5O49heYU +eOUYpJr5loDMudv4+m0oEDd1n3J6nYBEWTXfOdhS4GuDN1sGNxH9pv8iNHOe +Auf+HNoTf4SIYpciRP45UuCJQKETO4mIaO2ko/tvUGBM8Ug8cwYRlTXUZ6W4 +USCAqpAd+I2IQitPH5fxoECHmsGDwDYiUsgVVNC4Q4HVxtBHTL+JiDk9uLDu +HgWOvuHtfLwDQ4MJG6ctfCjwKdFA5AEfhvzCRtUd/CjArNa5m3YKQ8RAi0ra +Uwpc84kdP6uPe9u3Uts9gALRCv8OGmIYar2ZZPAkmAItTTrX37pjKNGZp5E1 +lIKf09gb/j7CkJe9v2nkKwosByrI9wbjvjF3tkqJpkD69OvZrWQM/dLr65J+ +S4EUB+dU4xwMVaobkgpiKPBIsESTsxRDzjJHbesSKNDVksbF0oohZYnYEfMk +fH6/yiblPgyxHWBz6EuhwOep826UMQx9ZZu/RMugQBRsJSTjXgtgukC9lUUB +1arYpqJVDJ3baLv29zMFLl/+fUB3E0MyvzV/+n2hwMOpwJuGjCRE9/PLTdZ8 +CkSeFH5by0JCXZNiSxGFFLjj0HK3eA8JpQ1FegqVUOD9jcWlQ9wkdK+LaTW5 +jAJhrCdoO/lIyLTp9l3pCgrQawTpXBQgIeGa6X/5lRR49k9x4cR+ElouPfNQ +vYYCde+bBh4cJKG6vIbt798pcPPi4RVV3NPvMpWfmDfg8em3T3niPnZNymTq +a6SAq6n8a1Hcz5oxQoEXWvB+rTvE+X9f80S83EVrw+s3vpw8icdPP98MvtWJ +93uLnfUanq/E7yb7324KhK8gsSe4r1/eG3vl10cBn7WIA/64ry+4W/KwDuL5 +7aUsNnH/n7hWFR0xTIG/SKT+F+7rHRdP8AuN4ftve/0thvu63yY5JplMgeQU +zQEFThLKsuQ9IE2hQFLpseTg3STka/gsIX+aAq9/bHOf24l73f6qndwMBUr/ +6t6poCMh8dsmAllzFPiv8R/3h38YuhMs23t4ngK55b6s2//hPk3kikxepMBU +n8qzoZ8Y2l/820L4Pwo0lsZkK05hyK21jy12Be+XNN4ve0YwxLseHxDxjwL3 +zfXZT+Peduby02HfpABq3u54UYX7+PAluhfbFLju2K1rV4Qhe+LR+35MU6D4 +akLaJxFDudf3KG3unAIsVUy8KRpDjH6L/93dNQWs9YGt757j3s4uvHGLfQpc +ZuMvFrlh6F/Nu6M/OafAr+8IZacjhswGfahXeKbg7t4Qsz4ChpZ36ly8wD8F +Hp7cRzYUMaTm0EY0F5uCZEGWlQv4+xfqncfVKD4FdJLPgisniIj8MrpV7/AU +CGvZbaa0E1FAia2huvQUJHk/FF/PJKJ2bpqq9Kkp+GEQ8492lojEjjT9+Xh6 +Cuw+5Xd46RLRbfhccEh1CqRr2OWDZIlI0NXruJDmFLDvDosyoCeiS9/pDrEa +T8FXh8ujSokE9OeOACvt/BSI1Ocv2TdZI+PQjTonhymoeu7mlPbZGsWnjD0d +c5yCeL1HPx6FWyPtjtTN3itT0F5HODqFWaOXR08sfXefAvj0vit2wAqJjhj3 +Jz+bgo5N7XdYiyV6Ua2agwVNwZ2bSnMbaZZo+aN0AHPwFOw0k8w7/tgSVXuw +K7i8wp/nAGlcVd4SXWLpDDsROwWLdNU3BPdboPSTZw2qcqdAjn2D9dAVUyT7 +4krh6NAUHLNmsdO/oY9eu9mEvBqdAt3cOWE6Fn20TTS6pE2egu0bMV+Fk/RQ +u/Ax7rTpKZjVuucR262L3Avmb9xYmoIshSjj7hM6KH/8tsTGzmn4fmQ+KiEb +kIqSf5TAiWngpr/591GyPOp1FDgVrzANJe/79Q61yCHP0M99IkrTwO9S6VL9 +8zjKmuoXlFKbhnvS9jM+YdLoYJRM4in9aTjtOi65v0UCMSz1ZhPOTQONs6mc +5xInaso8Uh/yZBp+jw6IIt5DcLW34irXs2nIvLjbgaVeHJgYiKzRgdPw2OEy +S9ddSdA4+8gs7uU03Jz2sKgZPAK5zF1dma+noX5TrOqOiRxEXfIZr8+chvMV +iR5V/50Cu4Ntf+m7puEl30mZRpoWsAt4FJT1TIOV8OmIYaI2VPHsdb/dPw2B +fY1FLpXaILnLlkYbmYbXHZvwO1oHFv6b7m2jTcOHRybr51T04MmPra/xW9Mg +zXPCaPmyISjUJrqdoadCqNz557caDIFaoXuMi4kKL16ZnFU/agSm+S+S/HdR +QfJV3LeiOSPYm8AX7sJLhUPzKWqUyyaQ7iV7U/koFcKpthxdCuZwzq3jyH/S +VEhOEkzYfGEOe657TWUdp4KTl4Gf2bg5eFwotRNRpIJ33mgRIcgCVI31TZg1 +qdDtb0QcdrbEPWov1YNRIV5ytHkt2goeC9JTQm2oMKns+jCnxApO7k1JMLSl +gpVtsB5t2Aress7yfXOgwt3Zc8cHRK3BceX2jmQXKph4ixXFp1rDSmPIxC0/ +KuxcqxemRRJgeHfP1Y2nVHgfJph+J5sA1ab7FwIDqPDna6LNyzrcz62Z6++D +qVAczFSjvUaAo531vC3RVHhT8tS2yxo/T/NwxNq8pULDFfqcB1eJsEYgiVJi +8Od3XCE25SERansoMusJVFhiui3nnUYE+wF6gyOZVBDNnvrAukwEXUGjlvws +KsjPk1czGDE4ZvuKoJlDhczp9v11vBj8GT7ocCafCnJOD+Q8cU+PHnCeniik +gkqUsjUj7unv9tmuN0uoIN7++xM7EYOIcdV7zyqowCu0EhGNe/qu6NNtzioq +pFUfusn5CIMLjo3P4mqowLUleWBHMAbSFJuIrw1UkHpwo/BcMgbcEh/4oYkK +e8vqWMo+Y/D3MvV9YwsV0kF8O7IEgzrq7U/kTioYz5xr/tyCQZZUufyNHioY +FX6RWOzFIPIaU/GfPipYH94tlTGGwf1MEw3/Qfz57fkvboCKe2kuopZjhAr2 +eUZWfgsY6EsPGseOUWGWV2/vB9xzMjdEOyQnqHCQz+ObIu493s9Xz+RRqKAR +UnBAG/fgv/mcEXUqFeoNzXi+s5Bg/Pia048ZKgj8a79fsYcE9bc0Zok/8fnZ +TirKcpPg85dnt8bnqcDhXCXJy0eCqOXmVZclKlzjk1S6JUCCByd5H679R4Xx +n1estPeTwNHLlvHpKhXUNmadXuC+NixIes7+lwr+LO4OhiIkOL46wxGzToW5 +MQE1H9zHfEryryW2qPD5vdOCBO7njTt393+ho8HqyFFvPXw8WYyS1BhpkNOS +2TaIxzf+3XmkYQcNLJQfbk3h+XJVzHMILDRIvhPDcgX39ZsH0YpjrDR4qHd2 +7Tzu60ffhsuu76HB7eCbfY24ry9tHtJe5aBBMPuv4mzc18YaLg1+3DTo3q2X +s5OXBPK+eeZ79tLgENLp6OEgAX/l3+63+2jwsZtbWWg3CbbotGzFBWmQ/l2J +qW8HCShaQeSc/TQQF4kk7KIjQdOTtiuqwnh8yQWTvL8YvGWy97IWx+thXO25 +OofBltM+xQ5JGsxpUJYSJjG4VNO+YnEEn58zu4AwhIHcE507ZrI08M5n3ZbH +ff2avKHULEcDh0aXJTuEwYZm4R/jkzQgeqhf3lGAQcO21H3D0zRYKLjX3PYe +A9kLEyr1KjQYJ0rpLUdgEFURu66nToMh12ajyAC8fx6yP9TRpsEvthkxa1cM +1v7956thSoOQ79pLTfIY2J3L1iw3p0GTpXD4nCgG1SXO9GpWNLCcl3B6yYVB +6N2BJ8okGv5dij1CWCCC5GrFMwUHGlS6rhXTpRLhJXZX/6sjDay1eMwVw4mw +nC/PfOIyDTijPt+b9yFChWdK0PHrNPh3bPnhIv7+k5aeBx/1ooFao7GG1l/c +05Y6phneNIgtz/BOJxNALHeDTeoeDSpu0xzf/iDA/E23UIlHNGhmOxfL+5YA +z34Sw0WCaHCa0XtH2HEC5FOF3/DF0UDriuB9fiNrEDQYOBP9ngZ8s3WxxKPW +8Dgtgp83kQaH3e+XH9ptDaaXd8RwpdHAuFBs8WGTFVAmZuPYcmnwLrDtiJKB +FfCMFiQx1NJAVnxHxY1jlhDK9vBhUR3eP6L383YzWgKrqq6N6w8a9JxdVnLP +twCGt517eltp0HWZLyWQ3QKWrRbuZgzQoJYYJfa42Azav0tZWC7QoHBr5WnR +lDG8zI5djxecgaMfxHgOFukCy7Bjr/WBGbhuGHBxwlwX/FmPfmEWmYF9rtKW ++6Z14MGVYmd3iRkw9PBKHOXWgeuiPR26cjMwY9A3r+CsBYbR7OlzejMgN3DP +SPGXKux46EdUdp+BSL7x30vmxyB/6edf5DkDjJ7vx2rijsAlZ5sEfe8ZKH35 +zvDPzGGotTg+S3gwA4vrEg55T8TBX2zE9+azGTjwcLlT9LwQMDWc/pT8bgb4 +f/jae54NrmDgWaRnr54B5rHpIi+7Yygv0PZjVO0MxCdl31nZI4McN+pMhepn +YPJM5ouaCllUPRX/Rqp5BkR3KrFxcMijJ8UmMjq9M9D1Tdsdu6aA6O0/2tyd +nQFi2sdt7h2qiC7DPmeCexY4l/Nu7B7SQXU/+24m7J2FxIM2Dnx6uuilnJWs +Hf8sVC8vL4Z+1kX7inWyew7Mwk+hoF3lvnpItl7qU4PULByQ0+4rFTRAdlPL +aZ81ZiFmzb+rRM4YPx+6OrtozcKjoJPXdF4ZI5rrlISU7izw6l87smfBGHn+ +7ktJNJqF8dk6H1KmCXrBWJ4URZwF4yi9ee99ZqhENPD9/euzwOT96E/BDwv0 +6DKdvdKNWdhZ+Wx+J7sl0s24d+C32yyUl19dqDhlidrlXONu3J6F4xF7g1oD +LBENrGIcHs/CjzX9clNRK/T5aePZA09nYTtyq6BE3wp51esIDD6bhVtdQnMZ +LlZo2/zUW0LwLOw5xDbJkW+F+OyFXuu/ngU5paryHg1rNJwYhTG+mwXmR3KK +mg7WKGlqz97K2FnQavy1JuFnjWRu0EUpJ87i34UfWReqrJGuz1S4dBb+fPd1 +13moEhBrpb3VzOdZuHnd2/29DQG1M/Zzpn2ZhR291Zc1bhOQbXBjmHDRLHSG +uv3uyyIgj5icEO7qWdiQm2Gx20tERRsxgdW1s3CnWFo1SYaINuwD/DzqZ0Hn +/PE/tnpEFHjo/O3O5lnIdv3sd9iTiOKyWM9H9OHxPiwFexrw8z37Kkl7cBY0 +B/l3jA0RkaQ72XJ5eBZWkzkPCS8QUa5isa71xCzw8Gbnz/Bg6HvFZWnuX7OQ +wrn5OIaEIVZRK8nqhVnoen/wTvdlDFk+VRPxWJ4FYkvf/XteuN8NeHg712ah +WfLCPsZXGBLO3Nrz5N8sLKw8XJyOw9AltlnmE5v4eiYHzyhkYGi+vXI9nGEO +XG6MPmKtxNDJk1krWjvm4NCP0ISIRgzdjX6zsMQ8B5N80ZxPuzFUsfZkJpF1 +Ds73Vr0cwr3FeO7mpNWeOXirz9wVO40hw29nR+g552D46IO0mnkMhR7U6/vC +PQfvPWxarXFvdz2W67i4dw7Kaun4jHBv808KNXHx4+Nfm6ZpuLfP6zF/rxKc +Awl5RoPru0go6eNyhfuBOeh/OD8UxU5C1F2jxaIic+D27AdVgoeEpF1/5HWI +zUF4YaPxAdyn7q35WX4Sc3BCkDRzH/drodyHNHmpOWjg2fqkgft2IyL4A/no +HDgw+ftexf2rteIdEy4zB8Ht/cQ/uI8DzjhGacnNgYrRAdF53M/NJWahSyfm +4PqdpBEj3Ndc+5WDEhXnILlxJnA3PiY9En9idXoO7I+mip7E42PHOXzoVedA +frYwtxLPP669fvuL+hyMf5CHfHx+idRpt4uac6A6cWZojxAJXWfuvMalMwcj +Q7FvWvD6c66VO1XpzUFd9/sX/+Hr+92Uft7dcA46w+TafDlISEU26oyoyRwI +hZv7e7Divn7la9VhNgfa+odamphIqHb5uomf5Rx84NrREbyF9wtG0pMnzIHX +6dtleWsYihKQUQ63weub7t55ioahgQf8J7Vs56DteERXxBiGDo4yyiydn4MN +F2/7M724d5MGRayc5sAqnvKVvxpDv5jqBOmd54DT6dxuPtzPJ6584f1ydQ5i +qY0qPp8wVH4siIXr5hxIMRVf9Y/A0KnufS0Rt+ZA/6RMJFcA7mufj+G8nnPw +MZvBfv89DCW11Any350Dnau9XFnncd97k8be3cf314AlUd4CQ9EHp5OFHs7B +karN/ac0MRTktkNG+MkcVIGWUbkIhuj5o5c++OP5xeSLNTkxdL9SvFAsEO/X +vkPhuttEdINLFyRf4v2NYoTb8PfN+usTK5nXc0AO889aDyWiJltuvpy3c3DG +aTcx9D4R6TIlDcrF4uNswmLKZSJSwqqcFD7MQftZxOSgQkT717Zvq2bOwe6v +Usf3jxL+V7GdR3OZ/XEAZ0xU9iyRpSwpRI1Km7xHyR7fVZvsYhoxQ6stUkSL +tqEkP5FEkqgUTQ+RJUSKlK1Vmu/3uU9GNEN8f8/8ec+5595z7/287zmvc8+l +Pq2OzXR+KMIGSUWSmTKf8n2v4NNcLULaRd+FtiM86vWxLKONtSJcC1eSHuji +US29VcWcRhEmrqTPaM7iUWVx4w83dYjg5Rgm9jHiUTGP9r0PGhQhwNBovYEu +lxrdKXft05AItm1aN7z/5VBhahmhv4hEKJ1h57C8i0P5Bd4dDf0iQqpzvNet +kxzKQXZUbve4COkONmP/jnpQqi4Riw4pibF0iWIYN3EjlVOjLL9aVYzKs0FS +vWYbqSWrbnweVhODWxDdk/7MjXJfOHTVT1sMmy0pvgW6blSqrLeBnbEYKfPP +nIkqdKF+rHXWlFotRhm/p9Iqx5EaW2MgFRckhrR2o9EKDTuq16L9+YEHYpz4 +Irf51QJN6n8i1VgZSgz32Ig3UhWzKP9CvsmJGjHMLBViQ44pUZ+NX+7PqRdD +79JpsqBOihrT6ddraBeDeVIf13Bx1FZ1pjhY/aMYu9r7VUr2zoPDoNz3EkUa +aze4/nS1dTlmXHHOX6lCw3xpjcQszxotfsfcH82i8eupTy5G+1eA36d0uXM2 +jcHDGuVb5q2C7wsNh+8GNOIiw+a4/2KD6EdGp5ytaYSta0+KCLVDaTaMP3jT +eKupoW2U5IiRqBE5Pz+2f2KY+e63jrDeVCDqC6CxbvOCRmsbJ1QpK5e/DKHh +O9fXcvoXJ9TH99s1R9B4Qg27Xea4oMc/1qcsiYbfHunEjyNu0MdP6xen0Ego +CjbZsmEjfHU+mhQfY9vaexbpp2/E4HM3kn+KhsUrbt+55e74Yq8beyGTBnVm +h7F0qAdkF1Rlxpew4/sMf8t9zYGzTHjcZCmN5Gd7M6InOTg+YOgfVU4jdZtD +L5nLher5VNPd92ioPdEyzA3gQnfG1nvBj2jUcpZXzR/kwuejYtaHOhp1J9xO +/zmNh9yamoN+DTRmj9l9+GzMw4IoU8dtLTQuhkXqTPrxYCX6p9O9i4ZZfsfs +8S4e9jQU32/upuG6zEPBcISHe3m+l5x6aMTHJ4x2K/Gx1qsxcN0bGscyt6kN +2/Ph1JoxsvwvGiTQX/n+dT5SC11flolp3P/5lqljHR+tRySVixkaXX8pb/Hp +5YNnG3zI9CuN/L+fVprLC7D9prWq3hSNvr6g+PkBAtzd+o9SuxRBHP+41u0D +AijJViokyhBE1YZ/LksToNpr7fTP0wnmjJ9rm7ovgNZ0ybQseYLdyzqrXJ4K +8Ht5tYyHEoFg78uTP74TwHCmveS2GkH0aq1aSo716Z1pk8GaBJK6AJ1qbSGe ++zaMz9EmGL9+xmmRuRCHK1zG4vUJNr/i2Di4CTEYyKXdTAnCa7imu5OFsFVR +E0nMCer+3lpcf06IjKoXQ2WWBB9SAq8kXBbCadbmD1rLCL4lq55ZzPo550/t +d83WBKkKYW8N6lhfh/QMxK0iqKyx2xL9VIgiyrvngy3Bslttef5vhfjh13mv +MuwIZu5oGWY+C7FN812Xiz1B8YdG7/fDQtyuyXsx6UBwI+RLmQ3rNYVdQR2l +zgSJuFY5IWF9prWgPcCNoNvqtMM8WU/8WTvUqulBsLLzqHkR60HN8KLmJi7B ++9KidRdUPBE2J7QpRkAwsZn7C816sv6xRcPiTQS1XrMTrmp5Yu7vTN27LQSa +et3hdTqeYLX76A8vguHE0rmOrJfbGyKqnXwILLMlcZasbxdGLns44UfgNDs4 +Por1b4L+WFVJIIFtRvMc8//em5sq7vsFExz5Qej8M9u22nOgQn0nwYysMPlK +tn/qvDV3GkIJNsxoCDzPjve++XtZVDjBjpWc7T3sfDb7HpZaRBAcWgjpRNbv +rFJK3uwm6D8r75fG+p5utSs+u4/AIyb8tBTrf4cDMkUOUQSFF3Zc71L1RLbx +44J/Ywi8iixaVBU98a0tKb/4IIHqVTuNMjlPcKKd8nwOEWR3eBdXSHvimsnM +y7OOEHytPFhlOCGEdEdz9uNkgqDpvb+NjAixNfZE1v5UAnXbT1OmYiHKFnpk +mp8geOjpkVXPeln+hcr5/jSCAvuJxKbXQjwwO3fW/g92P35rtZJpEEK9S3j6 +WwaBokvb4dUPhNiVMDutKJPA1b/R+lWpEPrdmakqOez5NEdMbTwvxN5Er6O1 +uQRjQzHV//1naLPUT9qbT2BhYL4mMFaI+COXE3qL2PMZ7Xmj7yuE4j45F78b +BN7aH40LuUJkhuyaNXiT4C/1ncq31glR7roqj7nN1ne5jvMaI7beVZ/V/UAR +7O8aVLfvFyBCZsWJ5BqCpcWVNvXNAki+ZgkV6th8PClY23SPzV93yKBGE8Gr +8VXZfNbPrtlS002fE+S8lXVNthGgO21H+41ONh8WGhl6JgIEJrSct+omaP2i +d2ulsgBxgedNbfoIBp7+kyAZ4KPUbImrxyeC5kVq2QPRfGhW+JzcM8Hm8+r2 +oMhLPORde+w5Pklws+VObPZBHpZkms89KMXg5F6n6M3sfeYc++3m0WkMipKt +FGOMeIhZn/bsojID95+lItNzuXjX9lD9kRGDbKUShcbjHDbXxn0OJgxCljWM +rw3h4HtZan7zQgY9kqMZHus50Ej3tO60YEDNs2s988UDTl5k09AKBh2u6+39 +qtxxY0jvopIbw/rHPcXW0g1HLx3x7XdncLd67EJGmysCefT8Ei4D6zu5j3V/ +c4XugwelGzcxKPzDoONuiQtS07bVH/dn8NVO70WUoTNCrC8MzzzAYJE5NvUP +boDhYXUnuasMKjs1f1X5ey2mVsYovrzGgF+X73lFfi1e0e87rl5nMHBu6ehW +Yxuc2lS+3eEWg+DcA69d+ashMeNFHnnAIP1cXcpUgTV6n6VlyzxnsEuhOSAj +yBL3kr4FPO9koDP/fF5u4iKcW+NjmtfN7tf8K7kvcszgmm95e10/A5Oum96D +3Sao3N/alPCZwX7VSPXCQ/pIt1iexhUz0Npfls27PQe/v8sSGDAMIp+tLFvy +URML3UIHqr8yaM+oMZhMUcKP0i+unPrGzm8rK+YMyeLNnTU7fccZ3BC2bBUf +m7J9sDNv8ZJJdj2DXLus48Q2Y678qETCQPfemZHKR4q2/wctqwym + "]]}, + Annotation[#, "Charting`Private`Tag$15181#1"]& ], + TagBox[ + {RGBColor[0.915, 0.3325, 0.2125], AbsoluteThickness[1.6], Opacity[1.], + LineBox[CompressedData[" +1:eJwU2nc8ld8fAHCSSJKMpCQrhK+QHT7WHQ+SMqIiRUQ0JFFEGVGRokIkGdkr +knlssveel3tdK5RISr/n99d9fV7n3DM+n/M8r/N+3St8+caZK9sYGBi+bWdg ++P+nwRV6Z+WsudYeQbnzD4WZKrbrHbg5zq8IhcUFPDefTVYcj4+K/cSvD1m1 +EWo7n61UGLb258fxm8H70xfRjyeM6Kz9evlLfnsw5rQ+Ohm0F40ee6wXyu8O +SsFstHIPYfSe91TQE/4A+Kv+5EGMsjy63/qm1qIkAM6utXOXl8gji8CJbaLn +A+HVmS1Ray0FxP7zlm9pbBBQC39F7tA/jjx7Ij0XDocAedva51dkJXQ6YsjZ +WDwM3p3q47h2XA09ZP0kEcIfCa7pgmERJ7SRFOlFcP7NSLg9/vLnMw9t1BV4 +Y3a4IRJ8Ix7Or+dqIzEmmQxZj1dgjVETDojpoPq/SbI9Xa9hhOIsYc2ki9h/ +vFY6/CwaXG5Wf1dO0kOF8ndek6eiYcf5QQ/HXj1kc9N0/ZZ6DGRlVV1cYNZH +OYt7imvpMZD4X2bfgr0+OkMP1nAmxEK0vy3l7QECihq9p1e49Q40x89mX7Yj +Ih0Bq6Qx83hoJZJowiFENHdOhZk1Kx7uKPwTFswmIsEFL7us/94DR9vljMaf +RHTDSfkIw8h72Ls6nVZ7n4Rqg5N7I1kSoGv/EQ+DtyS0P5Un6OjxBAi8zbNt +ewkJVdK+0848SYAXDK9UOX6SEJd9Tmqy6gf4sf1tjd0lMnLwF7RSt/8A8vkF +DC73yKj0Q+jO9ucf4Jgl1e39SzKyn7zm/Iv2AcgGzF+eVJLRF4bhA6FcidCj +nPNXq4+M2IUMmoW1EuFk03drgXkyKrSRlDF8lQiTtbcTT3FhiO3Bm5HxykQA +7kClJDEM2cTtCHVfSIS8k1MnDitjaMfI9GKcXhLo7Jg9FWSBoXObpu8UbiRB +NI8S4dYVDOUcqDFuiEkChTShB363MWRplZCzvJIEVxPzhneGYmhp2Iztw4Fk +YNU0t2h4g6EgG9YrpnrJUJNNqqpJwJDAZCna7pIMhr6KnVvpGPpkd+PA58hk +GGj20vb8hCEDmsgdx/JkcDKXaj9WiqGJq33t+2nJwGK3R+9INYbuzodINXGk +wJRnuqNlI4Y4rmsG3ldJAfNpZY6vrRhKXl4el7FNgXSBjN13uzCkcTtJfSw4 +BQp/Fete7sNQ98+zr57npQB/cffzJ4MYcvbctaw9lALGM+KjS8MYYtysMPi+ +7SMQdibsfzmKoSgft+RE6Y9Qd3RJ6dYYhmQZxBnMzT6CtdID2VA8rns0eG6H +z0fYkr7PSMP7X2AOLSxK/ghKEt2f7o9g6PtjbU6nto+wqXjcxHgIQyFsq84H +1vF2FtYZ634MCYV+rGs+nAoNd33C0rsxVLTnvJAPORXMJ30uK7ZjyPglx33Z +W6nwySgvYPMrhqg81b3j0amw6eYtwFCLIe83d+ReVKfClch/FrrlGOI+cPSp +7nwqTIjyOlYXYig9doT6gzsNbpJMAv2yMKR9OFw7WSMNXP/bXPJOwlB/gt5b +iytpEKvMO18Ug6HrYus/WcLSAH6aVMqHY2j7x3ST4s9pIMbIheYCMKSQuXeH +AGs6PCPxRxx0wdBX2TrbVrl0IM4GikbaYMg2z7P0gVU6zIog05MmGAr9PH5z +Mj0dqmYZyP7yGBJTi2h+2Z0O8vxGqwzCGCopJYrr/0mHJSMKZ9UeDNErs4ZT +TmaA9MC/VDb8/PrqXVK29MiAoeeeaq/6yWhfPc+LnfEZcGBqn719DRnpNd8n +uixngACj/7euKDJ614vlyUdkQoDf46FtJ8hIyfLvrqnSTGipbOWrFSajlqFc +h8jpTMgzrDNoZyGjjXE+gXWlLLh13jylvpOEzOaoQWUDWZAQnbJ4ypqE5l2i +J10ZsyGo86rLXS0SerRkpHFYKhsi0h5GLAmSUO7qp5WH97NhKVz/Te8oEe36 +9/ACSTAHfl4VL40wJaIop7M2MsQc0OvfFOCWIyKxHhnbvddzYDPnUvzKLiLS +Suu3Gy7PgVOf9EQ6qgioOO11YZFsLlSXMU7JiRPQoulCmWFbLggYxvT4dOkh +xZ39mlqUXLDfvVFyO1kP3auoqpBby4WqBO1jw3f1EMvRN5W8gnlw02R2iemg +HhLe0qkdd82Dhj3Mq5PndJF56pvm27vzoSatK5+5WhvFWj8ychDOB0VPL3rR +M21E4XJttVTKBzb16sPfLbTRDR/ddk3rfOAskbuwswdQyJnFLpasfLhlXffg +La8WKv+jO/TW6BM84pMNy7ipjo6c/kaveVoAN/5sZbK9U0AHfEnqjgkFkGwU +f7GUUwFxZr1/ylZUAL+Gklc6H8mj36ymsqcpBdB+bSBR74oc6qgsuj2mWghO +EW1lPiQZdE/u4dYvaiF0Pb3lGb9PFLXt4eGR1S6CoTfyZ+7k1lTUaLpe6TQv +gkWbUsXCpWGtL9fqP7tfKwLVnIzsLNdlrcQGT6vS10UQMWP7KfYjI3j6jr4j +LxbBb9KBl9e0uUBkKeWoXcwXOOZOmCi+LwJ329QgarUYXpzZGvQyUwAO2ULq +V9YS4BGv9ecfUICkULlnmwIlsJ2wfuS/88eh00hi0IZQAuwapYcTLiqCdDPP +7SOvS0CCk+h65pIyjDcspeSrlIK397+GOH118JC4dnLasBSc4yZPVpSrA/tj +2g9e21JgGfY+tF/5BKgRR7W9gktB184jxUlMAyJqm4ZgsBT+Hp9nFlvXBFJV +MkfrvTKw5fObYSrWhjEh4cKtsDIwckr/EPFNG9z9Ys/LJZbBKt/402RRHUiA +iNSI5jLwGUirxp7pwGa5n+45gXKYHOF+6nRWF3JKznvMlJdD3nn+Z1XdekA8 +0C/A34W376nLq2HQhxGvMzUGtHJwmrE5Lv+fPuxUwzizOSpgdE1CHAvQB7si +5XT3ixVgo3epGpMmAF/B3jFGRgTVmco2AeeJcOHZptn0PgTD+b8EXz0kwgd7 +anO9DAIN9w73yRQiyPAWFz+1RGD40a1DYokIuh62r3hzEZy6I2iJeZAg2NiA +/VcdAufY54k8r0nQKq7oPzSMwESfiY+rkASZ8/5f2pkqoVdISi9+mQTKsWdT +Io9VgofywiDNmgxWwS2TgeqVkFu1ZS1xlwze7jqH7hIq4bNJq/XL52SoMpKO +tDpfCQsOAf7T5WSYVn3fbuBQCX/ipHmbusmw4wjvLo1blRDLcOB3H50MRn+3 +Hgo+roQk7gs0O04Mrs/eLt/zshLcGwIiKSIYvOil/2KIq4TdbulTgYoY9GV1 +3ZjKrwQK+6ftquYYbESTMnrKK4H3pWYxwR4DgaAyWl1jJeh/P9Rzxw2DSzYp +1qljlWC6JGl+4hkGAQYHo6NnKyHTxGmo/Q0GKcrhPU9WK6GnUmF74AcMvoow +c3r/qwQha6475zIxWOC4Z+jKVgW2SKn/VCEGHJvfgmx4q6B7znXEvhwD+Rm7 +6lNCVfB4TV4ruhYDs+6Bv9rSVTDjnlC+0ISBBzqppqBcBXeigkQvdmAQnVHt +LqpTBam8ltrLPRiUvVHJ5TGqguoq9YX4AQzG/DPnmc9WQdq3bSzXhzFgvCks +sX4Jj/2VPM+NYiB24fVluksVCHSzHrsyhgGRvOvd4N0qmJe5IhKGx06KfoNN +j6pg7j+qSS/e/5nQT56y0CrY0dJbqT6CQTa7s0lWVBUYHFb2qxjEoPPX2NN3 +iVVQOPM5ybYPg9Vp04bn2VWw3F5sKNyFwb7Oxm0Pi6uA6mISw9CKgVq5ppZb +bRUo/1Yv36rH4EJavpddexUUdNPoBysxePBKotBsqAp6M1ysLL9gkPAwdplA +rQJF37AzBTkY1LrulVFZroIThMLDcikY0KyCHCU3q4DN5ht3y1sMdhI3P/Dv +qIbYcnpIcDgGMgo3x9j2VsPFnpWpKwEYGAtS+f8crAYTpe9P7e9icIvtnPmi +eDUkbTj9CHDC4DNFr6VdoxpkVd4tyBji54X8cCWUhI+n22G7/QQGa9kV+4zO +VAPru8woFikMVO6rXWp0rIYcpW+vIpgxsJz0CApyqwavrbXQQ9/J4EkqyND3 +qYZ1gZns3lEyfOE+tlb5shpKWKsFuvPJMODlctA3rhr65D27+WPJ8Gs8TVsz +tRr+BLwPehFABtVMsafF5dVgUD3CwGdKhmL9A0L59Gpwntn/6gWNBEPpZwk3 +f1TDBa2EU3e/kuA35ytn2a1quIPd/B6ZQQL10T2F6dw1kHFvdfq+KwlK7jAb +JGrVwM3nka956UQoS1m+HRlZA2x/u5fvFBNghF02+kx8DUSsvuC1CSfAH7dr +FZzpNfD9c01vuAMBNIHGGopqwMHje+YwJwEq+ofjAudqAA4pvZO11gfE2tDg +oV0LP9kMnx7s04WJ69sXFQ1rweBXVo/NB11g6NXh+mFeC8+O2NkwX9cF7YSy +Czeu1UKdAMbvz6QLlWr5K46va2E+KS/STUIHqp3jDlot1EIfZ8VzrzQt+DR7 +7ZrNWi20var5bKCqBUlX1UvtGOqA/+ebbK16TQh06D93nacOWh91CceOawD5 +8t4Yf4060L2gRAthPQHtVoH7s5/VQfUboUApZRUYIbvyMv1XD4Tj7h3lCrLw +U1xzT5ZrA5yVsDUss2dEWhTdhieeDRAt8TM8VngHCooj+171b4B7yx8vVoyy +oX08Zkui0Xj/yuiOF0e5kDLjtfaY2gZ41yW3wfDmIPIcjnoefLARDsoLMh0V +kkB/nq/usf/aCH+NugrMwxWRvuHvBp2eRohyST6of1AJPdvB4Hd4vBFuF14Y +9U5WQod8di0PrTaC8ZWgyZIiZaTlLNJxWugr3N8dbk/vUkW++ibhcPcriHKz +Vhyc0EDbNjI4Dx5pAmWB5zRWAV10sFX3BxxrAqT3vOuCsS5STBjstVdrAlJd +000JP110BWN5m32yCZYaj30/QNFFjdGXj+h6NEFy73kF03g9NOm6weLo1wQl +Xv/KFVv10G+d8LmnT5rgsppt7cPfekhmrjyn910TbFtJWLM01UfP1fnVnRqa +4OesyFj/X32UypErENbZBGsBHhwr+P2pkkL8lz/cBA9lL0RdO0VA35+41/5Z +wufTEPzn+46ALIbbjcP3N4NHjwP7DiUiEvAOsityaoYcePPmtS4JKZkcIo7c +boYoY48nOpdIyFisQJLxQTPorxkKa/qSkG/L5KLBy2aw7r5fJlJMQhQBTc+x +kmaQihu3CBcjo83l7nNMdc0wKvD6R6omGfHUOWtKtjeD8poI2mVBRkTXqG1u +U83wnPEee1YAGaWV/3jGzN4CF6U7OgwHyaj6xZMbUvtawFKgak/iAhkNXRE+ +c0qoBfy3hKzhH+49jlN80YotsOPmmd/6Ihg6QqFulGu1APPGHb0sBQxpffYe +oZBboHR/QailLoZu2qQnyFi3QLrdDzOPi7hHFHQCTju24N5/sT6D3+c/7Bhw +8LjVAjFmz2gxXvj9fOg69vZ+CxhwJVaHBeJ+ymaWqQxsAUPaMYUa3AcLj2I5 +qM9bYM1AclLlLe6Fs8dXdsa0gNvq4YcLuC8OSTd1yya1wJKA4dcJ3B/K/2w/ +m2a3QGyKnwfPZwwZnax8RPjSAuFv3iXZ4X6xe3v4lEp1C+R97SVv1GDo3uyD +g0dbWqCkJOd4L+6fcJWxmQN9LdCZsqy+3oahlEDNAvaJFvj5JUrtIu6nsu5Y +v63ZFsjmpe7ZjfuqS/iP0fKPFmCsNElkwP01e+M8P+VvC0RZvhpTw33GUFFC +7WZphYNFGXlfcL/tYz+QX7e3FUqsW/b64L6TOef1oOhgK0zX39gIwmPd1AGD +tCOtsD/U+Gof3t9yTYXv7bFWWHW5ZHcNH++G/pupZ2qtYC48uUrA5wt6uZbz +QK8VcviJMg74emInzL1vnmyFx2xkwRZ8vfmyheTLZ1vhkOXo9F3ce43ePLxm +l1pB/7x6vFMThsaabk8SrrXCfb+OWwm4937u785SudMKqjongw5XYIjdUeHe +Ud9W8FyP2jWN51Ok8AXxYEgrpD7tVVrKxv142mR8K7YVztYgu6FYDNnH52Qs +p7RC7u6a2ZKXGLq/yOFJyW0F2QEb/qnHGEoNaeWsr20FS2f5T7tuYqiiX2a0 +qK0VYtd0v7LbYajnyLO0tIFWcCmMm7Awx71cbaAbutAKgkeSEhtUMLSfM53D +d60VSo0viy1J4F622Tl8k6ENHsQGm1ziw9C53w23zXjawMrLLVRilYxukiW0 +iYJtkKUuFOs9SUaPXwexq0q2wTUbpjOCbWRUoEBIPqjRBkkd0zQsmYya/JJu +7Sa2wcN0hYWe52Q00cak9e9UG2wrMKJme5HR7mvVfRS7Nhgr9FQ+Y0hGDonA +mv60DebkJrY50UjIe+Vdz9tXbSAUXCD/oJmEImDrfWg83p/yengmh4Qqh8vU +bn1qg4selZWlHiTEz6N+TXW4DTzEVCu8/xBRS4BiW71UO8idyrwiNUtA6nua +t71QaocrzC2W5ZUElBp9SeW8djsMfC4vePOGgPyzw94vmbdDgEC3sKQe3n+A +7rb/YTucD7rhM/4Cf19Jx/E597dD2ktr6i8OPbTv83EjRUo7rGLPmD4N66IA +7Sa/rYV2mFgcPdD6URflpm+6Y4wd8NQYHZTU0kVPkeTY6L4O2J48P5Bup4N0 +Zx/l7tDtAH/vh3e3xAF5ybY1XSN1wLcTjT1i2Voo9zY/tcOoA7weXR0kKmoh +wa0c/rdnO4CgU7MzTFMTbXCNPjrm2gE/Km4oxOqfQLkaKuaWUR3AFGj3x1lS +BR0On99I+9YBj/+cmSxrlkEVl3zT8n90wJd9yQXS5dLI5ji3VemvDtjz2e9N +a5YUiu1T/9KyrRMqNIWpX59Jov2Hnngs7esEOc0N3Ye6YogrXfKHInRCwNWa +k0iCDzHXXllAzzuh3vdStQGVBZJebbxtjOyEH5IPqw+R2UHfMdSwM7oTJIba +ZvaYc8IjtsJ0SmInECfrGt8U8sCWyXYn5i+dwKY66vX7+iH4NfqBajDRCdop +fio+5yRgfn18rFeuC7yKrGpqWBThs+PzagPlLkg0qpneiFAEv36tFHSiC+TX +XO18DivBvqI41zRiF4wFmb20UlTGfXL+j/eFLugKFe+YMlOFmNU+frHgLkjS +NP8PXDXgin3Q36jQLlis2CMhsqABcj1Kk7sjusC1HuNgc9aE+k+RqetxXXBm +8290/2UtWHE7o9L8qQs+bBiI/BbVBvJKq5nbeBfUuLlEm37TAe5LPqoz011A +r1QxWRPThbEOGYELc11gXv4qYPOcLrjnPp0i/OwCnUdpfOJ1uhB/A3Pj39UN +MZJhq19f6IHz+C/zMM5uMNt32s+4Rg8UT6WqMe3rBhHlOm+JVT1okmVhXBTq +hvFBj/86TPVhbbH2eaVyN9y3/v2wnY0AVdbut5U0uuFx9vSDJmUCPGsVPZuu +0w1/j+aY7r5MAJGsR4KRRt2go7Ety/4zAU66aGc5Xu4GJZ+kGAULIuwfWQof +ccTnd/jvo743ESiG8e6nXbuh9a3Eo4gEInhKb5044dkNcfcTYiizREiaK23i +COuG9FvOz8VukeD6m1OizhHdIC4hSnMMJ4GK/tT9uqhuWJFr5qNlk6Apju0/ +78RueHnhG+/zWRJEGrwL7E/thtA7SetFzGSwWZcfU8juBsbh9jE+YTKsmFg9 +n/3SDQfnmeW8zMlQ8ndhRr+iG95Teqc8r5MhIN1P+31NNxRxFchlBpFh//bU +FYu2bijQvumWXkAGraI109qpbmirSty/sgMDVvsnmYdnu6Gml2nWkx+DLk5B +5vvfuoFa3loqK43BFWfCZ/mNbji52SUoYoSBLN8gR+gWXh/hS29tzmPwq8bF +kc7UA36VLD/qcQ88OxS5P56jB9TKnCz5cT9YNEnc+s3dA5d8FkO24b44fLf0 +qzl/D2jlC4/x4v6gi54SyRPsgUQu619nkjHI76DcYxfrAaH3a4+KszHw9vHo +djzaA1lu5GNYEe4vKTaZGtke+GCQX8iIMODsjwsQVOyBzZm3vZQ6DAb95Ue9 +1HqgXvyu+UIzBh/k6pR6tfD+E1XbBDsxcBm1DJPT74ELESz5d3sxUH6yQHuK +9cCtForWBu5BBhU/mDHugTdWW08/4B5smuKO0jXrAXGtff63cd9FhH9cjrPq +gfOuv3hccP9d0DyBbdj0gC8WqPYMj8Xn2hLM7HtgYCZnqRvvv/z68u8cpx7w +5H+gqYd7sERv7cyuGz3Qp8oqN4R7MGA5JMPBvQe0y/CbL+7Bk3GHtld74fOF +7jrv+38PGuRdOOSLt4vt7gzFPTixpl/oGdADr5wHHWobMEhPHNjdE9IDPheH +jESrMHA3cXE49rwHIvyDStKLMdD6+6/iSWQPpLBe/HYuDwOW9Ag+WnQPDNcv +/qeYikGHhcRNnfge6F+rrlN+h0EMU2ljbFIPHMtz22kXgYF9rrHwr7QeUD/+ +0rT4MV5/a4qXaQ7ePlvArH4fg6rPO6XZSvD8HVMyLLuIwRO7OP8rqAe8Ml7W +VpjgPueUH6ms7YGQ7Plbi9p4vZ0sQ++298DKl3a/TkG83vsWqF09PZCwrfjf +Y3YM7tf4askO9cC77acXXTbIwHHo49L0dA9k3KmOqe0gg7aF/+jUbA/88eSa +zy8jg9vzi82Ubz2w2K6nvviRDH2M+z9O/OqBc2MMKmRvMryjBduMsPfCZv09 +tzQBMnQcvmI0vLcXLPI8bHYykWGblY760L5eCPttHl5CJ4FD8wbvgFAvZEq4 +NnLnk0A217m1W7EXjP09cos0SGA7SyztUuuFtl+87UWHSPBSRDStU6sXeAik +L3u2iLAWORzQTu6F9MZnwU1lRKjwMtJovtALBh1fvIMUiHBSTzajOgCf/91G +28Y/fXjgzRZdFdILalK19Qt9+pBbSAuqDOuFx2ZL/OQsfeCRjL9cEdULCUaN +LzUs9XFvch4oyewFLunyLa2PeuDStxKc14PPd2N7W6OULjxzKnR4L9YHNy4V +ejonasKcdlbwLqk+MLCPIAyIawJpf3K6x7E++LHGG2yUpgHbGiK/Gan3QXvC +qrZVxgnwEnP32DjVB3va/+28n6QGDuMKQWfu90H95RHJwutKoGOem7y9qw8o +jjv5+XYchTXtjOmrvv2wePuB6HduflSWNP/2bkA/nFe8JPRS/yB6xCpjGhTS +D1XFu2od3A8hjo7MqsSIfhA0giuf6UJI/GL2u7GP/VC7i+fmSziCLHzyLM06 ++uFTl0NIZOt/qLC4qAWEB6B65phYGb8Kunfol7+x+ACc3hEb2fVGBWk/VD1h +LT0Ale123Gq8qqiFXJx2T2kAPl19kzSzWw1N95cEFWIDcPu4k4DDmjriWSvX +lnYbAHWfzuPd77XQkNXWutrdAaAHJltrcwF6X66VQ/YeAHGGfZ11jwDJBKJD +DkEDYKgdCUFy2kifp+r3+5gBWA+PdePbqYPcFWoL9tUMQOeorB/LB13koCj0 +/kXjAHx9dni4vU8XWSp7P2VvGwCxbn+dH2x66IS64uVtgwPwM0+PR/+WHtqm +m7Tn27cBsLv5/uSokj5a1WPYvLo6gD/vPFYnr+gjKuECbWpjAMaOtLaxReqj +RoynfHD7IOi6KMQ4LuF+PB3gXHdgEC5wjbn7xBGQn+mEubbQIBzxknD5r4GA +3Mw1dEqPDMKO/v8+CS7jXrRa5cuTG4Qw7l1xCHAvXrKviyUOAk9itUFvLxFx +2FXm8hkNgqmn6V+nDSJiuCIQ+/L0IAS3qwYpCZDQ1NUet+ALg+Cgr3fR5SIJ +pd/UF3J3G4TkiKUXaiMkFOv2ftfS3UFwYe2SurJBQqHuf9acfAbBnJ42UMGL +35c9C1ovBg/Cg9u+0b/w++3le5zFQ6GD0H03t7PvChmZebskmUcMQl3fSafx +B2Sk4id23/DdIGD7rE+7ZJOR5CM/h/rEQZD47c64VEtGBwJGTuukDUK9t2lH +1BAZbT2OlFQpGIS0m/zDNkwYWg5Z5s4vHgSqzd88r30Ymnxq9E8GDULxwazR +L5IYqn2+vU+kaRDoDdTSBAMMfX5hWxXXPghlzIEEg3O4JyLKMvf3DsJgn3gX +jxOGYl7tj4oYwuc/Tp5guIuhp2/c/Tkm8Hqc2La2OwBD3tEd10OogzBlx5Fw +Avfl9bcy57bPD8IdmyaPENyXtnHBBN/lQaitOMGznoyhM/HTcr9/DkKKNbdg +QA6G9BO0Be5sDoKHZ6623BcMKSXGsiwzDIFtqKjcJsKQePKv7847huDEqlzq +dD3ulY9mY9RdQ7B13NRloQVDbGm5X233DkE2TzmJqwtDf9LZC4f3DUG+6/nd +Fn0Y+pZ59b2FwBD45fa9KRrE0Hh27dNO4SGIPBb5VRn3X8fi9gUFiSHomtji +aMN9WClDMIqUGQJS2AbTU9yPudcCM3/KD8EeJ+yDKx6/T69jP6syBBkutLk7 +eP/wWWbXLxpD0G+xSU0cxtBDSWIrv+4QxFymflgfwJCbY9B/90lDEFt/XPVW +L4Yup9SHjhgNQdlaSg1nJ54P6o5vmmeGYD31mHNfM4b0xEjG8WeHIC5u8Wx1 +HYYU7R5nM1gPwaKUbGUP7kexDw0cly8PAd8z59HdRRjimWS5UeM4BHk/CCuu +uB+ZhcjtYq5DUHrpqf5P3PO0uMbnM3eHoC1Pdfnecwz1jbAuk32GQLSD9tfL +H0MNBzGT9EdD8OR2YGGCB17/6K+crqFDIG9/atgFPw9RAztvtb0cgmqhpyp7 +DTEUwmfQeSxqCAodO/gn1DHk/KrpxfcPQ2C8JhTz7/9e7GH7bpqK18ckxOY0 +M4YMuQ3PFGYNQdXHjJ/tK2Qk86KZy/PLEPR+e6Fk0UhGi89aIv62DoFAxoO8 +mGtkNNbMvmrTPQS+efbhDmfIqI3tpFnlwBBEyPBJXlElo+zgVh7/qSEYxaH+ +lxF/vgLaXrFuDAGzmveXoqckZFvDsea0NQSGHjV9Ci4kdHrbKYtmpmG45F+t +TzckIQW/9n1hHMNgyRBquWMnCa3e73jDLTYMcoJdtbL3iGi6hPOX+9FhmD1w +I+qtGRH1bphY9skOw2vTxz8MZYno893O/dFqw3D8d7Gp9zgBed7uihY89f/+ +lrHaagS06dzz9ui9YZhY6F990ayHzJStX8j6DsP6T/bpI+/0UCYjLeh4wDDk +VR8vPnpTD9lErd/SDMPHZw23DeLSQ1V1B8inPwyD40WrV8Umuuix0KVVz6Zh +MF7JYNcv0EbcfYtGjQdGIPNXmO1BgjpySfDQbT08Ah92qK8sNKuhWpd/Kl1i +I9B5aGk74xk15MG0V3REdgS6tvEVb51XRYNyihtLuiMQdGX25SdHZRT/9F4y +37UReNUke/C/SwpIWodly6F0BBSkmVIFF0Vxv2ZIDFSOQEztvfNO1SJIkcfk +NFY/Ahc6Rri53ggjjZmoJOnOEbA7GrNm6COIjEOlDJdpI7BXU5FzZg8vchs8 +GeXFNQq+A9Up7FUTFcW3IhWeOY0CPUBRm3FMGLSGVS/8vT4Kwntc9x3fKQrV ++qOB191HIfuueVjlcTFo4hMfNPEdhUOMgcL1QeIwUl7ky/tqFKoKf12xE5UG +BrbhlneVozBy5MmNQ3wKQPog7JjHNwaf7Yg8HonqoBjFIV4vMAZmpWP5VQIn +QChsc3pIeAxe5sxo6rw6Ab+9ei9vlxmDNuT4o9VfA7JOh9ic1R6DqvbHsmUW +WsDNuGL+9+oYEHnnf3jRtYFhfZSH6/oYnG77GLtySAcWFpq6xW+PgSqXwnX6 +GR2oH0g6beIzBhLsI2YnS3XAK9fyZOKLMdgnvxnyNVAXxi9W6mMlY/C6Rylc +j0EfWsyzmGzQGDTt+hC9KaMPXwxjqt1qxyAzcKzuoJU+vFRx145tGwOjr2Xn +nufoA2GPpMYSZQyUfjJrC5kTQIGZd5OJPgbctXS2NW8CCG4yluxfHIPnall8 +UkkE+EUbVtFdH4POHScvpi4TIKPi+fFXu8YhNnVf+NhDIkQVeH9P4xwHsTZh +hcdJRNxTTnkVvONgWHjySmA9EWxe6x2jHx4H4ZnogAesJNh7fV3qhOI40HZP +zpIDSLBlNz17Sm0cHnfPKvonkGDOqjPVXmschgQH3u+qIEEtIUM8jDwOZeMv +A5l+kuDuoYsikxfGQUbC4rTXOTJcNpGzGLk0Dsw3PgRG3yLj907GJ/0O43Cu +Vn+aNZgM4rOJK603x2GUbBXblU8GLoE7R77eGYd3N7QrpRvI8NeYaFV7bxwE +z9xM7BwiQ08BvbIkYBwC1Y+5MzJgUDlTvFoYMg6HI7+YPdmLQcaBp5J5YeOg +MR80ZC2CwSO//8I/Ro3DgM9/qxQdDK5/2qr5EDcOmqz/EiPw+7wVrX097sM4 +vIznkA+1wUDOyO1iZOY4NKblm1p5YiDgqxfxPG8c/nmnyErj/mPJ52l48nkc +ftjF3tJ/jsH3aervwNJxyM/FWpKiMRjjK5J9WImvzz7uh2Ei7i2D4MvedePw +x7g6QS0Tg0Ifq9d3m/D1sgi/di3A4H2uVJNb+zgUV1x6NVOKe3Nq869rzzgk +L7k6fazGwHNfq7zT4DjwTd2azGzEwA57d8V+bBy6ucY613E/GXvfiL44NQ62 +9ld5gnFfqedot56jj8Oq5u5ga9xf4pS9jBaL42B+h3OvJ+6zvbxTiqe/j4Pn +/q2oftyDf0gFV43Wx2FtTwaHN+47+r3AWNIfPD9vlRz+//vgnIX01QSGCXiY +whwdgce2y9zbDjNNwN3fLck78Lgv5M/bWOYJqCE8Dq/APWgoSlU6wDoBEgz3 +LpcO4fUpa21/wzYBNyUUpf724z61+OzEu3sCJPtCN/17MMhcescUsWcCGAo+ +Lp3qwEAk5HEcJ9cE7NGeE7uEezdK5KZKGM8EdK1uR0W4hznKLDt38U3ANuIi +zRT3coC5zrUQ/gnAPEeblL5gsPHtKDOLwAR0nzF9Z52L1zuYKz5AcALq0zli +mj9iMC28qbpNeAI+N+7544v7sMOsxeXvkQlQ2yvAXB6Ce/xbwY77khNQ/tRK +l/gAg7LHce9/SU1A7n+aXHxuGHwsud7z49gEiLWj9vCz+PkwO3v9lsIE3J/X +8VHHMHi5CKxLihPQ8EdK8z91DB4I7dWYU5uAwDOzmUv8GKwWb/Q6akzAYuUm +oZIVA2dTyg2q1gT0TdBrhtfIYB70KXFCbwI6vsh7/cR9KLNgvqv/5ATcXnys +UIP774uZEXpiMgEUixIxJnsy6JXr3tYynQDEmeJy24AM58KODSdbTgDLRa5r +dB4yhMjtzHC3m4A3VYnxmu9JwBP9z0bSYQLslW49439IgveMa1wjVycgsmPx +3H+XSPCli3JP7/oEzLojCsNhEtDcywy4vCag9g/DuscLIriN5m/V3cfPAz3p +oLwLEf4S0vK9HkzAx4qoszJEIvDwvT4w6T8Bj2OCpObXCaBXfGMuJ2wCGN0n +ZHPOEOD9X5EnJ5Mm4CuTm9Uzmh7IOPBrMX6cgH9O24/+LdSDorY93wvSJkCu +w1W8PkAP2uL/WAnkTIDOo8sajkJ68Fen7+h88QTs4AjcxmuiC+eCQr4Gt+Pt +/zFVpr3UBu49y6y1vydgYW3ghpC9GnSVP3mM/Z2AzifD6ttmVeGly5Ed7f8m +4NARDlNpV1XgajrHNLR9EqI+CH29dFsFuALr/i5xTAJ7U9qDurtKwLkZ8/2g +6CTMyMk4JNvJA/sMYeS24SQUzimJ89YJw3b0Nkc0dhKa5Q6dZycLoyENffL4 +u0lI7RKTHXAXQTklCxMxCZMQtLWow5Qgis591uTi+jgJ85wES+P1Iygva9yd +IX8S7t5I6HgbI4VsYkXVRxsmAZTuHkkalEeKB1q6opomQW3JainlqgLaGeV+ +zax1EvZ3y9rvXFdABRF1sc1dk3BLnvJjcK8i2vXU8V/x6CRcici7LQrK6ItX +Ru3rH5Mg5SY3re6ujsLWTa3PrE3C+/CERwzr6sjuzp+fuzcm4fnTvaRhzxOI +49ZJicCtSRB4JvOuwksDXbm6FHJ7JwW0pY8PV9/QQlxnj58yOUyBy3kFPsE8 +OojeMzyzS4QCx6LY+yNP6qDyMwF+DWIU8DxX5c0WpIOuGvfmaUlRYGHdl0nq +pw6qINzl+U+JAhY+V/2YW3TRNcXSwZ2GFEDU7fKx5/RRZUdv5peTFOBwH4gN +CdZHvK7Lvo4mFLj4fCG9qVAfoeQj4nXmFPDbx1irw0FA3Hzhbn62FHi9uFA/ +/JmArn5KJxyzo4CI9qvfmvj9rfxU3f6xKxTYtycrgr6DiByDf1ecuEYBXoUz +jXvx+1/phv2u9TsU0CDZmrygEhHna9+xZE8KXPJ4EcPNSkJXFGLyzO5TIGzp +eljPURLac639bL4fBbY1yrJzXCMhuxG1JNenFEjb2fBTZ5qEvnia3RUIo8Cb +P8rrbxnIaDfvDYPmcArQ4lm8ZQTIqOhk0rLkawqs+497LpqQ0S7EoTn9ngJO +w0qR/blkZHv+KGdEIgWskF1/az0ZFa7rTemkUKCrQElwdZiMLsp5hcRnUKBu +t8d6K+7BgpaIC8bZFIgNtD7hh3twp1P2sb+5FPhxjEa9iHvwU8JU77nP+Pr2 +xh9KxjDEqrWVurOYAoNzgRE7rTBkPbTf+0spBd5eDtCJdsRQvsfxU44VeD2S +bbJM72CIhdtYZF8VXj/OfjvVRxi6kHP1Z20NBdh/5f0ihmEoz9C/8XY9BToU +inf4RmNoBz3urchXCphdR8cmEjF0PuDL9c5mCmTrJQo4Z+HeEurW8WujwFnu +Mz4Cn3HPlC/yHOvEz0NyE+t6Oe4LK1b6aDder7DDPhu1GMr5KVL6rA/f/1mv +eFHcT9tfaoadGKTA45v7Ne50YMhK1vLS3DAFzo1YiH/rwVB2k5ti9BgFHDLT +VMNwnzE5hrKQJykwpvbBzBz3myVT6tDaFAWCjyxd1sN9lxVfnZVMo4D3QWtT +S9x/2zRG/cxmKcB/vl8gEo/PDqybMi1QAGO6Wr6G989055LI/4bXT0RV3Q/3 +JePe/37brlCgIPR5vNwQhiyySK17VvF8u/cwsPZjKAO7/L5ijQLlNU88d3Tj +3pMR1oINCnzr9AgJasNQBcfEMNrExxt0FDX4iiHSyjsv7S0KxOXFuJyuwf3a +bc1XxTAF8TcywmPL8P1+FijUYZoC9f8iK6ULMUSJGj5TzTwFvu8zFP5lYmjV +2iqshm0KLAQed96OwZCP9n4Z/d1TIDP3JZAX9/sO0f6vtXumQOHgypM/uO/5 +6WbM9TxTMBj6o/Pt/39vbuJOJPJNwcj5ujqzixiSyerSbuCfgvAXH6+bncaQ +lpuJd6PgFMzLTvscPY770mzPAUx4CjLSwyr/iWDIRKWt6KvoFFx1nbopyIV7 ++I/hjybJKRCrH2VX+UZG82NsLwylp6DEpWhLHj/P7lVfZVv+m4JShljnuw1k +9DiI5NyqMAXXH//7ORVHRpxOO1iNlaZgalSQwB5MRjGGdcltKlNAh4euD2+R +USan3mS7Br7/9ZRJM10y6ojRsuwi4vs7Vhj1aZiErHz+/jyDTcHMW61280oS +olwsi+g2nIK65ccvDJJwH4qpt/eYTEGakM+KrDMJ8ecoEfvPTYFchF3J70Ui ++vBideqs9RTu4WcN5FYiknH/9HDg4hQ0DNw8tZxBRFpq8uWD9lMg9Vr9wylH +IrpcI6M4cn0KLijZCV7rI6D55PnOC7emwOyrf/r7XAJyD06/MXp7Cirqj3eo +PCGgxyclM8Y8p8Bes8r4+QkCyuwXFZl8NAXPR0LHt73RRz/nD3DSXk8B902v +VlYFPRQZN9MQGz0FH+Nl7k9t6aLjpwp8TWOnQHn7EtPBZl10K//kUmXCFOgE +M8R/vKSLFj392t5mTsE2jeGVq491EJWZ9ux09RR8fpl53uo6oN7DeTvLF/H9 +Oaxo3rimgtw7fapuL0/Bayx9uW9KGXH7G3hJ/ZiCfroQ+73zyug0bYr+5tcU +3FI17wggK6HWzH2NbkzToH7M5LjsgeOoTs07SJJ/GvZ9XeebhP9QoSmJKVJ/ +Gp7NMXVXXeBFwYZfAgVI07CCyvafOsqNLugdZU3GpqHL+fC60U9OtO34rt2f +jadBLdV3/gvfTmTM1b5vwBIf7/ZIXkPqYgW9w0JKwHUams7uV/j7fRccMHY4 +nfRqGn53h/0uuC0Ji4T+bpmoafBtCE11CjoKlZpki8KYaUhs/Wd8MUoKHP6T +Ol8fPw0L91ofLhbLwCf2b/b0tGnQ4/154byXHBg13/GUqZgGPoc7BhwxiuBL +DowvoOHt/YsVbrYa0GVz9YLc7DToJjIZcvVogNgdQ/7M+WnYEs7xoxA1oSlh +b0TiMv79kBwWVikt4NmMC3r5exrs/DYzOWgAqVmfXW9yUOGcReYhmWgd+F0T +LbXASYVSbrab9c06cHLIe8aRmwqnQ3JrJ/7qwPcdepcu7qdCch9f/3NbXdCw +bTczFqFCm23PobzDetDBRT8ho0wFKfORiAF/fRA52vzroyoVGAN9znVl6cMd +yC4UPUGFlNskR5V+fTjg4n7soDYV3E5k52pJEsC+jkGUzYAKXjXtPiI1BPg8 +PDUeaISPf7Sw24JOgJ3f62MZT1Gh4Pnn6EV2ImQLhu7bMKWCeS/VWsuMCL/u +8rPRrang+Wlt/+lhIhiE/am3s6UC3f+biM8mEeKSxv3HL1PhOTM/hekgCXQ7 +k//2OVLBbqF445AlCZ5JKazU3aLCoOkk3aWJBGPavNk67lTIlWjqs6CSQP7s +L+dyDyqszjDRI/+RoM+/YrrgPhVIyDiITYEMwqMGA4mBVEiVl9ZuDCPDk+oT +OebBVGhw5Dy+K4UM3z/KBLE8pULUk6fOPmVkqHbjULwWTgXCvbHCBRoZpCz/ +sR2KoMLVwAuX6b/JEKG5PNn2igpMo40BnBwY2LN2PVd4SwUdrSdpU/IYtCxW +O0zHUaFM1tc7VBcDpe5Pmq/fUyFIN9Ph0hkM3n1J4iEnUiEkmpVicwmDHe9e +zW8kU4FbOfFG4A3cI/5B1RmpVJg89vFNjzcG/VfvRltnUKEx/eKsIe6P1ONW +pKpcKlD2djrnxWPAyW8gePsTFaYnJ0bepWHgtaX+U+wzFbK0rf7m52NAmZJu +6ftCBcNKS9/FEgwMvgokBpdS4UaH3CFj3I/52bvvqVdQwZv9alQP7scDkVsm +C5VUiDcqK/Zrw33stSTxrgbPt5fY6TPdGMzbTGydqqcCi1iXEoZ7zUy/s5fx +KxUYRhWIV3DPlR2tzvzUTAUz0xXHFNx7Yns++V9powKPwtpjdtyDz1YTz/F1 +UsG4+mrMGzxeHYyU/9qN5/dUTgwJj61RIOv9PirsMb7xVAD3Zn2Sx7jMIBW6 +CaEe+3CPyj5x/Dw2TIULPjKuSgMYvL5hGRo+RoWTTtmPvXAv/jPD7HUn8XyN +5lEp7RhcVVc/sTpFhbxtXNm3mnDPHZbmSqFR4QMblUO8FgNVZoHZs7NUeJF5 +T5OhHPf2HHvlzgUq3LE958FQiAFrx9/Xpd+okGSj81cc9/mtwm+uritUOH5Z +6JD7BwyGYsb1D69S4YwsvyT9DQa6fh0HO9fw89p3/67/MwzSr1R9f7SBx801 +14h+GHAZ5n9V/IOfx9RIF/nbGNyTS3xP26KCYv1nuv4VDKZ4I+9GMdKgPZzb +4qEFBgUTd4782UGDzNjcfx7KuCfrHf5k7aSBQoe+ofwRDAIzznZfZKdB6tv8 +lH3cGFh4qD2s2UuDa0EXN+wXyFBxXsryDg8NfjAYqrb3k0Fc5+AxCT4arH23 +3udYTYb1XX9HngjQYCKN5ZnIKzLYrix+0jhMg7iWnx9IPmRo7Bt78k2YBlbu +WWfjcE9GJVSqnpHA20+0TI/KkUFdJSCSX4EGV7sOcbcg/Pm7zK8cp0iDOyHt +um8TSXA7LLtfSIUGqif4jpUFkSCTOnBAUoMGlw9XvFozIIFg5H8JykQa0BTY +BByaiVCCqnVLyDTgSCkJHU4jwtn5s9OahjTY0BRYTHtMhHDdRxIEE3x+je3O +5jpE2LbSl2V6jgbu7twHtmcR4J2Ay6n+CzQIEOV+ZR1EgBNkxpVzF2kQcTvq +8v6LBHCPl1a8bE+DaeUi388cBKCd9Cu5eZ0GfsK7gwsd9KE5/WhD6CMa2HSV +OnX/1oWrfRVX9wbSwHr7i+vdTbqwfZsZ26vHNBhhbJ8jx+iCltWDk7HPaPDf +Ysd0tIou5LJ0d6e/pkFrZP+vzWs6EGnvPdGQToNvlpLJB+8BXBBs32DspoHD +uYHT3HyqwMHvVljaSwOfzQ4R2nMVqOLmvXVngAYuLdI9CywqIL7zPJ0+SoOk +3enE1J9KsPSD1tdOx/MDwRSrxuPw6OvWp7gtGgho7bKKj5OFVHfZ62pSM8Di +4i6nsnM/nLvRefSHzAwstFpVtWTwwm5nd2rmsRmAtvuRKSe5we1iyQUhpRmw +dOmS+C64G04YEA1ZtGfgFqOiur3KqlbbYRvJXvMZkB+L/zS3vAv9bAql3Hw4 +A1dX9N9+qTyKRnb1Xv3jPwNGOtJMTd1SqNpIYOlx0AzcFXpUx0mTRuFt6Zvv +ns7Ai2ceDIKsskiqq4Gn9dUMhC4OiWUIySObQUbS0fQZeLPjcleKthLSP4C1 +FmTOQILD+tU/VUpI+ny4qXbODOzcRUjO0lVGv0YEbc8WzIAC6/Mpbl0V9HLi +hFdgxQzMicRcDlJVQ/UzdzImu2YgMXo4soVBE2VKlsu79s7AvuVH3kIemijC +afuXX/0z4Hyje+DVnCaynX9Zu2d0Blq0TFT6O7TQ7285o5ozM7Cot7wlhWmj +Y2uze2I2Z+Di1Bnt4z900D4V+ddHtmbgka6ziYi4Lvpz11Mgj4EOQjV15GBL +XdS0seNoIzMdTq68ZvpUqovs/4rqru2hw/rfo9vO39dDUdtt3M+I0eFBf7RE +xZg+2rLjU+oUp8PY0MuaDywEZF/T8fPUUTpQSe9zvh0jILlHendPytKB6d/O +uaIHBNT4T/IeWZUOcUyZf5Z5iEj2IkW9QR0f/3jlnhVVIoqseLtJ0KSDNJNG +06kLRGTrw+Gjp0sH29etykcSiGj99w9fLSM6nLZ33+QRJaEL57K0y43psPRx +h8qSDglVFzswapymQ4YK82shWxIK8xx8pGZBh/dT6haBMSQkvlYRqGhLh1EW +zn3aLGT0zNyT+OkyHfZNST8qEyKj7wXyLApX6MDhyl4ZokZGFbeTgo8500G1 +pJXK7URGFishT6Xc6dDyLeZyDyKjMhM9ozQPOpBvedfUdpORSO4fdkkvOizo +EygMM2T07fqNsCMP6KAnu0fu3C4MmbVJnkryw9fLLnHWQwBDJf9R9oj606HL +4LzMiAyGAhfMXggF0yH3JgebvyGG5gw5zsQ/oUOrEKNiDe5Zk4wGLsFQfD7O +LWND3LOf2R52xz6nQ9i++l8H3DEk4KweefAlHaaPmffI+2Ho0dcfZjGRdCgS +ooY8f4ohumQWL/8bOtC+L9Uff437eubwm32xdOj8kPXROA1DB0iDZ1+9o8O8 +dnplbR6G/FJe7udJoIOOXLGhXzGGaMxGgy8T6fBitZDzYSWGjK4wx+xNocOa +aONIfT3u69qKc+GpdGAfsH90ugVD+8U8D+7JoMOHX6cGhTox9MBffiQ0C9/P +xbgKxV4MTVPmYtlzce305/GE4p410E2yfppPB79lvZqjuGdzE6wF2Qrp8Dn/ +QhHb//8vy8g3HlxEhwlxy6ljuF+9bTviWUrw+hZTtaLxmIJCbIPK6NB3l7WB +iMfkw3rCzIgOFmJ8D1Tx72c/+DPpX4XnR7zs2nV8fO6xwg/baukQZfYzlo7P +H8bu41NUT4dkk+rFs/j62E7oW7p8pQMWejB8Dvd4kNOu48ItdODt6Ep7j3t9 +W1TX7r42Ouxu4L16rw7fX300/UknHZqCXP7drcDQ71XbGuihQ+HXoozozxjy +EJV8t9pHB89l2dzxLAx9P73kmTZIB0qN9VmDJAxd9/tsajNCh12/hH8MRuP1 +z/aR5R6nw6+bqSNhYRhyGNXf2ThJh0mys7vTIwxN7mKf9p7G1xN1VMT5DoYu +qHdXyM/QwWdr0ewFfj4GrsZE02bpYLzE4D9uiXu7TvKUyRId7G46tX1Xxeu3 +unSU+TsdBg09/nyRwFCjSNH2klU6WMmqkFJ5MYR8CSWiv+mwWUZI3L5ERurZ +7K8G/tDhTn7KltsQGX0e6b4R+o8OnFr9bLvryChb7fKR9e2z8O7oNF/DGzKS +unqUIZNlFqbifN/Sfcko5fXykC3bLPyin+9VdSSjuB8Pwpv2zIKXtUXF1eP4 +85j1djPuwCwwV5VLHa4mIdaRy31nDs3Cwt6s1bZEEgpgk8pjEZoF0bS9rQUB +JHTf8YvDrSOzcDQ8r09cn4SchXs79eVmQdJ7jaGmmIhop2IzNxRmoetwQ7XO +K9yvD+weZyvN4u9PjZh/N4jIanhFY/+JWVA8EB2iKUpE5FccqfMEfD7igyaa +HwHV1vQ+ek+eBY4hd5dHFgSk/T3W2txwFmq3rdU7ShOQyilpbmQyCy6hD1x4 +u/WR+E7yg5fnZ2GHh6ia+AF9xOzz0EztFp6P+pilB8G6qGBlYQPdnoUieYrV +lgX+fnWwjCd6zILAE3ejn2K6qPbUsTnT+7NgI5wefwrpoACRUd/rgXh+uHZk +ji9qo+2NqhmJ0bPQeP6rUJijFtrGvczIUT0Lo7+eCbmMKCOGNJscCtccNEt3 +503z7Uf1C/3X43nn4P2Jth8TRbzomdxp2Qv75yDkvur1w2e5Ed8XvazeQ3Mw +tJd20UViN5JtkMxolJwDxoDSRZLgasUF6veUbK05MEmb57orwQ7Fwo/f3XOe +g9Ott05aUY7CgysMNiquc/D1h8dDTjZp0E/zOrR6Yw7sb7dfH5aTgQ45l1jX +O3MgvcaoFXBfFvA3d4yt3xzkqXOxMT+Sh302B18TX8/Bh9jTO5MXlMAtJieU +q3oOTI+GRHIf1YKiPzGPq2vngJvy7cSrD1rwxybooVvDHMCK/AjPQYDHotZ3 +ulrm4NYV0QO+27UhNpPN+mX/HJTUph/fsaANdRVXZLgW5+C7rw7TTLwusAmf +Fq9emoNzYWXxn7p1wcRfQ8jt+xxMuGSlTe7QgyESN0/X+hwsii4bn7+mB986 +KjdfbJsHmiuB9Y2MPuyfOti8d/88FJ84FdIdRgBrAktd1YF5iNl2qO9XEQE+ +fPxecevQPDwMP6/kOEEAGZev+Z0i81BVyjvOf4wIOj89Yl78Nw+5gY1Cn2qI +EHT2cqSO3DyQIp/u/0sjQkvxybAVhXkQvRAqFbSTBBYPxB6dVp2H62Tp/aeN +SODM0uW0V28eajydRjMaSZDjVG5XRZiHFw7BWh24J1ebU61vkefh93DMWelt +ZPAN9z3deXIeOGe+/XmoSoba786GD03mwcQ84H8V3Hk0FvsbAHAhu0QSEmXL +ni1r9fTyer1DKSlkKaJylci+tluiQrJLsuUKIRUVX7LekLJFpH7piuadmVyR +q+Q398/vOd/zzPPM85z5ns+ZM4OiDrBB6JCjlZ4DDkHCbaVlp9hwS0bbNNUZ +h9iH77KzctkwGiVtwHDFYf42Je5Sywb5CR7tWXcc2gVN4m272FBW+G6zvRcO +oReWrj2bZQPB2yG76gQOfKpnm01WY6B/skayxgcHzrKC8eQGDBo1EwTEz+DA +SNt5odEMA6PBDb03A+j9OzSyxzEMqqPvpUoG4WB4pO+whTMG6irGjhkhOMge +vOdM0r4o7O2QlQ7HoQuP0fsYSHsi1PFDdiQOkVZBsRvOY5AuP1W0MQaHl4m/ +l9ISMUjwX62tcAmHP6ZDVlxob66STp8tuELHfyOzUFxG+6VZ+bFiPF1PYed7 +/Rracz51kcVXcdCQ7g3jbcDAT5wJqtdwqBMcT5RpxmCqYYCn7AYOAuIik2c7 +MPA45tWlnorDjdXj9qI9GIwKzV27n4aDib1BFf4agwMPL9lrZ9DxN3kNigxh +0O0qIfUgCwdLl62lAbT/mLyF73Rz6fnKuie0gfZhU4XendrbOEi3h5ErtD+N +D7V4GRbgMFaTZalJ+7J6eb/a40Ic3C6Er6LPO9Ao/cgxLsGheeIfZYxeF9kF +1DTcw0FPwb7anPan3I+VEPNyHNZvtbkfQMfPuJNs1liBQ7wRtxJ93oEYW2Fl +1wMc+BOENArp/BK+VbU21+Dg1eUxkv8GA+7sXQkWdThMnDhjO0HXF8V4taft +MQ4VjfylHp30/ZpxF2c14JAlcWqtagvt/5vEUOczHBQCoF6H9voXs5gcrAmH +Ece015G05z0mRY52N+NgZj2WKlRO+zMpT2lvKw69St9MJwowcDDUmn7VjsPP +U6IiCxkY9Iw/q9jfhYPBvr79B2iPsmJtz/a/pPufpes4R3sUaY9tP9iLw8ng +BP/RYAxqzy01OfXjsG7JmBXqgoHm1sTLo4M4fLwz36a9B4PiPhm261scSqwC +3mnuxCBzs+mbI+M4cKv8L25ZDoPoF2GTx6dw6NQ5acY7yIZ5X/6yL9M4fF+J +yV9GbDizLvP0HzgO3lf/ymPcZ4On9+P5099w8BgX7L1/ng0svnn+4CUcmqLd +P8puZkNz1ZWe+V84RH/sGorkY4Opk2Rq2Aodv3/NIw2ONWiVGchG8XLgwJFs +05hH1iBuE6h1aQ0HNtYkVfLstoaCFjFhM3EOOM+dDHOQtwZd08qZ2XUckAMh +4fGfLLBTmy71lOGA0DHMLK+OBYl8R7YwlDlwJNxteEmOBbytmBSXGQfKFdN2 +Ob1kQprZl+9PdnCg2NhJpTePCYq1Vwb8gQM8+6f8Us8wYfddlPKByYEY889e +wmuZEHN+uzDax4Edao+mZ20sYcF8C9e54xz4riqtx1vIoJ8TTRPbfTjQchzi +tvoyQFLTrZHw5YDZt4juOj0GGMhmRroHcKAgordNEu2GgEWR+R1RHNjeo/qU +UQowU7c48zOFA3khfgPObeYwrv16IOI5B9Rd/0gXczSAO7h4DA/iQO7qa5kW +/fpw7E8H1estHLDnLto5vVcfZpTfhhd0cKDB5OuqXEs9WNg4sanzNQf0izjG +0gd0QFyIc1Lybw5cnFyM10QqwJri/1UlSsBQ/TgoNXKBYDFWYrKWgAYkH7aU +v7irxzPJ7oUEAc7BlXx4LLXL4f2au0MbCPA6/CNznxdq8hhcz/q1hYC8gD+P +fKrlRlEvlFIwIwJYI/yl0yuyqDoflD8fIcDqf4Z2Ii910FzkHL+nJwFbijT7 ++Ae2ISOne/h7LwKo3IyeG3666JmY2MO3PgTEbxJT2hmshzouTDC6AwnwVdmd +eyvKAI0dizlaG0dAxpTb15Uzxkge9Cy3XSWgfXbGLPurMfLY+LdqRRIBtj9Y +M7HHTdDUwB6yJIWAak2zeNvDpugbUy4mO4cAw4lVS1tNzBHf1mc5F6oI4K53 +nTahvYjx+J9briZAoTXkURAAuvZB8VjkQwLu7Rj73lMJSDwrUT24noBdJUHb +vljuRnKCLvUnXxCw7GxR5SrNQPr44pDdMAFJyukbO/60QCGdFQ3dIwSIDho0 +F41aoPoij9vsMQIOh7kc/FfAEu106/K2+EjApbTARb4Tlojdmzm3/SsBj/NN +OuNlmMj9gZH4pt8ETDoUBwget0KPXRbXvOYiYcNJlUyJZCu0hu+pyGUeEryF +d6d411uhZredAjMCJJhFrrnyXoCFFIWYK3XrSHAoUU75XcBCkY9WL5+UImHY +iAHq7Sw04NG5JCtDQvRPy9Cb0yx05YnNwgV5EvblzL3aqG2NprztiT3qJFy8 +XDj2tcIa7Vq7Dl/RJMGO/9Pery+tUeazwelaHRL8ubmzFKatEVvC+bO0IQkZ +w/+MbqX9WNAo86nbiIRW5ar5RTM2+tdn7MM5UxL07+ro/TrIRuXoyNjnXSQg +NXZOehwbcZ/aPJrJIMGcFayokc9GrlKfhm2YJPg+zD5P1LGRiN/x/mqMBPtX +yk+XP7CRt/TW11576PyIEnXsOxs1tk73Su0jQcfb62YzP+0H2dN/RR8koZpf +qEWX9mRHu3bnNicSsmwO26vtxJDCWart02ESHjg988f2YojW/4t0NxJuVCqn +pbnRPugMbGYfJcHneIUp3ykMqQUZNv30JKH/Usp0QTiGLsovPKvyJuEfPjMt +r1gM6YdEPJH0JUGK27/TLQ9DiZvNH3WeJkG3rc01rRRDk92/aiP9SWhYjvxN +PcDQjrCmau1AEtx9+DwC6zF0S/FC1cdgEtQ1ZE1kaU8SvYyKtDASRHaUW32h +PcmK4ClnRZKw6yZhN0p7Ml+5/d6/0SSc5ffY8o325I++uJKK8yRQgm2pmsO0 +j6PYRUcvkcAvrBydNIqhMlWhuxKxJKRVD7SK/fc+s787vz2ehNyuAIf/vr90 +ibmeF55IwvLvSblY2ou1avtyNK+TsP2Qp0wovRYeXJs1kUzCGjcfLIne732+ +Pz31JgkB29rq2mg/Pte4lcZMJ0HFMMlXkb6e5PCh1B+ZJNzPlL9YTPvR7+KG +5PIcElbfVJeypfPt0Bq95n6b7s8fBXZSdD3yIzmJawtIKDBFjnx0vaGX3RJa +C0nwixA4thFhqE9HPi60hIR0a8v7h57Q/Xj34bJ6GQkWoRHBj6pon8fevThe +TsKvw/N85iUYEg3jt/GsJOF4Czjk52Iox8dPYuoBPb+iSZrMVAw9tDUtoupI +WJs1/8Q5EkO7d945FfyEzud2yfouPwz16Kw2/LeBBIFtQQeiPGjvi79p40Yk +dL/1WayyxFAgj/H1+BYSUvbfMdI1xNDK97xDIm0kMCjB3wtKtPdHfKbW/0UC +z715UadVGLLN5xJQHyBh/8KDYv+HbDSSfOJ15RAJtkzTCE163r0v9mTpj9Dz +931ISy+Bjc55Z6nveE9C1OevzXIubFStoWu77wsJRgupVfHz1minXMa6wRkS +ZEQ6fEreWaOXor/GnDkkFGqll0kgazT5rfP0sVkSys+IkxOx1kjqydEbIT9J +iMkZlncUtkZFZe2OS8skDHw6GMCPs5BujqbCeS4Kwvy1DMVeshAW8+NBwmoK +1nMFflGJY6Foy+Q3uWIUjESdGEtasEKf+pokXyhRgH+WjldrYCL/FuX3LFUK +Kq47djbeYKJftYkl3WoUdE1lfHvqxUTrMxyNhrQpsKyx+zkrzERsN9Jp2piC +xsMLfaGHLFHl9KbcNXsokJhr1Rd4xUAJt2M9JuwoiL2y7sLTWwzkfYBQqbKn +4MWryvqXLgwk9/x59V4nCmbreW1E/96NEpNdO64do+DPL6PnKj8D8jHKnhWK +oGBpwqFheNIcKV6RZPOX0vmpLBVYaBqg3ybRom/LKLC6xpXIla2PRonJ/tL7 +FJwXG/wtwaePUpweurNqKFhsF35uM6GLVjQOBMU+p6DobIihkZg2Gn+TnM8z +QAEv1K5fuqKE6uN+eA0MURBeXlIruV8R3TI/ql40QkG9+P2oONktyLZEp85i +goJU2T53E9dN6Gl4718XZyhoGJuXTstdhzK0tyfbcyjgF3t7u1JdHJ39lHdw +C0WBvNHbNw5nRJHantMfmr9T0KvvqcW8y4N4Vw0Wp/yg4CpDMUsraLnp4yNz +X48lCmxvCDq1FM41Pfct2qa7TMETs3AFi6LJpkwF4fmVFQpuw5L7f/+z+z8W +JATc + "]]}, + Annotation[#, "Charting`Private`Tag$15181#1"]& ], + TagBox[ + {RGBColor[0.40082222609352647`, 0.5220066643438841, 0.85], + AbsoluteThickness[1.6], Opacity[1.], LineBox[CompressedData[" +1:eJxF0H0s1AEYB/A7rlHW6fRiPzp2ovIWk5RUKhZ5qXmbLG8T0vWGbKXVdM1J +XmLtJuX9JaUbR+6scmLctMz7EYo7ziXceducGy1XbfU8z/bdd5//vnsYUTf9 +Y7RIJJLvn/xtr5iZ/tbZoBOkf0dxM4qXEo6u/32wJL+wgXAHe3cPvy0iAsHB +0ermp0Q0eNzukVs2kQQu3Xk+LYNIBbN0G/Y9JjjgCyFlvKXlSrCehhXqYcID +W/gtzLRn8sG3e5xd81fegw35NAmZ3AJulLl19R5rA7cxi4xDlCKwau9x/Zrr +n8Baa9xtxhadYCdNZGNAbRe4K9Wxp8OqF2yaq1irXugDK9RSyZD9ALhyrqmT ++kQMptJfLcrlg+CsK4LYUvMv4NWTXHlcyjA4yUHE39U+ApbWijL7GV/BP5mD +BZZ3v4GtT+lsxDaNgT3KGZfrDSX4L3qE2WSoFGyjDNIb9p0Ab9df0hWtoykt +Bbw9hZPgq45No5u9ZWDu2ajSj6tolcJo23TeFFgQ4KHNcZeDUzzZJfxpNGPc +a6SC/R189HAqh3CYBoea9K6RxWhVZ7YsnvUDnE8JT/I3n8H9EkG5lgi96T4r +0DlhFkyqDufJDObAiS942QZt6GbrdF3aDQWY5pVo85CqBI/Z9omThei6Yldz +efg8OIznRKNvoB+wy1hjbxbANTP0AqrPIji9iB0pOYeO9p+3qPVD7xYK63yD +0Rk5FzuyotBxTs+XtySjzVJ3eOpUoTeO3Ns6/Bo9Oj81UMVF5wY3hJ2pR2us +/G+xheix/pxibTH6XZr6kngIzXGJsKwYQXu/PMA/LUF/uNP9mTWLzrM9lOOn +RCfICgMZi+j9PtekrStoCnmwMleNnhC4MCPX0UJmhZ39L/QzUz2VRoP+DRRC +Ph8= + "]]}, + Annotation[#, "Charting`Private`Tag$15181#1"]& ], + TagBox[ + {RGBColor[0.9728288904374106, 0.621644452187053, 0.07336199581899142], + AbsoluteThickness[1.6], Opacity[1.], LineBox[CompressedData[" +1:eJwU2nk0Vd8XAHAJmSJDioSEJCHz+Pa711SmiIqMmdI3UVIokjFlSFFUJFOG +ksg8HfOUOfPseTwUqTQiv/v7y9prnXvO2fuc++7+rOWAo+cpF3o6OrpzjHR0 +//9r4LLQW7t4msTX7vSPVY6OxKAtcGWKXxG4RQMG7hZOkBRSEpPe8+tA0vR5 +t7cFyyTDzqHCZH4L8H12yP1I/ibprPOv6kf8zjBpqrDxMHMnTMje1Y7m94ak +KaqlT+B+eLn7ZPh9/lB4eWlEwmRBGm51JjSeqQiFcGbKf9frj8KZsGn6g9Zh +EM2oV/Dfcxlg/3E1sDIpHKLem2l0icmBb3+872fhe7DnXgsr34djYBY3+p+J +RAzYGBwoMltTBGnDgzkCLTFwQ90oeeS0EjBvd6fNX3gADJnYofASJbAv/1eA +LGLBj8vvhdZ1Zdh9OFbG8slD+LjNKqWSpgJBzO8P3eOPh+d3hRNQsjpI6T+M +KLwSD7PUILn8n+rQF+a5ONYSD5ZWLN8sTTRAbLv0a5kbj4F3+KVn+x8NaN7M +kOnvewJCaelnisla4KkZ8mDzcAJoal5rZXygBXtvnV+VCEqA0R5ppq9jWnDx +9/5CP9lE2GDVv3LvKgnYvz9REo56CiyWuTEOkQDFx64/OT77FMZGnG+KdwHY +XTH/dVX9Gbjs/MlYvIMM+cuc5Y0Lz+CB1uSXQj0yWEqv8K/Ac4g+25rA5kIG +uksdN/ckPIe2fn2RF8FkOLUQofmfbhIgpt96lyrJsC5xITkuKQnuXKpWTh8k +Q4aL7r+q70nw8u/5XM6vZPhB2VbLmZYM67J5h4MOYpA4cVO7+N8LUNG5sJV5 +GwNM0Cpj8nQKnLU8h5+Pw2DpnAojc14KSD43ETmehYHQZz+nvKMvweiH/o/4 +Dgy82BZ5cKuXMPs28vCfCQyapSwbB0NfwpSo07WwFQw8LyqL042/BBnjA/I8 +O3FojMgciN+RCufKOpV49uGwN5s3/LBCKsQU57qrSuLg3hKiXGOXChckJ1SC +FXGonf82f+p+KmxEz9GvAg68TI4JtOJUuLj1SjvIAIeL4r36/jOp0F9y+aaS +BQ41OuTfu3amQS7fj2PstjhwO+dnZ6qmQbX85S0GFxxcQ4Ss1J3TgGMsMFjY +HYfKtGiW7gdpsHnotIu1Fw676jfKnSrTIPtugk2ZDw7OM5f++z2fBgZGPoeU +/XEooxsTiOZOh5uVeQ/6A3FgFzH4cICUDmwvAi/GBePgAOW3Si6mQ4QpivMK +xaHYTlLa8HE6iFt0/boahgPr7YTxqdp0EHB4ce8hEdslM0V7f04Hk+8F+r3E ++MKq61osezPA1lVQ41gIDkzj1OVk7Qz4FBDkU3AHh3Pr5i/kPTPAIIB336kA +HPIFGkxanmVAVPkTEx4/HBjU5besmzNg/c1p3R/XcOJep+avfs0A0UhJrd+X +cfgyZsGaJpAJHUyeFQkXcAi3Y3Yx184E3pfnTa474CA4U4kY3DMhNvSIzkNL +HN47eQqUxGdC5eCXlU8ncTCYF71+oToTuPDmnDA9HKbdBrv3zmeCrkbpkJ0m +DhweWmG3VF6BUU8muVcch8zV1Slph1fw/jt28RI/DprXMtQnI17Bw89HpvXY +cfjPl22VPEqMb0pZaviCwbb1GoNv9Flw5/qDXNdp4n4GeGWmH8mCCVIUl3EP +Bk3BI+eYArKA68CnYFoeBjaM0cWlmVlwLrroV9JzDL7dJe+62JUFHt0GC4kR +GIhEZzV9EM6GpJwplwsOGPgnXJd7WJ8N753jnt7YgQGPwOFI/FM2ZMt8D/D5 +QobcpPG57zw5QHo79r2JeH+GUrWfn3HJgcpV/M3JdDLIv+FiEmTOhV8ejdGK +imRok2ly6JTLhagsBpZaPjI4FPhW3rbKhfd/MXqdrwDRJVNXZnJzIbFOs3Xc +G2ChNm/slfFroOytKXnmToIXAycKjsW9geq7969ViGiCkuUm22zlG9Cxy2Ba +6NWAjtF3rvHUN8DvaR2wGqQBf6b2CP5SygPS5lvDlEl1sFiaC68azoODtiE3 +P95XA7atIBt9oXxQ1T/e/L5AGRIvnrWT1suH7HoVr90WyiDWL+3A5ZEPwMO2 +7fEPJSDlDDmNVedDg5FI44aSEpTnPCkulXkHD7c9yht5owDL5p+rDLvewR2x +WpL6DTk4nZ3w4drOQqCOM/TLHT4ISbbBRq4HCsH4+g8St64oULgvd1oqFYLZ +vdhX6g4HwDMA79ayLYTs/G5TlsPCcO/Uct+OvEKIun/uwJ9Pe6B6Ax99bvQe +9DQ5QgQe0YO42cpCQ2QRvODZu7S1nxcJBOqrX0gtgiG7uzuP7+VDu/JeRrKW +FkGljfNCBNde9JfZXMaMUgTBziT0hE4Q9dSWXptULYbpN3Trh2kH0E25oH+/ +54ph29b7Mrb7h5Gn3ejJpPVi8EiJmwv1k0LOUcSPD1cJuCWIP62/cASdXJjT +DtcsgbY5uuP25KNI7KXBPZ64Eniv8SXm+hU51MXJyytDLoU04w7J30sKqEHr +skvv6VJIf7q2/dQZRVR2qbnE+1IpeKUaR5TXKqL0Fl+ryiel4CTg2pr8SAn5 +Bk68OL5cCpm3zM8pSKkg0S+vDjs9KwPO9lBygJg62rOf7hbTuzKw93QRvHlb +HbEbWnXkNJUBhwtVW2NIHf16xea5uloGGtLK//6EaqAOuytFAfrl4LGr6NCf +Hk3k06UGiWvlIFsW/6ngECAOmeK5NuYKyE6Q6ki5ACgjWi5qXbACTObHKvVf +Aeo1OjRip1sBJddtByc4yejIB95r4k+I8d+v0/kGkVG9VCz/2dwK8JO6s1sp +iYws77PVRtRUQOrQgWbdEjIKO0G/8/N8BayoCLbYLpDRVMuXV4UqlRAR/tTD +SAdDNw5dMqYaVoLmYYcz960wxH53/vtuh0qIEy+R5vXAkJreBNkvohLMg9BZ +5scY6sm0pOUmVYLeW8m9V7Mw5MrYHz3+rhLWFZJfiJZjKK6xfRRGKsH0+yMJ +21EMSYnpBV1droQmZ6Vu6iKGakPqDqVvq4LVpwpRhb8xtIyXeTNJVUHOEJm6 +nxdHoWkK+1RJVUA9UuVYIYIjAfr8uounqqDY2afqmTSO9OsyOTpvVsGLJ/qC +4jiOJkUOFP+LqYLQ2x14lyGOvO8kWculV8En1Zth5RY4Yp3eQ+9YWgW7/NHd +eRscpUJcdtyHKpiNqVuzcMaRagrHyaapKqgotw9kuISjrn/3fvz8XgXtrsqU +tSs4crZjTJJkroYz31KnxG/gaL36Dn5OsBrcpOqwhJs4erR/YyFSrhqYb/uM +Hr+NI8kAnwfVOtXQPuYRoh6Eo5rxb0pfLKuhCPiF3ENwdFrTY1zkcjXYrxbE +TYTi6PPzxeBTQdWgdYk0EBOGo+B158Ohj6thD92DsUAi3ms93V2cUw0v9kHW +O2J8foX1DVp1NQhhxeQDxHx6AkOC/H3VcPK9aFnvHRyN+51qMJivBoOOYPH6 +ABx5jXRe9P9bDc8ZnmV/88MRi9qJXW85aiAuZ83N6TqOXiY2lkyJ1kAvPveY +l8hX+TfYcqnUwP6sYFem/3DUcbZyu7ZhDaTXZvKrOeHIqVQ519u+BoroaD/e +WOPoL1+h6atrNcAZ8vyEozmOYm8c/TV0twYWp3v/szLAkcRgdjJLUg3UvDcp +fUTGUbWSmI7GuxqQaI2I51DGkcXjlCX3xhpAdJmenVI4WloTePhiuAY8F69W +dwvhaE8R1+S2bQgqHkTmvmTAkU3UugWVD4FVrUeLyg8MpTnPfWiWRrBb8/7W +dyqGpHeXl0daIjBs7qNO1mHIazlNzsMDwRJzqhZnPoZKm6KyTEMReKcNMLs9 +xxB+w+Hx7ncImHbM1Ty5iqEIEwP2300IuhL8sjysMdQpoRgyOoagt6l704t4 +X958Cinr3l4LsvS2doy8GFJOOvsqXrYWDGqddnjlkJFVRMdMmHotHHPxle2K +IiN/b2y/j24tFD5cfe7gSUZ1Rkfiraxr4dCS2/xReTIy2vwXJHS3FijPX2Qc +sgV03u6VbfZkLSRlhhR92aGFQg32PX26WAsz90OjF0s00Svl2P77a7XA8U7W +OcxZE33muGl4mbUOYp0kOworNdANZKwmr0zEKwqOZ86poyiRH7xV0XXwUGpp +OthGBb1l/880L7EOdBh/bDz+pYx6f09GvkivA3ZrHvGHD5URX28rfVB5Hewf +bOM1r1dCqUFJq7pzdZDcqZQau0cRlVC0O7o16yEsXzfh2mM5NHg86Gu0fj3w +klxGIw7KoZ9va/iMTtUDq7U1fd15WaRyS+1864V6COnbsX/40VFUxiP7s/ZR +PYzIz7PxzB1G5ToCIoULxPM36Nxwc1FU9Wr1Wnx8A6yavWDac/hHzTi7zNNT +KQ3gKml7qtp7qWbD61LNrtwGWJJOiTgiPVCjBfPM0agBmP2Pb30/NEeqGRpL +DltqgJkPF4LSxRgBMbe03CA3wlnE0zJ7UgDq/0veZ/W5ETTkNdjZraXh/eKl +S3Y/G8Hb/zHDKaWjkOGmXulE1wTH2UwuXOaQgTDXoXMevE0gYBDRvq1aFo47 +cj0L0WyC5aSn7yzDjkG3Vdjet1FNQBt/3nj5nSLUDpu7vX/SBKIH+SJwbiV4 +d1a0rOxlE2iYqlLhmhI8Oo3ONhQ1wY9O7a8Z8spwxuzPk+HxJthN3rH/7SsV +GD9+eff2o81wtvKT/z0Hdehs0XBhVmmGZ3cLyUfeq0ONHmvxTqwZBPcb8VQx +aECKTpbF3tPN4CRbs5CcoQGO5Jm4owHNYJ3aO8UypAnmKH9W/m4zxN5etvog +ogU6pNsKqg+J539p7HK6qAXimvs+4pnNsENgXybLLy1YUDnNbdnZDDRTJfLc +doCRkoOOtkPNEN9Qxs+qA9Cu9K3AcaYZbPKkTn8JBnit8MDs8o9myNGd+7a6 +AeAh2xYbvL8Frr6+8LH5Chns3yZM3z3UAgdCeVjLI8lgetRVLvpYC2TJ5AjS +vyL6tSPbexJ0W+CjQ2RO/DDhHwktzrzLLfDk5Mc3KUoYkCh4y33fFvDNw1R/ +GmEQnnw80C2kBbjNLbr9nTDg47X4cvBpC2zSjnzZHYOBXbdV1raMFsBzFnwk +0jB4dd/efuptC/Q7mLE7FWOgvO1S97PGFuhxIzXZjGBwu+rKXd/uFli0Pa22 +d4nwkc8NODNKrDdtZrnxBwMOBf9fCnMtsGNBzomZBYezK0H5XKst0FXIm6mx +B4eXOXcvfPnbAgXaxtcei+Gw4Bwt3MnYCt9dHI7uPoaD71jig4h9rbBH7gJf +qD7hpScv9F0lWmF/XZGKlxkOzKcytrSPtQKdffLh0HM4mO7MLT2g2QrJovsC +yx1xeNqa77ml1wrn50MGuP7DgRJSfGjCrBXIC9H9UVdwkILKqQqbVvi0Yi4j +dQMHr7+1CYkXWuHgN8uUxZs4VBQ3n7zh1QrLupEr7bdxoL/ascMioBUij+sv +dwYRXpDuQ8ciWkEgzsrnG+GZR7QhH864Vih4Q3dNlfDPWNqE7HJyK/yGlZ4U +Ihazm6W1Z7eC+Ef9KEkidudfTMl+3wom9Fm5fcTzRf0rZ8NrWkFYk1/zBTH/ +xoM1Tue2VpimE7aOJNbXMfzbgvW3wmJ6rvQzYn9RTHR3hKdaIfqB0HT7dRz6 +6xhVNxdbIYzNMH8/kd/+ALbV0bVWoA+/NPnoIuFDVa7ssq1WiLI/WCVF1Oft +dz6HJ6xtUK92M3XOCoefbwX3eu9uA/m2oa8NpjiQ/hPtMRNpg7tSWwLNhIfC +xSUjZI+0gUQly+PPGjh0TR8l71Rug+Tr5ykqcjjwJSn8XiK3AVtfxYPsg4T/ +zqq9azVsgyEpDkXgw+EVN7i9OtMGTK9ir2zswGGlU0ck9HwbBKa/WZ3+jUGg +jmks+LRBxDbFJNFhDFq3Th/fH9wGNlcUzIKaMdhVaU23HtUGh7ZTbFiLMHh5 +7MKVkrQ2sLTh+fsiCoOFz+6S8XltMCZ60eWNDwZy2V7TV8va4HDX5ijtPAa1 +QrdNj3a1QbuqEeOyAgbMoyHMbCNtUMJcRCnbh4Hp43u1C7NtcPZT0r5Segxm +2B7LZfxpg2d+FOuTXWSg//N61z7xdmj/rmjKbUOGfZ34d5Bth5QxycaXQAbF +1JEBZ7V2eG7eTBcmSgaXEzuevzVuB5L1Ca2sDoDWp47i+I122H2AftWygwQP +1PnVL7a0Q8Dx87QfDzQhm+OdYExvO/jQzI/v0NaEWoreVuFYOzxmq0hcXdOA +b/e9Gze+tAPXIMP42dMacGas2yR27we4fUrZbIBZHQT9w51KL36AyLPjkfFa +KqBkul9v/NoHmPb2flI9pQwmYkWS225/gDG65G2/7ihDYMfMssGjD8D0Mjc8 +t1YJKIJavpMVHyDJR1M9REkRcqq/RzGyd0DXRUXR2N9yoLzlUGL+tgPUuGYn +KhjEwMi4Nli3rANC7r95v030IDg9Fz6pUt8B48xfF++SRCFWZZImMNgBmvU1 ++jeui8CipzU/ZbMDZjwmv+SV8kPS9Gn/K8adUHf70dBVAybYVm+AR3/uhCs2 +lpFjMtxo765cjsCfncDdV7OyZxsvkrFjGbtC1wVSJ3I+3+/bjc79bblmwdsF +bHvLIz548aMied3MfZpdIE4zDLIxF0Gu6cCcG9kFLj8hSdP1EOoIVexqluqG +a+UxUkIu8kid8wP9Q6VuoHTyJDl+lEfZT8+rWJO7IZNRYaWFrIBC3sa8/HK6 +G0Z2xW1M71VE6sMLXnuDukG1oTCxrloJZR9J3vPfUDd4fAuxYBlURXwlCkaK +lG7gxr438yqqoVBy+51/n7vhnhse8iNWDb3LXfc+sa0HvsvZF4nrq6NIJDk5 +wdcDCQXyXB0ZGghfDH7HhPcAuTvnYMUBEvKT6Wq/pN8Djnx3QPkSCb27xj/X +Y9QDNwbUB068JyGhf/n8z8/2wLkPihJSAOgP90Sw7OUeoN+4zFEpSkZylpLJ +8V49MGhscDgXIyPX5Gulf3x6QGODM3HYnoz6D7F+bgjuAYn7/rPLT8nonabK +acvEHmCcu2M4wIAhWlCwZ3VyDywzk2ee7seQUEvnPdH0HqCdVU2KU8JQlJlz +zee8HojYlyEg6oShhif5w2bve2B3/KH6Il8M/R37+62krAcGSPvP+kZjyM31 +4aGghh6YuJVyM6YIQymvx7H51h74qvhJbaoZQ4Orh2wMu3pAd1rzuO0whnRu +1cTuHumB9c/eQpOEd27Vsry+OUms/1rEZWoHjgoZTzdNzfbA9LLHb1Y+HAnH +fvqTs9ID30z2eE7KEn44H5hT+L0H5ISv6Deq48hOgceq8ncPdOYXb1/RwdEm +QxZz42YPuIwxa1ib4ChpUL2sg74XzLoORrGdxZFGdteFgR29YP3NNvmfHY5G +/Rz3TLL3wpfIfEFFVxz5Gf5snufqhcfMxei1O+GN/fdvfOHrhQf/CrRdvHBU +urJf4ve+XvCdiLvs4IOjM7UFA3QHemHk5BpL8i0c/XyoG8Yi0QuPjPctCwTi +6LHTiCL3kV5YmaT7PkL4R1HpMlVArhfuxJpsjRBe6WfaFn9QqRdCEhw2BQjf +XBuO15ZWJ+Z7pTedRMTcuZLfFaEXor0b0+yJuOBWVZqWTi9MfDHTdyL8Y2ps +ekrvRC9UHto3nBWMo1Uh6raTJr0wPrPlepTwz4NVn4Kz5r2AUx7tXPPHkUw9 +23kHSyL/2b3L676E7+JSdl207YUi0l0ZXW8cXXZRqL3q2AuWesH0PR44Yldp +8bx5oReGTKxTk9xw9JrZWjjEvRfk/uMwfH0eRwajK12RV3sh+CPob1jhaPF1 +8O34G73Qz6Y298AMRxEBfDLJt3phMWvulutxHB06mTuReacXTnR3X7xDwlGz +CCn6bVgvtLoL7p5UwBFjo8tn9KAXlENsHV0FcZTx+M/z1vheuMd+6+dDThzp +XIg27H3aC5MXtaW30xM+ZC3OpaT3QsWj5fdlhHcOjB8/9ym7FySSORX/9RO+ +zhtnWcvrBf9208LIRgz9M2W4yFjWC6vG3meDUjGULJq4l6O6F5qkP9GWYjCk +uXakla++F7rfPD+Rcou4nwnmhyQ7esElyTbj0ykM/Z5ImzOYJtb3eKcn9YeM +EvKVH5vP9UJ8/1jVthkyUg5q17FZ6gUVxn6mI61kdF3sW/rltV44YuQo5BNP +Rt/+wxxjmftAfZZRgEecjB5qDnA93dkHqrwylU92EO83x8W6VO4+mGgyoy32 +AfIoiBV5L9gHTC4j/FFnAH36NTU5INcHvXfztlWbkFDJhQf1Bsp9IK88lDS6 +nYTuDJFeIY0+0L7EbxxVqoX4SpMv5+j1QbxwlleFgBbhO+sNf5s+4PdeOPK6 +RwM9WxvkF4vog/ZtY6/s/qkiF+fwzcToPtDgijwR90IVyfUrzeyM64MOrwz3 +ZC1V1Pw+PvtXch8YxJ5/qeOrgr56nVL58L4POoX03ztOK6HjXzstvKb6oH5D +r/7QHXnEcz5AlUbtA13rX6d+c8qjyR5pQZulPjjEeYq6/OIY8n4XOav7ow8+ +iLgE2FbIoRTPE178bB/hdDhCnd1H0c/lxge1yh/ByEHVn1FXAmUsVbZzxHyE +mMVdi6LfWZBHwsmD/8V9hKmSb2bu25iQis7srabEj5DR45VQxEGP2pNZj/qn +f4Qd2WtP1ozXar6aWj1YLPsIfRLnvtsXzpNIpT/NG2c/wpLuctFMMjeMhByb +8FPrh2pHcoPJW0lIk2tSGiD1Q56Pv0RE0mFwn7CMkdPph73eedpP7kkBncod +oJn0g3T7xlVGB2mQWOpKtXDuh92vOjQZNmXB29TdVfZBPxy+WNIj46MApM2t +mvvx/fAp+aORH0UBduTG7Zl/2g9rPnQeY0aK8Gx7ZWtSRj80ZHzV+iikBHUl +LEdYK/qB+13GR7ZSZeDYn/WFSu0H9+p20+QiNSCfCZmYXewHHYYJ8kEWdfB6 +YP+BstIPkUjn8UsbdRjctjdr+nc/MH99puBNpwEv5iPsxtkH4LbAqqC4hib0 +CLsYjXENAF9hVDXbXU2gt8LUR/kGYPY85tnTqwmuH/7sHhYZgIEZevkFJy2Q +efdf50fFAaju/fmX7iYJHBb1KvvUBoDtxsNnd6tI8Ej0YE4vaQD4L+wdHtgk +wc/4sdDu4wPwIz9ytMYfoMbPSPODzQDkdh5ENUpkWC2UlGo/PwD7fh9J2jQj +g+hnhr1trgMwGiD4/MllMoTbVX9vvjIAuucupvelkcFYW+Z1fegAKDEe6D/N +SHjFn/Vp3b0ByFJjvHdcEIN3xfPhtTEDAOXjZ6PlMeCVTHGsSRyAY2asdSy2 +GOidv2VanTwAjC7xr+EqBr7PzpKq0gbAduq+aWMoBuPsuwQq3gyAqN3p0pIc +wjt6n3eUFwzA/X/Z2w5WYkAObP1RWjIAReI+e8Y+YJDx9U5vce0A3HOnZ5T+ +hMGglC0qahqAnbjfiwbCS8zOannv2weg481SeAbRH7sPfo0o6Cfq+aFrD/kA +Di84u268GxkAw6tblX+kceg5nuucPzkA9rPvXv1VIXwSHH7q7ewAnGbgcMNx +HBQrHcl5CwPg8+B5Qo8h0f+vkWTeLA/AN5Jmf4YFDolH9wm+/jZAfD8UG2ts +cGh3/cWS+2sAhJpkdgs5E/5I+fgre2MAzutp+dcTfpIZyZ/L2jYIlwMni18T +vnDgjvr4imkQTPdthY0Q/nhk6FaXyTYIqwEbpYaETxpDdfIzdg3C79FXQvSE +X35WiySn7x6EPdu04zfu4CD5a+N+msAg+I9E/lUn/HNObsQ3VXgQ/J6/V68O +JXxzsdj1pdgg6BQ564YQXloi50WwSQ2C/Vc6nTAi1t+bmXtDdhAYxQ36cojx +GV+SOmYUByH5c+Df1WCiHi3xK0bqg3BgRrX3HLGew4uoXWUwCPSp56/T/HGo +uR4qf1B3EJztNHYl+OIgaOxvEWMwCJ++Wg1cvIaDn5j3jT8nB4HbK5Xe4TIO +g+uXEp1PD4LiSe1pP1eivh+dKrrPDcKNtYraUjsi/1zrcXWHQXix3EYncAaH +1SDzf5kugyD86NqOVCMcTKwMRbguDcJNpd+6xsT5vJbTxv2vDILhRLeKMHF+ +rlPy4aduDYJ4meEZZSGifiVS2dV3BkFMqvaN/y4cRGNE2yXDB2FBSYD10zYc +JjS5ObZiB4HCp5+EUzBQ52WV++/JILTjiYZHezFI/LTt1MDzQahmrviJIwws +nn19/PrVINwb3Zf+LRGDwquLpXxvBqHy0WWPGOI+c56YGQkqIOo1ktxm6YlB ++6+e/ZZVg2ARky4bgGOAnX6XydA3CBXZq8OiU2R4IZ3d4jk0CBqCTJumjWTY +2P5ycXR8EPgTLV+XZJOhrPDB0QLaIGx17xw+6kkGmV2exbabg+DdtDt1dg4g +iuY61Eo/BIXeWc0MGQBLNXZ/FJiHQJUpOe21A0DmZRMtVp4hUHOkF0sYIIHg +h6NNJZJDYCJ1KxN7qwU308RpB2SGIP+T4LnPDlow5LefJVphCBqUMnpUuLXg +keROYyfSEPz6L6IFXdEElvDP/ZwWQyDm0Vn1b78G/CS/proFDsHow6DIek1V +qMr49NwndAhSDniZj82oQDCztHn4vSHCowLW62EqwNHzpi49bgiibUwOOXxQ +Bgn7ty8ms4ZAxY2/7ZChEpwJKLC06CHmNyt3lxCVh+Ly0g44MAw1lxK3nj+R +AG/5xiK+hmH4mdFwZ6yQDbkqirx82DoMPb3c2L9yTmSp7B/J3jUMkxwHgrqm +uJCGuqIj/cgwLIW3rzRSdiN6PINzZWUYtKRiixzH9qMHZqH/NQmMwPqxiww8 +dRLojvn0abLICHCccSnaU3oIeZ3WxCrFR0DnYaTd39eS6IzV2p4CuRFoyb5P +lXokhQTPOzcl6Y1Aqf/6xzUTGZR7RUfE22sEbOUj6EVr5VGS10u2Lz4jINO/ +Z/2CrAKK9t74eTFgBB6r7LFoSFZAV3yLOu0jRsD+xQ3BTB9FpHJH7JbhixE4 +1Dl9IlRYGTU+YBgUbR8BZc3fUhYaaqjkoUNdcvcILDxdsXz0VA1lx1W92Tsw +Ar4NL70TfqqhyATvEI7pEcgR56mhvlFHp1Kocn9/jIDbotoaN6smmnrbGNl7 +YBReBNSePRpCQj3LDJ/lD41CVsAH4cR2EqqV1jWKlx6FH2b1Kwm7AL3MbWI/ +qzIK8t2vO08kAnJ81Rw9bjQK2FY2aZchGZ2aY1rROjUKko90bq24kZG2mL5J +ytlReLlRoccWTkZiaS0cjo6jcPPEDeX1ajKaT259QPMZBROHq5IPxQivjDOv +Hg8YBSbFY8ZkTQy17Dthmhs8CheCK3XFzDHCk227LkePwkAoKTT8NoYSh1mu +dj0ahePmne30cRi6t8egVzaR2L/tf/P5rzD03+P2h9/SRsHr3nOmpx8wdK6f +9Zt59igMCfBafhzHkCGP4anivFE40euzV2OZ6D9PRRbyvR+F91ecwrs3MCT9 +8AO3bxmxnwGZpQdsOBLsYbs2Uj0K6hd+PL7FT/TnnEYf1RtGQUD4xdxDCRwt +R3XEbXYS46MsuTSJ/nryA/ua3UdifPm1wS6i/+5iNbaoHR6F8f5YrvunCE+d +iC46MDkKnAu/T162xtHbiE7ekNlR6OGiSfo64ehFy87r1IVR+GMVrZX7H+EJ +JpMB3ZVRmODgV9t+FUd3dGOUsr6PgkReSU/wDRxdCe16zPxnFFbMHjdIEh5y +aOD4efHfKLSVLI6u3caRGf3JMx+2j0F+6eriPOEhHHtQIs0yBrmOXzv/ER6S +v9PNF8MxBgcfkjw0Ce+IIk6fLzxj0MaqWpVCxDz/Tg6Z8o/B2jHD95JEzKAV +q1IoNAbxat8th4jn1271JPCIjcEDalnVa2J+asWu396HxyCt69jvTGL9gT+m +loMyY9BJ2pJpvkn4Q/VhmYriGJiGdMSwE/sv8end+1RtDE4MGZ30u4KjVyVc +fn9JYyDep1rITuSf8MNsxFpnDEYdDLe3OBK+UXykVn1iDDRPkBKzz+HI91rf +U6GTY3BJpbmngPCPWyH330CLMUg6HcM3q48jq6+nzs1YjUGAh8KEphbhJ7m4 +Ctx+DKyfkdLQMRype34UyHAm9uMjvHxJHEdSb3luMf43BnmfxU/ie3EksGw+ +5uo5Bpw3bzlps+Jo/b/+54dvjkF4cBe59ROGLJRtH8oEjoGd7GcBT+J+vdk2 +H64QOga1elMldh0Yskv8dVUrZgwq6nq6BHIxVOp05wIeNwY3DlrlLiRgaJcs +i61+4hicHqhiog/DUF2TwHGztDEYkPtiKmCLIYGH6VpnssYg9pTYsMBxDHnZ +SCtYvxkDH6Ov3P/JY0jsu5aQS8kYFH0KEfvNgKG7IufXfNvHYMfJD22fU8lo ++tPiYkD3GAxl/Or0v0tGqqVeU8H9RD3cxrWc3MloyTi0PWpyDITkXiMVRTIy +vpX18uW3MVjV2Cgm+QLiGVw2ahUYh/P5jdOb1lrIPfUG3ik8Dp4RW3PsPFqo +0X1LpU9sHOaG3dO+tmqiG9u5Do7LjAOL49DR48c00Yic4p8v+DgENL56Grim +jlIib2buuTQOjewKqsv6quj3me3PBa+Mw6a2DffAsgoyFY2KPXB9HL6FBV9u +eaSC6MuTbx0JHIcfAztPjI4oI5f5WjOIGweeE3f3HbBVQkewHf9cK8ehSsRC +4LGGPHqX+/rQcO04yDX2aUl/OIYUeU3NTjSPw4CyW/tnq2NIk5aYcaR3HHpz +KgK3vOWQSbSU4er8OCz/YVRm0jmKvEaME/24J2BrvKypskwclV+Nl4+6OAF8 +452q1wd2INKYqs2mxwRIrXM5Cnzcjup1JsI8vCeAMqD1+WXKVk37HokR08AJ +cB87vNIg+KVmvLo0cPfjCVifTw+derpKomMd63hROwG979UlpI7wgn7agQsF +eyaheQi5OGUdBsVEDolmwUmw3y8UphIhBSIx69TRA5MwZ8tbsnbhCPz1G3Bk +kJ6ET7t/JTCKHYU8s3t2Z8mTUGBfdL9OTw54tn09vek2CfLHy87xPFAAul8T +vNwek0Dn6vPlzZoCfP7c/lHi2iRAwUCZt5UiNA9nmJkGEPGQsvNtESXwe2dp +nP5wEmhv7DyYM5Rhyr5W50TFJAjd2fMtIkANOk7nbbdDk9Ar9Cb2cL8alBk+ +q/dqnISjZnWZFYfV4ZGKNzmpaxLultyUe9mrDrqckppfKETctanAz6sJ8oy7 +17cvTMLqXcPMifOaILS+rWLv8iT8l1FZ5PNWE37Pj6ngvyYhNV9MXERHC17X +PFB4zDYFzZahBssOJEgs8v+Ws2sK+CSsz7BkkiA092JBze4pSOwIU5mlkcDu +ibbsgvAUHDnxK7LpIgCXxy8pDcUpUF+tv7EpQ4Z/TtTFk2pToGcmMT5hSIYl +q95sZ9IU7J3uWuF2I0Oj7muJmONT8HZj+M6NF2Tw2W8vOmMzBasWl3MYtmPg +aCp3Zvz8FJzv1H37ix8Dk5Bt94dcp6AxKIKmJYeBxGL6184rU+BGovnVnsOA +W/C6eNv1KUjV8xdf98Bg00TPqvHmFIzevp0bFoxBf9FCbUXoFNQ+2Dx2NwuD +Wlr5WvE9Ir+HsTUbZRi8FoiULIiZgpaBD6qoDYPgO0djsxKnQHNp7azkIgYe +7/81pCVPQY9IMOr8hYHVfPev5LQpOPaF/lk1Iw5yRl728W+mIOl3862bwkR/ +Hqgd96BgCpY11m/rHcFhRyFvy/2SKVC6xLl8ThmHb9S5v2GVU9A3zHmmlIzD +5J5SmaDaKahUMDKzNiB8YxDh6N9E1DPHOkDPHIfiAKsnPu1TgFWL3PG1xuHl +O6l2r+4poA13MH11JPwxu755uX8K9j2Ybcq/iIMvX+exiyNTYJWg5VfkiYPT +iRcuzpNTYHabjfrPm+jv/T2f2s9OgSX7cE+MHw7q+eTOcwtTEHH+PpdzAA4S +FK5tZ5anILLlQuBtwiNcu2cVzb5Nwbzq7vUJwisb+kVuRr+mYDg50T2Y8MzC +zbAk/Y0peFhj1XDp//45c8QtlW4aFpdEfz4lYodVHnrh7dPgcvbA9p1EPHhv +43kS4zTky859aSQ8ZXhwTkmAeRos7M631QXhUFvV2Z3AOg2/WT6lbw/EQflM +ycXdO6dhuEX1+f1bOLz58mJ7HOc0DISc7zvjQ3jj3t3kXdzTML5/7JqbF+FF +0SsqMbzTQKnyLUDuOHBUWfay7ZmG60NujTaEh0JPY5fu8U/D36/yy2CPw5+V +w4w7BKchnbv42sWzOHhEcKeECk2D4SeRrBETHKgH1lXpD0wDqfz3RKwu4VmL +DvdN8Wmw2X+tf0AOB72VIqZbktPwpTLKxVkch6q7yS9/S02DmODvJA1+HLIq +PPq/yxLrDV/62vQPA0GLsx5X5afhpnEX/81VDB4tA/MXxWn4JS695TtD+F+E +S3NJbRoCCy64WtVhsFb+Z+CC5jRcqhmR1nyHwX/mFM850jQ85HFSc3+Bwenw +9+nT2tNgNvx6vcQXA+nPp9mGjKdhPj8gml0cgzILI3TflMhfyCb4FjsG2tX4 +NZL5NLiZva4Q/k6GczGyY5mWRL3rZIrZa8hwT47ltbfTNBx8TduTZEAG3qdb +dpKu0yC7xCI9fIQML7f95B53I84vcfGbOTvhpz7KTW2Pacg7WPVH5AnAvHeV +Abcfsf/5LfOHgSTwmij813RrGrbHoJvnlEmwqZtT6Hd7Gl6embKu+qQFvHue +CMyETAOvM6eG5Skt0C73XMqPmYaJUang05ya8HJT9L5xxjS0JDyurjdUA2lX +ftK2rGkwJylcHF1WhdIuzm9FOdMAc5FpbTGq0JWyYSWYPw0f2RavkztVYBMb +PPypfBpiX2Y84NBShnPh99oiuqfhScfhV8af5YGHc5W58e80iHhfXrS3OgR9 +1ffvntichucTfCfTb0jAI3dxpu6taRAV+cPz75E4cLef2z7KMAMi5kbPhNoO +AndY0+YXjhk4WhvzhFNaBHatP/u27+AMyDtW2n3M4QJ2mu74NcMZeHPaa7RL +ihl1PJ4+98d4BjzffvHqmGZDUTq3Rm6bzkCDd+PZnMeciC3t3eC90zNQU6PT +9D6AB7Ha7utNsZ+BXy5uyk4jAoj542rTh2sz0L5zxPXHazHEgJ7nH0yaga2n +CTtXNI6hUU2d41MvZgAjka9T8o6h/IrP089SZ4D5bHHnlpA8Oleixc2dNQNR +49FjKf/kUUHelDdd4Qz4UNyjZwoVkV3SQfWJlhng5S2S+rakghQFOvoS22eA +MXvJhMVYFbEkel+y6Jwhvv9qQ7/zVFFRXFPSh74ZqM8tKDZxV0NskRe2yidm +wCmP+I0ZVUdlfq8bn3yfgQd5fz9L+mqhmF/mtqd+zkDyr279miYt5HR948fO +PzNw2LbXZ5GLhDiuGh8K+zcDHieCVr5lkpCL25d711gocK3touzVKkDq8wmi +suwUQFwcxeb/AO1yJlcucVCg1DQnzFKYjKrsH34+z0sh+nWczs2WjLjPKpw0 +FaZA6vmTDId6yGihf4zGJkqBS3dmmkeXyKj6VOidFjEK3FQprKkl+js3k4EC +khQFGE5VXRJSxhCpI8DgrzQFrG55tcYZY4jHQGK2WJYCr80CcpSdMVSj68N7 +VIkCL2kyxXQPMBTfIJy3oEKB6j+nhsTTMXQRa9XNUKdACv+Uu3cJhni1+H32 +kSlAW1s3vT+KoaWKOs4hnAJsik8WThL9bq3qf9mPdClw3Lk2TGMdQ5cUK0dY +DIn9U4P6g4h+ubZn4E2ZMQUUT2uUvyD66d2XVwMvmBLz33s/Ok/02/+xsJnz +mVPggs2nbCuiH0eZ4hJNpylA35yd/JPo13lx8p9rlkS+9AGa1UQ/f3HyXIeo +NTFep507j+j3a25eT+m1pUD5WmtpE+EBnj2xXnccKHA4MKrj//8v5vY+V1fW +iQJqr3dseBKeqD7ZtHfShQJngnat0xHe4P489SnKjQICVU4R5YRHLkT8rdG4 +RIHgpiz3p4RXqsR2P1q6TIFe8Lz5kvAMV52sy9MrFFAV0IjpIrzjamugevwa +BTbl/GMOEh6q/OPM9us6BcT94i/930u7ngROZvpSIK50SBgnYhf5ZwUWtygQ +3hCZzxaKo4quotDtt4n1LBYkN4j5OS91ny28Q5yPNV8GTyCOnHcsSZ0PoYDh +goz2KcJz5ekM/zjDifuVqCZfRuyfgyzcWxNBAft4qSxdwoNO42oZlyMpwM43 +PfOXyL/M18JHMIYCTv7C0sOEJ3fu9jT4EEsB86WHIxOENx0L7u2/GUeBmau1 ++uzmOCo1zliVfEKB+A+ck04nCN8u1TQMJVJA6lnlzjnCs+fDR56EP6cAi0av +WawCjtgQhxb1JQUcPrgoXhAgvGl9eFdcOnE+YrN/4thxVPxLexZ7RZz/y/ID +y5sYspfzu5fymgLtx7XMDk1iqKgjzsbkLQUyuj06WToxxHLxrezmOwpM7f8a +v68SQ+9TZwfOlVCA9aSFZU88hphJ/7JZyingFiez+/odDNmO7vUvq6TA916V +FKNLGNrBYyLKV0cB1/+uMySSMGQdWubR+4ECmqUCd6rHyOidyEfsThcFclVq +e3bXkRFj9TKvbC8FvH1OFuZkklH+D9HKqEHi/skcUrlHeGj7hegdx2coECb+ +Tvsp8Rpbbs8e/TlLgfubnyWNUwHlpdTnZc5TIHOEphRjB+js8C/z7Z8psNQp +xd3YT0KvTzi+rPlJ1EPuWYTlOy2kKH2ABH8o0JbhvrHlpoVqOKbH0DoF5Hfv +vH5LRAv1fLTdU0c3C0/YMM6/kZpozdYqpoF1FqxX/AsuntZAJC9T/1ahWeh8 +clVqsEgVtVhwCpw4MAt0/cpvjtmoIlOVrtK2g7NwztCkOJ5eFTluGH5vl5wF +hwmX/EAjFXQ3XP+/TvlZcM058vzkgBLqeUay7NObBbnObg7JGnlkFbD549SJ +Wbh4IaWl6qw8othXxX00nAX/+RNuT1aPoTUx9e5+01ngCP8xLClyDPHnK+kN +nZuFE5jUs9srMsixQVpx3GMWxO3ux09wSaIfnwR2zT+ZhYkuTuUrLjwoPpnW +kvR0FtJGYhyV3biQwsmiQPOkWRhmuRZ0tp8DXS00/lKbOgsXUlZddwwzoWXf +O13P38zCYMNRPk3TTzVzjPNRZvXEfHo291RUWGBAuIClepnYr69vOd12CfDu +Dai7tjoLgvjbqNu/JIAnxMBP6vssJK6lTS8sHQKz+dmFhN+z0DdS7Hu66zB0 +vuFr9dpOhWczEX6nwo9Ck5p/uCQ/FXxiAzoTLOXB+dNx0tQ+KpBDEn6+aJGH +7cm7fz4WosKbMxyjjUoKgNHlu2wXo4LdQoOSJaciVDfP6EzKUIHxupwXZ6kS +FJvrb4/XocJ/epfUfftVIcKwLExQnwqZV2/tGJJWAxvtw8yZJ6jwh6UtTyZU +DegV2HaWmFDBoVnAuEJWHUy4u/mGLakw9vpSwYyfBhxgJT91sKZCGfoxnNmm +AWvbCvYt2lIh2Kb7vv5eTXj+9ZHIX0cqGPrV1PEVasJCzxkpwctUiIo+/TB6 +SAsqW1veZHhSIfXGz875/SSIqVWVPepFBWZdO01GJxIovhNQJPlQoa3x7tXw +RRIEPZjUcgiigjj9mocJDcDi7snahRAq+Lfvv1fPRQbJwFr8ajgVZn5YU5Rk +ydDlkaYfHEkFqeVjs8KEnwRMXM0yHlOBPjRCcqaXDMu6Qx+lE6lAUY5+mLRE +hlqt42eKn1FBn/nGoSx6DFyPSlk3p1Dhle/2tUzCT2rizydM0qjApjZ9IlEP +A/b97A5DGVTANsTYBq0xeM++4ryQQ4WsHFl7uVAMwhnsaVfeUOHJHUkjwwQM +zm10X/zzlgpr7nRWb3MwoPtc4MFaRIW4R5wjJzow+Dgr+vVRCRX2M0VQ7oxj +8Gos7tq+cir8aL2iuvkJA6MP132la6iw6olONDDjINww/7eolgq/Dp4fZuMj +fFRxNkCrgciH45dVgigOzYWtW01NVBiftTd0kcHhaa5asEkrFWy6VI5dV8PB +PS2XYaidCjv9JxKatXEgP9t3176TCmcGbvBYGePA8yiKZaGbCg3OP0D6DA7z +9zYjr/QR87sL1IEdDuVBHhx/+qlw781NPM6F8JTfVGzQEBUO9wb5SBB+sL9q +ysM6SsyXcH3fn6s4yF+se/xonApHnvp+ZSX8wXhefu++KSrcao9qtCZ8MmyZ +/ix9hgq1aY8vfLpNeMWUd780lQrZa1bF5YRvAo+HpRTNU+HgtbDYZsI/fXZu +NnKLVDjrnKDxfx+JXTfkf/OJCru200/+308+kTKDh1aowJJM9nIn4vZUrrj0 +VSpsee/7G0r4S7Bs7aTwdyp0vsu6PUv4zLNriP35D+J+/dPbFUH4rZ5a0cb3 +mwqcK6+avQjf8a4nhz/6S8y3o7Y2nfCfK1eQNscmFT5H94vtu07U45Az3f0t +Kjxm9BQZIfzITtKvZqSfA38Xh4UJwpd2FlI3gxjmYP+OmrLDTji8+2+nyibT +HLgbTPVXET7dHrT63ZdlDuy/nrubQPg1O6/k8hWOOWAJpW2KYTj8bXgq9XnX +HBzep39rmPCw8ag/7QLPHJw+lLBtgPDyNybt8/Z758A0oWIplwcHnf0SQmMC +c3BU34AcxoRDggLL2Jn9c9AXoBaa+xsDTYduCxNRYvyuv6zDoxjE3Cjkaheb +A6V1G7+Zdgxmoh536R6ag8I25aOqFcR9Lrc+riU9B+fP1bP0PMGgh3tBQ1p5 +Dh5MiD+v1sdA9PCH31mqc/A+bIxZVx6D6/C2+KDGHEiws5QLC2Ig4O4tu488 +B4E0u/N9y2RwbqI7yGowB9Nfsjr17pGhZGx2KsxoDtbYePcFe5CB5Vtz0raT +cyDa726115wMb4Wi+f6Yz8G/5s4NKwEy/PbhZ12wnQMYPCicjgMYxGw0OznM +gbrhr+4d2wGSM6ZCphzn4N3zhXXFehLgvZmbgxfmIKT50+Y3TRJEScl/bbo6 +B0X7+Eb0xbTgwITBcHrYHOgefV7UUaUO9+s18k9HzMGBVAVuemd1+JYlHb4j +cg7wu4FGWyzqUO/FoXgpdg6uak3ucDylBs7MfQ/kn8/Bz0iDO+QBFchWsNKv +ezcHz8gKz42yFEHm/oWSybE5OMO3c5mmeQTUVULj+eXnISbyqkVN5lbNoCO/ +crLiPLTEsCTyR2xH12LeDomozINI0c7P9zV3oDdzwwKSmvPAtMxZ6ZfGgYTi +j6Yq683DUy0hA9l8PkT/dTDP/Nw8KJ3te2+YLIo+5B5uiQ4mnp+PDbisLYfc +BmvcuMLm4cjssMFcnhxioLdgfXx3HljpXtoU7DmGSFa3jZOi5qE6MeKk0uIx +9G7Hx4+5T+ah6Njr3T4hCije2X+6JXcefk79qTd9qIzkYrmCDfPmwa6ljib0 +RRl1Vr462J0/D17CcUt0xPediafXdbBoHrITU9K+Et9/3zrxZWrNPPCG7Hgt +7KKGbIS6/2z7OA/Ol2bUX/zSQBz8XsWVA/OgEW3P5m2oiep4dl+9PjwPKXqB +gd+TNZEEi/XCwsQ8qB+Ubp8iaaEv3+cHuxfmwXYgvIPhCgmlrdx7dO/TPDRT +yEdrykjIYlHaRHuFiBkP9G+nA1Q26dVU8n0ePIfuR0ncBxTc9u998r95KO0N +mFDRIyPFxlTPs9togFSXvRKdyYhWo3OEi4EGyZcd3soHk5FR0f20UBYacOUz +RXBUktG/t0ftSOw0eNZOumE8SPRzOT38vzlooHcmM7d2lYx2p/A9vMRLgyfz +oV9IBzHU+rTcSHwPDRQTmJP1NTB0M96GeYqfBhdWP7cHnsLQ5L20wFPCNBja ++c345m0MxYbqarCL0sBvx9cY9TgMaQcu/GwSowG/hoSkRBaGsr1lPNSkaBCq +ciTnVgeGznn2Hv4uTYNT3NA5O4Ghnf95z72RpQFHpkT9tRXCR857Ul3labDf +4BaS+ochL/sKGxElGti92LODeSeOxM7Z7h1VoUFDgMgc6z4cDVrQ9cep0yA1 +ZOc7eUkcaRjoGe4g00ClAZ6tAI5WdBaZ6nAa6Dw/+yzIAEcvIar+pi4NZC4y +nVCxwNEpddnbisdpUE7rluO0xRGDUp/aigEN2vTezzO74KhE9vqPLGMa7FWX +YxVzJzwltbfgvCkNFiIMdR28cCQoXum+z5wGJ4XijKp9cNQlbCc5cJoGws8O +TKn74+iOwDZqjCUNjjimNg8TPlHYnZFy3JoGGQonh54E42ieU9+a3o4GuYob +X7wJ3ySyLvFVORDrh3H+9SL8Y8AY3XfdiQZu5ncXY4l4c0s2RtaVBtwX/lR1 +EePf/e07sehGgxjVuABpwleOP64zpl+iweRtfsi9Q3hwdW+djQcNGDCa8PEA +HLUsVfrzXaVBmevn40x+OLo5Z6fac43Ir+31MvUajqSnt63du0EDmwZVI+pl +HE2OZuRr+9GgXlsxj+ECjmIH9C9t3qJBqU2bk549jvCeJYnS2zRIPJPTmXMG +Rz/aoylXgmiwgu0wlzXG0TjbgNtGCHHfNqaeRmvjqN5I8MvdcBq8CgiTO6KG +o5xop+s892hw9FV4KLMMMX9X7vqLSGL9Cjs2CVEc3eD8FiQVQ4OiyCt46G4c +2ZqqMZfE0qDEeFv+QWYcSfW18HY+psGl3VvOkoSvd/FwPrdMpMGMvex0zBiG +fpmfOUB9Rqx333JN9QOGGgeoR9dTaGAg+f7luWwM2Y1s0z+cS4Mrd7+2Llhh +SEfgRGfRGxpY/yiNv6ODoSPWsebkfOL5PWIKjjIY+j0u5HC2iAaH6j7GM9Fh +6NG0hl9YDVEP53+6X56Rke+BkK1ddUS9VoM6VgPJyN6xPSypgTi/2SugQ7yv +0lTLR+9bacBuGhs0J0VGzbTrr2f6aMDI6nrc1QHQG8nqY5cHaKB9+S3XB2FA +cRcZyn4P0eB0wrA/bYKEHD49auScoEHt317RU2dI6O9K/oQWjQZ7ZL03tFS1 +kOzPRc5n6zR4elC7mbdBHfGpHHsi/o8GzozdLGc81dGGj69gAd0CXEq2dLsj +oI7a/zAdbmVcgKCjQwEvLqsh582D+E/OBWib2Sxw3qGKEhnsvE+JLcBPK9vs +8+xK6J/THqVeiQW4H/+Rcy5XETk39Pw4eXgBym5zU54cV0Rywdo+xjILIPsx +wfFxkAJq3ZK8eVx1AfIcmAbcl46hX3+/B5KMFqDjw09ZaeWj6MzXe5FS3gvQ +NSjek20phKpMtY1ybixAdE7IMeX7gkj03Qa7pN8CbLrRHU6rEEArHp4x4rcX +YGTvTiv7vXtQ2GeLhyIRC/C7Pqdt/hEnKqIJJ/AlLQBDPVM2s1hvDc9kcRp9 +4wJR+87CdZIgxLAHBJQ2L8BGUJNkraIQsGroWLq3LQB5ZUIwhlcE6BP7dg52 +LUCjzM31F0yi8M3si2/OCJFP6v86uPN4KvovDuCK0KKsJSEk2ZN9y+fOhEcb +afOkLEkl2UsLkbVFi6XdWrZIUig9JSOJtKlIpVSPkLl37tyEos1vnt+f53Xn +znfOOfd757xf87o3uMnt41w8u6/rtkLUj1f3y6cM+Bhh2ZBIb8LXfpj22rmZ +LDHGA60aiVtD/ciTFDOSNJsPar/TrTk/+hGSWbdgbpwJrtj4zf0uQWPc0Il8 +CUdTHC3P+pmjQmM76xWef8EC0u/8Olaq0ThyOy1VbKIlkibpX5PSoEG4tN/3 +CLVE9NabW8Ln0hj63RHx3toKgZovnzua0NjLv+zzsM4afW7Zl0dNaWRe/x4V +omYDv9hNB69Y0LixJlDUF2WDdW8H7JXtaAz6KiUvMrWFy6mpJQInGvb3MGCe +YYfGey8TzrvQWH5YQXzCZzvwvmZ7rVlK42WdsuEhW3tYuRkoUCtoFJ1/Qpzt +sofORJfYjPU0ZjmFbd2l4IB8q2nr/vKmkbu9vzLSywHqWzrMfvly+bqXVk0q +dsD0e/705i00IhJmevebAhNi4lfbhNPYZJbFHFHjoXqAGaV2cOsN2IuKbbn5 +a8vfec67aAxY2v8104OHRrf5/FXRNKauuugzdoyHnY2ZqZ0xND6YJveGlfCg +bSNpsTGORk777aUWDTwkaXXtD0mmMbpAOb1ykMfd11zmDh+kUWXdH7xtMoGe +ydUPo1No/NwTpROqRcBxOEXpcCqNLO+pkZtcCUg8sC4rOEfD3PLL3Fc5BKrt +C1foZ9OQV6xYxlQQ8L827dvVXBoLp+24sPgugcbMPl5dAQ2DotJJnf8S2Dlt +ZZ9jMY2YReWPJw8Q0E66c+RRCY2ke70zEscIJAaf7HhdTkMt3HgEKpw/usei +fa7SoPgbdifpkOheu12zr5JGgI706immJDIedTQFXefWo9dNf2VPguSRQYM1 +NNIW67n2OHPzdXW5XNQtGk72YxlmK0jk682sEbvD9f+FSlLj3yRW5iZtOEjR +kNONfHDal8R4hS/jpjbQuPOnceqlrSQqD66/eLKRhpRMgsyfYBJ+v5qWzWqm +ETb6OSFjBwn5cNOvF1poKEmOmm/dw/mjN+eM7mMasdvjBqL3kYjwnLiw4imN +JX6Kx5/tJ6HVurPb4jm33rsZ/f6cX14s+niwto2GrOB2jzXnm4SbS40WddBo +fS0Wvozzj6lRzYuW1zTSBTfi//u9UvcFrT0r3tI40xmrYMrFGdOPq73qomEy +0KIvwb2fPDLa4PWRq+fHN21K3Pm/jvkH9HTTcODVa23l1s/f+Uxmey8N5o6X +2Qjnt5W0XdXAZxp///TVa+F8N8774t97+Fy/ZzmZdEZw3nkh/+cPQ8NlzC3a +gMvf96/YgmQRjcPz05zubCEhW0u7TPlKY82ezuepPiTqTdawGUM0vixoDizw +IBFWVH9i5ncaR20q/EZcSWioGNqcH6WRd65EIdWJRJy4eFL5HxrthvfmJ5qQ +MNkTomc+jg+jt3mR/2qT+Mi8eXpLnA/j7z/1EpU573ZcnflAmo90a7H+jN8E +vixRpVwn86Euf37ieBGB89RB/5cyfEj6F7Tc+MB5vdS7oluej/cueiWDdQSa +mFcheUp8uHsO1P4pI3DUxN14gzIfpZnG2qZnCcy4uaj8pRof3nM7bimFEHj3 +szYoQ4OPP5JmTLMHgXxYGrrN4aP+/vMdxTwCxs26ZQ90+ShyVxhlphEYmpQf +mGzAh4jxWezxjYdbrrP0SWM+zErmnvr6lgenDpnS22Z8DGltXXC3kIcNvV+L +rzjwUbU8R73HkMd5LGjLdoKPasXR4p9TeOgP6p2r68gHGXb1VO5rYMfQq8IL +i/nQZHtX+rkDKeJ38k+u5vLVaXBSWeCAfzQP5kYF8mEuXV7tf9kOsZvFvK2C ++bBW3BNRvcYOjqV71YZC+VATKZ288dsWz0yCsoMj+bisN6uze7Et+uGe6RvH +h/bXAzdXt1ljuves086n+bi2eVHe2SsWiMisOCbfwEfg5qanESuNUPMr82BD +Ix+rnJa5bQ8wxC/vA/ERzXzobCw7rxRjgINzvCJfPOZj6/FkybJ8PWRfnuSV +8YoPlQmVlpO5+8f9us2G8kI+JD6ZBt32VIXyp1mP5JQFiF12KuFOF13n5SR1 +/66KgJuXV88SvB+qy7/4tS5cTYCWT2Ffxj39VWcY1FL5XEsA6XidT8wqSYoY +3pWZbiSA9901/mKyClSg1IttcosEoArFt8xZq0ndMTgkLRciwBHeIuK8pgll +2T7jSUaYAAerXIv/HDGhru67mK64QwCtYNnSqmETKv9Jk4ryHgEasLJYtnkB +dSh0gtHsBAF+rDbt0dxoRq2sSnA3Oi2An0JhnlKoJfVovfz0irMClDvbjh98 +bEk5SuR3mmQJUN8970+fnhVltebuJvPzAmz2DxSK/2tFqX4fi7S7JEB8hfdQ +2SIb6rNtTObiOgGerj4lX/LKjvL9NMXnUb0AqWGuTc5z7anOI9lzlt8TQDff +fcP9cHvq8bvbl1c84OJzl/+skVpIVcb+qPN4IcBA1MX1EdoOlMG8lMQ37QK0 +f78veyfAgSpsnemy/pUAMgsi9j0rc6DOaNg8934nwL9/7WtxNga1r2H3p819 +XP2NanMV5XnUcKBUyed+AbIKXpVaz+dRIQpngrYJBLglt066ZimP2uh/Yzjo +iwCe6QlWdZy3nCWHpXb+ECB/RFP9dT+Pqr+S9Hj4lwBHmyesvcrNhzYeium7 +xwSYpCMf3zmDoAxLzFSiJRisV9MQ1+TmS7klEYYJUxkQhQ4J3icJ6vzdaZNt +5RgMLud1mHDzqYlNOT2gwOCRbnqJ8W2CctXtL944k8H9Q59Q+p6guvKSk2eq +MthV1rtOW0RQQTPm+D9XZxC6fFl2M+enFElvTUKbwfF9hVWJnJdmxv4cG9Fh +4HL4rnEW56WS4bPvr+oxOLz2kvprc5KyDra8E2DIYKW+0hcbHueFnrYsjfkM +ciMmqNRzflq7ITzq9QIGOpYv1AI5P/W1TV2XZs6gVdrwoBXnp8ill61crBgs +SdRi5nF+kri3eLqYLQMnBz2hLecnzmpDNfYMlq1QtQjj/KRVmdQWCgZxro57 +mzk/XdPTqpxHMmhqXbeXx/mJd4FK++DIICTi0Fgn56dWZa/QM38xmOwf/vE/ +P3mn/VjutoR7fbvRzx2ch1ips4ZSyxnue9/V5j8/xey3mEy5MfiU+/F4OhdP ++f6C3rWSwe7HgT+ec8dnh4Q9MF7DIKCaTTLj/GTQJ3Oxz4OB9q5+4gbnp1te +Zcm5ngyEV5a7eXJ+WvzSxX+tF4O/5Y6+nM356fWyPnKqL4Oq2INSUjtJamtj +omaTH4Mj+We0ZENI6pudpljsZu78sskhdpyfkqvq3lsEMOj6lLzwMOcnRYMN +d4SBDOZ8smFGOT8V5o9mFQUzMNUu/vcY5yczlTNRXmEMNCxMUp3+81O6+Tql +HQz0m8+GaVpzfp34wupJJAPfruHJWoYkFTYyZdg+muuPcFvtCTmSGgu91DYU +w0DLW1VOUpykjn/+q/JyHIMzdoLcvEGCutyREKp6gEH0+IA1S18QlJ2rhmv7 +IQbFPMtpPvUE9fD+HcOjRxgY/+OqnVNOUHT1CP0zjcHmjb4DWckEtcfw9IOq +Eww8VZ6neIcRlHSh2cXtpxlkxviTbp4EpXMixP9tFoPEL3V2lAFB+YX3vL9V +zOD8+OYHI408aqA//k5EKQOD0dX7l5byqDjf2dn6l7nrdRdVvDzKo/LcPNdl +XmMgN1bffcqdR70zeta2t5br/3B1XmcBqDyBXIw4xWDkcI9Jqz8ov9JVOsfu +MjhtoREWpQ2K1n6153wTg/65EeljeQ7Ut1nv1ZqfMYgy6d0hd2ghJTeJ2arY +y4C3Sb+qT92Oam82ksv9zPXDIE+U+9iWOpscemsen8FFafcpDnttKfVxg1Ps +RNz1NXtmO7TaUIYjo9c2jnL5v2hNLguxppz7pH5dkRFiU9PJxdtjLaiJhYuL +rGWFuNxkuHGRqgX1eOMR1wZ5Ifyv60s6/GNOreqaeuHlDCEuxevZl30xo3zb +lZx/aQpx2H616ps1plR0w5y0xZZCDEos9N79w4i6mgvtHm8hdo98cN4YM5sa +jBqU2rhRCKMTT0elr6lRlh4XBV2bhFiob742+dMs6va0aVWvAoTYMaOkxdFJ +mWqKe088ihDidFeP/PvfstRbvxifygNCbGn3O5eQ3V0nOe92ZtwVIYQyCcQF +oQoWi4fG/r4qRJZjXUXtbVUc/aDlF1UlhNzksLAbh9QhdzZFb+dNIVQjhQax +0zShOtHz5tYGIdQCpi4JytGGqWDkpWuHED7p5dFqaQbwqrCUU/sjxM3+VZ3W +S8xxw3Nk6jMxFi2nXOySqs0xVfLWlERxFil3A/reqFmgfsNCaVqaRVH7jdw0 +oQW0JjmOVSuwKGzyai6Ks0Kfv7twmR6LY+zNrG3htnCQVRCMGbBYdaynUP+h +Lc7cbu+vNGYxOTDoXrmmHVzk/+5RNmcR5hGkxH9sh0uU99seBxZz3i0zeqKw +ECEqQS37VrOoXFKcN84XaLpv1Dzfg0V2xYdZswuA2eGixu51LEQPP+vc7wGe +NUfUu/iwMNuybmvrAh5MI/fWKAayUJMkGrMu8pCiYXe9OYiF47MGee17PHx6 +9KsyKpTFtinPInu7eDipFXfl404W830eHp0qR+B764Giy/u5WDkr9U0wgRXR +LgU+CVx9bua0TUwkUKIz6YJ8MosJ/D7nwP+e18Qcy96TwkL8yD+/a+4QqNR1 +yzQ4xiI28npUQSuBye2yZ9+nsnAeGTh3+yOBWv2TJxxPcfnXZeSEiJFQ7FiT +/v0MC6Fly0TpaSSC42ekXspkYaj1bd4jVRJNhm+OeuWwkFj0YHWNHgn115kp +sudZrFXt/fbIgsSuxA2H7uWz0JH5EitNkGg1Vj+wq4jr13Da1qClJHQ7PyTq +lbC4vjnK4vtqbv5NvhD/7hIL/dWhu0u8SMjsllqysZxFsLX6OrHNJDIDguX7 +KlgENqToZm4noePZ1hlYyfVTKe5CZDiJqqU2BaJqLj/lPQczdnHz8cK87Ttr +WO7zlFP0JYrEY+MJ5qP/sDD90fo0NZbEOo3tv2JqWfTzL3SFxpPok3veOJ5i +QU7wrk5L5LwibnXs4F0WM3ZILvzKeWJsKHvNlEYWrMbabSc5bxztG6+e3sQi +yP2u6W4uVn4d0KfUwuL3x8jMTO74opanVzIfscizWV/6h/OH6W3z3bOfsvj8 +TS6sII5E3eVMFD7j6mk7KHk4hsTSXDFpvTYWzJVpxyv2kniduuVZ+UsWR2Bs +NCOShH/847Omr1nYRD1UqA8lMRBhurGmk+WmMfm9l7aRiPU/q2ffxcIipTer +w4/EpLV/Buo/sKj4t7XBcT2JM3/533LqZvE8aaL98ErOM/omS90+c/1dfzxJ +nUdioepphXaaReLrhOlnuf49lPn19m+G229r5eLW6JP49KU5yG+AhcGG75U5 +cpxnuo0sPg9y+4O8Ga0nQeJX24nf27+xmHvmrcrPYQLTa3yOR/5k8SuJbxTx +ikBByf21P36zSLro2aXcTMAk02D2fjERFNP0OqVuEFgc873i0AQRItzKku6m +E+gI8dojIy3CBk3T0mOxBPx87/EyJomw9/hV6aJAAvsWpT7PmibCc9y4cZPz +x0SL4XMa8iKYCEJu3NAncFpnvV+RogjnEsNWiSsSqJg4b/DKTBH205XTj/bw +0N1ap9gwR4RxRmW6u2N4CL2r3eWsI0L0zOvOE/x4+FWZUvRIV4SLOY9n8Z14 +UDq91vKlkQjL43Oiayfz4LKB9ei3EqHSWPL3ktlAeb9a1tRlIuy2dVZfNWiP +QznJvu9dRdy++SJRlmcP/5XCuVfcRfgY9s0zY4k9VGtrry73EOGdmssBjWw7 +pKSubzrqJ8KLADXdGmNbBFieG5i0V4SVXQ0TaSUrOArEajqjRQiRPPfTp9wS +s88H7LsUK8KAqgFbucgSHROtpZYkiSC2okFnfLAFnLo6VA+nivDPOcryfaUZ +tJIUXaSKRXjccP1dlKwJ/ljvk3lVIsLd9fOSM03m443w04viMhEWXdxyvdzB +GGkeVV7O10Q44eEhvmKtIcb0V+5IruXqtbfsVtdOXbx7npor3iaCed/hCI0o +Ddw88H1T20sRNCUmkVOE6jhp56NX8FoEmw2+2xb3qGJpkXE1+V6EFIk8UfxT +Zdza86QlnhZhZpvjiScnZXHayCLVnRFh2rvpT2SlZRDenb1aUySCV0t9vmyv +NHSXBX2oH+LyNbD9mZglBolx7YVp30UoeaS1tZE/4vDxul2g7w+u/qXB43g5 +XxxqAwvmm/wWwZj4vP5RzkeHM7MnD4+NcfVeF/r//2P9H/MlbBo= + "]]}, + Annotation[#, "Charting`Private`Tag$15181#1"]& ], + TagBox[ + {RGBColor[0.736782672705901, 0.358, 0.5030266573755369], + AbsoluteThickness[1.6], Opacity[1.], LineBox[CompressedData[" +1:eJwUmnk4VV8Xx0nJkMhQCBWSJJllXO50zBlClJCEojJFSBRJRYhEmSmR6UeG +TFsyz/M8XddYFEWS0nvev+6znrv2XmuvtfY9389z7hG7myZXdtDR0WXuoqP7 +/6fulYXumkUzDa5kUfhB2KWxk8TvOsknD0JC/udaA2gacslxCUV8ZMj8lBAp +GfBDQ699sDCRzxRe7tkwx/wZ4Jz9RtUzPnvY6bk1/esWF4yfekgK5/OEeTuv +iF8WIhCTzFtz9MItWNaMLoJHoqDLnq1WneAFPtyEtaiyo1DytU3h2yEfgHT1 +s4e4xeFpLqe4sdhdaO2J2G1WJQkpPIYhj/mCQXJTwXnPnCz4tb+oMy8PBtJt +19faHnJg/mBqh8iFBxCRPPc14Z8c7Fl3C6hICAHOePbnHjwKcLsv5vbSoUdQ +xM+2JqqgBMbRI9fOiD0F64JLZUKgCpJ6Iln8jU+hLPb3wmy5KjAxuMzPOUZA +gO9nFzsFNbD5sP0fMo2EubLtd/Zi6sBzPFLKIjYKpJZtTn3f0IB7TEXHHvHF +AMODlzVkCQJIaEWFFrrGgEqhq2iNLQF6HtxcHG2MAc5e+d9asQQQZZB8J+X1 +HMbU9xq5bROg4W+GVF9PLDB8FV0drSXCTbWgiL/HX8Czcrk+51Ui8PpdWhG7 +9wKUDpUqfxciwdVfgoU+p+JAyDwxbciLBHt+xCocCosH4aarDc14n4plbsVq +0+Khr7lIthXIYO16dsNN5SX4qB7rLbAnQ/4y+4e6hZdwxaD03eF3ZLCQ/Mr3 +FV5BrVoGU2YbGeic23wPvHgFQ5QoGvMyGUwWQtWuURJgyn+a1VqCAltijonR +CQkQy1T9V0+LAhlXKNuVPxJgv0dpCftlCqxP09ewpyWC56slH84XFEg6MnVY +eTMRcryU3p3JpwBmW33PzigJkk3nVs83UCBu3JdUvJ0ElubsdRMrFCAIWGZM +mCUD6b+8rbM7Mfh8XmkXU24yKAgIpsbsx6CljaWId0cKJMU8fp98DAOhJZ/L +uSdT4Ekjn5anEgburItcRMsUsD267LsPw6BBwqJuIDgFzu2WC/I6iwG/bqOn +c0EK7JuTzkizweDmVcWjdGMpkJ5iIPf8GgZ1oa/7Y3anwrNe/hcGnhjwvuUO +OS6XCifgolbrHQxcGoMUq61ToU+Nu50tGIOaue9zJo9TYZ4YWMv9GANuRrsX +88Wp8J+XeO/kUwyuHu3WukNNBSv9yYobzzCoJmv+4mBLA1f5Bt2PMRhw2ue/ +fX06DarMjWwGn2PgECRkqWKfBrHnyZ8LcLsiLZy5MyINjqpVLRvg/hy1fz5c +rkiDFSkJ/7woDOypztd+zaXBrXCDqp5wDMroRvnDOdPhX7/KTHkoBnsO67Ye +0UiH8vdnlR3vY2ALH/xKrqaD8UEyz5AvBsXW4pJ6z9NBxOEvlc0dA5a7L8Ym +a9IhIKKAn9kJA+tExnDPpXRgc2vUa7HCoLDyljozbwZ84RrnNDHCgHFsZjmR +lAGN7MVCqUQMzm+dTZK9mQFPNmVOlclhkM//6UzjywxgntbliRPBwMIyNX9l +NQOUWw22iv9R4NuoKUsa/2voMSgJPrNMgRBrpitnSa9hKqf10OgwBYou3+Qv +iXkNDeLXz/Th86M7J3zLseo17Oq+RyPGU2DKaaCTd+41hC6qhmfdo8DeG+oP +/JTewM2sxJzLhhR4vbIyKWn7Bt5fiQr9IE8BNY8MlYnQN/Dp6mvKHj4KXLvN +uqI58gaOnNcoy50gQ/394fOM/plgEUgfyGRNBqtd4cWlrzOhrjtz73VVMnx/ +qMlxtSMTTFbe2Y8cIMPh8Mz61kNvYW+qkvpAOwnuvLglHVX7Fh65dTE9kCIB +F//xJ8Qvb4GkHTt/aScJshPGZn9wZUHqhquD+TARBlNJr8yvZMHUmu7Dp4FE +kM3ZxyjAlA2y631PvOsI0CxVb9sunQ0qvgfPGkQTwPa/2xV3LbPhvJGFhf4l +AoSXTLpSs7MhuHaqsPO3JizU5I6+MXgHgm/urkmLakJSv85/MtE5MKBTaWz4 +Wg0ULP6y0ipyYOJnO/djCTVoGylwiJnJAaWE5zkueaqwOXlAYEMhF2T2NQoQ +ClXA9PNsSOVQLsyXqjZ3ZZ8G1n/3rLSE8qGUZPOM5Yo8xF09Zy2J4XYaF7vH +iByI9kna7ruRD2xcb2y/n5EDjazBy6NV+WBnfVnMUEEWPmTFFpdKFcDzsitj +11dOwfLZpUq9jgI4oqiwc/8HMTB7+6LVg60QHvAruYyt/tFIuHhf3+FIIaxP +yYZdwn5oTHNeb7dQKISv4bxxTPI0jZv+xE71i4VgrhRQczKAVv3IZLlnd24h +JEzzWK/KM6GqP8SRV/pFkBXa5jdvcAgdNf668OnJe2CocGS9xy+D+AO0VBxT +38OUocP7W8UyiCM35QlL6Xs4qc+QdstQFv1mOitlPP0elP9rOeAVKIe6ako9 +Jk4XA3ZeTyCmXwH5St/b/jVbDIWvjkzqU1TQTesRw4StYhD3yZGXaVdB9mH4 +j8e+Evh0jV8s/awqMlyYJYWolUA3845FTis1JJqi+4grugRyo792XTivgTrY +ubmlNEthoEr7uBkDAX1Sv36l26wUmLYkrHlVCKjMuaHE07kU8gIfBy7fJKD0 +xtuWFbGl0Cr04/fHIQK6HTCepL1cCjbWven1SUR0PVdx5cuOMhDhZWtubici +u9EIQgRvGfBvdXO0bBGRgRJxpp9UBsHNmseKTUlI+Nub45dflkHbnrlrPzZJ +6IAgnR9jAe5/U0cj9jAZ7dGzbMuqLwMZSb7PwhgZbbxhvbmyUgbp7NeqV8PJ +aKnPviaa8QOkF4YxSheQ0fSO6n1KAh+AWS3GwaibjNqsXd/7a32AYt835tIc +FFQb1rzryEXc3m64t3SSgkrLhc/VuX+A8q9iW0G6FJS2v3+TJekDTAbRV2oE +UtALspReXtEHcHy5JmATT0Fh7g8TjJs/wCUezX+m/1GQd4cyxK19AI6SJycq +xylor1TxbDNTOZynY7k6uEJBGeHSYVsC5aB8NiP88w4MqSy/kz0pUw42CS1o +jQtD3frHhq0p5cCxcEl2XQRDTjlpAZGW5bC2q0P0iyyGtlmFxGqvl0PIi9/T +/ZoYinGOb/txrxySH16uf2+AoROt3B5HY8th8rOAzENLDNVKRPKdyy6Hy9oj +L/TtMWTxmLUmtLocMnTXvXfewNDXxRCH8p5y+DfoYZXnhaEHOjvYlubKoe4Z +27jOXQwJZPkXCW6Vg0uNdNJAMIYKmTYtDdkroOsFo7HpYwxpO3nS3ROpgCM/ +vYpqn2JosvHbm0KlCvD2PRF55BmGvI45G8zoVUD/7mfVrjEY2vNw7gePbQUE +5U4I488XlDZ36aWWZwWkrO/Jm8RtZWxc0ye0Aubjpy7+w/27XlvMZydUwPOk +WTX2aAw57OoLHyuoAN/em3bskRj6Y28ov7e+Ao5XxH//9wRD0XUtIzBcATeG +iELUEAxJiGL33JYr4M8lNpGiQAzVBH08lk5fCS+tLuh5+WDInKbW0cdTCQ0H +9b5KuGFomVjmyShRCZzHi252O2IoOE3u4GmNSnB9Jqh57SKG+Hfkf7xqUglR +ybVj68YYKrgk4fTKoRIyvt7v9KRgSOvj673tvpVQ/msqb14JQxOHjxRvP62E +o9ubgobHMeQZmHBBOr0SOC7cbXvHh6FUiH4b3VoJf78pzWptUNDp5L2G9ZOV +8Oyw7XLoDAV1bD9a//mjEqRFGlxruyhoqyqQeF6gCqahPlf4DQU9E/yz8ES6 +Cn4qX3fSi6AgcX/viCpyFQS8sUhx9aYgM7UbY4evV4Hl2FuOYjIF5Zdf8Jqv +qoIrIlJm2r1khPEPCvD1VMH5HxyM3u/JaMzH5JPuXBWcNVC5mxNDRszKOhx5 +e6vhvndei4wJGV0uVcz2tKmGiwTH0J6PJPR7f6HRG49qOG59sv/yKxKK9Dq5 +MfiwGoxv+Rxm9iShKgVRsmpBNei88hB9IYzf5/f7JujpETBGH7bb8CQiq7At +05n9CJxta6OCSESUZj/b2iCJgC7iTBTbPiKS5Pnw4YkFgjzX13JiWQRE9LJ9 +zlOAIHK8xLeiXRMpJpx7E3OqBr6L2Ty6MKCOLEPbqA9UaqBo5D8mRnN1dMeT +IOhNqYFTT3y69/WpoY/6J2IsL9SANsNFlmutqkj/7/Y9oYc1oLrR4/clUxld +sn5z8e1EDWyn7UhaFFJAwboH4+MXa+A5MV9MPlQevVGM7Hu8VgMMveQbVity +aGmvr951lo8Qdf1zr2OVLPJCBsqyih9B0bzD10JPGoUdXueuDP8IhonuGUF3 +xFDJNKmtU60WvivtuH11ab56QPvearhWLeT/ETpxI7Os+mde9X59k1rQtlv/ +XFpL1VDyU77U5FgLa4P/5TCV/tUo4zr1s+ZZLXwRfnq5umcffCDzHy5cqIUI +x39CsnIiMJJ9juL6oxYu5+26+Pi2KPzmeH5NarsWAl3Gclorj4LKOHtxNtcn +kLo9G1pHEIfyW7t00zU+gT93C1OB6kmofLPiERPzCYLCDj057yoHY3uk4k2S +P4HwriwJC0Z5+OPuXM2R/QnW5HeukF/JgzrMMYWjT4CZ6GJtHxWgenA08cHn +TzAjwLlWSncaEFNjo5dmHchR5dKcQA2mbuxclterg8zLx1nqa9SArp/A+cOs +DpJ4yNnxmuqgmVppddO5Dv7d/eMaqaoBNcqFq46xdWBM5+P2d68m1F5LPGi5 +VAef+OVY0hoJULTo7Gz9sw7yPji6ntwgQIaTSsVlunqYPtg3SDtKhAcOg+dv +cNfDUD0LWzOub7Tt9r0MUquHeCb7DRVJEihTJxdDsXog3rFmnjElgYRtnvJT +o3q4IOj+OfMOzjfWesNx9vXQ3NPRcLuZBJ2WD3jzwurhtEbYNpsFGWqGzjoV +xdZD771iMysfMhScEy4rS6mHD+ZBK6XxZHhmhs59el8P9gYjfyMHyRDUF57Z +VF0PF12Fo1nXyeB51mqjvakebAXy/wvfRwFz483YobF6GJGVP5OO841WV+Pc ++Fw9XCf81JW/RIHThrGKtJV6oPTmdjT6UIDPQG5geWcDmBw3WFzNpABLG73Y +j70NwKQyYxVSRYHful23fvE2wAha4ODrocCY9nUehpMN8G3nMy+FXxRob1S9 +wqTUAHynLtlXMeN8gLEUsxEagC1qN6smPwZ59UM7ufQaYP9mw5vK4xgkkzNN +ec0aYHSJIVD2NAaRn25lCNo0gJjEmS8pFAwCieQ14asN4PzCSWe3CQZuHznJ +4h4N8CHdaPeVixjYaVKjT/o3wHMeStIHRwzOonya7MMGyNRui97phgFZ467c +6agGKBv+4EPxwUC+Sj9I/VUDfK2R++oXiOEccrCX+LoBJoZLXmWGYLC/YlFY +O78BLg3zKzc9wXlApczd4EMDLBY8fzQegcFGWUityacGULSptprH+WdByYzT +or0BMKmIp7M4zwyXiNhdHGyAK9aOu4dw3mlR+P6fHbUBzDT2VFbjdvn7Gnqn +Lw3gUJCVG4/7v5OLML6+3gBxAj2LTvh+CYUXU93/NUBxp/9jSTxemIzkqjdz +I1xrZC6ZwXnMv+C3pj9XI9z4opAc9QCDG6eaI+8LNgK1SPiBXAAGNnkvph4e +a4QhtTNFLd4YGJ10kA6XaQTLxsh7525iQMiRD3ym2ghzmbymI1cwkD3B0PWC +0ggf0668OnsBA5Hs7kOJho1wooTU98kQ57/jKTfTLBuh16T+4QkSButi6uy5 +1xth5a5iDU0MA41pYuPj243wtPbJ+gAPBiGJ2gFOQY1Qt3FKN5YBrye36TeR ++EZwCpi74D9KAetOy0z6jEbwoK1qZdZT4M1jG5vJvEbY/nLov9Q8CijSO3e+ +rGuEMQ4edjZ/CtytdH14u7MRGCyYSgPtKNDg7QXmI43A89OI2IJR4NzXe/n7 +VhrBs9hcYJaVArdH4yJCDzbBhYu/uZxC8fsUm6TlINYE9l8ZXpbZk4HJJOMf +SaYJDFTl+peADPFN+Tf/Ybi9LXWX6QcJyosbDL3cm6DGU9NbW58EO9zadpv6 +NwF/yxDP90Mk0JXsQTKhTXDVnocv6jsRRtPGTy0nNkFkDFHjQwwR/kSssds3 +4/EOh5f8biMAWe93I6GvCbQ2ixtexBEgjJEu8NBkE6ylCD2BywQQ9GddGVnD +4496jZWva4LGNeEu48PN8Jmh+WQxuyYEkI0iwbsZnA7P0FgV1KDpn5m24P1m +YEsP4w4vUAWOigt0W2HNkNq7nxwmoQopMo6uJWnN8OvF25kj/CpQI3TX6GRH +M9jKLvj4LSjBjs13HAePtkD+hW7HAm05ONhO/AGnWqDW9V7+yAdZkE8d7rdX +bgH6yo+eRyRk4YrO7ld5Bi2wYcHSeohJBpri7Y4SvVogXEhBh3jrJESo8Klc +bWyBUrWtVzX/REDgTsjl0qut8GclOaCFsVNDwUgQG/NoBQvXTJL58GD1GdH3 +4vR3W+HmpC/D7ZffqgPaqMu6z1rBX2i9VLySHk0LqN+eKG8FnZQ3Bem5nCir +6kfYrj1t0NKrIOHEJoIU/9mWnM1rA2bVzPsnh2SRvkHNfUpZG1BobeyM9nLo +8qtDhkq1bXDDPlz+z1c5FKk0Mc8/0AZ172zXj+1QQIs3L/BN/20DHIsfdwgo +oYQpszuuBu1glt7lwiSkigqlirXtzrVDmnqf0GicKmq6w81jeqkdisRXYp05 +1dA6b2+u0q12eKnSUZ5Pr47OGBtNbie0g2xAm8HJLg1EX6tLDF9qhx21H36p +cBMQL0f23oCf7aCQLLv3HEZAUtbMo650HcD4fpdrljcBnf/d6GHK3QH0hXeE +FwYJ6L0s5fVBtQ6A48HPI58SUUtghhsb1gHXhWcPC5cT0VQHg8Y/ww6g1IQy +DM8QEZtz7cD05Q7YHnnPlq9EQg7pwJT9pAOOjb4/1tRDQndWk/pePe+AzVtb +fEYbJBQN2ynhyR0gW8W39JWfjGpGK5XdijrgX+hq+TUbMho4LsB4uaoD3uzd +E0cOxPnH26/HtLEDLCpmeE6lkBEft4rz6dEOONsvJSk9TkbSdvFKErMd8LrM +7A/pN67/Cn4xCHzrgLYTDWN2+ynIXb804d+OTtjOvFxWqUdBoS/3X13d0wmf +dNPI6/YUlLxwS4G2vxPO8F9jkPenoLZg+Y4GiU7Qb8gpRdkUpMLeuiNKoRNS +ldIIHR8p6G38JaULmp1gODJR8d8gBe0X/eV8VK8TUg4FbzotUVBQ3tOUb2ad +8NymZ/z7PwpaOX20/4NtJ4wJn7Y6w4kh608VzMHOneDy1Pa2L85DKkML7rz3 +OsH42tHPmkQMvbULyJx+0gmRHyvjhg0xtH+ZZywnthOiKCIvwArX7945HN6p +nTA3sqTijuv5VXoShZCD73dE6rMrrvetw4Z9WEs7YbU0+KCqL4ba9rvm9X/s +hMwEIfOue3i8VEZaclsnDGbVyEiH4vFOJB64NtgJyVJt5ufD8Xglcvry051g +kE66eyYKj6fZEri91AmSPh1ue3B++d5iW9y00QlPdlWyxuB8U5C95alD3wXN +D3cpzeL2/DcsIo+xC2x0Db/9n3eEFJ5lce3pgpqJBc0ZnJ9Mfcc/3d7XBVKe +bdrPIjD0BIlPjO/vAmudRHkWnHdqd3r+Igp0wSnl10T9Bxj6pYM43x7pAl+7 +7o8WOL+dimA5yXYMX/8ld580zncOfWZa7pJd8GfCNq3HBUOJfKmXBmW6oOl4 +xpqmHYb6rJf81JS6AMurjvczxxBrhlJsqloXsPvckQvSwRBx8X4BI7EL0jnE +PC1UMeQj1dHirNUFk9NeQn9O4Ofz4Jvt0u8C9a5nu24exM+znc/36lwXKPQH +ijf8xHmEtCVHd7ELft5VscqZxvk5FDtzxa4LkKVH5ZV2CtrkHL9/6noX8LCT +M8yTKUjaQjwxxr0LVgx/ZkSGUJBDokfppncXyESq1KW5UFDfMZalT/e7wP/J +0j9TBQoqUFMys4jrApGSI1oCH8ho/t79m1WJeD5vCjIJL8hIqLH9kXB6F1x7 +rEqn70lGYcb21Uu5XSDpECRx4AQZOTlEHbv3qQv0lndnoCcklPxujDDX1AXz +Tc7x5EskNLByzEqvowvCHatOIAUSIvtVR/IM4/0QUH6aNEpEhyK/bGZ97YJu +pWwpvYNEVH0pIKvwRxc4iLluSSwRkLUcl2XFry6o9DDUk68koIQBlbK2Hd1g +vVvPq80S//0RfOz1bX83mN26Kmn6RBNxZov/kIduEFAq8O6NVkf/+VWmqZO7 +Qba/6dpuQXVkZGBkgul0Q+N2zY+JDDUUseL937mz3UCjGhhGFKiiPUqNN30d +u6HfTvNcbJky2lV3ZQlFdMMdvY4+70gFlPF881VTTDe4XQ45+5ZRAZEdw/W6 +47sho0NHZtxPHt1nKc6eTu+G+FoP5huX5dC20c6ru8q6wcjbI37mmAz6NZ42 +qzvVDTuNxL5y8R5HXzYmJ/qleyCuryhbK3I3KnGMqNVV7AFKwK/JW1o7UOCg +xhuk2gNMFwb5sK3N6v2lidezsB5gGwBLIUJvNdHrwp87Vj3g9WnbRbB2B7xc +G+ATDe2Bbi9fYZOrQnDFPuRvXHgPxAoeeyJ5/zBI9ylQ2aJ7wLA9Y7qx4wg0 +FMW83UjsAQ42HdG/9qKw6m6i1FrUA82USXqHoOOgvdpu6j7ZA+++kFWwShng +uuR/en6mB/LtzfSjzsnCRJekgNXnHtBvivUYWZUFz4InNMp6D4Q4m0tQROQh ++aaOOx9rLzCkvk57dlsRfi7XRdQo9sKrFRbzjVkV+HjR00NBrRcy9jXuPHNd +FcLaRc5lE3qBs/EMs8gPVRDOvS8Uo98LcemdHyV+q4GBi2auo10vhJYL3F9Y +04CMzxUte5/2QpFQ0PYzPQLceGEoci26F1T1Qu1jAwmgRKb51cf1wr81FJ/z +ngAtiSwn76T3gojMhhcjPxFWjSwjFst64anqoZWjw0Qo/7s0T67uBW9nc5db +jCQIzg7UTPnUC/+NKXN/kiUB7863q+YdvXBHUD7aMJQEGqU/z9bReqGZRY3t +mxiuv+wf5xxa7IUfB4y0VvXI0MMhtMvvay+Mlwq6T90kw5VrlBKZzV6QjU3f +c/c9GaQODO8N3+4FXTW/EfF+Mvz65OK4wNAHqnfvmH1YI0OYYAxv8t4+iC/4 +XRgsjfNOyzG331x98DdJ2LlSnwKHvCuazfj6IIdl3a/XkQKFXdO+e0T7QPrM +rd/xLylwx9+r1/F4HzjN7S7DCimASbBIfpLqg5VF2RvtTRQYDpIZ91HugztV +w3vtv1MgTbpeoV+jDzYqy+vddmHgMm7xVJrcB5lWAnvNDmCg+Hhp7olOH+zU +i1nfI44BnVIgzJ/pg2N2UfFxSjgP0LjiiKZ9cPqN47ENnG+iIzNXEi374LrL +hbFjZzGwUlfV2bTug4PZ73ZJ2GAg9rkj1dS+Dw45v6L7exWDlVi73/lX+8D0 +pq9KigfOE6SfJqw3+8Dna4401x0MglcevXPw7AP5+4WuZkEYGCQK7qz16YM2 +Bck4h0e4Htf9z0owoA+0Kqim2FMMpn6Si28H98Hb+nr7tSgMstOH2Poe9QFH +6OZzV5xPPI1cHE5F9EGsZWdDOc4vGn//VT+O6YMC/7bZHtzenR19YC6+D/bv +y14tw/27zI+5EpL7gO2g2aYLzjMvGSqaEjL6QOTT8sFveDz7gjNHfmX1gdW7 ++lDAeUbq4rTP2fw+WL1xMcA6GINfzF49ee/7oIJyyVDfH4OPJcwnWMrx87Vl +WDDfwuDx5cSgK6gPTnwXZI11xsCUQ2aspq4PGlkm577bYiBUVScv0NIHKbs5 +7hw2w/nsqkW4d2cfNPfPXTukjUHh/qXZnr4+mJ1OuryijIHfpwANqZE+WGy6 +KRYjgcFewcxvMzN9cCRg8fw5Jgw0zYPGaYt9EH3DIaTxJwXcI2xap7/2gUGu +SYf8DAUG6Hkzp371QV4UnmclBZhU12Im//ZBujOFz/MNBVQ8u+5P7OgHRpmq +gYkICiTNhVqP7emHdreeH+U2FOg6dEV/dF8/aGmNP5bCeWaHJUFlZH8/8CfM +2GSeoIBD6ybP0OF+ULMRKcz9gd+HgmvtvfL9QM7i2JK5TQbbRayiR7kf/lOz +k18zJ8MzYZGsbo1+EKd45TfIk+FnzGhwp3Y/hN3FPqYtk6DaR1+t1aofLn3a +w+lgSoKVQnGJlkv9oH3pYMvQCRIIL+3kbXboh9Up/0dXd5AgxLrqR4NrP1wn +C7Ys5RDBgCT1rja4H6ipQcTCDQLcvcMS//FRP/SFXh3VbyJAQfFcSM3TftDb +d2uEB+cdbvFku+q4fjgsWbeuqkCAsT0c/OU5/RDzKkyQz0ETXAZWQ//r64cr +/cMjbtrqkMTe4VUw3A9Km0FDBd1q0KWdbZ8/0Q8iisFHEyzVQL7CTjN3oR+8 +CD4j4VdU4U9y78bbP3i+u34o37mhDGFXix1SRAegXk1gM1NHAT5r5oaySgyA +YlJdQ/l7edDifZ3tdWoAEl1yffKE5GFHY8xXfZUBKHt697DlN1nwEfX02jQc +gJ0veVLSgqXBYVI2xMRvAIquu7sN7DkGBLOC1zt7BkB1XNIjiPBdI0nybePN +wQF4EhqP6n9PaPxhSFkcGRuAwJsFpTaiDdVlhREn/5sfAJuVn1P0LRvVUhw3 +iy/+HYAXnW0VKq4cSKD1ZH2J+CDkpIh6r78SRj813804BQwCmT16IRHkUGXG +l1fewYMgkTt4R7pdDt1nkjwb8mgQ7l19NNFrKY/2duV8TI8ehL9BBo9lXRWQ +mE1e0kTmIGSKbyfFRSohc///LEy7BsFQXGza96UqEqCusl/uH4RHrgqBfPvV +0DRZttFtZBA4MhIH7SPV0I09RQoRM4OQn5qQ+zlQHYW8es/Z8msQGmmcHjzG +gIo/lLbBkSGwrLOUeGlKQL6Cv4LOiOH2Ga66hyEEpHnvtOrFE0PAK/EqK7WU +gNq0P2T5KgzB1HaWoPEBIpoZLA8p1hmC2zIm+rZtRJStuqVed2YInIs6Ut02 +iMg1WXW95+wQxDaWjCQeIaE/DpWXVy4OweL576zgQULcP6s0T7gPQbL1huNN +VjIasdzeUPYegt6254+ET5FRSpVGvvadIfj49fYw1ZiMJB8gQYeQIXB8lht4 +N4aMvi/86/N8MgQUqXNFFu/JqExfMywocgiEsw+2nu4lIzL3x98pL4eA+986 +dedeCmK5TV+YnzwEJpQW/q/HKahrlHC1OmMISprP5QySKcgqvXZwNG8I2qas +ut94U5DwboaIz0VD8J/hvn+PIiho4RoJ2ywbAvF3POVObyjIU7bu/f5PQ3Df +yzyauxvXn/KHU6KahuD4u/0yfnMUZKF458mejiGYtDok8+43BemeHvJ62DsE +atOCt9LZMKSqIm+3Y3gIXq3tXLE7hCFJtUgD/4khIMYdfLNwCtfHGkunf9Hw +/fey5soBhjg0tUU9FofAo/vLCZIBhnYQM9i/fh0CQpzxhf3nMbRGottyWsPr +ddn8Qc4VDM1SrOZom0Nw+lnGrl2uGBrQKuu2/ofbvwN0DvlgqEmHu2p45zDU +sXZ0/g7EULme61tTlmG4tiFw/MVDDOUYtEV3sg8DbSRr40cYhpIMxQN0eYbh ++/cr3zhwnokwDr5Wzz8M+3t+9y9HYyjw7JSZ5uFh2HrVfv8xzi/uZmqEiqPD +YEOhn5zDbftzcZKKJ4bhwpD37A7cNrdcO/Cf9DCsV/akTeA8o33BiEFScRg2 +d7kr+OI8o3wx5+sb1WGQqXVv73+MIQkbppEjhGFYM87JWQ3GkMAl+/oEbBjO +fMwR6/DH0N7LNQUH9Ifhl9j7FOdbGKK7IpDwzHgYtJnyo1qccd5yuP2Q7dww +uNSeuv/FFkM0pz73UKth8Nl02NNpivPNNWlrBrth8GI7OHZLC0MNLmE6dx2H +gS42KW/qNIayXcmHPd2HQfHZ6NtdvBhKcE9h/eY9DPWsMWkfd2Eo3PPPz6v+ +w+AsT0eifKcg19vv221Ch+GiXt5IZiMF2flyfBgJH4a9OuelHhVQkOkdlwyz +6GGQiHOhKsZRkFKgqJ9e0jDs4okY+XOZgsTvBzo0pA9DSpnVLl5tCuIPHjMm +ZA2DQMS0xa4TFLT9MEZc6T3enwMCf6yWyaguYueAcMswNB54ZSNjT0YlUbYf +EzvxftJnhewFMnobXZnD2z8MOQ8DH7TxktGTF55Be6eGQTKiM+ZHEwmZJM9I +/14fhkIuzVMnBXB+SdUUuLWF9+8njs9fiUghPWH3Ct0IPGUcYnBARMSbaTox +yzoC1n66+t7WRDSZV/ek+8gI5Ha6s/pGElDX8s4l2WMjsPKr3/b+BQKqkaTo +x0iOgOpZyauJRwkoJbt+zzmlEXj12lv4QKkmsnvTED6mPwIFQmbvh5MAzSU2 +Rcx7j4BC+kRcC84rA2NMK9r+I6B/6e4or6QqajyoY5R9fwQsNNzSfrxWQW/j +mzmuh4/Ad9X4287PldG15y1R39NGYGigNFLGXgkth7VF/20fASNLccnKRlk0 +0bpnzbp3BE5KDQuan5JFHSwGpjVDI+DnGOS+8VwG5YW2cwfRRsAjroLbzVYa +uQZ3PGfaHIHHGy8oxgMn0Jpf1wsu0VFgebV07HD1EbR1re/Vcd9R+FCxduj9 +0V8apooXo6QCRoHVfVrKaoUOcujnQuSCR0F5SKCWu30XWMdtuKk/HQWayecF +QhA7fKzn1zZOG4WR6PA1wRt88PDwpbXbLaPQMGctlUQSg6kvi4v+naPQu1ht +JOB2DE6Xuk/e7xuFZmr8w6BEcfhsENwSNjEKbuGCjv3fJcDALzMl5fsoRH82 +9WV4egq4Bpb1m/jHQLmy29lYXR5cUr2I7YfGgEhoiRBtkoc6l39KPaJjkGTy +9gadiQJ4MewTGZMaA4PgvMYyO0UYlpbf/EYcg0dOg7f8vE9D8hPf1wecxwBp +7V365qQGv8wZXgm4joH/vUvFV6lqYCQcFnnk1his9DCPP7FQhx0fEv1OBIzB +XuV4mSKiBlyZqzGG6DH4r0zOZ2uHJpwg7N52qBiDy2Sn5sVUXH9kvzs2VDMG +F6a6WZQGCCDPbWSs0zAGUvEePY+ZiaA2H5dxonsMQhift6hcJ8KZcAm9lbkx +yCb/priJk6DnZ4fnpaUxkIi2IGbi+uicrUdSz+oYJDYsTXYEkMBWrnL1/Z8x +2H+HlLzYQwL3YYM4H85xID6bHt3rgust4vePnw+MgzHtgXh0BBn8cmK/XBAc +B/OI/6gb/5EhOGBSQ0N8HMQViUcv4HqOaTHIKf/kOIyv8Qmac1Ig3ET82WG5 +cegMj7KSwHkm9qjb7A6NcUj7Wqlu4UQB/ggedk/SOKRCfnvefQok//pwelZ7 +HI46L94bekWBt607whrPjgN90vf55BYKSCpkFp+2HAeP176sqlMUKEjSm8yy +Hod2bEoxY40CH9xiZMOujgMmKaw5xofr+9HTVn9vjINK4XWeLFwP15LHH9zw +HIfXDVFUUMEAy7uXP+kzDr9rg1uScT3dckBs2ChgHOSJyrubcL195l7Ljtrg +cWgUyJosvYRB7+cbknKPxyHcazLnhgsGFqZc5hkR47A0Tj/8BdfzY1WlATzP +x6Hez2JS6i4GtsesskJejsOHs2b6Sg8wmI2k691IHgebmJdVO59gcO13xh+n +1+PAv/GPGhuBwdfLOmIj2eMgeeqFzzLOG+7ty4Z6BeOw7JhvxoTzyYbiM5/K +Yrye3YMW87h9J0Ux/WTFOBzXoHrhzxugYxltS6oZh+Tmifer0Tg/eQT8ZG8Y +B4nnR48L4jzEPC5y+F7rOJSE623tCcfgKdak871rHEKIR+0/PsSAs8DF4/IA +Xr+W2lyVexjE8u1L7BsdB8VSZzkfHwwOBhU3UKjjcJX/5SV/VwxSlixXSubw +eLFrxVoOGIiab/OJL41D330tNHQeg7cojRS/Og6LAv6CMmcwOHlc6zrLxjhw +tcfcM9bE+eXZl1i/P+Og4BufqyKD8+afiJol+gn48S3Wc/kwzoNX5D9f3D0B +FeZPy6+x4/3sHOLq3DMB36qvehb9oYBW2hHH/w5MwPNjBc7veikgH7dXrEFg +AmJS5Y5Sqylw+OnWzMiRCZhUM6tky6LAb59+u52SE+CZ6FNm6EuB+Zu1R/hk +JqDAy/6c4yUK9F3JnzqpOAFBnmlavloUyDV+ZH1OcwJ4347zvuCgwEstL0EX +ygTYXOd8kY7Pe4j65bFA3QkYjV1MKcB53va4+vls0wlgOKnE2xNLBi76VbO/ +ThOgUDTpd5GNDHQb49ycNyZg5c3WfNwCCZaWWnrFPCZA/2HGC2otCRqGMoyN +/CfAp/Xen1RPEvgUWBikR03A32Kjn1ztRJi0qSHrlE9AFOP10UdnCdBmlstg +jSZAqsw08NFhApTpvax1r5sAY8VXJmVLmvBMyVMzoWMCMnWVnXLvawKFXVzt +2/QElHw7mOOjC/CuOkLuOesk6Cr6e8c+VQVvQRthqtUk3PisfO3mMTmwM5I2 +H7s0CUbH6q+vv5SFM0H0jwcdJmG7S9g5lU0WxBbTV9tdJ6HGN0r9wYo09L1f +qCkPngQuvjkXx/MnQVrf3SYmZxKUOf/cZ+QQhQXfBwlafybhYanwENfkmMZn +8xNOqXRTcFdZiC7o2adq2xWuHYcYpsBU6DzPs9ML1Xoiswr8TFNQnxbmdOjG +v2rhRw8TOTinoF9gbLdmwD7UZdrm8vfoFEydC0lI1BdGkktmrIMGU7BmKfxP +x0wWlZnqo8dGU+BDo//D/1UWkaqIHhpnpyDi57W5uQdy6PzTU6OvLaZAXcZl +7EyhPHokzfzO8/IUJOdM/vX/q4jmPCt1OX2mIFtcTCTYXBW5jxdu1/tNwb0S +o5vGo6roLyWr0OfuFCi6tYQlWash7gOx/NSgKdBfct+VYKuOSB9ufs5/ip9n +zVbkMs4bKX+FHxtkTIHOwydbsq4EJOnAp0GfOQVHxnYKMr0moNIO9u/vs6aA +Y9RpbnGIgDqS/1gK5E8B+sVv1KRORH8JA8e/fJgC90ucoa+3iCg0u208qXIK +TnX+jI0Rx3mC61OUCZqCGONVFz9TEpKcyd/8UDcFx4SzGI9lkdD5kEfNoZ1T +0KzYqlVKIaO5rwH+aj1TcFT0WNDRa2Tkds5LZqVvCoTNa2V9w8koVPxy/LmR +KXi4a9W2s4uMuKMsDVjHp8CZc0GjbYWMkjcN6dHkFAw/OmD0lp2CSlrUrorN +TsGio92tDR0KIsrJCY7MT8H3pbNXHK9QUPur493hn6eg0NlMsyCAgmZc9iuv +f5sCWlWgYCOuB1379yy//T4Fx0+/9X2G68U/6gypVutTMOb+77bMOAVxsa8w +1f2eAl5mVDO7E0M9VY8f6vydAq94O6ydB0PPXI4ydv6bgpE/nGHvjmLI5GBN +sOkOKjgxqvYGyGOIs+U8w8hOKggp1lzVIeLrb6/fs9lNhR3crNm7DfH1xyLp +ZpmpMLa2d+sDzhMmAxIB1/ZQwU7cuMsG5wnOB/V/v+2lwu3Ib1m/buDr5Wzv +3NpHBZ7UN9zB3vj66d+/f3NRIbZpIIs+AF8f9dwncD8VzDQfsbs9wNA+Telf +u/ioIEjx/NWN6/mury1eTw5Swat0W0QU1/uRiVfWOYSo4ClCsnbEecBIn84z +9jAVdklzBr6Kwfln6+X3gyJUiLy1dqMG54euLAW31KNU6K04ITiA25EWXd/E +xKmwkVT0aAz3N9rtfCNHggpVrwg1vfh+7CW7lmVOUmHpPnm4Ao/XYZ/iXHqK +Cl1naZsxTzD0lEv1s5osFVjvbp21CcHQmdp+p1p5KhQ8FhI7iPPRXjfXeS0l +KrRIRlQ03cbXH2J1aFemgu8HdRcnnK+edryeMVGjAtpdl/DbAV/vr3l5SIMK +WJltdYAVhtgkR6kXCVQgzq6e+WWEobaRW7Y0EhXKVb4N2ZMxFPaIY9IJo8Jd +78s/6hUxtGeeMuahRwXR2QhPJ5w32p5Pnd80oMJOld9a73bj/mS/4btGVGBI +k3owu05BrGkFA4/MqJBQdDSZ1ElBLUZ6ZuwWVDh+clbvajkFPf432xtzngqH +npvseJyB8/DFg93JNlTwXj9ZVHML92ctMTxqRwVG+YeTQ1a4f7lRR7Y9FV5E +6vqsECmImTekFRd2wOeSPy68h4KYelfqWz3w+u3tvfThGRk13XtCNvbC622e +lLDqht8fabFPA7ep0E48oCtvREa7n16oofrj88XldHGSmYwYdRrKNx5S4V34 +/eAtNxJq2LBV9n9MhYbzt4VLdEgo5M1W6Y5wKlRTf/A+OkxCu3bKFLM9w+d1 +2bEvoJWIdqJX+SIJVKjQZNBY3E9EI2pk7ckkKqw5yEQn0Qgov3xp6mUqFXZv +uD48l09A50vUOTkzqcBhSEedJBHQf7mTnnSFVCh1UrFKuqSJrBNEVMYbqXBy +2rtaZVYNyfO39cS1UMG939uP0U4NMcd5Opu2U+H7my+thHFV9D66PqG1B8+X +JH1PtFMFsT5x/PdhnApSDM6WLqmnUZnPu7rYH1SYHnbdGGSUR083zl40+UmF +K7HMFko35NDlW3/W2TapkJReGxfcJ4vPl8GxB9tU4L6Xm82SJIOuOH175ME8 +DUqzm57OelKI85ycodGhaVC/XvPWRUgUOctXDDPrTYN33rASt8u4Rk1Xf06Z +wTQsKtpllXxa1eC5vhLgaDQNrUpCpV4n/mig10fF6s2mwVSCU+ynLxNwHYh0 +D7SdhkecyfEd8fuhYtOedePWNCRk+cXuDT0KHLEBE69vT0PFA5UEhlYxuCL7 +8j9Tv2k4Uy35vnaPOLA7d54rDMTzy5PvOh8mAZfHlDOuP5mGpOCOPF7fU8CK +9qrPpExDwFb5rpRAebC9cJwjOn0a7FPWZwO4FaB4g0QjvJmGym5+EUKmAthI ++zxKfjcNcj51z7WbFaEoldZ/vmQaVr6msjzfPg0XgstudLdOw8PXCfezj6lD +weFeQmDHNBSqnp4UfKMOu6qWuU91T8MT0k/ubWENyF8XrggbmIb1wJfxnw8A +MDiG79am4vG+7Zic9NKEdzp2KdU/p+GECK/gDmEiyEse0YDNaaBkST+aMyRC +9d6pUbQ1Df4XPpt9v0OErt6LBz7S0UDq1FSjdx8R1i5aPv3EQoNAvvNaO3xI +4K/JK0lmo4HhhYc5i8kkYBQZbK5jp8HAIf8vC/Uk4Fsw3dXATYPN6JStY+xk +0HA3utMkRIMtm6AFH1wvNZqy8+scoUFWLY/ZajEZjJQ6SptFaGDrfbfWo48M +dn/0frSI02AXLXJ3zF4KfJlgidI7QYMTSymnTklQwPNjs1TbSRqE/eex2Umm +wMMQrWvtsjTY27rrmaA3BTiuMjKdUaCB6Y4StqanuJ7Tq3/doUQDH1WxBx6v +KZDDQaJ2qtGATcCF2NxJAYUf9AFGQIOdnLei3WgUqO6vEegm4PFbK37u/0mB +rpcaFj0YDRjEPoSb8WJg6f933USHBg/yz0kuH8Ng2qYyulePBqJB+4vuKmLg +TPSTMT1Dg7dGybeYyRisiap09hnRYFWipjfMCAP/3ZsuZmdpcPibuzKTFQaM +n0tZBszw8xycEfLD9XVkm9dbcwt8//0+TLM3MeDLV8AGz9PAf6Y/hHIbg7So +Ndq5izS4bjCtmBCAgaRn0b0hGxr8du34uIDzR7G5+yFLOxq4N+8fl8D5Q0NZ +pmrYngaQ+FDXDuePxoMr58870gCXmENPcf4w2s77NXKVBjK+RbYF//8/2NT1 +2AsuNNjPmdvSgPOG3SdJ+bEbNDh13JD5/+9Pvrz+0m3lRoPmcm6Bnv+/bwnN +vjnuQYNxze69jfh+29eusll70UBcvGCzAI/30ED83cRtGmgXytFH4vlwSM9r +2/jRoIsiZ24fgsFLzjdzk/40eCQ5rCAViIHIun2wbSANllHy4jJ+3pxBEWHq +fRrMMZxpTMd5RKF8Gl16QIODBT+kjRwxqE5IvTj9EJ+3zJmYH3g9tQJst+we +4/WjFl1/aoxB16VD8bQwGjhWnCQeoeD9I08o2kfQ4EKt8escJbx/Yol9M1E0 +kJvTU5Q5jsH6F36OuVga+N4XeSXOjEFM4nxjQjwNTtNXZvPg8yBn+D7gbAIN +fs5nyndTKeBWaPCtJpUGwa+HT5UV4/Nnz5/pnUEDxYaXjHOJFMjnmbeWyqTB +ypNg4flgCizfDux4lUODPf1MWU6GFAiTMAgxyadBLP3g1hdZCpwY49NgLsTz +e7/HXpuHAlehKNerFJ8/s/X1ZwNkmN01F2ZcSwOJKs7DKXo4n5cWkpnq8fm6 +E5QrIEYGkasBf6obacC6QLcU+I8El9p4XSTb8e8ZS74x5ZNg/Jme3u4hGiSV +HQgyoyfBHTIvQ/UIDa6auyQZ9BLh4M+Zcs9xPL9lUh9kEMHS8q7E9DQNVN3o +hwRIROg/9B9z1TIN5AvCtXfeIoBnt/9HjxUaGI/xjh0AAnAF6fpI/KBBkbf3 +PVUmAhjP0RZe/ML9vzlvVb/QhPac/U3uDDOQ808vkt8CoF75Tog43ww8EGI7 +oG2pCvZftDUmD87Ay0uWNPceFWBI5Pn5XGgGCr3CHovrqgCBLv8Kg+gM2Jyo +FjRRUIaqBip5QmoGfNi5Qty3FKH4rBZDDHkGWEllJvUGshCqV/ZAQGsGTrH1 +0D+tkgEr0nGm1zozoHAhPyVAUgZ2yLGylZyZAYt/d2U2d0vDGc7O/UMWM5Ba +eTOZw+UELHSZSwhcn4H2du4XEYtHgP+Mg3HG8xnYTGLhd2X9XL1MGeyVjJsB +koOgtPXwz+oadW3z4pczsE/5bPaGGR1yOClxoSF5Br7xnpfbOsqCivZ8tV/I +wvNb0Rp+PbIf6bfeui1ZPQN1g1EFZgeOogDtB8nv52bgYb7vyfRGOdRj7WQl +vTgDWcy9Ha3G8kj0lh5fzpcZYHykU7p7VB61pO6LTl+ZgamGB9dTPisg7q3E +kGe/Z8DDfMwy668Septbct117ywc6q5Im1pWRb8/xUssccyCyRldt2sOashg +5M68I9csNP+JuJw1roa+M5Iu2fDOAt9GEZtMkzpSs+00PSM8C4QMIYveMEBd +nAuqkoqzoP75ypE/jgQkfLz1V+bpWWAZyRIuiSOgW5BXLKI6C6K1XKLpTQTE +7+J56qDmLExN3vRmEyMi+3o6ERbdWSiWNHizMEBEJaO0yQf6s9Dydn/ePzoS +Yv7ekEBvOAvMXHlGyhIklCcUvn/z7Cx8qrH4tseXhH5587EsXJwF8Z0VEQzs +ZKT79E/DZdtZYOfkOPpXhowSMyaDJu3wfFT3ebKakhGx+/XfAcdZSNgc32/7 +nIxi5kPLTa7h5yuIcEt/T0bzf529O1xm4ZjDWPR6DxmFSciu1rvNgvvni8U1 +uP6b0OTJI3jOgmOUFpeSOAXJnPt1rcprFg6Hm/4swfXiQFD1zHs/vB6i6sEd +nhR0/GVqqvTdWeBxD5m/HEZBdwqCrXMCZ0GaaVFzO42CjozrDqU/mIWOH2J1 +6u24/qxVzTcLxeMpFHLem6ag75mSIbufzIJNZplU3E8KOh8uePFD+CyEXHy9 +8z4zhmrd98o7R87Cd1amKPWDGJKw+MciGD0Ld5bTpppPYChafYXa8XwWbrZ5 +c4ipYuiPMLUsMG4W+CX7DIx1MGTP1BMh+2oWBKOtBnTNcb29XOswkzgLbuv7 +f+2zw5BCb5F6bMoslKh77nvjgqGksgxu7fRZIK5bRDF6YYgx6fmXzdezUMpy +dEP2LoZuBIXUvnuLz1NJeY8Ezj+DTt7xF9/NwqhfcN0yzj+aZ5xc2fNmoU7H +198P55G3cpZaHwtmgVR8FP2fVzj4dIU8ivB5Ofv6wk+cZ3y2VdZFS2bhyMl8 +BRrOO9O0E20DZbOQcvaZ5kvc1m0WSA+tmIXeJ0qBB3H/wjw2X5VqvP/8R5gd +ozDEH7NttFQzC/5vr9L5h2Povs+3Y0mfZkFMt/bVxVAMfbGe2jZsmAWXlzeP +MN/HkCm5u5++Ge/PJmUhwBdDlcdrc4paZ6GBlnGu1g1DouxFQVc6ZmH5mtt8 +lyPOI2vp5w90z4JyA/vhHJx31oZjZJp78fW7rF6a4rxzET1g8hvA52Ui9V8L +zp9Sjx1LJkZnwfiU5n1RUQzF3rQIj5yYBSlDJjIzF4b+merYE6mzENrzTBnR +4bx36AT+RJyFwacJFWlDFHR6l8DiuUW8Pl4mN3pqKSjl854a5iU8Xhp/6uA7 +CnIr/nr9+ip+P3lzgxx9KWjk5ST50Bpe38DE4TUbnM8Duw52/8TvH2fTlhWZ +gjj1Cpvl/+D73bqR9ImZgt5P3Tr6h3EORB15Xxx4SEYCDQ5/cpnnYPWANv/b +y2T04N25Xps9cxC9Efr1MJCRuZfyvU/75sDR3vp673cS2mD9O/ZYYA5q+d0U +vAxIyHZ1uUjtEL4fQ4B20BESahqYePz1yByIHX/w7dEaEcWl1pw2OTYHPw9z +vQt/QUQqSsExfLJ4vFNCZcXdBDRgx6eYKD8H8jUPGc+lEpDH07zBw0pz8Gyi +veOoKwHlzA7xi6vNAS1Ke6cZKwEJxZxMVcTmwOS0ZIraaU20Y3Ug9+z5OcjM +vpzXOKaGkgRcDAet5mDHfnkBZns1pKpNv3reBs9naujBxqIq8kw+IW9nPweh +OYXC31dV0JxBYLnrjTkYKK16T//jNGrNPt4Yfn8ODqve3t1bLY+cBqqd9j2Y +g83dvcH5cvJo5w5TlucP5+ClTH7Dy0w5pGF51yAhbA6c3lXVl4bJooLdvb3Z +sXOgMllHqdeXRjH2d6Yas+fA/jDnCQXTY8hKqHOTvncOvkRuhfHgz4u9fO7F +Ff1z0JrQZFLA+7P6IxeP262hOYjj3/62zTpfLcZ8YWFhfA7yavoWrxBoGt9+ +zA10LszBQq7besQqM9xv3i5K3J4DqWSpOZONwyBfl3rzHP08PApiyiSQhGG+ +mnxi3855MPOLOyz9VAT03z9OC2aeh+K7ilWfDosBT/L+KGfuebgcUxrfrngC +3npK3VCWmAe/u6KWt57Iwvmb3cd/SM7DGZkHuzSOygHbNc/ZnFPzQFuw3f27 +Sg7cbcqtDivMw2+6oESJJXlQ1cX0dmvOw/xbQf+HKkrQcchavN9sHiauhljI +xalCID/9zFOLeYg3u77/qqAayPFkJGtfmIeyqQ097lQ1iGP5vL/Sdh5Uzyub +5aWrg936rV3pzvPw4quyruRzgPWW8GnXe/NwuywKq4wiwBhrv9OfoHnwFbxY +s15LgFp9gW8PQ+ZBKT13zuwHASI7sreSnszDxkIpwz1jIkj0NHK3P5+HIwP6 +F8kMJODgYn9lETcP1x0PdHueJMHGWfMjMy/n4XX6n8RycxLU9c+c3EqeB38d ++2t335DAephe63j2PHiZK9oUqpCBzK/T/r8KzjyeiveL40qlhBAlsrcg+5b9 +4N47USLKkj2pZKeNpERaRJQ1SRFpsSUl9PXIki1lq1QI4W5z51JkSfnN78/z +euaZOedzzrzm8577mltZTAeJAye/u3hQYYdbyn7zMjo0FpzRXnWBCnMDMt7O +lXToM7iGByMqDEkfnRh9SQfz8xdg+/+/f/YsCQyupkNNs6bp8B8q3Bo2joyv +o4PBokOGrS4NIuTjloTf0OHLrDUsI/2jl097fE4jHYTXKauX+dFAdczl1vNW +Ouwo3bdsLosGolvvS0AHHc7odWaklNFg/gg9t72TDnZiL/tkm2nwln7q6UgP +HbTanXfKcEg+UvpPK+gjHTDsZfj1JRqkHl/xau4zHcJbfsSxhTE4+2SP2aWv +dJD6imWYymPgzb7VtG6QDiYP1EZjNDHAVL/uvvOdDg8DPhdXmmGgFiTfvW2U +DjJJ0Vb9ezAQK/Vzrhgj1+vdxNjOGCwQZYOmdDpEdladw30wGNaYPdzGpMNg +FmPhWyDJK6FmrAM4HRLT3cWrT2FQ+iw+dJigAyX1nldcNOnPf777HTBFzhPH +66zRJQyidMSiZ3/RIUnqxPqhayS/nHTjjftNB/XsL+NBNzCwepF/TWieDveM +G6qZNzHQ+M1cl/2HzKcr0dee5JkNO7Uytv6jQ7z2u9YCkncWz0RsfsbDgJVP +d30in0fw4xXKN+FlwEzNn2tC//9eZn6VcutKBvCBJLElFYNyI9uy/asZsPHX +GsntKRhkRqXrfednQNv+I9riiRicfz1Q6y/IgPqhOT8uyT++fxUtf69jgP6z ++sUXJP/sNgtovSjKALf4ccPjkRhoXaiwFRRnQJhQdeSaMAwk6uf7sjYy4N/z +ZwqZJP/847Fw2yLJgNmnRx6JemAwZnF1pGwzA5JOxl8/R/JPR+yHY8ayDLhS +8vHgR5JHs1Z4nnTYwgCDfY6aTkrk/sMb9bq3kfn+p/ukm+Rb38auGTtlBtxP +yKNYr8ZAM5ZyZq86A1SSO1gaYzTIGFnc+U6TAcOz4nn3u2iwaP5ybrcOAx4+ +mG4Rfk2D1iWls1YGDFC2jDD6lUwDda9RoxYjBqiPTiUei6BBWt2dPzRTBqzY +fdPjuxcNvKOFoimWDFB8OrBqaAcNZhd+XTCzYUCszLUBw1dUcHctMf/PlgHv +Xwdp4VlUaKg+uszEngGrUatVcQQVbkR8iTV0YkCjiXCVmx4Vtv2ui9f1JvNT +Tm148IACiY4R2HMfBszbHBacPEeBn5VafNpHGGCkkbDN2ZECdScKrmr4M2D5 +YzHxaPL+d5q6dl3lJKknf4uXh6MlvN5HsXl8mgFNqbftXmy3BIXyRQGlSAZM +Og/X7Jy3ACI45MbW8wy423wjq+m2BcTjB27KXWWAMWX+jkm3OVTSZTM35DDA +XbhWJmCnGUju+uKcnssAvNlyVVqjKcQ8vCUhlscAll/3iKetKdgcWZkt8pAB +jtsKhSa9TGBslJUjUM4Al2z1b9knjGD90Iv85U0M0A7elLTRRx9uCERHV70l ++0Xx35LwQY/0vVSXwDay/5r+xHtjPVie1SP46T0DohLUpLjCuvDTnhvx+AvZ +z88PTYNKtaCrWcluH5cBi3X2VfujlCGx5M6fu5JMUIw9nvxuLy+sHvD55CDN +hP7IFpc56UWzS/wqz/jkmECV4ontyZ0yizr26mjYVibIPygqlBTqqPOX/9hN +1WTCvEFa7qbSVcgqXegRm8YEk1wJXcYGObQy+uIBwzAmuFl7CXWJaKPKKXwe +nWBCafDyA9J52sj3qMs97DQT/jBihRI0dFCTnQZrfxQTHJb2SBZZ66JLCoMX +guOZwOEmXNMP10crWg2ePrjNhPqmiCL+ZCNUaVKwTyWHCctOlCZSBY2R77N1 +v8tzmbC9SNPHIMEYNWVPmNc9IPM/HnBEP8YExQWlfeovYQLpCBdYbmZo+frJ +ZUINTMgPPuzzfMIcVVxxK0prYsLcgQfj+yQtkM/iWxupFiborZCnyu21QA3j +dzOV3jGBkJzh31NugWJf7VGjfGLCDKNfNyXQEmmrVfW09TNht1phY9RtSzSa +pxCx7xsTeKKtFa80WyLL6/MNHsNMCM0DsRlJClrmWeQSwSLXnzbt+11DQeU9 +ov/+4Uw4WMwqfzRM+qtd5x/Ec5lw/bfv2YCVVFSv6UjcmmYC/YCrn5QNFYUW +1qdummXCe59eg5XBVCQnqWp4f54JH9ub2uduUFEML++lkn+knnkC/LOdVKQZ +Eaysu4wFBJ9M/T82FQ3jX97X8LLgdoSFNT/pD80/lW9qXc0Crq6T33ZzGprc +vRnZrmXBVbs/R/RdST+Krvh+FGTBTxfDVdQTNMTz2LNsVJQFcX5tsU4k77zF +PwffEyf3h96s3lJDQ4ma9uruEixYvzf6GOqiIYeT7RwJKRY4Tt+22TpBQxtf +UUo+SrPAmY/PyHGBhgb+vA68JccCmWQ+UVtBDOWDvqqdIgvC2kRahWRJf92i +9LRViQXbT5/8+cOM9OP8+f7xO1jwDDMq+G2DoRpbKRVLdRbkhvwt7TyIoZhb +acx/mix4927J3e8IhmifBB/X6rBg7bZl/G9DMMQvecUvQp8F4lQrxYkI0o97 +8CjpGbLgiODT7a0xpH/Pi6RPGbPA5Ul6UcAVDLmP/3xYasaChHJhWlciRvJw +4NEACxZMHnj7fCYFQ4zA8a1KVBboFayq/paKodJyz/ExjAUxb9p3xJI8c2L6 +c0GeNQvkd1RNM8jYwMDe19OGBeorpYWEyfhfVLuilB0Lfh9fiJsleakJUX58 +tmeBaf38iXskTyXw/pefdoAFrhtDBVdfx9C+Xfo+9s4sgGuuN7VIHttwvUxe +yJUFd/JdHTaTvDbwXmmk3Z0F5t3PKltPkXqK5t+/4sUC0S/G6jtJ3vNzkvKm ++rCgz84P8ztE6pudJrvsCAsU5HQy3B1JfQcFv/93jAVrxDa3illhqFr+Su5Z +fxY0HJPOummIofNHeDx3BrFgxDevt1cZQ9THkdLTISwYXnXm4IAEqadmYE7Q +KRZovFkSp/6ioYyT424qESzIv9fnXThEQ+6vPKXoZ1lgQpGX6W6lIQbYZ3vH +sEA1ROJj4m0aKo1rPygdR9bv2REgG0NDJ1som77Gs4AyOlJ68QgNLdnqZ+2/ +zgIPZZZarSoNbfCUysAyyPnSk/DUKKGigbw0R97b5DyObdAMTKCi/HFB8fo7 +LGh9oU+9fJSK1IJ40gzzyHrTrXRcpaiIem78pmoxC0L2eBe9PkNB/PWe9sxS +Fig/yk+VsaGgLt5+4YfPSD1Y/m4hshTkdr09WbaK7P9kWDC9wRKFZ5cliTaw +YGN04+mzfy1Q1WL2lYYmFgSFC0wmt1ugRc/LF8NbWLCz/0lpRYYFuqLocarn +HQuWmYls3KFqgXKK+T1ufSbXqU4bDGzMUXPdEVVRDgvie2Q9B9+aIH55+20N +XBbUy+WLnaeZoH1xJnLhP1kwmt0pdrfBGH3dtV6sZ5acp0+v8LBXRojoqv9z +czkbhAldFUg1QBI/pDpEJNhg/ymJOrFWF3nQ+JrfSLLBPaxo6cspHZRf9LMu +TJoN5qMXjZqGtJFqYFtFtwIbdpvYheeUaCGLmdPZN9XYkHE7zOZijDry5+s5 +LkJhgxHtv1nri1vQfzuurhYJZkP1GcW9D4ZemOn3bey8FcqGXJ6Cw6qaE2bl +54puip1gQ360bmRd97RZfudbSYkINphRy4W+ya2AqyEr1WRj2SB6Y6sh8816 +cHgea6+WwQYR9VqZkQhF6HAT3VCWReZbMa17+NEWoK7I/6p5hw3vo2Dt5Ket +sNPxzWHd+2xwpcWNTWkqwebZpVPGT9iwVb3qsvBnVaAbRWdb17HB5t+JkUGu +Nnj/EPDqqGfDjymnuJpzOvD1eo7i3kY23N38rb1stS68G6gt3tfKhuKHJ73a +pfWg4vxCnXMPG/ZVrnkiYLITzjWc+XFkgg3RH1I9nCjGMOPP94jOYMPg7syK +d3XGELw+M/A4m/3/98r58wYmcMj35UzgJBu0XonVeiubArZqhu/kAhsw4Y6V +bfNmILI7XDVWCIcvEomaWioWcP/NurVGIjioaGSVp3hbgKZhCXNqPQ5R3qcf +/E23AFslxsNDm3DYfVPdavqvBSSs8pS32IJDLJ+z/aoGS9h0/s/S3DYclt3e +3hU7aQmPZrKGypVxGNnn9Ou3NAVaxnrvyGngkNqctuf1KQqsaLTewGOEw1cv +oahICSqkGtGnq0xwWPisMxlqRgWFiku9IYBDrfjLvr2HqWCeh1K+U3HguaAz +VfaYCh8kPEIyd+GgFtrsoNVBBc+Uhb12u3Hosdx4JoVNhegLemuRHQ71X+NX +jyjRQGC2h3naAYfIpE7pDzQa5ASHtqo74uD48CCWdogGNR5P43NdcdAIF+y9 +m04D649Wvk4eOMl3Q97fS2jQbzNhKeSNQ0JXsOPPJhr8NpbnOX8Eh9tPN0Zd +4dIg/nndkJ4fGQ93H+TjJXlkh/t/HH8ckq6WLuwXx6Agf/5OYRAOY1EWnoHb +MNCRzDzrEYpD6SKebqePQcNN3YPiJ3AIqCYaF0k/7bCmZ2fnKRwMxwKkTjhg +MBITsiE+AgcTz3PDzzwxCJ0TmDGJwiHot67fq+MYLIU86Z2OxsG6tlzi8gkM +btB3VRTH4DDouem45DkMpL3GU3zjcGgrLh05GYdB8afYkM2XcSgX6ZRKJ3nG +2FbOtu8qDnSdX2/OkjzT3vyfauJ1Ms55m7z1Fgaupm5rqTdwOH5io0M6yTPM +yjnmnxQc+mk/JtpIXolQzWh9norDmnEn00YyXl2gUxSQgYOI3QfHi+TxmVLd +8Yq3cdB/8sViBXm+banBvt/u4MC1095iQ17vBb8AJTUXB2FGg+ZBMh9q7GP5 +PXk4qKfdK95B5ts7j/HwFuAQvIOXaIwi+StsbKjmIQ745d3uCmS9U4yL/4U/ +JufjOxGyi9Qjxls2R6UYhyzDCxU6pF7C/a/PjpbiQGNl1dFJfrln53ow+xkO +W7d8B19Sb/WW2Z0OlTisyp36+VgPgzqz9A38VTg8tPYprN6KwYBaV2/kaxy0 +5zanGi0n97NFonkRDo+mbdN5J2ng83j/tqQ3OPT97Hv+ZoAGzC2fI+6/xcGq +L++P3HOSf0clFFTacPDmusg25dAg9L5rx/MOHAr9VQ94x5PzJDUk3dKFw3BK +X8jV/eQ8fpFt2deLg6+HwIsNhjSIzjwU+vUjDvaLa1rzpWmwYv14A+crqYfu +hTvVP6ggwo8fExvHgTIdGL3Glwp9LWoiuXQcMhXjvEosqJAVH1KznYVDZ4FL +t6sMFWSW/RIw5pL6Herc9qWPAqpz888OzeMwa+cflq5PAe4LYzf2Hxy8Hh51 +rhKgQMWJ6BWn/uHw7ykzamrEEgy5PM5XeTnQEc8ofnnNErAJvsVSQQ4sKjlQ +6t9bwJoC60IDYQ60hmr5fr9rAe8OXbdtEOXA8K1kbaVAC9g/KJT3cSMH4nw1 +Hc1XWYB3nzi2KM+BBdOYvR80zSGqQTHFWp8DSUOLhS6NJmAWc8Sw14ADhysW +lqlbm8Bys6JRd2MO7LKqN3vaaQxXq1X0Qs3J8zurjlf2GEFGudbXjN0cKJXO +USzpNIDyXNgy5smBiYa/0gWJuvDr7C++Q4c4sE9XnHNvuS7oOxexBw9zIK3V +uPnZGR2oXbfu+Wc/Dlz0rl3U9NKGtzFDFh3hHLifGl5hv0UTvvlEe1VcJutj +Jm6t2rQdVm2vzY4p5YBm0fVFG10esOYNOf+3nANf/O7piDT+Nkv8ruBz9jkH +tNYdT180YJmJZCUon3zFgasJBy34W/vrNq9xfXWsgQPt+Rw1Ad9VSJs999H2 +Ewemfz6YifGQQR5l+iLS/zhwY0jtxeCAJnrpOifUxUPAo22vL3w/o4WEVtUI +xPES8EFm4PskyT/17qarmasJSB0OsZGn6CAFfupS5XoCzjeX7e3L0kMTvvYc +G2UCSpYUr6bwGyEz4fXspR0EvDOtFGq/ZYQya/sYFeoEHBP1/5q+yRhZibqM +SegSsNf2ikuLggl6gjy/jZkRcCPvKf87BTMULBnYdu4AAY2hbwRqmObobbNa +i4YzAd22LYGdchZINozbNHqQAA+PauEZJwvU1RJeb+VFwOXh4eun6i2Q9qnI +KjF/ApyDahbwK5YoQc74RUsgWR8x2rm/yhL96FisOBtCgDfv7zXV45YoTSGm +dPgkAQGRJV0ngYJmP1wuLL5AQLLKUcOQCQraF2X1wCuWgMqalrTLglT0aBt/ +nmg8AddXHv11TYeKXKOTciISCCjOycyxOUdFFUp22TuSCOAuNf7lu0dFa/uE +s4aSCQhVSE8uqqei1yppqdR0Ala6RWxK5KEhsU+ON2czCZADjfxOGRoKurgx ++Uk2AQtNvNG4MQ3J9GcnCN8n4DMnY6Y2nIZOx7lfbcwn4JDNwv3jiTT0QV3m +8ulCAhrsOdVEAQ3FxOddHHhCgLBa0b/IHhoSPMO3+1AJAbXyDa6yJL9k+wWJ +TpQRYLR6ZlfdHA1tc+396l9BwEDjJrojP4ae7zF8wK0k4Nk9jyPjkhgyN70X +cLKKgNVqexYDVDD0Tn2l7nw1Aa+SeqcYBhiaEOluWo4IsO4qsW10wFA4786k +K28I0LdUj5H1xNDSdI6jQBPZX6UXBSF+GEqcWC5z8y0B5ieemj8Pw5BEv9+E +eBsBOQoC48xIDBW2vS/N7iDgTuRxjfUXMaRdq3tG9j0Bp29PtamTPFNXnA0F +XQRsuhweYELyzJ5cntXKvQTYpnp8NiZ5pj/5aFfJRwLCjNoHVUme8b34Lku7 +n4Aklwi3dSSvTIVrH6r6SkBfX7fh/3+/Oe+bpWwySIBlGTv4ERnzO/2bqv9O +wIUzl/96pmEoc5dvDW2UgMEdQjOrSL7ZYtge2z5GQErM7bD7NzBUrqK5x45O +gEAy486OBAyZbs5Y38ckoJDj8/jRJQy1Cy5+c8EJKNIQH9hI8o3T0qGCQYLs +R2dJbORpDP2YbAn0mSKA70zkXGcQhkJH1fTovwgQ7PAsFPfF0GJv6t+A36R+ +57783Ufy4bXm+ebJOQKyB6djY/aS/FTldePUHwIkP9IaCswx9OBRs9PCXwKM +zcYc67QxpJm9Q/YCDxdynx0e61TEkHX0bNnVlVxYCE5u716OoU/BHhGCq7mg +c/lSScskDfl4N5rf4ueC0psveS8HaegcJbn7zjouFD3+7h5XSUNr9GZuy4ly +IU1zr8jhXJKPtrn5FIpxYW1YdAVcoaGyNdt/lW7iguuI++ZpRxoa/VAn1qDI +Bdm3I5/96VQU8mbLILaNCx3fP084tFHRYkVCYYcSF5xSRr5ZPKEi8Qwn/Y9q +XJi4N3vA6DgVWbkTzoydXLio+k3kzTcK6tt7QC7IiAu11cyktS8p6BDUMKZM +uHDz7lTP8WQKOqtwOfKPBRf04mr++ZH3cwlD+o6QDReGZ73Vi9Is0dW78d5D +tlwI27HT+ryPJfJ14GwttecClnWq31LDEm1+/bp8rzMXXo5iLvebLVBCstvb +RB8uVI4uP7Ziwhz56d+e4o/kQvG3Fb9fT5oiKpun6msUF0YUsfvKQaZI9r7f +uSfnuaCQ6fFtiG6CPq0x4Nt9icznqf5Oy35jRBv8tPlaMheaaQP73xUaIoVL +YlZ8D7mwfPf9SoM/uuifwTnBz4/I442fafJ566IvnB89D59yIWiFjF9how5K +cX7ugT0j802PyDx1RRstqTiciH/Nhchk3Ti/5ZpooDs5l7eXCw9za9913NmK +Xl2ePdz7kQsqPj7SWlZbUJqxl/KDfi6oUQ8mHfulgPYUqldaDnHhce9670xM +DtVEdLZdZHIhmXcm6miTOMpQ00u2x7ngIjEyli+0HoWN5hyQ53Jh062EqgZn +YaRkE/i9fprsR836zLvvV6IVy/oKUma5sLm3MEnCnQcNvzD2917ggp332kCz +7pm61/4PNDT/kvMnJjK4tme8LlN27czSEhf2HA34//9L1/0P618j+g== + "]]}, + Annotation[#, "Charting`Private`Tag$15181#1"]& ], + TagBox[ + {RGBColor[0.28026441037696703`, 0.715, 0.4292089322474965], + AbsoluteThickness[1.6], Opacity[1.], LineBox[CompressedData[" +1:eJwUmnc8ld8fwI2SkZmMIjNJ9rjuvU98hKLskFFJQklRIopCRRlFkRZlk5G9 +5Sh7772v66KsvjRk9Ht+f93X53XO83k+53zOfZ73+76umIP7aScGOjq6yp10 +dP//POU011U9b6lJ9Ffboufc1Nihs+/GhKAqJMs5BLZVDmmqfHgdWyCoC6Vj +q6SZinlNg7aB/DhBC/DjD0tjLlvXtHL8/fmFoCMIZl91+JvNAmMKj3WeCnpC +052iYo4HghD9QaD64FkvkB84tkORZz+c4sw4WhV7G/zSSz+PxwtB8VKr2rLI +Hbg8/F07okwEnmXzSJtJ3Qfq9ZAnv76JQ/xek+BQwUdwb7v0G6lXGnzbXtWe +KX8EmopO5V1hh+FM0CSDxNkgqN7T0MemLQO7f970r4gNhoD9LcxaGUfApzfa +Z0EkBLwfUOxjr8iDWdTwVWOpZ+D8yv1OULMSyBpIfNzX8Ayy1u2+KQkqAzPj +tVna5QjYoU73juasDBfKtvOQRSRYLn0/bP1PGfYejpS3jnkOJ05tMHyXUIVA +5oJDIYLR0L1oOH+bSAAZvedP8m9Eg8GzW+zLdwnQHeQ+P9IQDXTbgQ+3Kggg +ySibKX/7JfBHvhZrI6lD/VayfG93DEyo5ds3SxDB/ejDiK3Dr6BuV0TeY1si +CPheXJEKfAU8FxQVP0cQweWPcP4dhdfwWsvE/eFPIuxejVETCX8DO6Vm7x78 +RIIiJa8Y/ek3UHgmnddwkAR2N8x/3yS/hclj/8a66ciQs8hZVjv3FnwX4ud/ +GZLBWnZJcAneQWf6rEPEDTLQubbe5X/1Du7zsdy9/4IMp+eeHL16PBY6hGm8 +1l1k2JC6HBcVGwuiPz1SNJfIkOx0fLtyNRaoQZWLt1gwMEyWuEA7FQcWSYzE +X+IY/KTQV3MmxkFS0sR8DRmD92KToqT1ONiUsX40YorBCfuqQAfT98CpsZWE +OWGw/D6WEpb2HhKjtuimvTF4PXZXp2j7PVQTMffOJxgcE7JJHrf8ANqX7MYZ +XmPwzVZ9J3P2BwiMptncScGguZW1QIAhHth/kVhU8jA4sHDnUrZcPIT/yldQ +qMDAg21+j7ZNPAxKZsler8GgXsa6tv9RPLzQD/VdaMJg36kGT9fceEgpqS3I +asfA3YVwkG40HvbOfX+S3YVB7ZOUvuhdCVCr8al5qRsDgXTe4MMqCdCzZ8Tx +Bh5fa3hIqLJLAD96xwvKnRhU0/6jnQ5NALA9N67aigEvk8Or2aIEuD//S8yn +HgOXg116flMJ8Ho+MHizCoMqXa0/XOyJ0EO4+OhrEQY8jjnpKcRE8Khiym3O +wMD54QEbsmMi2MnMl+19j0FF4lOWjohE4Gv2cUuOwIDr62bZpYpE8C/jKfb2 +x8BxyvXqH1oi3DjxX3TkdQxK6Ub2PeVJgomXokdWbDDYLXqqRUwzCYpDHApf +6WJQZCcta/AyCQQanQVreTFgvf9qdKI6Cb4cTfxl8JcMdnFMTz0XkuCQcUGT +2DgZmEapi3E6yXB3mD2wKp4Mthvm75Xdk2G18J9WiD9+3vbVGDe8TQb6oaHs +j+fw82aTkLPyIxmM7dSvr3GTYXnEgjVxXwoIhA4P9CyQINiO2clcJwWuHcl/ +q1dPgoJL7vuKo1NAyjUzZ82TBBxuGkG+6qnQVbGLN+ULEVJWViZk7VPh5TWB +POfnRDh6K5k8/iQV+oprczouEOGqD9uK1nAq+B3gr0n8ow51D4Zsme6lAdtn +8W9x+9Th3M6nRSUpaRDAL1vybYIA/z3W4nJpT4Om5fOpv5IIIPo0ra5FJB1G +gp+I2kgTwO+Vl+Lzr+lgNi33OV1cDZSzuJmEmDNg/OdUf8akMjTJ19m3KWaA +bKXYp9dRymCf51Nx3yYDbjLO/gg8rgxPiyduTGVkgEBc4DerVCWYq84eSTXK +hEXjwL7wc4rwvu9knlJUFlSRupc1NI8A27/Ac3oHcoC05irve+8AvHaxspM9 +kQOhBpSwj6tCINkra8/tlgPmnvejzK7sB82PA5dGPudAPqPg1kUjASj7GFNU +Ip8LOm53v3Qw88Ci+UKlQXsuHHvk9CTn/E9Ny/RXLbfY86FZ89/4GT5eFHv+ +gaGzWD68juDtQ2l7EYXnepu1Wj6w/PvTu4PIj9zvaXdonM+H6PbQ3HaLfSjk +9GL3rux8CJYm/hemKYo+b2oPvzMsAO/I6lUyJoV25MudfWZfAGtsMyNrP6XQ +qcsCowGeBdDZvKFyJ+cQGuhaHHOKLQD0co9i+YHD6Efq6ymFhQJIca1l4lo8 +gg6aLc3VhBVC7/UzF93jFdE+fz3y5YRC+BZ8TrvhjyLiyo4PYy0pBFJP9jS3 +qRL6y2wub0YpBG//iV6XDSXUWV1ya5xYBDeKeo4+11VBdUtcdYHGRYB+0Hy+ +R6mgcqGrfAcdi2B09YowJ0UFpfgIlblGFEEztdjiw11VdFcxcPvPTBHwUfzq +7WPVkLvdsEnsRhFUM6iwPZxSQ47h+Jefuxg0omvkTx0kIJO5GZ3go8VwOVbu +bHE6AUnGnwrZE1UM/5m84o95r44E25OGi9OLAXXGhLsNqiOOzc0jtlXFwDE0 +XtTKRUTrVjnt8fPFoBS3prP7HhG1c/LyymuVgJl84PmjOiRUo3HdqcuyBKKj +yFMzN0io1LW+2NO1BK60izZtxJJQUoOPTUVMCeR7sv+4uEJCr392ZdhllcCp +O9s7s/nJ6JnEkU36ryXQ8lDnsK0GGfn4j73XXywB6b7S810Pyeh6NmHlO0Mp +PNRl4H6VTEYOIxHHIgRKIdOMn7+4hoysWeZfKMuXQpASPJCdIiMjdW1qn04p +mGhy+//ZJCNtp3dqd2xKYWzpuYUAP4aIUWvBQu6lECJj7BiqgCHx5dTDl96W +AuPjZY0LZzHEL0zny5RbCi7PvE2RG4Z2G9i0fqwrhYKdWfLXAjDEcCdf2Gik +FNQUJasdIzH0O5XNfWWlFGa3Analv8fQQq9jdRRTGfyr8hNXy8QQhaGKW12o +DBIPr59kK8bQgCL/pWGlMmjNZes+jDDUanej8J5eGeQcYZaJrMfQ1/CmnWLn +y2C4NWRUoxVDJeXiVrUeZRB/5W4E/vxGWXO+6ZeflIE2q8AOt24MJfL1rbO+ +L4PwgT98K3j8Slfe4FMBnk+bvbq0C0PhHo9jzZrKgC80nqexHUMP4icX18bL +wDrYSuNAM4a820nweq0MNOrlQitqMMQhXzTTxFwO3FHCkcRKDCU/VQzfECoH +odNMNoQCDJEXM5XllMohrcDhYlE6hroMDw3ZHS8HE7kz5OJYDF3JSvSPtCkH +b8mUEFIEhrbZDkh9vV4O3RuZLFr4/kW7vmldDSyHYzssQ5rdMXSkhffWwZhy +KDNjXxg6j69fJlLQKqMcmj1LD7ufwpB1KFv1kyo8v2CScZgahoJOMrAv0Moh +T0xk5twuDAl9vFcgvFEO7S86enmXyCifed3GhLMCbsuPpFn3kNFEw3JqvnoF +KK3kdYW8IaPbh1yNqAYVwPVOR+/uXTLa/Zi2ute+AgbPvRjbtCEj0okxrTtP +KoB+qe0h4iWjzhTr2YzYClja423KiJ9f5529T0dzK4BiI14y2URCUbXNwzBU +AeVX/RNu3CEhGckTgTcXK6DmzEe/QyYkVP3wy6Ek+koQTQuJD5AgoUXtUk8m +mUrYDhs+JtFIRHpfUjja7lZC+A+1OzfoiWhcVKxo+1klFN8/m+Tfqo48A2LP +KiZVwlzHwtrxGHWUAFHpUS2VYECm62OUUkcbnwO0bYU+g3NwYsNbAgHllJ+9 +Pfv5MySHfOo4IKKKTuwbEBLs/gz3km8uSQ6ooNE7p2tO0T7DRsAMTeCZCmIh +neT6xFEFNj/6iMN/lNGlEkKG54Uq4H8rZab6VQnxF3KP09MjqAooPbbTVB6d +C9+woPIh0HlseZU7Sg4lOs601Msi/D1Rm6DRK4tk95aVhVkjqNBe+ixldgRp +37Z/uTcXgfSK74OXBGlEiLVKjVaoBiWzaSfWCjF00S71fPp4NQg51cedEaFD +j07tf/Nmvhou1dUe3nlsvSqVENkbulYNqW67dGuO/Ve1wHHX4DrrF7h++AL7 +FF1X1W1kRFImfIG5vQP7w7/+1gwX/clb+fQLUOd8OScH90AxRae14+hXKCVp +WT/UOgT9+oE/nup9hdNC5zmqd0nDr09VfIanv8KJUkfqozZpUPclXWy8/BVW +v+/Pv20hA6V7FH5Vv/gK/lj3nU/GclCmu080f+4rTIkwtyl5KcFwhtXxG6tf +oSOJ/p01zu9/uV5eld/+CvXAK+FyQBnIY5xFGXtqYPrWkVnlGmUo99p5Kkmz +Bv7qJX0Z21aBytSVW9HRNZB0ILDpJpkAo7vl35z+UAP8mUxjq74E2PRwreLK +qAH74uvAV0kADaAxP0U18F3pm40sUR2qBkbigr7VQLPYhxdqIkQY1xCs0flZ +A9pSR9XMLImwnXRmjp6uFu55+5JXQoigeaNL+f7eWpD4vpGWuUQExNzQcFur +Fk4xvRusSSHBpNuORVWDWiBakUtTOkhA13eMZ9WyFpo5q0ZXf5NAK6HynLtr +Lay631Np0SGD/a6/gXK3a8HY0b3G5DIZAq6rp30PqAXHvr/m6iFkqCbl/7gc +Uwu3oxdOHGokw+SHZT6phFoYWp3oPDKD8z2T3FFqZi2cEazJCKPDQPTa1YuJ +xbXAteuy9PF9OF93pwXbf6mFBGXXkjPKGDgQZzIPtNbC731nJqr0MXjwXrxr +tL8WOE5mHfM7j0HiDvtfb6dqYX/5zrdPb2Dw9WrcfpuFWmjPE6v6EYhBwbyr +q92vWoi8nNeVGolB8hVyxSW6OijOnqykxmEQPcvM5sJaB9Ys3i0ZHzEIch6w +deOtg60b6uf/FGBweyYl49aBOnDrmptprcT519Hzr490Hcg8OL94qBYDq2nt +U/eV62Aj/Q4nSzMG+g7cbx8erYOb4cRNd5zfSVMT809O1MF/vbne53B+l7H/ +RHpmWof3lt+2Hef1/RN+IVG2daAlUxNRh8e77QyGXjvWAfGrjKA2Pn9rVPDw +e7c66BueZdXF8y2dnfNJ8qmDeOfCpy24L4wPFzemP6iDp01Xxgdxn+iwCRL4 +FF4Hk7F/jK7h9VYPml8piKkDj4tux4Lx9eRaiZeWxtdBkChN6RC+3oT+lV1V +GXXguxGcZYLvxwtLZFVTWAe1Gb6n6fD9etj7NK2xqg6cFuYHSfh+epqf+93W +WAcRlDnmLXy/z5itxwyO1sEtguuihCEGep0NtDFaHdw2dHsVoo4B0SSGML1S +B2rjtD4/MQwEjVT6F3fUw2PTo71cP8jA2kovtcpRD1N5wocK+8nw91Sn1x+B +enB5bKv6rZwMo/rX9zLK1YOrH8ddXpzn2xowJ2b1emjwHp9ku0CGqhOsRezH +6mHAPNIuVoMMH3TTLAQs62FPZXtbxC8SRNZ4JQtfqAeZv+bBvzpJEKCtuybu +Ug93ee9Mb30kgYPWVJTcvXqg32qc/WVFAnOUM638uB5SGc98X5Alga7mfRXi +83pw22IzDKcjwcGj+3u0U+rBim4ptTOJCHPqljzWbfUwmi+mWTysDkPFEg7n +B+rhDYFBSiNFHZrV/stzmKqH64QxjQdu6pCpEmF2/Wc9qN5fzTu9RQA3habI +B8IN4HJeQc9hNwF+SmlwZl9vgG8dgWcPrKqAJkW7IdSnAYx5D9jMJatAcJy+ +/5WHDdBsab/ubakCfLwWyxJvGuDgghrPZr4yEOhdO97WNsBkENfFQ/ZK4DPy +OuLJ/kZwEVJ7H8wpB5sRa5yOTY1g9+BypsxVUdA1+NtwrLcRwp5yHJ89LALh +THQBIhONwMNlfi/4njAI32NbGV7D4+4MJmuRfaB5VbzTTLQJfA9Eyh013QP+ +uqaR4N0EoQlMQhMbPzUZ1jO59h9shlaf6B6qHB/a36a9CgrNcGbuFmNMLT9S +TRjqcyQ1Q1JcedGGjSByOrnr3SejZsi84HcuPEAINb5xOKh9uxkKr9Ymy58X +QxFkQbJLQzPo5cf8XnE+hNI5coWedTUD0yneL0Pi0qiacuJf/kgzWGrrfrs5 +Jo3+C/Ws3Vxuhrt187WPjWXQmZEO40iBFuh6oVOpJCKHhPyCL5W4tMC3KbUY +BpISUjMVPjF6qwUKl7vfSYUqIWPJQmn6+y1AZ+REf2ZYCfm3Ti2eetEC1ctx +AXXeyogipOEzXt4C9V2PL95IVUEbKz22jHUt8KSIKOyzrIJ4665qSHfg80OX +2l3U8ffx9dcMHtMtIJsrfXujRhV9/LwavnN3K+Rab81e71BDX5+HusvwtYJh +pPE/W04CGnYSO20iio+n8rjyGhPQbg4T/jeqrfBlT3LKeAMB3bDLSJA93wot +hn/kvLLUUYjysUdml1thqeLzxhWKOkpkGnS+fbMVfmf+zOTkJ6KeTztlq4Na +wY8dGV71IyLCP/ti80+tID4FjczqJGRoVP3geGkrCKuKMt68SEKX3omYqH9t +hdfLMbuDQkkoUn18dl9/K5BPdjCkD5JQapBG4e5J/HodrcH8LRKq7IkN2J5v +BQaVMaOLYmQ0735WkLLVCvwqM/kJjmREV1U+07OrDWoaZ4QUH5ER3+59+XXc +bfDw+TWhs4k4r6cPnvp4sA0qrhjGBQzjfP9Lnf+dQhuwCPLK+6yRkbvuq+lw +UhtYpDnfYmLHUOykpd8NozbYvCnESiFhKF++SN/Bqg16ijQY5Iwx1OjHu9fi +YhskXAzaZLmIofHmW1PHXdugJUx409sDQz8FerLVvdpgXeoy/+0HOO9fVr57 +2L8N7DSYfBif435Q9PzE/pA2oJdZtBXB+Z7I+IOHPaoNxDqcuZo+YsjYzHRi +O7YNzJtENv/hfOz4ISdzJbUNht7Lv6zB+dl3kcOHktsGX7/tc95Ti6EXmJtu +b3kb3Hw4vXu5CUPpIW1c9bVtQIplxM7gfF41IDtW0t4GnVO3i/Rxfu89GP7x +42Ab2D6vtKjH+f7bre9e7yhtMB0ytKMDj+m/ntJ+utAGitY2dQ74fAGuDA7/ +X/j9jxp/DMTzyduxjNyga4ePsqYDR3De1826kubA2g5nWu6GXMTrsf3bcMuC +tx3e2l9ll/iMoRv6h7ROHGiH7Qb12huFGHocE7ybKN0OtmdviRtkYOg9dWbw +sHI7+A4eyM3H96NQ+XjK/qPtIKGdypyO71dzQPJN9hPt0FM5MHzkIYYm2xk1 +/5m0Q/nl4TnNWxj6JXSJ9YdNO1xVlmSm4P1gd/3aT7nUDik5bmJ8JhiSLBNL +6r3eDgy0DMVRMu4buwLd673bgUVkTVftIIack4A5I6wdQiivBFJ+kpHfj/e9 +7162g8Ezb8uqETKKgu34px/aQf6A0Qv3ajKqHqkk3Sxoh4X54v4PQWTUf1iI +6dLndnCfjP5PzJmMFrx9uy0a2uH2t26C9nEyEuQluxJH2iGW0UnO8R8JKTq8 +UZeZwe+vovLEZZiETuT+YRRabocLnyTP8RaSkIdhSew/hg5QCs164nCJhFof +qbbXy3RA0ompSOF8IiJztjA8V+uA7Xe/7W7cJ6L0NxfVz2p1QPNHp09aJ4no +4adn8cuWHXCjb2Tn5WF1RB6c8xAI7ABLWRkp2e8ElO7gn0YJ64B4/YiZlkwC +4lvcO5oV0wFtCU/nd7oS0A96nePHsjpAX9S9zXpGDaUfieO/OtABH0Y1Diw3 +qSK+YhVDVUoHfIx759/nr4oeaTUHbC90gGoq+aqPqirKzdjwPEnfCQG1bx8y +vVVBYUh6fIyvE2RzAuKazygj7fkHuUzanfBtnbLSTFBAd+Tbm131OsH/jLRT +3315lHtLcKbTsBMmVNPTtmvl0IHtHMF3Vp3w03UsaMRAFq3zjD1QuN4JHK+4 +bJmOH0a5R9UtrV93AnVF9Gf+sjgSify+/nGpEzTobQNOb+1EVRf9P+avdsI7 +n0IP1MCA7FT22FT86QSHteZ6C/F/VbH95NJWhi4w1kSVljr/VQkIh95e5usC +vuvboe84xjV5MqRXVaEL5oM+x+z1ZIedtU4LKKILipii+j72SkDyy/V3jdFd +wCxf6DkYLQm6l58adL3pgl3mT8wXzA/CA9aiDEpSF0hHNY68bZeCbdMdLjtL +u+BSE+HX78LD8GcscebUZBcMaLKe4dVQgFc5hJfmM10Q/6UgY4mmAITAZt1z +37pgzcv8XIieInhJ/pd0fa0LDvmZ0rEuKsJ/V485RDJ3Q4x4ujGDnDJ8/z0x +3qfYDU7sodwi91Sh+HLE11OEbvB0ZYnZ36gKAQOaqQjrBtvTp1MaudWAryTu ++scT3ZBt/JIqlqAG2rfPbvqd6wbyc57DFjkEYKexTv642A17THoKrZYJMGhZ +XuN8uRtqT1qwzMupg5uaYJipBz7f0ORcSqo6vF3rF5R80g0m53s5hIKJ4OQY +vPX6aTdEalonSZYTQbFXbYo9qhu2nVN53i8Qob4gOv13XDfEXvkz0W9IgucS +uuHXkvD5LnWykXdJcC5q1X0qvRuUf5gqf0olwQ+P0+otBd2wL1P+IvtfElRS +6PdrlXUDjbtE/6QYGYJP520XVnWDjC5ymjhBBiFlrvr3Td3gty07yfWUDLMJ +6OOejm44L/CwMy2bDPnc7k+f9HbD6ahAochWMuj/aLPwmOgGejlhfqOdGOy5 +eI84S+2GvO0RpQMiOA93ygqd+9YNxlbVASScPz9qjf7rXO4Gne/p9+OMcH7N +DZs+/rMb7k0d+qrvgAGIYg3lf7vhSdybLZIXBqyR3zIU6HrgaBPpn3swBr3/ +3jxL3tkDtrGEvPmXGHxwP+khyNYD6he/CqYmYXB14o/lM64e+K0qcTY5BwNV +k3QSI18P5DB8KZguw+BflZWwz/4e8ChVun/pKwbN8rvoF0V74HyRjpIEzu8v +3xdTL0r1AOEGk704zvf2HM6N/Ud6YN6yq8we5/8j9/dmGSj1wNMJfdZx3A9+ +LdZGVBN6IGDiIuktHn8573lL7WgPROy8ZPCyE4PwNgmrjGM98O0N1b6jFfcT +jR6yiF4PbLm1F+s3YCCe/eBAtGEPmLFapNJXY7AopMzAcroH0nYsJ/8txqA0 +fGrmnlUP5CZY6apm4b61Gdn037keGPzgq5zzAQOja1rZlx16IF/rFunacwwE +RpcjRy/3QFOoJ1zD/YBi8MHT7HoPPKurPZHrjkF2hbF1vUcP6CumXyedw8Dn +yDaG+fSAzk+TJWY9DHTeZYvk3uuBXbb1B0QVMeBgO8948GEPyMoP3Qjgx33t +W0Uzx7MecHQzaRGfIoPbKxOJq1E9oNs9bPS7hgzqutO+da97wNl1zPVIChma +41jl/JJ6wOvxFGe5AxmiT70PGkjvgbyp0A8CQAa730rjyp96QNCkcmxckAw/ +TG0i5kt7YGRxMjSzmQTlWwuzulU9MNy+1lQcT4JHGQFa8TU98OfYYysVLxII +7Ej/caa9B4Q2t1jCBEmgWfLLvHa6B9y+XCjbYUoEZsfQLJH5Hqhoef9pXpAI +3VwHdvou9YD/1b35VhR1cLp6vFhpvQfEyvX9RnEfCBeOFvjA0Qsimp/kF28T +YOih0tgdUi+cvG/67sUJVUhUrFPr0+yFCy9EA9r+qsC1Metnirq98Gki+nlX +tgrQqQfArHEvyPe8Y9TnUgGpb+0JFo690HKAM9WrQQk8Ta85K0Tg+f6MND1n +kgcO4bRlKrUXAm7dGMJyxEDrzMOx6fleyN9SEM5ZEAWPiAstlKVeuP4j/YLG +YVHopxdIm/zTC9/277qXDsLwnvbEbnR3HwSybZYeYOYH+dyrbT2qfTDxmZJP +bdgBRjrymV8f9cHJdNEJweMc6L4f65svIX3w5HA8V2UJF8otogVXP+sD+cWx +TWZDHsQr/cGh6nUfPCCWNKXe3ItGd3PtK8/qg7JZP4sPn/aja/0/nuT19kGS +R1Nt1JIECncpco6X7Aem/fYd50ABfdPKfsIm0w+vwy9+FvilgPQEUjJuK/SD +537ib1dLRcTQEL1kSO6HbmvGJMFdSuiOpOftdZN+EDSUint5Xhn1b7i+drTs +B+Gh4O/OucpItedSeYdtP7DS70ccDCpoJdB8O8WpHz75VpS1Jagg5wnl4NO+ +/RC+/SnYv1sV1RbLpH8O6AfaJWYW3/1qSPyZeLN0cD9sbj16IXVJDY0d5eH4 +F9kPDj+pm75Lasji7Y+Xman9MHvqdXb6GgHl35wv4cvqhz9lU2eylNUR58mp +ocC8fmiV8K3WdFdHzb87ha0r+6F6TWOEjqqOjlnmpuzo7ge6s31+MRVE9F42 +vcF9oB/0ikQHMheJaJMxfn54tB+k1p2cVQ+QUGl+hFzebD9I0CfLRN0lIb7Q +xyZCi/1w7Jt5wqVUErp10f/m4//6YeNmQ+e7ThKS53IvOr+F56e7uUoUJaPw +WeeBRoYBCCJdXX2N89K3Krt1FeYBOKmzWXfGhYxSrhtrsO4ZgGqta4LTmWTE +cPzEBS+BAVCq3emd3UxG9kKagZPCA0Db88O+bZaMhFrk6oqlB6D49c5iJmEM +3U08OCsmPwDLynTdQmoYGrgjzPJUZQAecUmOBhpgSNVs75E/xAGITPrrrmqP +87Q0u9ElzQHI6ePSVcH5cuXfDvd2nQHgeMQmc+8RzucDm5GkkwPAa1jOwR2N +oaxPa/nJxgPwPk3672IChliCF3o5LQZgwCqbc88nnC/PU3/dtRmAx8J/nvqX +YqhWdVSAZjcA3FXCHcpfcB/Y3Us2cxyAOxaJ+rKNGAqYbjlX6TIAGYuBYa5t +uF+U19w/5I5f766uu9KJIexFRfwLzwGwaf5CLsd5/bVLwdetOwNA9Ew73YTH +v7QyqVf8B8BY/k+oMM7vlcnf33k/GoC+B2lftvF8D5hlzYNDBqDcaNDZDvcF +/WvXWF8+GwCj3fnlR///e31n1pekqAGY8sB43lbgvqCy6JP/egCKuiwHbudj +6O0rOcUvcQPw1brkSU8ahuw3rs92JA7ACzK1LPcdhqQufHo/nobX/0lqD+cz +DC18XbJczBqA/p4gs+X7uE9JKbBv5g3AokfFidNuGPIJda9lLRmAsETpIeI5 +DGku5fgKVg6AuWETY7I+hnacXlGW/jIASdFS/dEquA8UKX4j1A+A0EF9z914 +f8/cy7O26ByAl7acrC+/4/2f+sF5qW8AZHd9zEnvJCOKrnLDzeEB+Elp8tMv +JCO33QVqEdQBODaS1KDsTUaqN1YX4uYHYO399eiAM2T0t0clOWtpAFa38qQu +qpJR8LtCnuY/A2D3Yg8v5Tvus//Wmga3BqBxf8C54DoS4rmkFjjLMAhdtzp0 +6+JI6L1M8fIO9kGIGL+Wsv8UCRWVlbSC2CB4maSnub4gorvCfx4aSw2Cj1X+ +5YMXiUgrkIidPzII90dD9j6VJ6JW/bKPd9UG4epbVZ2bdeqIOlAeXHRyEIQO +c+4ZnyagDGxDo9Z4EOYFSxes0nFf/4D97DYfBObR9uhXOL9vOldeWjmP3x9N +hnrhzwPeX5+1jngMgntEktFumioattn+TfIeBFSvdZE3QRXFf9bM0fcbhFnT +/y5t26oi2SAk7Bw8CGVeTl6PW1SQLu+Xv/FvB6F1Z33ryAdl5KlcW8hXMwhN +yUcTZQUVkbOqaPzzxkFIHElPU7irgKwJfmG72wdBREE6dGe1PMLIqg4MQ4NQ +HqdycuK4HGLQTuZcWhqEvVxJk3GYDIowe3S1bt8QONaG1WoOS6CMG7qinh5D +YOIrJHuLgQXFesSzLXsPwdqjrgmloJ3oqefmL5d7QzDO9VHxBRMDuuFT2Hbh +yRDkNYSlE3b/qlIPkPQ1eD8EwJl14h3boGZtxI5+8eYhcI3u5xNf54CJT7Vh +XWLDIKVb+68WDkLn4o4F5UPDQFZw7BtllYJq2eOG0bLDQD9OLX/bKwXxGXW7 +rdSHYUSk4/TAJWlwSK1/Omo4DLIKpze23Y8ALa4xYtZ7GFg1mE1t3ypC/yjz +iv69YTjZF2ds8J8iNOw/aZrxYBhooG6lfFIJ0t80cV1/OgypvEl6batKcPVl +8/P/EoehZ2wxMQVTgcXw1qittmFw+FvHG/VcDcZbdq/Z9QyD2rzHdli/GrSz +GllUDw7D8CkOOfl9BPj0pI334fQwMIQ/GjwfR4Abj9pfMq8Pw+p5vTcbL9TB +vobjl8v2MOgIVZ7saFUHMwaTMy2MI7Bx7JGn3E4iKAd08D3jGIH/bKPv+d4k +wppv56s9kiOgn7R2hpFIAmo51x/PwyNwWYKs2uFEgr51U+t++RHwipzz2f2C +BMXeXQJvSCPQxjLr3TlDgtRi7jt/NUfAaM9LztPsZHj102zorO4IkGNLm8gq +ZPC51f3mgMkI3LtY70G8S4Yr+Tx//S1GoGw4bNfJd2Sw+XHadspmBIbffmEt +LSfDKcWocu0LI8BrxRvxcJAMZPeefcmOI7BwZa764xoZZD7t8d15dQR++9ym +SXNisG/RfMTZfQQkomkX/h3CYONq77vDd0eg28PMLMsCAwvC+efy/iNgJnJw +mXgZgyx6WrDKoxFIW4FjJj4Y7Gxz8yOGjEB5m4bd0mMM7F7/vqnxbAR8HqAb +e2MwKLkUcFk7agQw8dslNYkYcCmwnNd7PQKq1nJBf7IxuPL3+WnDuBEQSunV +KijB+blun75Z4gjQhz52WkV4fc+TNM6kjYDeh+gHpfUYeJyTVTmbNQKsrx9i +DDhPtxwqkrbPw9ertE+/swMDyVWNA07FI3CTzd5THOfxe1X1e65WjICWR0L8 +HzzuDzFhca8egS9sN7+cxmN5y8HtW3UjcMkrfUIR5/XHohfXfJpHgNJ8WSAK +zz/5fX7+XscI3BXgjbuD8zqxxGPiQe8IEEotCqg4rz9/sNH7eGgEwt5yFvWW +YvDN6FFz+Djer7uOXKdw/9ARZK9+Po3n30rVO56MQSz1ZVHM3Aj0Vln9qH+F +wVrOgcx3iyOwrS9U2hGC87xvWnz8fyNQu15ka38Xg9QTijEpv0cA+n5n3nHB +YJu7LCxjcwSOnqh4IWSF+8TYscAc+lGgtvawnNLBIDe9+XYh0yjQx9GLMspj +wOJpfq2MbRTij0z/1sf53QFGL1ZxjcLn7JkGoX9k2NO/aNi4bxQM89LCbzWT +4VrCbe02kVEY2ZVnuo77Xu21f+rdkqMQ804/kyeSDLcZuSVG5UehVkzyDZMp +GTra3whMqYyCl6r6K6ocGaTfinPQiKMwyK9Pf56VDEOKquvL2qPwvjjkiyQi +gfJm5dKa3igcOSa53+cVCUIbjlPXDUch3MVm9robCY7aWXUwWo2CdLdl1kkB +EnwIu5vC7zoKP+rnqhnPEeHPGcZ3QjdG4amQ+I6sw0QwFQ+PFPMahZT005qs +v9SBoSzO94j/KPzt38xeDcX5nlZtBlGj4B3zcLIlhYDfd9e2c8UouJvcnjRP +VIXcjMxDg9V4fiXNR9NnVEGV19TsZP0o+HAci5FlVYWjs6+Tj3SNwp5FTuvt +aypg/FTGYIU2CvO8uj+OSCqDx5DR6zs8Y+DAm/c0ulweym5GK4e7jMFuN5aO +nOPioDlCPLflNgZdWedOB3iIwVfdsSA3zzHopr0oIL4XhWZ+qSFT/zF4tyun +RnZGGEY/l/jvfTkGp+pkjDdF+YGOdaT1ffUYDHNH3/xSwAB6iWKX8/jHQVpR +4fnfazxI9TWHVL3QODTfP35XcBcvEn22QR0WGwf2qRlu0fi96O+dPocdsuNA +J/1mPrRdAGWbhdhZaY3DQXm/yy77RNAe+h+WW1fGYeF8xHZk9kFE93uMl8dt +HP5WnQ8qviaFFhaae6RujcPvncflE2UOofrBZDPTe+NgMq/inpgoje7kWhsl +PR+HnvdprtIPjqCJC9W6J8vHYbW1i9nIVxG1WmYz2qFxMBKNUylpV0SlBm+/ +etSOQzrcECGIKaEX6p5ase14PQ+zj9rXKKHjnNJHlynjELgnNfTbhjJS3rl3 +g3FuHKYjHB389VTQgQ36coHFceiYcHNgeqGC/tBG1LV/j0NLw3TcsIQqyqyK +UHnJNgGBF2JS5chq6HWh338fuSbg3DWxf1Q/NfQowyWvau8ESG5cinGvUkN2 +MToKcyITQPef4dEVDQLidvstg6lOwLBknzLIq6PtS9R5E9IErE7ajypcVkff +bLrSHTUn4DaTzq/B9+qo9nim1DP9CZgOn7XXZyUib+EL4lPnJqDgzqqVQRcR +OZgqnhm9OAHcbNd9GreJyPghfeiA8wRcciec/SlDQlLzST/abkxAQ+Y9RUt/ +nI+EvA42eU2AtOmvgodpJLRlfMKm9u4EPNixst+mnYR6C+eqyx9NgPMj9gcr +/GRUPVu2VhQyAWmM5MRPZDLK3BcmnfdsAp7/k/3Odo6MHgTIRaa9ngAps0qm +uLc4zxVs1yTGTUC1XU5EWwkZ2dA6fsclToBElPanmB4yUjT0uBCdNQG8ORJz +C0wYEvLXiYrImwC3hiFT7wMY2pXP2xBaPAGq+ZLfolUx9B915m9QxQR8vv8w +VPckzt/8JfKB1RMgZJe7Pwjn0+ZTTxz86vD6tHPeWuL8WnTPJsa7GZ/vO8Jf +hPNtfK5Ms0fHBDwzWitOfIqh8OmNreu9E8D1SDpHGOdjH742JZehCTCmEzM4 +iPPzpZPvnRzHJ2AWWOdL83C/8HN/c2F6AtbHYv8OlGOInKPVZjs3AXzsB3c+ ++IrzNYWb/sziBIyyhCQU477AvXda1ey/CZgPMvbzwvl+U6/wiuHvCWhl/WBZ +hfvC3N2gWL3NCeixMKB//v/f+88cuZJANwm2KW3Oi3hsv7KHQYRxEip2GwT2 +4L7QH7L5LnbnJMRkRl3Q6cCQgcSM2j7mSYj+Liap0YKh6sq2jleskxCZI7Dz +Sx2GCGeKXfay4/l8tQw7qnAfWn7PGMU5CfJRjFZXinG/CXkcx8UzCex7XGLC +s3BfEb+h/ox3EvS2OSKO4r7EUWndxcY/CXf0JIZ8cJ96ZHnMNURwEq53nRXV +DsbQ+tLhnbuEJkHRZVHizW0MuT3h+fDowCT8LAssvu+EIarYBpFBbBJEMNmq +1dMY6rRovbZ1cBKE9w8djDyMoRNLhUy+0pPwKyAhv4wH96HHcfF/ZCbh9vQS +u/dfMkord+tdVZiEb0Mvz+XX4f5gYeV2U3kS1Hc27VX5SEYvFoF5WXUSCjg4 +DxuFkdF9Ue6j30iTcPfdhTJzAzJaK1vvu3x0Er7HMkTpHCajq+YU9xnNSdiG +Sv+enWRkGVyQNKkzCT60Iv6RchKSXbBkGzCahMY/NNoXXtyfLQxRqOkk3By4 +/3c3lYh0Pmvf0jSfhOPcHptteURk+0xhJMV6ElTvPDOr0ieiEEWWTM9Lk/Dm +uJVMkaM64n3zz07aGV9/tPkSm7Q6iqf/xTN6ZRIO3hDgW5snoNJuyl0dt0mo +fRnP+MSFgGielad47kyChVe9uYK1GvIYy9+u850ED7qwF4Fcamjr+Mf8O/cn +YYu5xDy4QRXx8sfsm3o4CaK5tv5lSqpIp8z9W86zSZBRyWo7+VsZxW+Jhxol +T0LQ6oEQVwNFJOssqEmfhp+Xa2bUsxQFVNLO+V/hx0mQ26pfmD2igNo/bNoI +5UyC0K6sKe0yObR1rP/w97JJiDd/mapXJYNsg0OannRMwhf/Tnl6P0m0h3OF +ufYvft6Y5M4J3N2Nuj+HPj65NQnrVYZ744+zoBfXDjJ1/JuEI4VxF1o4mRBP +sy3j8I4pWMWUHvse+1fFE1S3tcwxBZwvEgYcO/qquDbe/rdfYgrS7WsPJHLu +gt2zx0dvGUxBwY5JcTUrcWh9OWm7bjQFV0d7ZpsFJSBc13fovukUkMMTzW1G +JIAtMbc/xHIKHN9w+RHOHgTW8/u7PlyYgl759qUuQ2lg7lmpa7k1BRHpB0/V +LslBY2CYrtntKUBcTJUHY+XhiaJUTb/PFPhluEhN6SnArmdnq6fuTYFsffB9 +USNFYDpZX/778RR0HhKr74lWgh3oXY5ELD6+tvdH5U8VGD6qqz/xfgqElsMG +hHVUIad8YfJtwhRYBqi8IkSogm2xBg9P2hSMSDz28pNQg7zsCU+6/CnwCQ4W +H8QIEHzkCXtlIb6eZOcSr/sEOPdRMdW7ZArufLtMl4YIwJwSOLBUidfHOH6i +UEMd7GIlyGMNU5BcY/eTTZoIqvtau183T0G9ounIoB0RWF57ulq0TcF5iYvc ++6OJUBhVF9vSPQUraG73f+tECOV2U3vcNwUTYbsvBsiQwD6Cr117cAqe+PBI +eNuQgC3s8r+ysSl40XFe+kU+CSaZuV57TU5Bl214Y+4o7hfBpYpK01PQF9Uc +KbuTDA4PWBzS56ag3Ompl5IZGYh0+X8vfZ+CVLvvX4s8ycB+3zZKZGkKxNJt +3j6NIUPpnczamNUpqAkGD4U+Mjz7bX7+9K8p+C/Izu/nDzLOyZs/2denwKVP +SHIXO87Dq8nPmjamoB3xFThIYcBx0+hQ0PYUnP744RmTJgbUpZ9Ii54Cj1hH +1X+YY1B+7b31JiMF/ksfMhC7gkHktxM/SpgoEMWW+vAlzrtOV5ZDbrFQoOPw +pULDMAzItFfiCrspkG1u23H8Le4PjloV3zgooHKaneKfhgFtas48lZsC/lXH ++f7mY1B54fnCRV4KSEaI5xdUYvBijBQkzE8B72EJgaxaDC6fpQgPCVLAtk21 +gdKMwdGh0OJoIQrk9RXYWuH+wGOlYmIqQgF5ujuhLLgfzPWOzLKJU2DkybDM +Oh5/Pv0ooEGSAqfe58hK4fGLTlnBh4cowGllFheJX3/FuC9PU4YCr4bepBJb +MNBsvXfqrywFzhRPPTtQh8GeU1LTRQoUeOK5Uar9Gc/f0O57U5kCpWZyySkF +GFQd9+aVU6PAbdXDC3rpGETXiGTPqVNgoZvhpMw7DFyONR5PJlMgkV0ywigc +z49ujF/QwPP7Q06+Lwa8GoLe+7UoMKZ9rNgW94Vv5V84B7QpsLKs0XbCEoNq +4tX0F8cp0NBxgeQDGLiqVgyxGOD9eJ6Zl8uBj3f2ZZUaUWAy1KrqKO6Le6+v ++F82pQDiTeSQxH0SpRyUqrOkgPkQ9Tob7p+82lrrt6wpMHM3hMCJ+6nLuG2r ++FkKdFl8L/Kywv2CP9IjwJ4CNw+ddLiF++2VgozjCpcoIHg1kIeTRoLPJnUC +404UeMb80Z/vMwkuP/lbhblSYG7SKc3DmQQV645sv70o8CuhTjgrlQhcMf7j +KT4UWD3a9mfFgwhOym/zLHwpcHY2W6lUgwicrh1W+QH4eWrd2zHcrg6XRknJ +18Mo4F5dod41QYBSHwtvoWcUiNDVG30STwD2ve6nWiIpsFa3aTxxgQAlRskr +0jF4/alhd3yG1YANcWhQ4/H+M7v4dCBVsD97mCsqiQKf1ztCV7xUoei3zvSx +VAro6Gkf7ZZRhQuKd0I+ZFKA8cenqflIFShImO6zLcbXt/u0yLKxMpx9VOrW +1UIBXnkL9ctyCpB50iG+6hcFqukT+Dd/iYOqrJgmrFOAeVZwO09NHKo4JkfQ +Bl5fBU/sjVti0Nlznv8L3TRQtpOCHAZFYO28zbMa1mmwso72akgTBE0PU7/G +A9OQy5qdeWQvK3S+1bTuPjEN57mcwo/ysCCbe1s/T5+chu68tto3WrsR5UJl +VI/BNDz+HGbhfZ0TrUmSO3pNp+Fmtl0Y4xQPEsxROzFgOw2NTAo/pqUFkUON +rOqo2zScKCx+kFkmjn5+38dFi5mGaXZbqzgleRQdN9sQ+2YafkUcLfD5Lo9U +TAr9zWOnQa/uoo5zkgK6mW+0XJ0wDd8ltYRTghXRok9A+7usaTja5rtne1oJ +hcsYBZ/OmQb3Yo+7r4jK6MiooCZL/jQYJsxS2MOVkQsUZN8umYaz7cK//RRU +0MxOWrjZ12n4HcNFP3BZFT0qyddlrpuGuRTjluZ8VSTh4r9Z1TAN9CfKmTw3 +VdHFVoFrsm3T8Jly91FvmBoae2FgsGtwGl7UoIOn3xKQn64AY9XwNDjtW/f0 +Giag/b+o5Z5j0yD5SrLliKA6srG5L0OhTAMhj7h17IU66hPJY/m8OA21Tx4n +Z3kQkWfXvS+3VqbheM67sn+pRLTn4ak7MqvToPC9aF/TEBGZ0abnXv3Br/98 +Sy6fTEIrr3LjjTem4RLJpaflCglFnLxnvXN7GnIkXD6ZvCShtiy+Rg9GKqQ4 +n6MPmyeha3bT/oeZqNC4IkTU4CYjNq5c9UlmKlir94uZqJPRyVsn04w4qKBN +tE9/cp+M5iT5LuzgpsKn0pKezA9k9LifwlexhwpE73MdBxEZ1ZH8gqUFqSCV +4unNt05Gjt/1NSf2U+HxzVfBIXswxBi399fLA1RIWv5wxFAWQ4nGlGxDMSpc +TxIdOaeDoWN0OU6MklSg+VZJlltjaDLPV7hcigr5bXoFDtcw5H9Jv+/GYSrw +xzYZWuK8f2Dv3qeHZKlAlU/qjnyGoc/1U7rj8lToWH11jDcOQ+d8Pm1GK1Hh +fcZE3vhHDG0c9i00UKVC7bCq1XIhht6O6F1jUKfC8+dTAcdxfiY95ZUsI1HB +4Urzm0mcrwc1p0bcj1JhoMtbuhrnb++V7CgpoOKnRrhjGudzvsS7BmPH8HHx +BAMDnOeLzPUYo3WpsFwV6/0Lj58YlAYJ6VHhQu1F2InH53QOM6ecpMKHwIPj ++PMdKWBvQ+UMqWDzlev2Gzw/gwobe7Exvl7rM5oi9Rjqk/GL0DSjgqSw4kNx +hKF08UXuBnMqVDYNpyThfO+7zy7a5AwVRnIjhZJwvjfm6eAbtKbCnMlDDzGc +78VYtd7Yn6XC6aoePRGc79fo8/bPn6fCzvUQs7ggDDWui72/aU8FabYwm1gv +DL378UL0rwMVXvA+0xR2xHl/njHpgRMVZOS51kTNMKQ95XmQ7QoVEuT0HqQf +xf2m84yM0HUqRLxaztXjxFBFY0NWsjsV6PymGi/+IqNn1UQFOQ8q/J1xTt8x +SkaquftUNb3xfpXsfvYtkYx2pYcV19+hgktl76f//39s+MMm0cSPCuxGFq07 +HckoMGJcwz6QCkvXuLkcRcjI4rFJ9dxDKkRWXf2x8peEpP2rtW8GU0FWzf84 +bx8Jtbsl6j0Io8IRL/qXUkEktM/Y2Sz5Jb6ehuNYaS8RLR4f6JF9TQUV96bn +hBQiqtbQP1P0lgoLTh+XznsSkbOczNn6D1TYc4z9ej4HERXsXnKc+0gF598z +tl9U1FHwjguzN7KokPhHGPrXCch2s8Nl/RMVRgU0nTKrCIhuIc+NtZAKjoqM +zkm6BGTY4uUjW0UFLoX8u9Laakikhva3sJoKVQ2KqnHbqui/cqt7GjV4forp +18UyVfQmg/TAuBHf76anZ5XkVBEtZCvsRjcVSFvs45+YVJC/ftCHQhoVSsRc +g/lCFFG33ZVzivNUaCab5nUTFJGkl4Fg1ncqqKZ1MF9rUEDNCdxRSStUYPbI +Fth1Wx7xbsQFv/iLn/916cZr1UdQenbx9RscM1CSrT+2yS2FOnnmMFnCDEhL +NGn0DexB4odb/qQRZyD1w1h03wke5AWfiiSwGXCMy7k/VciF9l3zVNivNQPc +VdjhSSE25FhHJ8F6agY+skQEjNA2q/54C7LOnZ+BMe6235L//dQUGzs1mBQ0 +AzdXCepDjw9A6Fcsx/IJPj5FOdTGLwr/pckG7wqbgQeVvadyv4nCVw8OVdfI +Gdjr9Tfw1FNxcGTujlB+NwPC/9gLL9cehHQVG70vuTMQhJXlGi0fAS7BUwdu +FczAN2+1W9eyZeHONvmnZPEMXD3rlNjgIgenmoSSnlTMQEuIM9vOMXn4bje5 +bVI/A5X6R5wU+hVBPvRy8fjIDCy8fRsc5KECMe7WTyPHZ+DfkOkXSrUK/LM4 +6ag9NQOiqXlLzByq0ClyhCeVNgN1gvdJccmqcLNo6fr1HzMgPmLy2OmrGgy/ +ndAVWZuBnDSzlhAmAmgHdO7v+jUDBe6TZPOTBOAxyG9S3ZwBfasQnbpmAhRO +eh3cZKLB3KNes9JKdRCqd97MZqFB8z2tolc/1SEo06rnwm4atFRXdW7JEuHM +bVJgDTcNrC7+SjF9RYSqszLWXrw0aH1+o4/QTASpY/sVDvHTIDJ7Jj1mgwi/ +2bZGQ4VoQPXcIV+C87/9j8WCoyI04Dxwb69HMAka+8dDl8RoMDg0v/tdHgle +J1QTTx+iwZnJ7RRZRjLQPc7j3CGDz39P0Ik8jPPZtURakSwNNiw7Z62MyUBW +fxQtqEwDvvptc9YoMvQ7CBLiVGmAJWf/Hs4lw61nnwZE1Wlw7EhuhUYbGbjK +de4kk2jQU/Rtn9IcGbJmBvdJH6XB9+bFpAJ6DPS53SozNWnAQmNZrxHEYOYo +o53CMRqEKzp02iticCBaLoFwggZf9YaPYTa4D6Cv2uX6NAh2/5152xUDq+9W +VA0DvP47LkSyHwZrfItBX4xoMBLqSB+E+0Ck9oNDx01pMO18Uu3MGwxk3fib +Gk/ToCA1ly87BYOmN1lXDS1p4DruufkkFwPnumO7O61o8Dyzwmy+DAOGH/24 +StAgJnvrZdsXDN4LXTMZOEeDwsvs59UaMcD06X/YXsD7wSZsItqGweCtmBfj +F2mwLFcj/awTA88PR1QdHPF67bfL7+P8z9VS3TfjTIPkUvXvP/A4+5elt4sL +De6TdQtmuzA4Jf5dYNGVBr/lnMTscT+gGQWU33CjgdZZPeuzuB88uLP33NoN +GgQq0EcM4X4gkpKx5X2LBtlNnNwjVbjPdMKHDS8adC+f1rQvxsB6s1fL34cG +HQu7wlyyMPh56CqFwZcGE2dq/H/H4z5i/u9h8D28PuRSxhqNgbx/9EHWALxf +hofmk4IwaMk43PD0AQ0+HXXurfHCfaW/6gp3EA33mloLV0cMdjBYsL58TANv +pV3W78ww/L0xnykQiu/fe85JCw3cN2zuG8WG0+B4YQvDm0MYDD/asywSge/3 +v0PfrnBh4J2bHpn0nAbXw/711P0mQ+6unp6MGBr0j7exyH4lg6HKFS/5NzQ4 +WPpIlZhChnm7Lb78dzQ4/55TZCCYDOLFh2zL4mkQtbe/sec4GaId/SYbMmhw +kr+s+i/uu4qR3A8MsmlwJ2Qtrz2UBG0VqRIdOTQgRJ94oHuRBEx7upz7C2lw ++/j90gOsJPD5cnCRWkUD2Y/JZp0GROBdLH925QsN/s1+efpTgAh5AqaKCzU0 +SPFtuN1JVYdv7ndvrTbS4B2Tdni+jzqcO9CxTt9DAwsBZ+zucwJwCHoUVfTR +YPe2nsEtEwJ82bP3ptcgDep256/t2E0AKZazc3NjNCiJ8pNgDFSD5VVaf8cc +3u/nbxVnbVXhQdN2Qdw2Deb139706lYC1doEdyv6WfBdKpOU9FOC2SrdI9w7 +ZuG/L2JyZZJKYFgYmviIZRasubhNszwUYe8HvueuvLMw9S9OIWOHPKR7yruR +ZGZB62exQPb3Q2Dr3nV4VXYWrL5Wn/hfxXYeFtP3BgA8LVqkRGmlRVKptDcz +l160iZIWQlqEJBLZWrWQUqGSdqlQoU2hRTqVSFLakSKJuTNzZ660SPXV7/7+ +PM+5z3vPe85753k/z71jqboOlvqd/VGygQlmKe6DPrs1INCz7oCKCRPelu7I +jKpVB2y79Q7hzUywMZwXDwlUhU5lD83+3UxA14J+GPvIwNTba6OnopjQEzUs +cj72b8PQkn7f+UtM+Lx8iEkT5EPNdkpk7BUmNE/J9/ZbCKCkzodzuQlM4B7V +tHuGRJF2T6t0xy0mmDxj6ic6rUAenxbZaD1kAk77ceHsgjKyVLDteFLCBH1b +u0uirSpovVuS8+ZyJvC2Llfzv6aKZoZWe7k+oe4fIcyykl2DUkaw4JgGJuSC +g+2y1RroNfPco289TGj5cNK4h7celWi+MPDvZ8J/tIbwkwU66OYxwZqZD0xw +Kp5LCXLRRV6clBbJYSaolb9XL6/SQ7O88uFNTCa8HpcT7ijTRyMb/hxqYzGh +2lRH/d0iA9R6ypztQjAh1dnRc8jZAKX+fjd9fJwJ15tCGaunDNCGaZZk1hwT +Vlv7vClZb4RWmhmkrf3HBPv+GVR73gjNXwhSesyHQ6F1rvPTRiP09u9irTdC +OLisL1X1dTRGh/9bs3VaEgdttC905xETtN38+Juo5TioK/lLeBeZIIOIyp1L +ZXBA1y+HWOEm6B/fFjd1BRy8aOwKfx9TlCHocdZJHYf1z/vlxpz//75C1qRb +A4fGnM0PF+LN0OGXXVMOWjioBGh5DzeaIf1oiwv2ejgcqDz+t1eThtK+zZu9 +08eB90fXnbmfhuY3P5vZboSD0PDVX48TaOjNgmbINhoOv1rvnvBm0ZCe5yij +lYGD69aIwxYr6Si1IXvOahMO2bOnH3ZvoSOvcIlwi61Uvl9P8XNT6ejP7ESE +uR0O17C1Qt+1GejA/tLNL3bicLaqasVvOwZqrvVZtNERh6efRpbm+lP9Z9Cn +aPoeHESLYyZePWSgyQ8pFjV7cfh8f/d981YG2m9mJ2jmhsPtuLz39qMMpDHd +EGPshUOzThRHSxpDibuDrKu8cVDo/oVNamPo9xMDYcMjOJjkVTY7bMbQXmlO +a8VRHJ4EnPTEXDDUcOZe3AY/HBQxI6FnPhhS73W3LTuBQ45TTF3DBQzFG8qK +6QZQ6790PNMlFkO/krvePjqNgzQ99P35WxjaM341QfssDjOp32+rF2CofpeF +3YPz1HojLuxzL8WQWsW8uGYwDsYVz/xUqilfSD7rKAzFoaSo396f8gHvZMD1 +tRdxSCxsSbGg/ODSqelwLxKHjFST4QLKF3W6o5JrLuFg8zVvLJ7yh8q17K78 +GBz+2NmenevGUAzhkqwSh8NEi/nxyf+/r9gh4XQnHoc14l7156jxrkety1df +w8HxvNvJiC4MPROL6s25gcNkQlm2VAeGlPwYqYopOCTfuxf4/++potsmXLJS +cSg752LS1UR5QbNURj4dh6y0HPp/tZRX4nwG0jOp/fq7mlVVgaEnTOX0lTk4 +1Q9hTZP3MaRg88n1Vi4O02kizo2ZGIosTJGTzsfhlZq9hWwihn4K2X1KuYtD +Lv389tkwDNkdEcqSKsShwfi6sR/lxcqWhv1JxTjwvzL4dnQ/huTUgxQlH+GA +r7tsMWmNobFRdo54BQ4Sa2VcXyhiaPvWe+4JlThUn2p2mBfAUEW++2qxp9Tz +ozuc2MlmoDCvrjvCdTjoftpiZviEgUbRVa8r9VS8yf6Y12kMtE3ZQlUI4XD5 +j+XniQsMtOLL0wL+FhxiQ1fqqZhS9SgeHl79GoeonQ+Q4jIGEsMs955ow8Ez +aqVjME5H/Bk9Swc6cdia4HboMFXvF19n4vHdOAwFvVf8c5SOZie9XkIfDi9W +CFhM0+notyMZ9OATDl0alw5afaKhk5HPnD2GcGjNfbY3u5CG2GXheiu+4iB/ +Xq7hWCANfVsiPhY2hsPiqu6vYUI01PVK02EXiYNDfb7ksLwZspsktYR+41CU +JeO+57MpeqNWLVg3iUPAJomMw9mmCEVY1a2ZxeH7k9ftDrKmqIzuvfaPIAtW +V5+p6Kc8k1iaPXdbgQX1oR6rriYZIpEh7wGnVSyQzC7afGCTIbospv1YWIUF +o+1NxUtZBij0aI3P6bUsSBnsslLZZID8VPu7LfVZcNslYMz08Qa07ZZEMceK +BflHx/MevNRCQuFRLvTTLChyFThjlCuPnowTf9EZFqzreMO6KyaHDvvsvWN9 +ngVZDpG1redWohaHDWznUBYMTCydj9y2Al1WG444GcOCBMlAC6sWUST4hvbo +biYLjHKeEsJtweb8K34tkmhmwZbKvevRQ3mojHUrSm1hwYZl2wdHNiqC9/xr +O8VWFvx5ebP4aocSNP+4na75jgVtp+vlFdjKEF2zQ9digAXPVbubeIvXwCKP +or1BbBbIqn5zQ9OaUNGz/N8/ggUsIbErUuVa4GVz8W4MyQIb52EHPh9taNTf +zUuZZMGdXzm2ie/XQ6SAwOXSfyxY+2XPtH2SHvA98CgfXc6GitHRdJURA3hN +fDh5R4YNZcObmVEmhlRf7Kh3QI4N/zLOuj6/agiyNRal/avY8NbFbUe+nhHo +tWo+eqPJhvzyPZnFx4xhUqzAL2Y9Gyx/bb9Cf2oMdTsVtbfqsSElOuFv8IIx +WA0sffDciA3pZ+6WTd8wgQM/fheWmbMha5Fks1eeKahpnfA5voUNgv336nkj +poCf+LFW05INi0KFZ0RUzODM5Id7+bZsKPF+btGTaQY0muNhDzsqPndDZnCf +GfwLfbtG0YENDy6Y1N1eSoN4gRcFqS5s0FP4MWUfSoNdNqbejq5s2JhgpdBb +ToOVCeWqEvup+3VIr24dpUHB8oK8WE82bPs7x+VZ0KFWNTY3xI8NiTzRcNZv +Olw8wudh5s+GiO2/apMUGGD5IHjVZAAbZgwYXTc2M6BL/0SO/zk2/PwW+i8h +lgFpZ3+4aQexochX7NblYgYcqPFQZIawgalzhv9dKwOoX74sr0g2HCkLSQTK +J2WX3u5bdYkN0qPpAr6KVD/faiE/GEPNR7Yu/miEAWPJi49pcWxI7psSub4d +g4WdphnOCWwIU1mVGeeJQUtKueuy62wYFnH3fh2IQfyApmxHEhukaMt0rC9j +sEuhYODqTWp9JiOfFlP990oPxTTrNDbwznw4LlyAwVB+6m6BTDbEJZ7+Z12G +QcGPpTKN2WyIrXrwtqWG6se1YvvCctmgu1dYI5Lyia4/Xyo9nw3EdHF0EOWT +3xXBztN32fBDwT6glPJJzeTv5VWFbFC4vi99NeWNi7QTPQEPqHHNSHM75RHL +sB/JOiVseKN9f+AJNRZr9HBklbFh/IBi3yfKM10CH5cVPmZDecqxTwwqXpqN +Y5f3EzZcnjii+rEVA7eEtzeUq9ng3JkiUNmIgcp7C4ehWjaELJGffFNNeWb5 +C4nMejZ4dDReWlWKQcke087diKpnwD0rKI8EZpVfW97Mho70IKfoFAyq57Ni +m1vY0Bc/fms0GoN5jytRga1seE/3/3vzNAZbm06Hqr1lw9ee2YR0Dwxi17if +63nHht8GU+d5thi8i9kWEP2eDerlv/7LpM5rOW50zLCHDbudiy5mU+eZUyLm +nvKBDRLlvj6FPxnwTWJ6z9ZBNlQe+ixW1cYAjdPfdv0eYsOz0MI1So8on5jU +WDqNssHMQXvbkmMMmEq/a87/gw11GzI8blH+YMxep1UyqflTV/9dUmHAq4Yj +Osu51POrrL84o5sOYqqOGs0kG844T2xpLqLDrksbVQJ/U/XVI1q+P4wOgzYr +pHv+sKHtaGvfiAodeF2Nc8n8HDCPupaf4koDI6OSqS1CHNitGbH0oioNgm6l +k+PCHGi8vTiBZJmBwP6T3x2XcmCZsJlf4HkzkPuu2C4lx4GCibehBy6agruV +8KsmBQ7MdN+4ObTRFAqKfjecXsWB/lMrD/HNmoDOibbKbjUOrHKUyLY4ZQJb +ps5nJetyQOL0xEp9e2PwE+45JmXBAR15N/LOOwMoP/biUJMVB0hptdjACwYw +2V7sfnobB1KztJOMVA0gIinCsdueA3F/LqimndaHVHldevJeDli1iRIscT14 +sT5OROokB1prZjKXLdEE0z7ZjpRTHPia0nVC03EdVIQVJUuf4UBbWXgQf5oG +FHS8VpALovIT/Ke+VmktxAUI6SpHc8C2p/cJKKqBU1W0o24aByywzHW5n2WB +yQjPsm2g1i8hLdOgNdjg9V3cs72RA4vF31yQ5LAaBhNy1ti/pOKZW+8mPSca +3g09L9n1hgMZ/8YiiuT4UOXF2QbXHg5sqe3EvL+Io7DmC9+P/OSAVoa0aKGY +IpLaHqgTLUFAaE+m+fcoLZTXJLmEIUWA7soFeUkbbaRPL2WNryDg8CJv/JbY +erRTEy88KE+A0VefmEuJOih+sYfqFnUCLGcOEtdDNiD5i3MLMxoEHPNUJfLk +9FHxVMaXCi0Cdmj4Bc0E6qPWsd5slQ0EDLWZWyeoGyDBl7Yr+RjU/MBAzP0Q +Q3STwZys3kjA4tA6id0dhkit8nJvABDg7FDg9GG1Edqcj5K+WhKQszH+GTQY +ofAIkyXIgYCI8UNfZXjGSPxPD+u8EwEGuYrlXaYmKOfkqTd6uwmI0Xx70+yi +CapzfxSTu5+AkfTN3X9ETNE0psp38QgBV2r2uL5daoZiqhq+mPgSoIDvOe+/ +wwxJrz/wgutHQKyFhkt2rBkyUkgPcT9FgH1Yg1PcnBlqTjbeJ3OG2q/xxYab +jWjISbTHrOMcAQGCKfZnj9HQqRnxqY2hBNCWDCOLbhpaCHjYOxlOQLPDpvSP +/HR0nWlTWRJJwPivuJIhQzoqGYgOULpCwNXPpfc0rtMR68kMay6J2m+vuZ9n +DBgoSCftTdVNAjRr5hSM9zCQyD2jouNpBMw8dXDYGUz54ObJw5+zCZC+UyEa +V8dAT8XELW7mEvAuOjfk7kcGsox+oLojnwCTo9+blk0xkPfpsS91hQSEaFzp ++qSJoXE86kXgAwJk45T3G1J+iPRSztEuIcCfWWc+sBtDyz7Wh4yWEfD2bOaa +lmMYuuOwf1/WYwKiY3zaZkMxpNf6x8zpCQEfk3aIB1P9b4P5rZVi1QQsOcs/ +tikbQ/bPDKeaaglon/9xaFsxhoZ0u3qD66n8avmep1dR8ThS4QKIgJatcxvS +6jHk/cBZ41oTAXZWc9ZSLRjSOHrr/coWAvj7rqSLvMUQS/1DUN5rAj7n7+gM +7cRQyaicmnYbAVbX1pT6UV44lbe/vaqd2g9BuSX9lA+MPHLObuokIAMO9/3/ +/xHTil9WtXYRULP3vJgSdX3dJ+XWXb0ETBqRL2coL4SnHzw12E/Vv1W+jmMb +hjbvvit/+CMBpTrXY9a+xJDgih/N3EECVmt9Vz//HEOtXRonLgwTYOMzec6i +kvLUdV+ZRSPU+lTM/l4rojxh97AhfpSA+nsMyz3UfkiJEUelf1D1r5636PY1 +DPW16krlMgnwOSY17n0RQxkxAXXr2FT9epkyi/0x5Gbx+NBjggCJiAcdAW4Y +Wr1oQhwjCUgS5BTU2GBotMH4Wcs4AWVyziGXDTF0P+y8585JAm6/4g/ro/yg +M/P38cG/BJwKsFm8mPIC+RRz48wRsGr0jDW7k4Eqz4QLnvtHgMfPX8p7KxmI +TvK5xglwwVvCmhw4y0DzJVv5li/mwvgzmc0cZwZq9Lv8IFuEC6tWT3+9QdWn +9U/h+bKlXGDztPOSKS+I3rO9T1vGhSw31vPfTXT07mDCzublXFj0y2UVkUlH +zsMS+f2yXDh08nFkhRXl6T4Z63lVLmA3sKqmRBpST3ElY9S58Oj1CzcNNxpi +OmRmSK7jAv/3oSFTyvMn25U4ajpceMZty/BpMEOhzWuSbE258ClJ09KZ8oF5 +5BF6L41L9atYqO8dU8RvXjR6AOPCGuX1jVu8TVFcrbbJqc1c2B/cPmQ/ZoLS +KgwG07ZzIWTZ2LjuoDGqyAX1MQ8utEs1uztQXpgImRA+eJAL6ncsY8YsDJGp +axFn+BAX+srkL1+eNkDPJSWrPvhyofbX1Z1Tew3Q68gvW9oDueBgSr6QWKGP +PnuHe1Ze4UIYr/LwJ6SNFq97nhVZxgXdPps844lVyFYg4OJ/FVxoXCcxU3NM +CSV+VfMOqeLCacGc3+iLApLKiNc6W8OFaiyxprhFFimJ7q852swFEdn/3uhG +SyFDzkz/zgEuzNeq9HzeN9HgXm4qteofF5IfuR7mXpGGZ/tnJLr4eKAQNPZo +BX0lSCyuE78kwIP4770fBlmy0HhgkwhLhAdbXjat+matCGpilgtPVvCAVz7a +OTGlAj8PO3LttHjwJEEoP+7IOjBftoKzsJ4Hi8imvAhdTUh/3odX6vHgRFti +wcyEJmxbvndMzpgHwQqPX0GYNjxEHp/HzHkgL7m9pjtIF04qnGgLc+HBzv3T +w5wEyguvdFs3uPJgr0l4tck3A1A+TbaM7uNBn42m9BHKD12tgY3bPHmg1HI0 +z3PQEAzPBVdL+/GgNaZr1nSlMcSrYE9bT/Dg6d6Xx5W9jeF7+3xlSAAP2k5+ +7n5VYgypapFlI2epsfT0Goa5Cfx5f+V+SQQPes4U/LB0NIVdodvuekbzoDjb +OCwvxRSKNcTyl8fwQPyuy6n0HlPYH34tJyieB2sn5F/Y7DSDeu3Um5a3eCAS +rcrcZkwD6YHdyX/SeXDs0e/3Mn408I+SvfEwiwcOL9L/88qlweqPWfHL8niw +MJu45wg/HSJj8qOGHvLg0mLv1O5qOiy9ILz9YCkP7o+ccbr0hQ5Zvv7Lf5ZT +19st2dAtwICqHfS75BMeKP/d6kTfzoDNm+4cP1vNg8WuO7scjjPgnZ6Q8d9a +Hny9wfo8G8+An1LdLfyIB/tiO0eEXzMgUMDsWmwTD3r960t9vjFgYTJnt3gL +D/I0ysqd5xiQ+JN/dfJrHqR1zUZ1rMBA7qPvT5k2HhwlOL092hjcb+ssy2rn +geu5977emzEwfG58QbmTBzt+iMiFumDQUJIF97p40LRWtUPxKAY7cvlEtHp5 +MOPXH2sRhMHHGz5dpf080PurfmA8FoPDUe8yDD/y4HKve6B6GgbjgYYHqwd5 +sM5ZU3iI8sPFwxlaG4d5UF2YfFyW8oPYnn/jjV+p/GgyQgNUP55uc7jOapQH +9v/u2ctS/bo6/W302zEepDyo6B18jUGFtv4OByYPHrxaz1B5h8EmpbQVfSwe +4E9TaMz3GLxdOv95L8GD9Gxe1gbKC3sWDt4b5vHgk8rHLf///un7r9YT3uM8 +uKcZrGZJjU+N6powJ6j7H7pmvYzyxHzvzf+OT/PgXPvBd+5U/Kuv/r76NUPV ++0LPTx3KEyurPa+fm6PyS9g+HE6t727xqz2z//Eorz9f4kj5Rz9rvXIEHwnb +nbJHC6n86hOSmQICJNzaMPIz4i4GtuF/yuOESKgJnno8RO3PwEn3oKUiJBRV +Px1/EYeBt9fLzSliJAh1evmqB2NAOmqJyi4l4dn1ZGKZLwZhFje6syVJKNA3 +PHZ5NwaiJlOZKstJUK0IGI7YQvlHw837vjQJ1nIlBwR1MCgXXTdRJk/CPH2f +Xuk8AzbOJT43UiLB9rm4eN8oA94Qvy/VrCYh6KnqkquUN0ffN0g3ryHhqp6i +591EBgQ0qQ9ba5Dwmm7+ZYk/A+Yr4++3a5JA7pDuFbFjgEzaHtN+XRKc1IZs +W4UYUBBb/2+fPgluDQ4piSN00AtWa/1iSIKNqvUwt5YO2w7wXHEzElganMFE +Xzr02buo+DNIOKqmwu3cRIeDUIePbyQh+0Rx41MpOoSoXQme20JCqvgwLfQp +DUrxVdkSdiTkiXrt0uGaQdztGK8vO0n4LTq1OuWxGRx24q4tcyQh7lJp48Gz +ZqBUX19h70rCDvmt8zunTCH+htvrRG8SDPZ+zR0cMwEfy5cJB46QULJzMEn4 +tgls/avtqONLxZOkLTQ5m8Bf79nP7f4kKPkTohP1xuBrmjkuFkwCs5lft/+i +EVhy+KoHQ0n4uC6vaH69ESjn+YY9vEiCAGQHf/5gCAOiNOHtl0l4B9rN/esN +wWp4QOnqDRLmSpkjnq/0Qe2y9DbhQhIqBEdO28Sth3+0sKUfiknw3L7gq4a0 +4RP3e0/hIxI6+6WGDSe1IMm1yt36MVUPxUefau/ThAVtpzMx9SQ41Eq2/ZVc +C0PdN3IFekk4092KS4QqQc2VP4d6+0nYlHFsprBeAVIxT627H0no+5xQfnZe +Dnbc13uy9Qt1Pioe5loXZKAuqKMtikXCdyXbqoQacUjTNbnhSJBg6cx3oXKt +KJwezXFRJUmIjExW004WAk27E18bJ0nor754U+DNvLngor57SX9IMGO0pNWm +T5mPPMX8vGZJeKRYMzrbTpjX+93doP8fCcfaln3V6hgyT1deMrWwQEL+d7tF +/JLzm/4Hza/m4Q== + "]]}, + Annotation[#, "Charting`Private`Tag$15181#1"]& ], + TagBox[ + {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], Opacity[ + 1.], LineBox[CompressedData[" +1:eJwVlnlYTesXxzspSklmJ0LdDJGQBiq+nFKUkCYupUkpQoNo0qAopUKhScjU +oEkRjbdS3TPsfXadBhqVJsohSnGr3/79sZ/3+exnvc/7XWt917u3gv25wydF +RUREGujn/6vRyQGqYtBi57WLoYcmr5rvFNOTO9/JVIdAomT/BYEatqbeS37J +1MfvwyP6lgIWjHnN+SlMc2x7lCpwERyGleOv0ltMR2isFyenBfZo33RN7wbT +C//Mutft0+yBB4sOXr3ODEXmPnudIx9DECzxcm0EMw6L3CzUVs+6jSNHH+Z8 ++/4YpNxT0/8cHkNqOvi44Yoc8EyzG2qW52C16deBqsgCWDi392c1FeAisR33 +fr5BuGHGHbbBWywpmNfBYJQDNVvMEkXL8apbj0vqVmJy47ZrsZKVqHRNWXZ0 +qBr2Wb8DfYuqMbpmx9wXbrU428hQNvSphehEpuyy1WxorXG0SL3CxjIe6wc2 +sXF54KzWlWg21B++b3Tczka5Z/uobQIbJ/fNSso2YaPniWSUZA4bdQn2q1ne +bEiFib6V+sBGjDZT26WWDYfwXMYbVQ6W+191eO3CwaVXtR2dFAcah+QN2jw5 +WNzul1jVysEBpYJ1jMscDCpU26b0chDI/ThsdIuD/Qci7qpNcNC9fMeljrcc +7LzQEtC1kov00h9R4tJcsIzdl205zYXmtO0rs2wuHupSG3rHudhvUhGyp4iL +Zl3JTGUGDw5JKw9qVXKRlzz3qJ0kD7FaHf1yTVw8v1jRn87kYfDcMWb3JBdb +Z/7tnLKdh+QuC//zJjxcMEpz+ePNQ75q4V57Kx4UJ0NqTl3moc5/4SJzOx70 +iqzF68J4GF3a8ELrAg8f1HZ0HIvj4YDpoc6pZB4Mgx5PN+XywKg0Yt0YovdP +d/2S6udhqWyGTOAYD8+ai3VjhnlQtZFsPS9CYPM1G6sZP3n4+3etp/lCAvGS +zwSl9PsCtT1PlukS0H2Cs75MAk5pkMiIJHDZQFVm1l4C/t/vC5LiCcTJ9t++ +aULgNqYe3EgloMSJUJE2I1DRWrLd/SUBg19B5ylrAsyF2qe3tRLoiDlnlORB +gBuqTtSsJ+EnLnN9dQIB7bkc0ZsaJHYtVt479z6B5wl2Wsd2kYjU2lHW+4jA +lezoB0ILEo+cZUuOZNHxLQMeS4NJdKW0+lmW0fH2gc+6I0mYOS3welJJYPHw +orasOyQ+8QJmfKwh8J2ht2d3FonDJ+S75Ek6fkPKEtdmEiW83Z7ZHXT8q637 +1bvp861TxOy7CYTuYgdNDZGQ8jZTFu0jkJvxx2sfg49VURe3SgwTiCxf19G+ +mI+4dc63NvwmUCnmNc5azkfhQY0Z+pMExveVz3+uwEdP4tFV+0RIOAksDD1U ++JA3vu/FnEmCNRiSO5PFxz3LnM0NsiR8VAn2aUM+EqKeZpkuIJHryezl7+cj +6/rx2aWLSKyYymEmWfExbD8z+m85EhZ6f7aKWPPxTjamJmo5iahwgwMn7flI +M5gWz1pBYmJ+e8gmNz6C8ryq8hRJbD6yLiXOgw/hqUtW95RoPSmerycu8pH3 +6MSKM2tICNbOHqoK4ePHT88Lrcp03m4WM5XD+TC5O77i4gZab/6DVdE3+JiR +JqMqspHWp6tlceQeH+7/KRZ82ESiPzjkXGkKH7Lzyg1VttB6a3kRimm0XmKN +72k1Wq808/G153z815f+972ttF5Tx7KhF3zIhU+O56uTqLqT02L6kg/JDJ2T +xbQPfrf+HnlVxEeweXdOniaJLQoGc5aX8aHbXT8Yr0XilNPNtcFVfFjsMlU6 +tY1Eambb7r46On/lGe7rtpNo+rb2uDHBR5iN8GMTzXM0Pb1zG/goavGP8NQm +oe9XFrvoPR+Jf9x9p2j2q5DM9O3go7LiR+1FHRL54hbvOnv4mOgKDeukecDo +Qaf+IB93J8RqNXRJrIz9MpH+lQ/X7JwHvjSX2QWm5//gw38kZGcmzTZbFxwt +Hqf7Wclr5tI8KfZMonqSD7N8QUAnzclN2kVcUQrvPFeyemjWeU44N86iUKx6 +SbOF5g8+9ks6pCl8a/x8poxmH+Oxmr55FKZ8qn/F07xU/rq3cDEFy8RbgzY0 +v/4qv2Z8GYW5XooWTJotK/IaRRQoVB4IMnlH6x+7uSdMcg0F69qxXnua4x3e +q8/fQGFsqYzaCJ2/uobbJ7nNFGodIvf8vz6CmYy4vzQoMEfOqffR9fNsidNT +0aZw2W98vjHN8zPW/VAHBRmn5NGHdP3z/Eoe7dCnMCg+5/tnuj+HTA4dNthH +of+DutwammO+XcyzMqMQ6+hm5En3V7VSys72CIWKma7+YXT/idupsi7WFPLW +/dxynfaHtFbtOV9nCpFWLYGnaT9lShxbeeUMBfblOv29m0kYffhKRLpT8Cg9 +37eE9l94wGLVFD8KEiO7l8WqkBCvPjlUHkNBKX1A0Ef7+3H8RFJdHAX1TE0J +69V0/51vGFMJFFq/ljXU/EUiZHZhRncahUUBCXEXVpGYOiTmIl5EodH34FkW +k0SK4r2lMqV0/SvnLziyhITuzw11iyspsBydFtvT8+l312ztOi4Ff72K+2bz +SIy3P+o16qKg8K35Wo4Eibs5mvFmvRSk/83/7krPv2YwW//4Zwo1euERy8RI +XFAaSXP7SZ+Xu+bF8WkCI6677WMl6tEcycq1GyXw5VdnR+PmetwJsbOM7iTw +yjmm0kizHu0RE0mubQSCmnc+Ldepp+cuSEX3PX2fvU5xSzeoh5iPQkl5PQGW +97H//I/Xg3+73Gf/OwKJP5uYSuH16PouXZT0nMDe7zxzj856JO9yOiHtQmCB +XcC2/k/1uNCYY9DsSN/bfJXlxz/XgxXuKEyyJeCVG9mzZ7QehRp75i04QiD1 +3D4PplQD7qhUOJUYEBgbro6p0GxAvmeUN/MvAo8/F7NlohtgOn9XTF8LDzLy +z4SfPgkQufLKim/0d3SX5ZX2nkEBWLdi5f/N4MIj5gSn+6sAEeSOjMdPuWhi +LH3WNS6A4I1ttMN9Lu73hdu0STdC3MfEnhHNhWquK69BvRGuYkoBVW5cmOip +ZlaGNqJnDbvh2iYuolwKnR4oNeG1S8jK2BIOPu96ES61vgmtt4KKuos4MFz6 +JMN7UxPGBfXvtxVyIFob93W/dhM0GKapwhcc+Ch5eU8cbEJ+kEHM1VQOnDrV +rh72a8LBd283mF/hYLdF7hOx+ibcTI5x0jThYGxX5qdTgc24fi3rn75+NrzU +qgsWV7XgzW2nDnk1NjqzqyMphQ9wMtRkvTz6L/64CpKUfVshesU3Ps65Dht2 +z5pyKm5Dep3UUy+/Whg+UnDOW9IBVnTgqeprNbgof0Lx4/FOTM8ufrvo9Tuo +DFlINZt0QTre3S1qpBoL5n6TqP7dhapSy5HERdUQK0/K+Sv5I7ZYlaXoba/C +afXi95LG3fA7IedzklX5///EB2Vj3fg2+8umKot/MPpFTrbvTg9enXiicyC0 +AoVmhjPi9D8hU3FIfORgOQL3hqUW9H2CzV7PqbqsUii0G7WkhfViZxyvMHW6 +GNpaoXFMtT4EyszMrV31FsdXkBOMhj4MZurMbnUqwij7Rvf54H7EuS10KUp4 +hXtiNl6HlQZgYymerf2rAAs6Ch+JVg8g+O74WNHRlxAPCDbf7j6I8LYrTnci +8iCSbpPTPf8zuJbNkzMScuCRmHNjfuVnDM1wV2xuyUTphnCJeWe/QJAYM3TJ +8DnmGXmohMgM4YzBRHKF5BO0beQ3+JQM4V3TUmF2yEPk3ofSJ5thvPz43Lxb +NxnWOZrz5KeGcdBHXGHENR5BYQ+D2zK+woxH1EpIReHFgHySzH4hVvU2Fnpv +CUB4SphtxwEhlFOmJU2K/eF4eHh1tqkQJrZvWtT2+GN5SUmuiZUQ+xp/mKoc +9cP1mGM1UfZCaJ9/4Vwf7INTmgnfZ/sIMRy9Y9m7xgtQDF24d9ZTIRwPjaiV +znHD1Db/Oc3Phej5EDcaq3QG74d76p9mCjEQUXXVW+c0Yq1eWhvkCTFrlsOk +l4sLptcf9gwrEeJU78ihzTUn0UbF3J/RIERXc++0kZg1iq7+cmhoFEJffEIs +Y+sxxOmcUE5rEWJM1uOznMNRGD9RLWB1CLEwwC99Y6UF3l7i/Rs8KITiy/Kf +XxgmuLNRI8Z0SAgVEbsVV+32wb072VxBKIRx9MPlW/7Zg3X7z3RW/BRCXD5D +1JaxA2IMwePYX0Kk+nHUpyo00FWo42r7WwhhYtErC8ZGlLimbdo8KUTpwNw7 +oQx53F0pNTo9LcTsBv31Obt1d/4PdWKL2A== + "]]}, + Annotation[#, "Charting`Private`Tag$15181#1"]& ], + TagBox[ + {RGBColor[0.880722, 0.611041, 0.142051], AbsoluteThickness[1.6], Opacity[ + 1.], LineBox[CompressedData[" +1:eJxF0H0s1AEYB/A7rlHW6fRiPzp2ovIWk5RUKhZ5qXmbLG8T0vWGbKXVdM1J +XmLtJuX9JaUbR+6scmLctMz7EYo7ziXceducGy1XbfU8z/bdd5//vnsYUTf9 +Y7RIJJLvn/xtr5iZ/tbZoBOkf0dxM4qXEo6u/32wJL+wgXAHe3cPvy0iAsHB +0ermp0Q0eNzukVs2kQQu3Xk+LYNIBbN0G/Y9JjjgCyFlvKXlSrCehhXqYcID +W/gtzLRn8sG3e5xd81fegw35NAmZ3AJulLl19R5rA7cxi4xDlCKwau9x/Zrr +n8Baa9xtxhadYCdNZGNAbRe4K9Wxp8OqF2yaq1irXugDK9RSyZD9ALhyrqmT ++kQMptJfLcrlg+CsK4LYUvMv4NWTXHlcyjA4yUHE39U+ApbWijL7GV/BP5mD +BZZ3v4GtT+lsxDaNgT3KGZfrDSX4L3qE2WSoFGyjDNIb9p0Ab9df0hWtoykt +Bbw9hZPgq45No5u9ZWDu2ajSj6tolcJo23TeFFgQ4KHNcZeDUzzZJfxpNGPc +a6SC/R189HAqh3CYBoea9K6RxWhVZ7YsnvUDnE8JT/I3n8H9EkG5lgi96T4r +0DlhFkyqDufJDObAiS942QZt6GbrdF3aDQWY5pVo85CqBI/Z9omThei6Yldz +efg8OIznRKNvoB+wy1hjbxbANTP0AqrPIji9iB0pOYeO9p+3qPVD7xYK63yD +0Rk5FzuyotBxTs+XtySjzVJ3eOpUoTeO3Ns6/Bo9Oj81UMVF5wY3hJ2pR2us +/G+xheix/pxibTH6XZr6kngIzXGJsKwYQXu/PMA/LUF/uNP9mTWLzrM9lOOn +RCfICgMZi+j9PtekrStoCnmwMleNnhC4MCPX0UJmhZ39L/QzUz2VRoP+DRRC +Ph8= + "]]}, + Annotation[#, "Charting`Private`Tag$15181#1"]& ]}, {}}, + AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948], + Axes->{True, True}, + AxesLabel->{None, None}, + AxesOrigin->{0, 0}, + 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]], + ImagePadding->All, + Method->{ + "DefaultBoundaryStyle" -> Automatic, + "DefaultGraphicsInteraction" -> { + "Version" -> 1.2, "TrackMousePosition" -> {True, False}, + "Effects" -> { + "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, + "Droplines" -> { + "freeformCursorMode" -> True, + "placement" -> {"x" -> "All", "y" -> "None"}}}}, "DefaultMeshStyle" -> + AbsolutePointSize[6], "ScalingFunctions" -> None, + "CoordinatesToolOptions" -> {"DisplayFunction" -> ({ + (Identity[#]& )[ + Part[#, 1]], + (Identity[#]& )[ + Part[#, 2]]}& ), "CopiedValueFunction" -> ({ + (Identity[#]& )[ + Part[#, 1]], + (Identity[#]& )[ + Part[#, 2]]}& )}}, + PlotRange->{All, {-0.3, 0.3}}, + PlotRangeClipping->True, + PlotRangePadding->{{ + Scaled[0.02], + Scaled[0.02]}, {0, 0}}, + Ticks->{Automatic, Automatic}]], "Output", + CellChangeTimes->{3.962910653208517*^9}, + CellLabel->"Out[47]=",ExpressionUUID->"792371ea-8b08-4ccd-a4b4-d88845a95cb6"] +}, Open ]] +}, Open ]], + +Cell[CellGroupData[{ + +Cell["Animaci\[OAcute]n", "Subsubsection", + CellChangeTimes->{{3.962555547588498*^9, + 3.962555565541234*^9}},ExpressionUUID->"00e13e9a-9d44-42f1-855b-\ +ac11df6b7303"], + +Cell[CellGroupData[{ + +Cell[BoxData[{ + RowBox[{ + RowBox[{"L", "=", "1"}], ";"}], "\[IndentingNewLine]", + RowBox[{ + RowBox[{"c", "=", "1"}], ";"}], "\[IndentingNewLine]", + RowBox[{"Animate", "[", + RowBox[{ + RowBox[{"Plot", "[", + RowBox[{ + RowBox[{"\[Phi]", "[", + RowBox[{"x", ",", "t"}], "]"}], ",", + RowBox[{"{", + RowBox[{"x", ",", "0", ",", "L"}], "}"}], ",", + RowBox[{"PlotRange", "->", + RowBox[{"{", + RowBox[{"All", ",", " ", + RowBox[{"{", + RowBox[{ + RowBox[{"-", "0.1"}], ",", "0.1"}], "}"}]}], "}"}]}]}], "]"}], ",", + + RowBox[{"{", + RowBox[{"t", ",", "0", ",", "10", ",", ".01"}], "}"}]}], "]"}]}], "Input",\ + + CellChangeTimes->{{3.962461726046875*^9, 3.962461846911377*^9}, { + 3.962462908572858*^9, 3.962462910171372*^9}, {3.9624631324813223`*^9, + 3.9624631338160763`*^9}, {3.962556189244994*^9, 3.962556207773985*^9}}, + CellLabel->"In[48]:=",ExpressionUUID->"d9f2defb-9838-4f66-b845-10d780f426df"], + +Cell[BoxData[ + TagBox[ + StyleBox[ + DynamicModuleBox[{$CellContext`t$$ = 0., Typeset`show$$ = True, + Typeset`bookmarkList$$ = {}, Typeset`bookmarkMode$$ = "Menu", + Typeset`animator$$, Typeset`animvar$$ = 1, Typeset`name$$ = + "\"sin t\[IAcute]tulo\"", Typeset`specs$$ = {{ + Hold[$CellContext`t$$], 0, 10, 0.01}}, Typeset`size$$ = { + 598.9765625, {4., 13.}}, Typeset`update$$ = 0, Typeset`initDone$$, + Typeset`skipInitDone$$ = True}, + DynamicBox[Manipulate`ManipulateBoxes[ + 1, StandardForm, "Variables" :> {$CellContext`t$$ = 0}, + "ControllerVariables" :> {}, + "OtherVariables" :> { + Typeset`show$$, Typeset`bookmarkList$$, Typeset`bookmarkMode$$, + Typeset`animator$$, Typeset`animvar$$, Typeset`name$$, + Typeset`specs$$, Typeset`size$$, Typeset`update$$, Typeset`initDone$$, + Typeset`skipInitDone$$}, "Body" :> Plot[ + $CellContext`\[Phi][$CellContext`x, $CellContext`t$$], \ +{$CellContext`x, 0, $CellContext`L}, PlotRange -> {All, {-0.1, 0.1}}], + "Specifications" :> {{$CellContext`t$$, 0, 10, 0.01, + AppearanceElements -> { + "ProgressSlider", "PlayPauseButton", "FasterSlowerButtons", + "DirectionButton"}}}, + "Options" :> { + ControlType -> Animator, AppearanceElements -> None, DefaultBaseStyle -> + "Animate", DefaultLabelStyle -> "AnimateLabel", SynchronousUpdating -> + True, ShrinkingDelay -> 10.}, "DefaultOptions" :> {}], + ImageSizeCache->{958., {34.861328125, 42.138671875}}, + SingleEvaluation->True], + Deinitialization:>None, + DynamicModuleValues:>{}, + SynchronousInitialization->True, + UndoTrackedVariables:>{Typeset`show$$, Typeset`bookmarkMode$$}, + UnsavedVariables:>{Typeset`initDone$$}, + UntrackedVariables:>{Typeset`size$$}], "Animate", + Deployed->True, + StripOnInput->False], + Manipulate`InterpretManipulate[1]]], "Output", + CellChangeTimes->{ + 3.962461739065093*^9, {3.962461772254776*^9, 3.9624618720765553`*^9}, + 3.962461941593378*^9, 3.962462828862472*^9, 3.962462862599537*^9, { + 3.962462901899777*^9, 3.962462910934145*^9}, 3.9624631357178164`*^9, { + 3.962463312975547*^9, 3.9624633419018173`*^9}, {3.962463374164908*^9, + 3.962463412255027*^9}, {3.962556173204934*^9, 3.962556208308482*^9}, + 3.962910675290447*^9}, + CellLabel->"Out[50]=",ExpressionUUID->"969974ea-3e30-4632-a6b5-43bdd7efe861"] +}, Open ]] +}, Open ]] +}, Open ]] +}, Open ]] +}, Open ]] }, -WindowSize->{1200, 627}, +WindowSize->{1200., 623.25}, WindowMargins->{{0, Automatic}, {Automatic, 0}}, +TaggingRules-><|"TryRealOnly" -> False|>, Magnification:>1.3 Inherited, FrontEndVersion->"13.2 para Linux x86 (64-bit) (January 30, 2023)", StyleDefinitions->"Default.nb", @@ -2704,147 +14814,329 @@ Cell[CellGroupData[{ Cell[580, 22, 175, 3, 127, "Title",ExpressionUUID->"3b52c642-4207-4cdf-bcb3-2f6a2e20aca2"], Cell[CellGroupData[{ Cell[780, 29, 162, 3, 87, "Section",ExpressionUUID->"6408f118-07fb-4e89-bc3b-b3700fa14a9c"], -Cell[945, 34, 156, 3, 60, "Input",ExpressionUUID->"933505bf-9343-4c96-83d4-c02490946a66"], +Cell[945, 34, 156, 3, 58, "Input",ExpressionUUID->"933505bf-9343-4c96-83d4-c02490946a66"], Cell[CellGroupData[{ Cell[1126, 41, 266, 4, 70, "Subsection",ExpressionUUID->"8f3381a1-e334-4ec0-8b8f-fd462b83d0f0"], Cell[1395, 47, 197, 3, 45, "Text",ExpressionUUID->"fcdefcc8-7771-458d-836e-557c6d7fcef0"], Cell[CellGroupData[{ -Cell[1617, 54, 779, 20, 112, "Input",ExpressionUUID->"0b822ae7-398a-485f-9c1a-0cabac4e7c3f"], -Cell[2399, 76, 11724, 211, 314, "Output",ExpressionUUID->"2409da52-2ca7-4077-bcd4-d75592298c18"] +Cell[1617, 54, 778, 20, 112, "Input",ExpressionUUID->"0b822ae7-398a-485f-9c1a-0cabac4e7c3f"], +Cell[2398, 76, 11769, 212, 314, "Output",ExpressionUUID->"570a7d4d-9862-4335-b467-b9f7dcd090d0"] }, Open ]], -Cell[14138, 290, 219, 4, 45, "Text",ExpressionUUID->"f15db67b-3409-4d51-9df4-639aaaf4e8fc"], +Cell[14182, 291, 219, 4, 45, "Text",ExpressionUUID->"f15db67b-3409-4d51-9df4-639aaaf4e8fc"], Cell[CellGroupData[{ -Cell[14382, 298, 1100, 30, 115, "Input",ExpressionUUID->"03ff5230-00eb-43a0-8c6f-7afc3ca92899"], -Cell[15485, 330, 2225, 43, 385, "Output",ExpressionUUID->"aa4c2849-e6fa-45d4-8b58-010e2cf61fde"] +Cell[14426, 299, 1123, 30, 115, "Input",ExpressionUUID->"03ff5230-00eb-43a0-8c6f-7afc3ca92899"], +Cell[15552, 331, 2296, 44, 385, "Output",ExpressionUUID->"b19c3cc4-3960-488d-806a-122360a9a41c"] }, Open ]] }, Closed]], Cell[CellGroupData[{ -Cell[17759, 379, 171, 3, 48, "Subsection",ExpressionUUID->"38fd7ad5-6523-4fd1-9971-38a68ad88be4"], -Cell[17933, 384, 222, 3, 45, "Text",ExpressionUUID->"23b0d7be-f17f-4ccc-82c1-463a84f33f03"], +Cell[17897, 381, 171, 3, 48, "Subsection",ExpressionUUID->"38fd7ad5-6523-4fd1-9971-38a68ad88be4"], +Cell[18071, 386, 222, 3, 45, "Text",ExpressionUUID->"23b0d7be-f17f-4ccc-82c1-463a84f33f03"], Cell[CellGroupData[{ -Cell[18180, 391, 1052, 28, 169, "Input",ExpressionUUID->"f5f4597d-d33a-4dc1-ac68-0770b8ad7943"], -Cell[19235, 421, 19556, 339, 320, "Output",ExpressionUUID->"8fdde79b-7cb2-4938-aa07-ca700dfe15bd"] +Cell[18318, 393, 1051, 28, 169, "Input",ExpressionUUID->"f5f4597d-d33a-4dc1-ac68-0770b8ad7943"], +Cell[19372, 423, 19601, 340, 320, "Output",ExpressionUUID->"9bef879b-3bed-40a7-b0c1-7f67229e911b"] }, Open ]], Cell[CellGroupData[{ -Cell[38828, 765, 1244, 32, 115, "Input",ExpressionUUID->"f813551b-a717-4883-80c7-c49eecca6d24"], -Cell[40075, 799, 2112, 41, 367, "Output",ExpressionUUID->"a5146ef2-3316-4e18-8009-2db77880d1ba"] +Cell[39010, 768, 1292, 33, 115, "Input",ExpressionUUID->"f813551b-a717-4883-80c7-c49eecca6d24"], +Cell[40305, 803, 2183, 43, 367, "Output",ExpressionUUID->"a5454f16-e11e-4ff7-ad37-2c46639a3b1d"] }, Open ]] }, Closed]], Cell[CellGroupData[{ -Cell[42236, 846, 172, 3, 48, "Subsection",ExpressionUUID->"eba8f49a-e87f-4b5a-85c3-518eb74adaad"], +Cell[42537, 852, 172, 3, 48, "Subsection",ExpressionUUID->"eba8f49a-e87f-4b5a-85c3-518eb74adaad"], Cell[CellGroupData[{ -Cell[42433, 853, 1227, 34, 147, "Input",ExpressionUUID->"ada0eeb3-31b6-419e-b2e6-4e79efecd8a0"], -Cell[43663, 889, 2268, 43, 385, "Output",ExpressionUUID->"9b46934c-9ea3-4f91-90a9-051cd5169129"] +Cell[42734, 859, 1273, 34, 147, "Input",ExpressionUUID->"ada0eeb3-31b6-419e-b2e6-4e79efecd8a0"], +Cell[44010, 895, 2291, 43, 385, "Output",ExpressionUUID->"bf0c630d-8871-4559-af85-533a4e53f0ee"] }, Open ]] }, Closed]] }, Closed]], Cell[CellGroupData[{ -Cell[45992, 939, 234, 4, 67, "Section",ExpressionUUID->"d8d4ceb2-775e-4b2c-9a07-91203b1cb705"], -Cell[46229, 945, 179, 2, 60, "Input",ExpressionUUID->"8e51095c-9496-40dc-b1f3-9affa349b1f7"], +Cell[46362, 945, 234, 4, 67, "Section",ExpressionUUID->"d8d4ceb2-775e-4b2c-9a07-91203b1cb705"], +Cell[46599, 951, 179, 2, 58, "Input",ExpressionUUID->"8e51095c-9496-40dc-b1f3-9affa349b1f7"], Cell[CellGroupData[{ -Cell[46433, 951, 209, 3, 70, "Subsection",ExpressionUUID->"fa480deb-86bf-4685-876e-bef381c186b5"], +Cell[46803, 957, 209, 3, 70, "Subsection",ExpressionUUID->"fa480deb-86bf-4685-876e-bef381c186b5"], Cell[CellGroupData[{ -Cell[46667, 958, 829, 21, 112, "Input",ExpressionUUID->"7f77ffcb-aba2-4fe7-8bbd-e75510a72259"], -Cell[47499, 981, 11625, 210, 314, "Output",ExpressionUUID->"855ed7b1-986b-4073-a0f4-10103ad78ef2"] +Cell[47037, 964, 1031, 27, 115, "Input",ExpressionUUID->"7f77ffcb-aba2-4fe7-8bbd-e75510a72259"], +Cell[48071, 993, 20824, 361, 314, "Output",ExpressionUUID->"85da94ac-c48e-432f-9d85-d43eeaffbf85"] }, Open ]], Cell[CellGroupData[{ -Cell[59161, 1196, 888, 21, 112, "Input",ExpressionUUID->"badeb665-1b7d-47ba-bc02-c071e3bf6be6"], -Cell[60052, 1219, 11617, 210, 310, "Output",ExpressionUUID->"2e6b4832-feeb-46f0-ac22-0b945bf66557"] +Cell[68932, 1359, 888, 21, 111, "Input",ExpressionUUID->"badeb665-1b7d-47ba-bc02-c071e3bf6be6"], +Cell[69823, 1382, 20832, 360, 310, "Output",ExpressionUUID->"acad1701-b7cb-4a64-aeb5-2b9ae37ab15d"] }, Open ]] }, Closed]], Cell[CellGroupData[{ -Cell[71718, 1435, 165, 3, 48, "Subsection",ExpressionUUID->"da922d42-93fc-4b70-a9ce-b282b65993b3"], +Cell[90704, 1748, 165, 3, 48, "Subsection",ExpressionUUID->"da922d42-93fc-4b70-a9ce-b282b65993b3"], Cell[CellGroupData[{ -Cell[71908, 1442, 1336, 35, 147, "Input",ExpressionUUID->"cf2a2431-90a5-4c83-a072-3a8bb305f782"], -Cell[73247, 1479, 345, 5, 43, "Output",ExpressionUUID->"40ae767d-9515-4926-9884-e0c00e809657"], -Cell[73595, 1486, 2356, 45, 361, "Output",ExpressionUUID->"5f2282d1-439e-4191-9111-a278b56b1b11"] -}, Open ]] +Cell[90894, 1755, 1684, 40, 146, "Input",ExpressionUUID->"cf2a2431-90a5-4c83-a072-3a8bb305f782"], +Cell[92581, 1797, 666, 10, 43, "Output",ExpressionUUID->"ca654518-1299-4d59-8559-1bd5da32a46e"], +Cell[93250, 1809, 2678, 50, 361, "Output",ExpressionUUID->"c9420f34-24b9-4dd6-b9eb-85aee179ecc1"] +}, Closed]] }, Closed]] }, Closed]], Cell[CellGroupData[{ -Cell[76012, 1538, 182, 3, 67, "Section",ExpressionUUID->"3ecbab6f-3c69-4080-9e75-a3c44ffbd2a9"], -Cell[76197, 1543, 179, 2, 60, "Input",ExpressionUUID->"c01d6a4e-ebbe-4763-b976-8a59c89818e2"], +Cell[95989, 1866, 182, 3, 67, "Section",ExpressionUUID->"3ecbab6f-3c69-4080-9e75-a3c44ffbd2a9"], +Cell[96174, 1871, 179, 2, 60, "Input",ExpressionUUID->"c01d6a4e-ebbe-4763-b976-8a59c89818e2"], Cell[CellGroupData[{ -Cell[76401, 1549, 209, 3, 70, "Subsection",ExpressionUUID->"0b562953-4f64-4d2b-969d-e8ea6b7ddf98"], +Cell[96378, 1877, 209, 3, 70, "Subsection",ExpressionUUID->"0b562953-4f64-4d2b-969d-e8ea6b7ddf98"], Cell[CellGroupData[{ -Cell[76635, 1556, 829, 21, 112, "Input",ExpressionUUID->"f6a80da5-3470-4e41-b056-29dc2551d4f0"], -Cell[77467, 1579, 11646, 210, 314, "Output",ExpressionUUID->"290b01d4-18e2-45f4-8d41-2dbdbca178c9"] +Cell[96612, 1884, 975, 25, 112, "Input",ExpressionUUID->"f6a80da5-3470-4e41-b056-29dc2551d4f0"], +Cell[97590, 1911, 21538, 373, 314, "Output",ExpressionUUID->"67987562-f98a-4262-ade7-d035d51ff650"] }, Open ]], Cell[CellGroupData[{ -Cell[89150, 1794, 896, 21, 112, "Input",ExpressionUUID->"3800b10b-2c97-436f-a271-4ff3d597907a"], -Cell[90049, 1817, 11647, 210, 314, "Output",ExpressionUUID->"a1ae8954-fbf6-4da3-af68-6b671bd3498f"] +Cell[119165, 2289, 896, 21, 112, "Input",ExpressionUUID->"3800b10b-2c97-436f-a271-4ff3d597907a"], +Cell[120064, 2312, 21506, 372, 314, "Output",ExpressionUUID->"9da6699e-7e68-4fe3-bbca-3d41a5b2fa59"] }, Open ]] }, Closed]], Cell[CellGroupData[{ -Cell[101745, 2033, 165, 3, 48, "Subsection",ExpressionUUID->"eea862ba-efbb-459a-9164-61060f5ee9b8"], +Cell[141619, 2690, 165, 3, 48, "Subsection",ExpressionUUID->"eea862ba-efbb-459a-9164-61060f5ee9b8"], Cell[CellGroupData[{ -Cell[101935, 2040, 1379, 36, 147, "Input",ExpressionUUID->"abbf03f6-0fda-49ec-a27a-f6ce4665a2d5"], -Cell[103317, 2078, 2407, 46, 381, "Output",ExpressionUUID->"5ef14612-0c45-4c0a-bb1d-ce2104b024bd"] +Cell[141809, 2697, 1614, 41, 147, "Input",ExpressionUUID->"abbf03f6-0fda-49ec-a27a-f6ce4665a2d5"], +Cell[143426, 2740, 2563, 48, 361, "Output",ExpressionUUID->"5a9a8759-6b47-4892-a2cd-3f5f7983442d"] }, Open ]] }, Closed]] }, Closed]], Cell[CellGroupData[{ -Cell[105785, 2131, 184, 3, 67, "Section",ExpressionUUID->"2869d40a-0b8a-4da8-973f-5cc0315b0e04"], -Cell[105972, 2136, 177, 2, 60, "Input",ExpressionUUID->"950a4713-1227-431a-96f1-234e4232ea21"], +Cell[146050, 2795, 155, 3, 67, "Section",ExpressionUUID->"03702aa5-bf96-485c-8066-09010281f34b"], +Cell[146208, 2800, 174, 2, 58, "Input",ExpressionUUID->"8c6a9fc5-79b7-41bf-97f2-73cc2b7b457b"], Cell[CellGroupData[{ -Cell[106174, 2142, 166, 3, 70, "Subsection",ExpressionUUID->"b8677823-dd2e-48ef-8f85-54ed01948e67"], -Cell[106343, 2147, 767, 18, 64, "Input",ExpressionUUID->"e668ce4d-853d-4371-8ba9-5a37f6da7c8f"] +Cell[146407, 2806, 164, 3, 70, "Subsection",ExpressionUUID->"19fc4060-dba5-4a57-86d4-1ded0551afda"], +Cell[146574, 2811, 871, 24, 92, "Input",ExpressionUUID->"2d64bb97-c816-4a61-8121-9e0e68117d77"], +Cell[147448, 2837, 3992, 135, 222, "Input",ExpressionUUID->"d92880d1-9373-4202-a72a-1fb84aaef9eb"] }, Closed]], Cell[CellGroupData[{ -Cell[107147, 2170, 167, 3, 48, "Subsection",ExpressionUUID->"91ccfbf0-8b30-46b1-a5b4-b48e8bc0443c"], -Cell[CellGroupData[{ -Cell[107339, 2177, 1400, 36, 220, "Input",ExpressionUUID->"8a08043a-8d2c-4138-b46d-df5cf857daea"], -Cell[108742, 2215, 2053, 40, 377, "Output",ExpressionUUID->"14770923-c700-433e-8768-719f8783bc27"] -}, Open ]] +Cell[151477, 2977, 165, 3, 48, "Subsection",ExpressionUUID->"b80e3577-0aa4-4665-884e-5eb653d5be05"], +Cell[151645, 2982, 1409, 41, 176, "Input",ExpressionUUID->"5f5d7145-de3f-4990-8e17-fc76af1d1f8c"] }, Closed]] }, Closed]], Cell[CellGroupData[{ -Cell[110856, 2262, 232, 4, 67, "Section",ExpressionUUID->"74040bef-70f6-48d5-8592-d30ff61ae8c7"], -Cell[111091, 2268, 177, 2, 60, "Input",ExpressionUUID->"d779f2d7-dd0d-4aaa-af27-39c2a5c8f995"], +Cell[153103, 3029, 253, 4, 67, "Section",ExpressionUUID->"f7c821df-f7a3-4504-ad8e-1f57ab62ffd4"], +Cell[153359, 3035, 177, 2, 60, "Input",ExpressionUUID->"c970e035-82ff-4670-b2de-80e1d5d66132"], Cell[CellGroupData[{ -Cell[111293, 2274, 166, 3, 70, "Subsection",ExpressionUUID->"2231e42c-a352-4fc4-80da-43d9da3670d9"], -Cell[111462, 2279, 561, 15, 64, "Input",ExpressionUUID->"ec4c3719-a53b-425e-9ec5-7340734b1178"] +Cell[153561, 3041, 165, 3, 70, "Subsection",ExpressionUUID->"393bbaa5-426c-4fcc-9c60-d3ec1ee16a7d"], +Cell[153729, 3046, 1227, 35, 117, "Input",ExpressionUUID->"1cd41e92-fa97-4907-9860-ec0321b429a9"] }, Closed]], Cell[CellGroupData[{ -Cell[112060, 2299, 165, 3, 48, "Subsection",ExpressionUUID->"24690a23-28c1-4ff7-b6d1-890864e10f7a"], -Cell[CellGroupData[{ -Cell[112250, 2306, 1177, 32, 194, "Input",ExpressionUUID->"f5fd9de1-9fdc-4681-89c8-159ff2ee5966"], -Cell[113430, 2340, 2079, 40, 369, "Output",ExpressionUUID->"e51222f8-2608-425f-a2aa-bac4b48f5b5f"] -}, Open ]] -}, Closed]] -}, Closed]], -Cell[CellGroupData[{ -Cell[115570, 2387, 297, 4, 67, "Section",ExpressionUUID->"1a313421-9826-4125-9eb9-cefa598ab583"], -Cell[115870, 2393, 176, 2, 60, "Input",ExpressionUUID->"4cd22503-f7f7-479b-9990-b5fe187e0c5c"], -Cell[CellGroupData[{ -Cell[116071, 2399, 166, 3, 70, "Subsection",ExpressionUUID->"22b73a1c-5df2-4d86-bc08-cdc4753541b0"], -Cell[116240, 2404, 775, 22, 64, "Input",ExpressionUUID->"5ce7ac40-671c-4b61-8f60-90f5b856b11c"] +Cell[154993, 3086, 166, 3, 48, "Subsection",ExpressionUUID->"7f997148-f2cd-4808-abdb-69a7c617c391"], +Cell[155162, 3091, 1694, 48, 117, "Input",ExpressionUUID->"5004c67f-dd94-402e-9fe3-6f02d02d56b7"] }, Open ]], Cell[CellGroupData[{ -Cell[117052, 2431, 166, 3, 70, "Subsection",ExpressionUUID->"307170b2-cd5c-4604-a882-3adeea0ba1a3"], +Cell[156893, 3144, 165, 3, 70, "Subsection",ExpressionUUID->"bbd3b2f7-979d-497d-9612-62fafc1882ff"], Cell[CellGroupData[{ -Cell[117243, 2438, 1277, 34, 194, "Input",ExpressionUUID->"825c216f-7518-433e-bba3-cc9d768fecab"], -Cell[118523, 2474, 2054, 40, 369, "Output",ExpressionUUID->"73d31706-7b2a-4b96-b36f-2d07eacc745e"] +Cell[157083, 3151, 1674, 38, 270, "Input",ExpressionUUID->"49920284-e2aa-4cd3-9f7e-072f7e0ee39b"], +Cell[158760, 3191, 2485, 47, 547, "Output",ExpressionUUID->"f782af83-1720-4d5b-83b7-ec22e95c643c"] }, Open ]] +}, Closed]] +}, Closed]], +Cell[CellGroupData[{ +Cell[161306, 3245, 232, 4, 67, "Section",ExpressionUUID->"74040bef-70f6-48d5-8592-d30ff61ae8c7"], +Cell[161541, 3251, 177, 2, 60, "Input",ExpressionUUID->"d779f2d7-dd0d-4aaa-af27-39c2a5c8f995"], +Cell[CellGroupData[{ +Cell[161743, 3257, 166, 3, 70, "Subsection",ExpressionUUID->"2231e42c-a352-4fc4-80da-43d9da3670d9"], +Cell[161912, 3262, 561, 15, 64, "Input",ExpressionUUID->"ec4c3719-a53b-425e-9ec5-7340734b1178"] +}, Closed]], +Cell[CellGroupData[{ +Cell[162510, 3282, 165, 3, 48, "Subsection",ExpressionUUID->"24690a23-28c1-4ff7-b6d1-890864e10f7a"], +Cell[CellGroupData[{ +Cell[162700, 3289, 1550, 37, 194, "Input",ExpressionUUID->"f5fd9de1-9fdc-4681-89c8-159ff2ee5966"], +Cell[164253, 3328, 2428, 45, 369, "Output",ExpressionUUID->"5fdaf8d4-66ee-4430-9bf4-c4f7e1804645"] +}, Open ]] +}, Closed]] +}, Closed]], +Cell[CellGroupData[{ +Cell[166742, 3380, 332, 5, 67, "Section",ExpressionUUID->"83ba6f10-4089-4f2d-abdb-5e9cccd31d70"], +Cell[167077, 3387, 176, 2, 60, "Input",ExpressionUUID->"318c2f3f-5e68-4302-8889-249832e547eb"], +Cell[CellGroupData[{ +Cell[167278, 3393, 166, 3, 70, "Subsection",ExpressionUUID->"e09dc0b2-1a96-47b5-93e5-dbc436ca4503"], +Cell[167447, 3398, 612, 16, 64, "Input",ExpressionUUID->"5fcb17bf-c596-43af-b2ae-a9754f958511"] +}, Open ]], +Cell[CellGroupData[{ +Cell[168096, 3419, 165, 3, 70, "Subsection",ExpressionUUID->"81e99816-fb3e-4a0c-9163-d68973ea24f8"], +Cell[CellGroupData[{ +Cell[168286, 3426, 1500, 37, 194, "Input",ExpressionUUID->"3023518b-84b4-4e53-9a96-8cedf385663d"], +Cell[169789, 3465, 2401, 45, 369, "Output",ExpressionUUID->"5390baba-654b-417d-9e36-cdfc0d60f37b"] +}, Open ]] +}, Closed]] +}, Closed]], +Cell[CellGroupData[{ +Cell[172251, 3517, 297, 4, 67, "Section",ExpressionUUID->"1a313421-9826-4125-9eb9-cefa598ab583"], +Cell[172551, 3523, 177, 2, 60, "Input",ExpressionUUID->"4cd22503-f7f7-479b-9990-b5fe187e0c5c"], +Cell[CellGroupData[{ +Cell[172753, 3529, 166, 3, 70, "Subsection",ExpressionUUID->"22b73a1c-5df2-4d86-bc08-cdc4753541b0"], +Cell[172922, 3534, 775, 22, 64, "Input",ExpressionUUID->"5ce7ac40-671c-4b61-8f60-90f5b856b11c"] +}, Closed]], +Cell[CellGroupData[{ +Cell[173734, 3561, 166, 3, 48, "Subsection",ExpressionUUID->"307170b2-cd5c-4604-a882-3adeea0ba1a3"], +Cell[CellGroupData[{ +Cell[173925, 3568, 1325, 34, 194, "Input",ExpressionUUID->"825c216f-7518-433e-bba3-cc9d768fecab"], +Cell[175253, 3604, 2129, 42, 369, "Output",ExpressionUUID->"00aef52a-f65d-464b-ac68-1ba0c120ed10"] +}, Open ]] +}, Closed]] +}, Closed]], +Cell[CellGroupData[{ +Cell[177443, 3653, 218, 4, 67, "Section",ExpressionUUID->"0da64a8f-8f6a-4f95-81e7-6a97a48124fc"], +Cell[177664, 3659, 254, 6, 45, "Text",ExpressionUUID->"e2c7942d-5677-44f7-8c45-d32622561de0"], +Cell[177921, 3667, 177, 2, 58, "Input",ExpressionUUID->"04afbd4b-010b-44c0-90e2-b7be69120ef7"], +Cell[CellGroupData[{ +Cell[178123, 3673, 166, 3, 70, "Subsection",ExpressionUUID->"7ebffa90-6cf8-4be7-b6f0-fbf59bd1088a"], +Cell[178292, 3678, 976, 23, 62, "Input",ExpressionUUID->"27355c6d-593b-4261-9737-666e1860be82"] +}, Closed]], +Cell[CellGroupData[{ +Cell[179305, 3706, 167, 3, 48, "Subsection",ExpressionUUID->"ed0a74de-596f-4a04-8ad1-b874ed6d31a1"], +Cell[CellGroupData[{ +Cell[179497, 3713, 1985, 54, 351, "Input",ExpressionUUID->"9772e236-e7c7-4796-8975-f302308dd7d2"], +Cell[181485, 3769, 2154, 42, 377, "Output",ExpressionUUID->"b9436c32-3aa9-4abb-ba11-0dfacdf70e9b"] +}, Open ]] +}, Closed]] +}, Closed]], +Cell[CellGroupData[{ +Cell[183700, 3818, 226, 4, 67, "Section",ExpressionUUID->"5f97827b-b279-477d-b7f1-7bebfa411881"], +Cell[183929, 3824, 175, 2, 58, "Input",ExpressionUUID->"2e8c453a-8055-43ee-bbab-8040dee6d392"], +Cell[CellGroupData[{ +Cell[184129, 3830, 175, 3, 70, "Subsection",ExpressionUUID->"bf39a4f5-21ac-4b65-88ec-ed2a3bbcfa69"], +Cell[CellGroupData[{ +Cell[184329, 3837, 265, 4, 57, "Subsubsection",ExpressionUUID->"dde6fd7b-66e6-4f59-a369-fe20c920b0c6"], +Cell[184597, 3843, 243, 4, 45, "Text",ExpressionUUID->"de516194-55dc-41c2-9d23-e8caf5e6ccd1"], +Cell[CellGroupData[{ +Cell[184865, 3851, 765, 23, 60, "Input",ExpressionUUID->"baba0232-98d0-4b5e-be0f-63cebdebcf76"], +Cell[185633, 3876, 832, 24, 70, "Output",ExpressionUUID->"09817fd2-3a15-418e-848a-a210049a195d"] +}, Open ]], +Cell[186480, 3903, 159, 3, 45, "Text",ExpressionUUID->"9edb6ee0-fa6c-4c90-a12f-70fc4f1d7408"], +Cell[186642, 3908, 268, 6, 37, "Input",ExpressionUUID->"61ce351c-bc88-48d2-99e8-5e1b24668e94"], +Cell[186913, 3916, 228, 5, 45, "Text",ExpressionUUID->"5032821e-8721-4725-addb-e3ba44bb7dfa"], +Cell[CellGroupData[{ +Cell[187166, 3925, 787, 19, 137, "Input",ExpressionUUID->"63a97684-8149-4499-bf93-b9a3ce2a94c9"], +Cell[187956, 3946, 3989, 84, 70, "Output",ExpressionUUID->"3eb6f421-fb87-4671-b5d0-b575ea1ccecb"] }, Open ]] }, Closed]], Cell[CellGroupData[{ -Cell[120638, 2521, 178, 3, 67, "Section",ExpressionUUID->"0da64a8f-8f6a-4f95-81e7-6a97a48124fc"], -Cell[120819, 2526, 254, 6, 45, "Text",ExpressionUUID->"e2c7942d-5677-44f7-8c45-d32622561de0"], -Cell[121076, 2534, 177, 2, 60, "Input",ExpressionUUID->"04afbd4b-010b-44c0-90e2-b7be69120ef7"], +Cell[191994, 4036, 168, 3, 45, "Subsubsection",ExpressionUUID->"65c9f4c3-4f48-46b3-9b69-23966db55bb5"], +Cell[192165, 4041, 186, 3, 45, "Text",ExpressionUUID->"29be1052-92cf-4419-b603-0a8805c9def6"], Cell[CellGroupData[{ -Cell[121278, 2540, 166, 3, 70, "Subsection",ExpressionUUID->"7ebffa90-6cf8-4be7-b6f0-fbf59bd1088a"], -Cell[121447, 2545, 976, 23, 64, "Input",ExpressionUUID->"27355c6d-593b-4261-9737-666e1860be82"] -}, Closed]], +Cell[192376, 4048, 1017, 26, 62, "Input",ExpressionUUID->"4df3fce9-2fbf-4611-9338-284d140b1d94"], +Cell[193396, 4076, 444, 12, 83, "Output",ExpressionUUID->"36492b92-5de8-4656-a449-731061b1c10c"] +}, Open ]], Cell[CellGroupData[{ -Cell[122460, 2573, 167, 3, 48, "Subsection",ExpressionUUID->"ed0a74de-596f-4a04-8ad1-b874ed6d31a1"], +Cell[193877, 4093, 931, 26, 62, "Input",ExpressionUUID->"70d17c38-c32f-4118-b26d-d49d93f65bcf"], +Cell[194811, 4121, 196, 3, 43, "Output",ExpressionUUID->"ba490c1a-a452-4c28-9f75-fc02b25076bf"] +}, Open ]], +Cell[195022, 4127, 329, 8, 40, "Input",ExpressionUUID->"31f15465-b343-417d-9825-d2c26c57c8b3"], +Cell[195354, 4137, 327, 7, 58, "Input",ExpressionUUID->"6620bf37-783e-4721-b9be-aaa6785542ab"], +Cell[195684, 4146, 166, 3, 45, "Text",ExpressionUUID->"2e85b068-40d0-4f97-ae13-9c9840621076"], +Cell[195853, 4151, 287, 5, 37, "Input",ExpressionUUID->"9758d349-4582-439d-bba3-29293c0a0efe"], Cell[CellGroupData[{ -Cell[122652, 2580, 2000, 55, 352, "Input",ExpressionUUID->"9772e236-e7c7-4796-8975-f302308dd7d2"], -Cell[124655, 2637, 2105, 41, 377, "Output",ExpressionUUID->"be9ac52e-6921-463c-8143-5c66b280cf70"] +Cell[196165, 4160, 1109, 26, 62, "Input",ExpressionUUID->"25f6d5c0-c9ca-43ec-a907-90bc37ead899"], +Cell[197277, 4188, 4973, 140, 324, "Output",ExpressionUUID->"eade371c-d390-440f-8b24-1f4fa37907cb"] +}, Open ]], +Cell[CellGroupData[{ +Cell[202287, 4333, 759, 19, 62, "Input",ExpressionUUID->"bcf2ed1e-9850-486c-a367-01575bf380fa"], +Cell[203049, 4354, 4936, 142, 308, "Output",ExpressionUUID->"dbe88bae-da66-4321-88fa-1eb7e3fcf982"] +}, Open ]], +Cell[CellGroupData[{ +Cell[208022, 4501, 306, 7, 37, "Input",ExpressionUUID->"0908e3ca-a4b2-4688-8b2a-bdb75c7c92e9"], +Cell[208331, 4510, 646, 18, 83, "Output",ExpressionUUID->"e0207bf2-b251-4838-862e-355ba30e9603"] +}, Open ]], +Cell[CellGroupData[{ +Cell[209014, 4533, 306, 7, 37, "Input",ExpressionUUID->"37377bb6-e7f4-4b85-972e-7c6804776f6a"], +Cell[209323, 4542, 588, 16, 66, "Output",ExpressionUUID->"edacc8a6-17a2-46db-aa4c-61354e353c9b"] +}, Open ]], +Cell[CellGroupData[{ +Cell[209948, 4563, 281, 7, 37, "Input",ExpressionUUID->"183f7369-5ac0-4ed2-8e4c-1df7a99473d7"], +Cell[210232, 4572, 149, 2, 43, "Output",ExpressionUUID->"bce02fcc-b168-47d0-95ba-07ccd2f11e2a"] +}, Open ]], +Cell[CellGroupData[{ +Cell[210418, 4579, 282, 7, 37, "Input",ExpressionUUID->"eac7be41-e5a8-4709-8374-b8852f8a2d1c"], +Cell[210703, 4588, 606, 17, 66, "Output",ExpressionUUID->"2b180975-ebec-4f0c-abd1-f0958aaa5e16"] +}, Open ]], +Cell[211324, 4608, 545, 14, 58, "Input",ExpressionUUID->"b187127e-db00-45ff-bd9c-9b260f9a5a2f"], +Cell[CellGroupData[{ +Cell[211894, 4626, 730, 19, 111, "Input",ExpressionUUID->"a69bc4d5-6742-43f2-a68c-79ec0622c924"], +Cell[212627, 4647, 262296, 4367, 312, "Output",ExpressionUUID->"3af1c6da-cebe-4ab8-9c57-781361c99333"] +}, Open ]] +}, Open ]], +Cell[CellGroupData[{ +Cell[474972, 9020, 168, 3, 57, "Subsubsection",ExpressionUUID->"0d18ab6b-fbc8-4e95-b7d7-3831feed8d87"], +Cell[CellGroupData[{ +Cell[475165, 9027, 925, 26, 114, "Input",ExpressionUUID->"dab62e36-b1d1-43e3-81cc-2f985fe55fa2"], +Cell[476093, 9055, 2380, 45, 101, "Output",ExpressionUUID->"f47ac29e-800a-4049-a0fc-0f99df2351b2"] }, Open ]] }, Closed]] -}, Closed]] -}, Closed]] +}, Open ]], +Cell[CellGroupData[{ +Cell[478534, 9107, 173, 3, 70, "Subsection",ExpressionUUID->"079682c7-7d19-444f-bf82-e0a1156367ef"], +Cell[CellGroupData[{ +Cell[478732, 9114, 256, 4, 57, "Subsubsection",ExpressionUUID->"8be25029-27cd-49a9-aa64-1dfa75233388"], +Cell[478991, 9120, 175, 2, 58, "Input",ExpressionUUID->"c96f527d-9caa-4c55-af9d-2f85e7347a52"], +Cell[479169, 9124, 282, 4, 45, "Text",ExpressionUUID->"d99321c2-2655-401c-9d96-f1290b76920d"], +Cell[CellGroupData[{ +Cell[479476, 9132, 786, 23, 60, "Input",ExpressionUUID->"b2ec1ed2-adf7-4815-8ca6-2a48a743ebe7"], +Cell[480265, 9157, 879, 24, 59, "Output",ExpressionUUID->"5b29ebcd-bd88-4304-a052-ffa4aa3f340b"] +}, Open ]], +Cell[481159, 9184, 217, 4, 45, "Text",ExpressionUUID->"d1ba0664-d592-44ef-9951-46850c65e038"], +Cell[481379, 9190, 321, 6, 37, "Input",ExpressionUUID->"08d8faf3-83e5-447b-aed0-1a7143927f06"], +Cell[481703, 9198, 297, 7, 45, "Text",ExpressionUUID->"1fecc14f-8369-491c-85b8-97e1c9de9a9d"], +Cell[CellGroupData[{ +Cell[482025, 9209, 827, 19, 137, "Input",ExpressionUUID->"0df3cacd-c2cf-4e40-ae58-28449b27c408"], +Cell[482855, 9230, 4040, 85, 329, "Output",ExpressionUUID->"c71c48ff-3422-43be-80c5-5938079643e0"] +}, Open ]] +}, Open ]], +Cell[CellGroupData[{ +Cell[486944, 9321, 168, 3, 57, "Subsubsection",ExpressionUUID->"c0a9f905-e418-432f-a013-7063f93bdd57"], +Cell[487115, 9326, 186, 3, 45, "Text",ExpressionUUID->"4b546b92-2380-40f7-a157-0016cec8c7e0"], +Cell[CellGroupData[{ +Cell[487326, 9333, 1017, 26, 62, "Input",ExpressionUUID->"df3a2ac6-0a53-459c-aec7-3c950541fc2e"], +Cell[488346, 9361, 223, 3, 43, "Output",ExpressionUUID->"ea63d3f2-a45e-4700-b871-807445ec9465"] +}, Open ]], +Cell[CellGroupData[{ +Cell[488606, 9369, 931, 26, 62, "Input",ExpressionUUID->"e18b69c5-0f04-45a8-a93f-396f74be2816"], +Cell[489540, 9397, 502, 13, 83, "Output",ExpressionUUID->"f8310f0c-d41a-4080-9fbb-f1b0bcc5295b"] +}, Open ]], +Cell[490057, 9413, 308, 6, 40, "Input",ExpressionUUID->"583abaee-9cfe-4485-adcf-cb26d19f6ff5"], +Cell[490368, 9421, 376, 8, 58, "Input",ExpressionUUID->"736ac648-d920-4641-8906-5885ab04062c"], +Cell[490747, 9431, 166, 3, 45, "Text",ExpressionUUID->"08c68b82-ab9e-477c-a4c0-b8d9b84c5718"], +Cell[490916, 9436, 215, 4, 37, "Input",ExpressionUUID->"f66a3fbc-eb89-40d4-903f-2c864500ea67"], +Cell[CellGroupData[{ +Cell[491156, 9444, 1109, 26, 62, "Input",ExpressionUUID->"1386de0c-9d99-4725-9e36-bd21a06ce122"], +Cell[492268, 9472, 5386, 151, 324, "Output",ExpressionUUID->"63c2ae4b-c22a-4149-be40-399a98061b60"] +}, Open ]], +Cell[CellGroupData[{ +Cell[497691, 9628, 759, 19, 62, "Input",ExpressionUUID->"73cb5bb6-076b-4578-98ed-8ecbd4618a40"], +Cell[498453, 9649, 5365, 153, 308, "Output",ExpressionUUID->"27a7a918-2fab-4a89-a066-4abdccecb2c9"] +}, Open ]], +Cell[CellGroupData[{ +Cell[503855, 9807, 306, 7, 37, "Input",ExpressionUUID->"7a7c1bc7-c8e0-46e4-9b2f-a12624ac2313"], +Cell[504164, 9816, 671, 19, 83, "Output",ExpressionUUID->"53861458-64fe-4b16-89f6-7195bcbb9509"] +}, Open ]], +Cell[CellGroupData[{ +Cell[504872, 9840, 306, 7, 37, "Input",ExpressionUUID->"e92edf57-44ca-4d6b-bdf6-be490f83b3ab"], +Cell[505181, 9849, 611, 16, 65, "Output",ExpressionUUID->"32ba4fe6-8e07-4c45-b59b-9c485a543f9a"] +}, Open ]], +Cell[CellGroupData[{ +Cell[505829, 9870, 281, 7, 37, "Input",ExpressionUUID->"085e0d1d-77d6-4d12-aa4b-0c5561abf5e0"], +Cell[506113, 9879, 171, 2, 43, "Output",ExpressionUUID->"bc07287e-a574-4e91-a70f-72c013577a4e"] +}, Open ]], +Cell[CellGroupData[{ +Cell[506321, 9886, 282, 7, 37, "Input",ExpressionUUID->"b4a44e9b-2cc8-41cd-9f95-8c8f502de11c"], +Cell[506606, 9895, 629, 17, 66, "Output",ExpressionUUID->"e8db43fd-96d1-431b-b383-6d76a769ed64"] +}, Open ]], +Cell[507250, 9915, 495, 13, 58, "Input",ExpressionUUID->"68aff37b-5e5d-479c-9104-9a9e6f5ead74"], +Cell[507748, 9930, 694, 18, 58, "Input",ExpressionUUID->"01c5b2bf-1516-4047-8446-3beae183a7ec"], +Cell[CellGroupData[{ +Cell[508467, 9952, 880, 21, 111, "Input",ExpressionUUID->"f03106b0-a74c-4aab-96af-8d48313dc9b4"], +Cell[509350, 9975, 20871, 402, 312, "Output",ExpressionUUID->"f7fe182c-2766-4c45-a7f1-d4a90732339d"] +}, Open ]], +Cell[CellGroupData[{ +Cell[530258, 10382, 446, 13, 58, "Input",ExpressionUUID->"e9842d99-7807-4e2f-9bc7-efa916d0a8d8"], +Cell[530707, 10397, 259062, 4302, 312, "Output",ExpressionUUID->"792371ea-8b08-4ccd-a4b4-d88845a95cb6"] +}, Open ]] +}, Open ]], +Cell[CellGroupData[{ +Cell[789818, 14705, 168, 3, 57, "Subsubsection",ExpressionUUID->"00e13e9a-9d44-42f1-855b-ac11df6b7303"], +Cell[CellGroupData[{ +Cell[790011, 14712, 971, 26, 114, "Input",ExpressionUUID->"d9f2defb-9838-4f66-b845-10d780f426df"], +Cell[790985, 14740, 2404, 46, 101, "Output",ExpressionUUID->"969974ea-3e30-4632-a6b5-43bdd7efe861"] +}, Open ]] +}, Open ]] +}, Open ]] +}, Open ]] +}, Open ]] } ] *) diff --git a/README.md b/README.md old mode 100644 new mode 100755