Notebook[{Cell[ CellGroupData[{Cell[ "\","Subsection",ExpressionUUID->"ff3a6bc8-6124-4b7e-a6e1-39454242d935"],Cell[ "\","Text",CellChangeTimes->{{3.6821849447840075`*^9,3.682184951647694*^9},{3.6821850182913575`*^9,3.6821850462121496`*^9},{3.6821850885233803`*^9,3.68218509051958*^9}}, ExpressionUUID->"a27f6be3-13a2-48fd-b9d5-a63e5906bfcc"],Cell[ CellGroupData[{Cell[ BoxData[ RowBox[{"ResourceObject","[","\"Geotagged Public Tweets (Europe, April 6-8 2016)\"","]"}]], "Input",CellChangeTimes->{{3.6804517731799183`*^9,3.6804517885604563`*^9},{3.6804527318597765`*^9,3.6804527390684977`*^9}}, ExpressionUUID->"03a9dc1b-54c8-4bac-a048-db2ab228cbd9"],Cell[ BoxData[InterpretationBox[ RowBox[{TagBox["ResourceObject","SummaryHead"],"[",DynamicModuleBox[{Set[Typeset`open$$, False]},PanelBox[PaneSelectorBox[{False->GridBox[{{PaneBox[ButtonBox[DynamicBox[FEPrivate`FrontEndResource[ "FEBitmaps","SquarePlusIconMedium"],ImageSizeCache->{12.,{0.,12.}}],Appearance->None, RuleDelayed[ButtonFunction,Set[Typeset`open$$,True]],Evaluator->Automatic,Method->"Preemptive"], Alignment->{Center,Center},ImageSize->Dynamic[{Automatic,Times[3.5,CurrentValue["FontCapHeight"], Power[AbsoluteCurrentValue[Magnification],-1]]}]],GraphicsBox[{Thickness[0.011111111111111112`],{FaceForm[ {RGBColor[0.648987,0.648987,0.648987],Opacity[1.]}],FilledCurveBox[{{{0,2,0},{0,1,0},{0,1,0}}}, {{{3.789,7.266},{86.20700000000001,7.266},{86.20700000000001,3.266},{3.789,3.266}}}],FilledCurveBox[ {{{0,2,0},{0,1,0},{0,1,0}}},{{{14.129,54.07},{19.878999999999998`,54.07},{19.878999999999998`,15.57},{14.129,15.57}}}]},{FaceForm[ {RGBColor[0.274612,0.618881,0.810913],Opacity[1.]}],FilledCurveBox[{{{0,2,0},{0,1,0},{0,1,0}}}, {{{24.129,41.82},{29.879,41.82},{29.879,15.57},{24.129,15.57}}}],FilledCurveBox[{{{0,2,0},{0,1,0},{0,1,0}}}, {{{33.160000000000004`,54.07},{38.910000000000004`,54.07},{38.910000000000004`,15.57},{33.160000000000004`,15.57}}}],FilledCurveBox[ {{{0,2,0},{0,1,0},{0,1,0}}},{{{42.191,31.781},{47.941,31.781},{47.941,15.569999999999997`},{42.191,15.569999999999997`}}}],FilledCurveBox[ {{{0,2,0},{0,1,0},{0,1,0}}},{{{51.223000000000006`,46.875},{56.973000000000006`,46.875},{56.973000000000006`,15.57},{51.223000000000006`,15.57}}}],FilledCurveBox[ {{{0,2,0},{0,1,0},{0,1,0}}},{{{60.254,37.707},{66.00399999999999,37.707},{66.00399999999999,15.569999999999997`},{60.254,15.569999999999997`}}}]},{FaceForm[ {RGBColor[0.648987,0.648987,0.648987],Opacity[1.]}],FilledCurveBox[{{{0,2,0},{0,1,0},{0,1,0}}}, {{{70.12899999999999,54.07},{75.87899999999999,54.07},{75.87899999999999,15.57},{70.12899999999999,15.57}}}],FilledCurveBox[ {{{0,2,0},{0,1,0},{0,1,0}}},{{{9.879000000000001,60.547},{24.129,60.547},{24.129,56.547},{9.879000000000001,56.547}}}],FilledCurveBox[ {{{0,2,0},{0,1,0},{0,1,0}}},{{{9.871,13.097999999999999`},{80.121,13.097999999999999`},{80.121,9.097999999999999},{9.871,9.097999999999999}}}],FilledCurveBox[ {{{0,2,0},{0,1,0},{0,1,0}}},{{{65.87899999999999,60.547},{80.12899999999999,60.547},{80.12899999999999,56.547},{65.87899999999999,56.547}}}],FilledCurveBox[ {{{0,2,0},{0,1,0}},{{0,2,0},{0,1,0},{0,1,0},{0,1,0}}},{{{11.469000000000001`,66.54700000000001},{45.,82.418},{78.398,66.54700000000001}},{{45.,86.73400000000001},{2.2230000000000003`,66.54700000000001},{2.2230000000000003`,62.547},{87.777,62.547},{87.777,66.54700000000001}}}]}}, AspectRatio->1,Axes->False,Background->None,Frame->None,FrameTicks->None,ImageSize->{Automatic,Dynamic[ Times[3.5,CurrentValue["FontCapHeight"],Power[AbsoluteCurrentValue[Magnification], -1]],ImageSizeCache->{45.,{0.,9.}}]}],GridBox[{{RowBox[{TagBox["\"Name: \"","SummaryItemAnnotation"],"\[InvisibleSpace]",TagBox[ "\"Geotagged Public Tweets (Europe, April 6-8 2016)\"","SummaryItem"]}]},{RowBox[ {TagBox["\"Type: \"","SummaryItemAnnotation"],"\[InvisibleSpace]",TagBox["\"DataResource\"", "SummaryItem"]}]},{RowBox[{TagBox["\"Description: \"","SummaryItemAnnotation"],"\[InvisibleSpace]",TagBox[ "\"Sample of public Twitter statuses from Europe, April 6-8 2016\"","SummaryItem"]}]}}, AutoDelete->False,BaseStyle->{ShowStringCharacters->False,NumberMarks->False,PrintPrecision->3,ShowSyntaxStyles->False}, GridBoxAlignment->{"Columns"->{{Left}},"Rows"->{{Automatic}}},GridBoxItemSize->{"Columns"->{{Automatic}},"Rows"->{{Automatic}}}, GridBoxSpacings->{"Columns"->{{2}},"Rows"->{{Automatic}}}]}},AutoDelete->False,BaselinePosition->{1,1}, GridBoxAlignment->{"Rows"->{{Top}}},GridBoxItemSize->{"Columns"->{{Automatic}},"Rows"->{{Automatic}}}],True->GridBox[ {{PaneBox[ButtonBox[DynamicBox[FEPrivate`FrontEndResource["FEBitmaps","SquareMinusIconMedium"]], Appearance->None,RuleDelayed[ButtonFunction,Set[Typeset`open$$,False]],Evaluator->Automatic, Method->"Preemptive"],Alignment->{Center,Center},ImageSize->Dynamic[{Automatic,Times[ 3.5,CurrentValue["FontCapHeight"],Power[AbsoluteCurrentValue[Magnification],-1]]}]],GraphicsBox[ {Thickness[0.011111111111111112`],{FaceForm[{RGBColor[0.648987,0.648987,0.648987],Opacity[ 1.]}],FilledCurveBox[{{{0,2,0},{0,1,0},{0,1,0}}},{{{3.789,7.266},{86.20700000000001,7.266},{86.20700000000001,3.266},{3.789,3.266}}}],FilledCurveBox[ {{{0,2,0},{0,1,0},{0,1,0}}},{{{14.129,54.07},{19.878999999999998`,54.07},{19.878999999999998`,15.57},{14.129,15.57}}}]},{FaceForm[ {RGBColor[0.274612,0.618881,0.810913],Opacity[1.]}],FilledCurveBox[{{{0,2,0},{0,1,0},{0,1,0}}}, {{{24.129,41.82},{29.879,41.82},{29.879,15.57},{24.129,15.57}}}],FilledCurveBox[{{{0,2,0},{0,1,0},{0,1,0}}}, {{{33.160000000000004`,54.07},{38.910000000000004`,54.07},{38.910000000000004`,15.57},{33.160000000000004`,15.57}}}],FilledCurveBox[ {{{0,2,0},{0,1,0},{0,1,0}}},{{{42.191,31.781},{47.941,31.781},{47.941,15.569999999999997`},{42.191,15.569999999999997`}}}],FilledCurveBox[ {{{0,2,0},{0,1,0},{0,1,0}}},{{{51.223000000000006`,46.875},{56.973000000000006`,46.875},{56.973000000000006`,15.57},{51.223000000000006`,15.57}}}],FilledCurveBox[ {{{0,2,0},{0,1,0},{0,1,0}}},{{{60.254,37.707},{66.00399999999999,37.707},{66.00399999999999,15.569999999999997`},{60.254,15.569999999999997`}}}]},{FaceForm[ {RGBColor[0.648987,0.648987,0.648987],Opacity[1.]}],FilledCurveBox[{{{0,2,0},{0,1,0},{0,1,0}}}, {{{70.12899999999999,54.07},{75.87899999999999,54.07},{75.87899999999999,15.57},{70.12899999999999,15.57}}}],FilledCurveBox[ {{{0,2,0},{0,1,0},{0,1,0}}},{{{9.879000000000001,60.547},{24.129,60.547},{24.129,56.547},{9.879000000000001,56.547}}}],FilledCurveBox[ {{{0,2,0},{0,1,0},{0,1,0}}},{{{9.871,13.097999999999999`},{80.121,13.097999999999999`},{80.121,9.097999999999999},{9.871,9.097999999999999}}}],FilledCurveBox[ {{{0,2,0},{0,1,0},{0,1,0}}},{{{65.87899999999999,60.547},{80.12899999999999,60.547},{80.12899999999999,56.547},{65.87899999999999,56.547}}}],FilledCurveBox[ {{{0,2,0},{0,1,0}},{{0,2,0},{0,1,0},{0,1,0},{0,1,0}}},{{{11.469000000000001`,66.54700000000001},{45.,82.418},{78.398,66.54700000000001}},{{45.,86.73400000000001},{2.2230000000000003`,66.54700000000001},{2.2230000000000003`,62.547},{87.777,62.547},{87.777,66.54700000000001}}}]}}, AspectRatio->1,Axes->False,Background->None,Frame->None,FrameTicks->None,ImageSize->{Automatic,Dynamic[ Times[3.5,CurrentValue["FontCapHeight"],Power[AbsoluteCurrentValue[Magnification], -1]],ImageSizeCache->{45.,{0.,9.}}]}],GridBox[{{RowBox[{TagBox["\"Name: \"","SummaryItemAnnotation"],"\[InvisibleSpace]",TagBox[ "\"Geotagged Public Tweets (Europe, April 6-8 2016)\"","SummaryItem"]}]},{RowBox[ {TagBox["\"Type: \"","SummaryItemAnnotation"],"\[InvisibleSpace]",TagBox["\"DataResource\"", "SummaryItem"]}]},{RowBox[{TagBox["\"Description: \"","SummaryItemAnnotation"],"\[InvisibleSpace]",TagBox[ "\"Sample of public Twitter statuses from Europe, April 6-8 2016\"","SummaryItem"]}]},{RowBox[ {TagBox["\"Categories: \"","SummaryItemAnnotation"],"\[InvisibleSpace]",TagBox[TagBox[ TemplateBox[{",","\",\"","\"Social Media\"","\"Human Activities\"","\"Textual Data\""}, "RowWithSeparators"],Short],"SummaryItem"]}]},{RowBox[{TagBox["\"ContentTypes: \"", "SummaryItemAnnotation"],"\[InvisibleSpace]",TagBox[TagBox[TemplateBox[{",","\",\"","\"Text\"","\"Geospatial Data\""}, "RowWithSeparators"],Short],"SummaryItem"]}]},{RowBox[{TagBox["\"Keywords: \"","SummaryItemAnnotation"],"\[InvisibleSpace]",TagBox[ TagBox[TemplateBox[{",","\",\"","\"twitter\"","\"social\"","\"media\"","\"europe\"","\"geo\"","\"maps\"","\"chat\"","\"text\""}, "RowWithSeparators"],Short],"SummaryItem"]}]},{RowBox[{TagBox["\"Data Location: \"", "SummaryItemAnnotation"],"\[InvisibleSpace]",TagBox[DynamicModuleBox[{Set[DataResource`Private`typesetstorage$$, DataResource`Private`typesetstorageLocation],DataResource`Private`info$$},DynamicBox[ ToBoxes[CompoundExpression[Set[DataResource`Private`info$$,DataResource`Private`resourceInfo[ "38c8ca48-d8de-4563-bc46-44eb1ff6c674"]],If[AssociationQ[DataResource`Private`info$$], DataResource`Private`typesetstorage$$[Lookup[DataResource`Private`info$$,"ContentElementLocations", None]],Missing["NotAvailable"]]],StandardForm]],RuleDelayed[DynamicModuleValues,{}]], "SummaryItem"]}]},{RowBox[{TagBox["\"UUID: \"","SummaryItemAnnotation"],"\[InvisibleSpace]",TagBox[ "\"38c8ca48-d8de-4563-bc46-44eb1ff6c674\"","SummaryItem"]}]},{RowBox[{TagBox["\"Version: \"", "SummaryItemAnnotation"],"\[InvisibleSpace]",TagBox["\"1.0.0\"","SummaryItem"]}]},{RowBox[ {TagBox["\"Size: \"","SummaryItemAnnotation"],"\[InvisibleSpace]",TagBox[TemplateBox[ {"1163.1531599999998`","\"MB\"","megabytes","\"Megabytes\""},"Quantity"],"SummaryItem"]}]},{RowBox[ {TagBox["\"Elements: \"","SummaryItemAnnotation"],"\[InvisibleSpace]",TagBox[TagBox[ TemplateBox[{",","\",\"","\"Dataset\"","\"RawData\""},"RowWithSeparators"],Function[ Short[Slot[1],2]]],"SummaryItem"]}]}},AutoDelete->False,BaseStyle->{ShowStringCharacters->False,NumberMarks->False,PrintPrecision->3,ShowSyntaxStyles->False}, GridBoxAlignment->{"Columns"->{{Left}},"Rows"->{{Automatic}}},GridBoxItemSize->{"Columns"->{{Automatic}},"Rows"->{{Automatic}}}, GridBoxSpacings->{"Columns"->{{2}},"Rows"->{{Automatic}}}]}},AutoDelete->False,BaselinePosition->{1,1}, GridBoxAlignment->{"Rows"->{{Top}}},GridBoxItemSize->{"Columns"->{{Automatic}},"Rows"->{{Automatic}}}]}, Dynamic[Typeset`open$$],ImageSize->Automatic],BaselinePosition->Baseline],RuleDelayed[ DynamicModuleValues,{}]],"]"}],ResourceObject[Association["Name"->"Geotagged Public Tweets (Europe, April 6-8 2016)", "UUID"->"38c8ca48-d8de-4563-bc46-44eb1ff6c674","ResourceType"->"DataResource","Version"->"1.0.0", "Description"->"Sample of public Twitter statuses from Europe, April 6-8 2016","ContentSize"->Quantity[ 1163.1531599999998`,"Megabytes"],"ContentElements"->{"Dataset","RawData"}]],Editable->False, SelectWithContents->True,Selectable->False]],"Output",CellChangeTimes->{3.6831616286786222`*^9}, ExpressionUUID->"62bfb343-3a71-4102-b8c9-dd2aaa819817"]},Open]],Cell[ "\", "Text",CellChangeTimes->{{3.682184974529982*^9,3.6821849772962584`*^9},{3.6821850234008684`*^9,3.6821850240499334`*^9},{3.6821850586563935`*^9,3.6821850629428225`*^9}}, ExpressionUUID->"15aaf96e-bcb8-4c14-b72c-c57044f2971e"],Cell[ CellGroupData[{Cell[ BoxData[ RowBox[{"ResourceData","[","\"Geotagged Public Tweets (Europe, April 6-8 2016)\"","]"}]], "Input",CellChangeTimes->{{3.6804518239459944`*^9,3.680451854651065*^9}},ExpressionUUID->"78cbb75b-623a-40b7-867b-625d419fbdc6"],Cell[ BoxData[ TemplateBox[{TagBox[StyleBox[TagBox[GridBox[{{ItemBox[TagBox[TooltipBox[PaneBox[StyleBox[ "\"id\"",FontColor->GrayLevel[0.4]],ImageSize->{{20,Full},15}],TemplateBox[{TemplateBox[ {StyleBox["\"All\"",GrayLevel[0.6],StripOnInput->False]},"RowDefault"],TemplateBox[ {StyleBox["\" \\:203a \"",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628], StripOnInput->False],StyleBox["\"id\"",GrayLevel[0.6],StripOnInput->False]},"RowDefault"]}, "Row",DisplayFunction->Function[RowBox[{TemplateSlotSequence[1,"\[InvisibleSpace]"]}]], InterpretationFunction->Function[RowBox[{"Row","[",RowBox[{RowBox[{"{",TemplateSlotSequence[ 1,","],"}"}],",",RowBox[{"BaseStyle","\[Rule]",RowBox[{"{",RowBox[{RowBox[{"FontFamily","\[Rule]","\"Verdana\""}],",",RowBox[ {"FontSize","\[Rule]","9.`"}]}],"}"}]}]}],"]"}]],BaseStyle->{FontFamily->"Verdana",FontSize->9.}], LabelStyle->"TextStyling"],Function[Annotation[Slot[1],Row[{Row[{Style["All",GrayLevel[ 0.6]]}],Row[{Style[" \\:203a ",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628]],Style[ "id",GrayLevel[0.6]]}]},BaseStyle->{FontFamily->"Verdana",FontSize->9.}],"Tooltip"]]], Background->GrayLevel[0.95],Alignment->{Left,Baseline},StripOnInput->False],ItemBox[ TagBox[TooltipBox[PaneBox[StyleBox["\"created_at\"",FontColor->GrayLevel[0.4]],ImageSize->{{20,Full},15}], TemplateBox[{TemplateBox[{StyleBox["\"All\"",GrayLevel[0.6],StripOnInput->False]}, "RowDefault"],TemplateBox[{StyleBox["\" \\:203a \"",RGBColor[0.6509803921568628,0.6509803921568628, 0.6509803921568628],StripOnInput->False],StyleBox["\"created_at\"",GrayLevel[0.6], StripOnInput->False]},"RowDefault"]},"Row",DisplayFunction->Function[RowBox[{TemplateSlotSequence[ 1,"\[InvisibleSpace]"]}]],InterpretationFunction->Function[RowBox[{"Row","[",RowBox[ {RowBox[{"{",TemplateSlotSequence[1,","],"}"}],",",RowBox[{"BaseStyle","\[Rule]",RowBox[ {"{",RowBox[{RowBox[{"FontFamily","\[Rule]","\"Verdana\""}],",",RowBox[{"FontSize","\[Rule]","9.`"}]}],"}"}]}]}],"]"}]], BaseStyle->{FontFamily->"Verdana",FontSize->9.}],LabelStyle->"TextStyling"],Function[ Annotation[Slot[1],Row[{Row[{Style["All",GrayLevel[0.6]]}],Row[{Style[" \\:203a ", RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628]],Style["created_at", GrayLevel[0.6]]}]},BaseStyle->{FontFamily->"Verdana",FontSize->9.}],"Tooltip"]]], Background->GrayLevel[0.95],Alignment->{Left,Baseline},StripOnInput->False],ItemBox[ TagBox[TooltipBox[PaneBox[StyleBox["\"geo\"",FontColor->GrayLevel[0.4]],ImageSize->{{20,Full},15}], TemplateBox[{TemplateBox[{StyleBox["\"All\"",GrayLevel[0.6],StripOnInput->False]}, "RowDefault"],TemplateBox[{StyleBox["\" \\:203a \"",RGBColor[0.6509803921568628,0.6509803921568628, 0.6509803921568628],StripOnInput->False],StyleBox["\"geo\"",GrayLevel[0.6],StripOnInput->False]}, "RowDefault"]},"Row",DisplayFunction->Function[RowBox[{TemplateSlotSequence[1,"\[InvisibleSpace]"]}]], InterpretationFunction->Function[RowBox[{"Row","[",RowBox[{RowBox[{"{",TemplateSlotSequence[ 1,","],"}"}],",",RowBox[{"BaseStyle","\[Rule]",RowBox[{"{",RowBox[{RowBox[{"FontFamily","\[Rule]","\"Verdana\""}],",",RowBox[ {"FontSize","\[Rule]","9.`"}]}],"}"}]}]}],"]"}]],BaseStyle->{FontFamily->"Verdana",FontSize->9.}], LabelStyle->"TextStyling"],Function[Annotation[Slot[1],Row[{Row[{Style["All",GrayLevel[ 0.6]]}],Row[{Style[" \\:203a ",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628]],Style[ "geo",GrayLevel[0.6]]}]},BaseStyle->{FontFamily->"Verdana",FontSize->9.}],"Tooltip"]]], Background->GrayLevel[0.95],Alignment->{Left,Baseline},StripOnInput->False],ItemBox[ TagBox[TooltipBox[PaneBox[StyleBox["\"text\"",FontColor->GrayLevel[0.4]],ImageSize->{{20,Full},15}], TemplateBox[{TemplateBox[{StyleBox["\"All\"",GrayLevel[0.6],StripOnInput->False]}, "RowDefault"],TemplateBox[{StyleBox["\" \\:203a \"",RGBColor[0.6509803921568628,0.6509803921568628, 0.6509803921568628],StripOnInput->False],StyleBox["\"text\"",GrayLevel[0.6],StripOnInput->False]}, "RowDefault"]},"Row",DisplayFunction->Function[RowBox[{TemplateSlotSequence[1,"\[InvisibleSpace]"]}]], InterpretationFunction->Function[RowBox[{"Row","[",RowBox[{RowBox[{"{",TemplateSlotSequence[ 1,","],"}"}],",",RowBox[{"BaseStyle","\[Rule]",RowBox[{"{",RowBox[{RowBox[{"FontFamily","\[Rule]","\"Verdana\""}],",",RowBox[ {"FontSize","\[Rule]","9.`"}]}],"}"}]}]}],"]"}]],BaseStyle->{FontFamily->"Verdana",FontSize->9.}], LabelStyle->"TextStyling"],Function[Annotation[Slot[1],Row[{Row[{Style["All",GrayLevel[ 0.6]]}],Row[{Style[" \\:203a ",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628]],Style[ "text",GrayLevel[0.6]]}]},BaseStyle->{FontFamily->"Verdana",FontSize->9.}],"Tooltip"]]], Background->GrayLevel[0.95],Alignment->{Left,Baseline},StripOnInput->False],ItemBox[ TagBox[TooltipBox[PaneBox[StyleBox["\"lang\"",FontColor->GrayLevel[0.4]],ImageSize->{{20,Full},15}], TemplateBox[{TemplateBox[{StyleBox["\"All\"",GrayLevel[0.6],StripOnInput->False]}, "RowDefault"],TemplateBox[{StyleBox["\" \\:203a \"",RGBColor[0.6509803921568628,0.6509803921568628, 0.6509803921568628],StripOnInput->False],StyleBox["\"lang\"",GrayLevel[0.6],StripOnInput->False]}, "RowDefault"]},"Row",DisplayFunction->Function[RowBox[{TemplateSlotSequence[1,"\[InvisibleSpace]"]}]], InterpretationFunction->Function[RowBox[{"Row","[",RowBox[{RowBox[{"{",TemplateSlotSequence[ 1,","],"}"}],",",RowBox[{"BaseStyle","\[Rule]",RowBox[{"{",RowBox[{RowBox[{"FontFamily","\[Rule]","\"Verdana\""}],",",RowBox[ {"FontSize","\[Rule]","9.`"}]}],"}"}]}]}],"]"}]],BaseStyle->{FontFamily->"Verdana",FontSize->9.}], LabelStyle->"TextStyling"],Function[Annotation[Slot[1],Row[{Row[{Style["All",GrayLevel[ 0.6]]}],Row[{Style[" \\:203a ",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628]],Style[ "lang",GrayLevel[0.6]]}]},BaseStyle->{FontFamily->"Verdana",FontSize->9.}],"Tooltip"]]], Background->GrayLevel[0.95],Alignment->{Left,Baseline},StripOnInput->False],ItemBox[ TagBox[TooltipBox[PaneBox[StyleBox["\"screen_name\"",FontColor->GrayLevel[0.4]],ImageSize->{{20,Full},15}], TemplateBox[{TemplateBox[{StyleBox["\"All\"",GrayLevel[0.6],StripOnInput->False]}, "RowDefault"],TemplateBox[{StyleBox["\" \\:203a \"",RGBColor[0.6509803921568628,0.6509803921568628, 0.6509803921568628],StripOnInput->False],StyleBox["\"screen_name\"",GrayLevel[0.6], StripOnInput->False]},"RowDefault"]},"Row",DisplayFunction->Function[RowBox[{TemplateSlotSequence[ 1,"\[InvisibleSpace]"]}]],InterpretationFunction->Function[RowBox[{"Row","[",RowBox[ {RowBox[{"{",TemplateSlotSequence[1,","],"}"}],",",RowBox[{"BaseStyle","\[Rule]",RowBox[ {"{",RowBox[{RowBox[{"FontFamily","\[Rule]","\"Verdana\""}],",",RowBox[{"FontSize","\[Rule]","9.`"}]}],"}"}]}]}],"]"}]], BaseStyle->{FontFamily->"Verdana",FontSize->9.}],LabelStyle->"TextStyling"],Function[ Annotation[Slot[1],Row[{Row[{Style["All",GrayLevel[0.6]]}],Row[{Style[" \\:203a ", RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628]],Style["screen_name", GrayLevel[0.6]]}]},BaseStyle->{FontFamily->"Verdana",FontSize->9.}],"Tooltip"]]], Background->GrayLevel[0.95],Alignment->{Left,Baseline},StripOnInput->False],ItemBox[ TagBox[TooltipBox[PaneBox[StyleBox["\"statuses_count\"",FontColor->GrayLevel[0.4]], ImageSize->{{20,Full},15}],TemplateBox[{TemplateBox[{StyleBox["\"All\"",GrayLevel[ 0.6],StripOnInput->False]},"RowDefault"],TemplateBox[{StyleBox["\" \\:203a \"",RGBColor[ 0.6509803921568628,0.6509803921568628,0.6509803921568628],StripOnInput->False],StyleBox[ "\"statuses_count\"",GrayLevel[0.6],StripOnInput->False]},"RowDefault"]},"Row",DisplayFunction->Function[ RowBox[{TemplateSlotSequence[1,"\[InvisibleSpace]"]}]],InterpretationFunction->Function[ RowBox[{"Row","[",RowBox[{RowBox[{"{",TemplateSlotSequence[1,","],"}"}],",",RowBox[ {"BaseStyle","\[Rule]",RowBox[{"{",RowBox[{RowBox[{"FontFamily","\[Rule]","\"Verdana\""}],",",RowBox[ {"FontSize","\[Rule]","9.`"}]}],"}"}]}]}],"]"}]],BaseStyle->{FontFamily->"Verdana",FontSize->9.}], LabelStyle->"TextStyling"],Function[Annotation[Slot[1],Row[{Row[{Style["All",GrayLevel[ 0.6]]}],Row[{Style[" \\:203a ",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628]],Style[ "statuses_count",GrayLevel[0.6]]}]},BaseStyle->{FontFamily->"Verdana",FontSize->9.}], "Tooltip"]]],Background->GrayLevel[0.95],Alignment->{Left,Baseline},StripOnInput->False],ItemBox[ TagBox[TooltipBox[PaneBox[StyleBox["\"friends_count\"",FontColor->GrayLevel[0.4]], ImageSize->{{20,Full},15}],TemplateBox[{TemplateBox[{StyleBox["\"All\"",GrayLevel[ 0.6],StripOnInput->False]},"RowDefault"],TemplateBox[{StyleBox["\" \\:203a \"",RGBColor[ 0.6509803921568628,0.6509803921568628,0.6509803921568628],StripOnInput->False],StyleBox[ "\"friends_count\"",GrayLevel[0.6],StripOnInput->False]},"RowDefault"]},"Row",DisplayFunction->Function[ RowBox[{TemplateSlotSequence[1,"\[InvisibleSpace]"]}]],InterpretationFunction->Function[ RowBox[{"Row","[",RowBox[{RowBox[{"{",TemplateSlotSequence[1,","],"}"}],",",RowBox[ {"BaseStyle","\[Rule]",RowBox[{"{",RowBox[{RowBox[{"FontFamily","\[Rule]","\"Verdana\""}],",",RowBox[ {"FontSize","\[Rule]","9.`"}]}],"}"}]}]}],"]"}]],BaseStyle->{FontFamily->"Verdana",FontSize->9.}], LabelStyle->"TextStyling"],Function[Annotation[Slot[1],Row[{Row[{Style["All",GrayLevel[ 0.6]]}],Row[{Style[" \\:203a ",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628]],Style[ "friends_count",GrayLevel[0.6]]}]},BaseStyle->{FontFamily->"Verdana",FontSize->9.}], "Tooltip"]]],Background->GrayLevel[0.95],Alignment->{Left,Baseline},StripOnInput->False],ItemBox[ TagBox[TooltipBox[PaneBox[StyleBox["\"followers_count\"",FontColor->GrayLevel[0.4]], ImageSize->{{20,Full},15}],TemplateBox[{TemplateBox[{StyleBox["\"All\"",GrayLevel[ 0.6],StripOnInput->False]},"RowDefault"],TemplateBox[{StyleBox["\" \\:203a \"",RGBColor[ 0.6509803921568628,0.6509803921568628,0.6509803921568628],StripOnInput->False],StyleBox[ "\"followers_count\"",GrayLevel[0.6],StripOnInput->False]},"RowDefault"]},"Row",DisplayFunction->Function[ RowBox[{TemplateSlotSequence[1,"\[InvisibleSpace]"]}]],InterpretationFunction->Function[ RowBox[{"Row","[",RowBox[{RowBox[{"{",TemplateSlotSequence[1,","],"}"}],",",RowBox[ {"BaseStyle","\[Rule]",RowBox[{"{",RowBox[{RowBox[{"FontFamily","\[Rule]","\"Verdana\""}],",",RowBox[ {"FontSize","\[Rule]","9.`"}]}],"}"}]}]}],"]"}]],BaseStyle->{FontFamily->"Verdana",FontSize->9.}], LabelStyle->"TextStyling"],Function[Annotation[Slot[1],Row[{Row[{Style["All",GrayLevel[ 0.6]]}],Row[{Style[" \\:203a ",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628]],Style[ "followers_count",GrayLevel[0.6]]}]},BaseStyle->{FontFamily->"Verdana",FontSize->9.}], "Tooltip"]]],Background->GrayLevel[0.95],Alignment->{Left,Baseline},StripOnInput->False]},{PaneBox[ TagBox[TagBox[TooltipBox["717860586999128064",TemplateBox[{TemplateBox[{StyleBox[ "1",GrayLevel[0.6],StripOnInput->False]},"RowDefault"],TemplateBox[{StyleBox["\" \\:203a \"", RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628],StripOnInput->False],StyleBox[ "\"id\"",GrayLevel[0.6],StripOnInput->False]},"RowDefault"]},"Row",DisplayFunction->Function[ RowBox[{TemplateSlotSequence[1,"\[InvisibleSpace]"]}]],InterpretationFunction->Function[ RowBox[{"Row","[",RowBox[{RowBox[{"{",TemplateSlotSequence[1,","],"}"}],",",RowBox[ {"BaseStyle","\[Rule]",RowBox[{"{",RowBox[{RowBox[{"FontFamily","\[Rule]","\"Verdana\""}],",",RowBox[ {"FontSize","\[Rule]","9.`"}]}],"}"}]}]}],"]"}]],BaseStyle->{FontFamily->"Verdana",FontSize->9.}]], Function[Annotation[Slot[1],Row[{Row[{Style[RawBoxes["1"],GrayLevel[0.6]]}],Row[{Style[ " \\:203a ",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628]],Style[ "id",GrayLevel[0.6]]}]},BaseStyle->{FontFamily->"Verdana",FontSize->9.}],"Tooltip"]]], Function[Annotation[Slot[1],TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1213131933][ GeneralUtilities`Slice[1,Key["id"]]],"Mouse"]]],ImageSize->{{34,Full},Automatic}, Alignment->{Left,Baseline}],PaneBox[TagBox[TagBox[TooltipBox[StyleBox["\"6 Apr 2016 23:44:35\"", FontColor->RGBColor[{Rational[33,74],Rational[27,74],Rational[117,370]}]],TemplateBox[ {TemplateBox[{StyleBox["1",GrayLevel[0.6],StripOnInput->False]},"RowDefault"],TemplateBox[ {StyleBox["\" \\:203a \"",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628], StripOnInput->False],StyleBox["\"created_at\"",GrayLevel[0.6],StripOnInput->False]}, "RowDefault"]},"Row",DisplayFunction->Function[RowBox[{TemplateSlotSequence[1,"\[InvisibleSpace]"]}]], InterpretationFunction->Function[RowBox[{"Row","[",RowBox[{RowBox[{"{",TemplateSlotSequence[ 1,","],"}"}],",",RowBox[{"BaseStyle","\[Rule]",RowBox[{"{",RowBox[{RowBox[{"FontFamily","\[Rule]","\"Verdana\""}],",",RowBox[ {"FontSize","\[Rule]","9.`"}]}],"}"}]}]}],"]"}]],BaseStyle->{FontFamily->"Verdana",FontSize->9.}]], Function[Annotation[Slot[1],Row[{Row[{Style[RawBoxes["1"],GrayLevel[0.6]]}],Row[{Style[ " \\:203a ",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628]],Style[ "created_at",GrayLevel[0.6]]}]},BaseStyle->{FontFamily->"Verdana",FontSize->9.}], "Tooltip"]]],Function[Annotation[Slot[1],TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[ 1213131933][GeneralUtilities`Slice[1,Key["created_at"]]],"Mouse"]]],ImageSize->{{75,Full},Automatic}, Alignment->{Left,Baseline}],PaneBox[TagBox[TagBox[TooltipBox[StyleBox["\"50.11\[Degree]N 8.673\[Degree]E\"", FontColor->RGBColor[{Rational[33,74],Rational[27,74],Rational[117,370]}]],TemplateBox[ {TemplateBox[{StyleBox["1",GrayLevel[0.6],StripOnInput->False]},"RowDefault"],TemplateBox[ {StyleBox["\" \\:203a \"",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628], StripOnInput->False],StyleBox["\"geo\"",GrayLevel[0.6],StripOnInput->False]},"RowDefault"]}, "Row",DisplayFunction->Function[RowBox[{TemplateSlotSequence[1,"\[InvisibleSpace]"]}]], InterpretationFunction->Function[RowBox[{"Row","[",RowBox[{RowBox[{"{",TemplateSlotSequence[ 1,","],"}"}],",",RowBox[{"BaseStyle","\[Rule]",RowBox[{"{",RowBox[{RowBox[{"FontFamily","\[Rule]","\"Verdana\""}],",",RowBox[ {"FontSize","\[Rule]","9.`"}]}],"}"}]}]}],"]"}]],BaseStyle->{FontFamily->"Verdana",FontSize->9.}]], Function[Annotation[Slot[1],Row[{Row[{Style[RawBoxes["1"],GrayLevel[0.6]]}],Row[{Style[ " \\:203a ",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628]],Style[ "geo",GrayLevel[0.6]]}]},BaseStyle->{FontFamily->"Verdana",FontSize->9.}],"Tooltip"]]], Function[Annotation[Slot[1],TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1213131933][ GeneralUtilities`Slice[1,Key["geo"]]],"Mouse"]]],ImageSize->{{106,Full},Automatic}, Alignment->{Left,Baseline}],PaneBox[TagBox[TagBox[TooltipBox["\"Bir per\\:015fembe klasi\\:011fi #tbt'yi bug\[UDoubleDot]n bas\[DotlessI]ndan yakalamak istedim\\:d83d\\:dc78\\:d83c\\:dffc ge\[CCedilla]en aya d\[ODoubleDot]ne \[DescendingEllipsis] \"", TemplateBox[{TemplateBox[{StyleBox["1",GrayLevel[0.6],StripOnInput->False]},"RowDefault"],TemplateBox[ {StyleBox["\" \\:203a \"",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628], StripOnInput->False],StyleBox["\"text\"",GrayLevel[0.6],StripOnInput->False]},"RowDefault"]}, "Row",DisplayFunction->Function[RowBox[{TemplateSlotSequence[1,"\[InvisibleSpace]"]}]], InterpretationFunction->Function[RowBox[{"Row","[",RowBox[{RowBox[{"{",TemplateSlotSequence[ 1,","],"}"}],",",RowBox[{"BaseStyle","\[Rule]",RowBox[{"{",RowBox[{RowBox[{"FontFamily","\[Rule]","\"Verdana\""}],",",RowBox[ {"FontSize","\[Rule]","9.`"}]}],"}"}]}]}],"]"}]],BaseStyle->{FontFamily->"Verdana",FontSize->9.}]], Function[Annotation[Slot[1],Row[{Row[{Style[RawBoxes["1"],GrayLevel[0.6]]}],Row[{Style[ " \\:203a ",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628]],Style[ "text",GrayLevel[0.6]]}]},BaseStyle->{FontFamily->"Verdana",FontSize->9.}],"Tooltip"]]], Function[Annotation[Slot[1],TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1213131933][ GeneralUtilities`Slice[1,Key["text"]]],"Mouse"]]],ImageSize->{{1248.0000000000002`,Full},Automatic}, Alignment->{Left,Baseline}],PaneBox[TagBox[TagBox[TooltipBox[StyleBox["\"Turkish\"", FontColor->RGBColor[{Rational[33,74],Rational[27,74],Rational[117,370]}]],TemplateBox[ {TemplateBox[{StyleBox["1",GrayLevel[0.6],StripOnInput->False]},"RowDefault"],TemplateBox[ {StyleBox["\" \\:203a \"",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628], StripOnInput->False],StyleBox["\"lang\"",GrayLevel[0.6],StripOnInput->False]},"RowDefault"]}, "Row",DisplayFunction->Function[RowBox[{TemplateSlotSequence[1,"\[InvisibleSpace]"]}]], InterpretationFunction->Function[RowBox[{"Row","[",RowBox[{RowBox[{"{",TemplateSlotSequence[ 1,","],"}"}],",",RowBox[{"BaseStyle","\[Rule]",RowBox[{"{",RowBox[{RowBox[{"FontFamily","\[Rule]","\"Verdana\""}],",",RowBox[ {"FontSize","\[Rule]","9.`"}]}],"}"}]}]}],"]"}]],BaseStyle->{FontFamily->"Verdana",FontSize->9.}]], Function[Annotation[Slot[1],Row[{Row[{Style[RawBoxes["1"],GrayLevel[0.6]]}],Row[{Style[ " \\:203a ",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628]],Style[ "lang",GrayLevel[0.6]]}]},BaseStyle->{FontFamily->"Verdana",FontSize->9.}],"Tooltip"]]], Function[Annotation[Slot[1],TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1213131933][ GeneralUtilities`Slice[1,Key["lang"]]],"Mouse"]]],ImageSize->{{90,Full},Automatic}, Alignment->{Left,Baseline}],PaneBox[TagBox[TagBox[TooltipBox["\"cagansmommy\"",TemplateBox[ {TemplateBox[{StyleBox["1",GrayLevel[0.6],StripOnInput->False]},"RowDefault"],TemplateBox[ {StyleBox["\" \\:203a \"",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628], StripOnInput->False],StyleBox["\"screen_name\"",GrayLevel[0.6],StripOnInput->False]}, "RowDefault"]},"Row",DisplayFunction->Function[RowBox[{TemplateSlotSequence[1,"\[InvisibleSpace]"]}]], InterpretationFunction->Function[RowBox[{"Row","[",RowBox[{RowBox[{"{",TemplateSlotSequence[ 1,","],"}"}],",",RowBox[{"BaseStyle","\[Rule]",RowBox[{"{",RowBox[{RowBox[{"FontFamily","\[Rule]","\"Verdana\""}],",",RowBox[ {"FontSize","\[Rule]","9.`"}]}],"}"}]}]}],"]"}]],BaseStyle->{FontFamily->"Verdana",FontSize->9.}]], Function[Annotation[Slot[1],Row[{Row[{Style[RawBoxes["1"],GrayLevel[0.6]]}],Row[{Style[ " \\:203a ",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628]],Style[ "screen_name",GrayLevel[0.6]]}]},BaseStyle->{FontFamily->"Verdana",FontSize->9.}], "Tooltip"]]],Function[Annotation[Slot[1],TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[ 1213131933][GeneralUtilities`Slice[1,Key["screen_name"]]],"Mouse"]]],ImageSize->{{144.00000000000003`,Full},Automatic}, Alignment->{Left,Baseline}],PaneBox[TagBox[TagBox[TooltipBox["3793",TemplateBox[{TemplateBox[ {StyleBox["1",GrayLevel[0.6],StripOnInput->False]},"RowDefault"],TemplateBox[{StyleBox[ "\" \\:203a \"",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628], StripOnInput->False],StyleBox["\"statuses_count\"",GrayLevel[0.6],StripOnInput->False]}, "RowDefault"]},"Row",DisplayFunction->Function[RowBox[{TemplateSlotSequence[1,"\[InvisibleSpace]"]}]], InterpretationFunction->Function[RowBox[{"Row","[",RowBox[{RowBox[{"{",TemplateSlotSequence[ 1,","],"}"}],",",RowBox[{"BaseStyle","\[Rule]",RowBox[{"{",RowBox[{RowBox[{"FontFamily","\[Rule]","\"Verdana\""}],",",RowBox[ {"FontSize","\[Rule]","9.`"}]}],"}"}]}]}],"]"}]],BaseStyle->{FontFamily->"Verdana",FontSize->9.}]], Function[Annotation[Slot[1],Row[{Row[{Style[RawBoxes["1"],GrayLevel[0.6]]}],Row[{Style[ " \\:203a ",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628]],Style[ "statuses_count",GrayLevel[0.6]]}]},BaseStyle->{FontFamily->"Verdana",FontSize->9.}], "Tooltip"]]],Function[Annotation[Slot[1],TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[ 1213131933][GeneralUtilities`Slice[1,Key["statuses_count"]]],"Mouse"]]],ImageSize->{{34,Full},Automatic}, Alignment->{Left,Baseline}],PaneBox[TagBox[TagBox[TooltipBox["174",TemplateBox[{TemplateBox[ {StyleBox["1",GrayLevel[0.6],StripOnInput->False]},"RowDefault"],TemplateBox[{StyleBox[ "\" \\:203a \"",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628], StripOnInput->False],StyleBox["\"friends_count\"",GrayLevel[0.6],StripOnInput->False]}, "RowDefault"]},"Row",DisplayFunction->Function[RowBox[{TemplateSlotSequence[1,"\[InvisibleSpace]"]}]], InterpretationFunction->Function[RowBox[{"Row","[",RowBox[{RowBox[{"{",TemplateSlotSequence[ 1,","],"}"}],",",RowBox[{"BaseStyle","\[Rule]",RowBox[{"{",RowBox[{RowBox[{"FontFamily","\[Rule]","\"Verdana\""}],",",RowBox[ {"FontSize","\[Rule]","9.`"}]}],"}"}]}]}],"]"}]],BaseStyle->{FontFamily->"Verdana",FontSize->9.}]], Function[Annotation[Slot[1],Row[{Row[{Style[RawBoxes["1"],GrayLevel[0.6]]}],Row[{Style[ " \\:203a ",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628]],Style[ "friends_count",GrayLevel[0.6]]}]},BaseStyle->{FontFamily->"Verdana",FontSize->9.}], "Tooltip"]]],Function[Annotation[Slot[1],TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[ 1213131933][GeneralUtilities`Slice[1,Key["friends_count"]]],"Mouse"]]],ImageSize->{{34,Full},Automatic}, Alignment->{Left,Baseline}],PaneBox[TagBox[TagBox[TooltipBox["912",TemplateBox[{TemplateBox[ {StyleBox["1",GrayLevel[0.6],StripOnInput->False]},"RowDefault"],TemplateBox[{StyleBox[ "\" \\:203a \"",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628], StripOnInput->False],StyleBox["\"followers_count\"",GrayLevel[0.6],StripOnInput->False]}, "RowDefault"]},"Row",DisplayFunction->Function[RowBox[{TemplateSlotSequence[1,"\[InvisibleSpace]"]}]], InterpretationFunction->Function[RowBox[{"Row","[",RowBox[{RowBox[{"{",TemplateSlotSequence[ 1,","],"}"}],",",RowBox[{"BaseStyle","\[Rule]",RowBox[{"{",RowBox[{RowBox[{"FontFamily","\[Rule]","\"Verdana\""}],",",RowBox[ {"FontSize","\[Rule]","9.`"}]}],"}"}]}]}],"]"}]],BaseStyle->{FontFamily->"Verdana",FontSize->9.}]], Function[Annotation[Slot[1],Row[{Row[{Style[RawBoxes["1"],GrayLevel[0.6]]}],Row[{Style[ " \\:203a ",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628]],Style[ "followers_count",GrayLevel[0.6]]}]},BaseStyle->{FontFamily->"Verdana",FontSize->9.}], "Tooltip"]]],Function[Annotation[Slot[1],TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[ 1213131933][GeneralUtilities`Slice[1,Key["followers_count"]]],"Mouse"]]],ImageSize->{{34,Full},Automatic}, Alignment->{Left,Baseline}]},{PaneBox[TagBox[TagBox[TooltipBox["717860587133206528", TemplateBox[{TemplateBox[{StyleBox["2",GrayLevel[0.6],StripOnInput->False]},"RowDefault"],TemplateBox[ {StyleBox["\" \\:203a \"",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628], StripOnInput->False],StyleBox["\"id\"",GrayLevel[0.6],StripOnInput->False]},"RowDefault"]}, "Row",DisplayFunction->Function[RowBox[{TemplateSlotSequence[1,"\[InvisibleSpace]"]}]], InterpretationFunction->Function[RowBox[{"Row","[",RowBox[{RowBox[{"{",TemplateSlotSequence[ 1,","],"}"}],",",RowBox[{"BaseStyle","\[Rule]",RowBox[{"{",RowBox[{RowBox[{"FontFamily","\[Rule]","\"Verdana\""}],",",RowBox[ {"FontSize","\[Rule]","9.`"}]}],"}"}]}]}],"]"}]],BaseStyle->{FontFamily->"Verdana",FontSize->9.}]], Function[Annotation[Slot[1],Row[{Row[{Style[RawBoxes["2"],GrayLevel[0.6]]}],Row[{Style[ " \\:203a ",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628]],Style[ "id",GrayLevel[0.6]]}]},BaseStyle->{FontFamily->"Verdana",FontSize->9.}],"Tooltip"]]], Function[Annotation[Slot[1],TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1213131933][ GeneralUtilities`Slice[2,Key["id"]]],"Mouse"]]],ImageSize->{{34,Full},Automatic}, Alignment->{Left,Baseline}],PaneBox[TagBox[TagBox[TooltipBox[StyleBox["\"6 Apr 2016 23:44:35\"", FontColor->RGBColor[{Rational[33,74],Rational[27,74],Rational[117,370]}]],TemplateBox[ {TemplateBox[{StyleBox["2",GrayLevel[0.6],StripOnInput->False]},"RowDefault"],TemplateBox[ {StyleBox["\" \\:203a \"",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628], StripOnInput->False],StyleBox["\"created_at\"",GrayLevel[0.6],StripOnInput->False]}, "RowDefault"]},"Row",DisplayFunction->Function[RowBox[{TemplateSlotSequence[1,"\[InvisibleSpace]"]}]], InterpretationFunction->Function[RowBox[{"Row","[",RowBox[{RowBox[{"{",TemplateSlotSequence[ 1,","],"}"}],",",RowBox[{"BaseStyle","\[Rule]",RowBox[{"{",RowBox[{RowBox[{"FontFamily","\[Rule]","\"Verdana\""}],",",RowBox[ {"FontSize","\[Rule]","9.`"}]}],"}"}]}]}],"]"}]],BaseStyle->{FontFamily->"Verdana",FontSize->9.}]], Function[Annotation[Slot[1],Row[{Row[{Style[RawBoxes["2"],GrayLevel[0.6]]}],Row[{Style[ " \\:203a ",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628]],Style[ "created_at",GrayLevel[0.6]]}]},BaseStyle->{FontFamily->"Verdana",FontSize->9.}], "Tooltip"]]],Function[Annotation[Slot[1],TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[ 1213131933][GeneralUtilities`Slice[2,Key["created_at"]]],"Mouse"]]],ImageSize->{{75,Full},Automatic}, Alignment->{Left,Baseline}],PaneBox[TagBox[TagBox[TooltipBox[StyleBox["\"45.07\[Degree]N 7.7\[Degree]E\"", FontColor->RGBColor[{Rational[33,74],Rational[27,74],Rational[117,370]}]],TemplateBox[ {TemplateBox[{StyleBox["2",GrayLevel[0.6],StripOnInput->False]},"RowDefault"],TemplateBox[ {StyleBox["\" \\:203a \"",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628], StripOnInput->False],StyleBox["\"geo\"",GrayLevel[0.6],StripOnInput->False]},"RowDefault"]}, "Row",DisplayFunction->Function[RowBox[{TemplateSlotSequence[1,"\[InvisibleSpace]"]}]], InterpretationFunction->Function[RowBox[{"Row","[",RowBox[{RowBox[{"{",TemplateSlotSequence[ 1,","],"}"}],",",RowBox[{"BaseStyle","\[Rule]",RowBox[{"{",RowBox[{RowBox[{"FontFamily","\[Rule]","\"Verdana\""}],",",RowBox[ {"FontSize","\[Rule]","9.`"}]}],"}"}]}]}],"]"}]],BaseStyle->{FontFamily->"Verdana",FontSize->9.}]], Function[Annotation[Slot[1],Row[{Row[{Style[RawBoxes["2"],GrayLevel[0.6]]}],Row[{Style[ " \\:203a ",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628]],Style[ "geo",GrayLevel[0.6]]}]},BaseStyle->{FontFamily->"Verdana",FontSize->9.}],"Tooltip"]]], Function[Annotation[Slot[1],TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1213131933][ GeneralUtilities`Slice[2,Key["geo"]]],"Mouse"]]],ImageSize->{{106,Full},Automatic}, Alignment->{Left,Baseline}],PaneBox[TagBox[TagBox[TooltipBox["\"TEAM TELLER #juergenteller @ Turin, Italy https://t.co/7lqJJkOF9C\"", TemplateBox[{TemplateBox[{StyleBox["2",GrayLevel[0.6],StripOnInput->False]},"RowDefault"],TemplateBox[ {StyleBox["\" \\:203a \"",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628], StripOnInput->False],StyleBox["\"text\"",GrayLevel[0.6],StripOnInput->False]},"RowDefault"]}, "Row",DisplayFunction->Function[RowBox[{TemplateSlotSequence[1,"\[InvisibleSpace]"]}]], InterpretationFunction->Function[RowBox[{"Row","[",RowBox[{RowBox[{"{",TemplateSlotSequence[ 1,","],"}"}],",",RowBox[{"BaseStyle","\[Rule]",RowBox[{"{",RowBox[{RowBox[{"FontFamily","\[Rule]","\"Verdana\""}],",",RowBox[ {"FontSize","\[Rule]","9.`"}]}],"}"}]}]}],"]"}]],BaseStyle->{FontFamily->"Verdana",FontSize->9.}]], Function[Annotation[Slot[1],Row[{Row[{Style[RawBoxes["2"],GrayLevel[0.6]]}],Row[{Style[ " \\:203a ",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628]],Style[ "text",GrayLevel[0.6]]}]},BaseStyle->{FontFamily->"Verdana",FontSize->9.}],"Tooltip"]]], Function[Annotation[Slot[1],TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1213131933][ GeneralUtilities`Slice[2,Key["text"]]],"Mouse"]]],ImageSize->{{1248.0000000000002`,Full},Automatic}, Alignment->{Left,Baseline}],PaneBox[TagBox[TagBox[TooltipBox[StyleBox["\"English\"", FontColor->RGBColor[{Rational[33,74],Rational[27,74],Rational[117,370]}]],TemplateBox[ {TemplateBox[{StyleBox["2",GrayLevel[0.6],StripOnInput->False]},"RowDefault"],TemplateBox[ {StyleBox["\" \\:203a \"",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628], StripOnInput->False],StyleBox["\"lang\"",GrayLevel[0.6],StripOnInput->False]},"RowDefault"]}, "Row",DisplayFunction->Function[RowBox[{TemplateSlotSequence[1,"\[InvisibleSpace]"]}]], InterpretationFunction->Function[RowBox[{"Row","[",RowBox[{RowBox[{"{",TemplateSlotSequence[ 1,","],"}"}],",",RowBox[{"BaseStyle","\[Rule]",RowBox[{"{",RowBox[{RowBox[{"FontFamily","\[Rule]","\"Verdana\""}],",",RowBox[ {"FontSize","\[Rule]","9.`"}]}],"}"}]}]}],"]"}]],BaseStyle->{FontFamily->"Verdana",FontSize->9.}]], Function[Annotation[Slot[1],Row[{Row[{Style[RawBoxes["2"],GrayLevel[0.6]]}],Row[{Style[ " \\:203a ",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628]],Style[ "lang",GrayLevel[0.6]]}]},BaseStyle->{FontFamily->"Verdana",FontSize->9.}],"Tooltip"]]], Function[Annotation[Slot[1],TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1213131933][ GeneralUtilities`Slice[2,Key["lang"]]],"Mouse"]]],ImageSize->{{90,Full},Automatic}, Alignment->{Left,Baseline}],PaneBox[TagBox[TagBox[TooltipBox["\"stephenctwong\"", TemplateBox[{TemplateBox[{StyleBox["2",GrayLevel[0.6],StripOnInput->False]},"RowDefault"],TemplateBox[ {StyleBox["\" \\:203a \"",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628], StripOnInput->False],StyleBox["\"screen_name\"",GrayLevel[0.6],StripOnInput->False]}, "RowDefault"]},"Row",DisplayFunction->Function[RowBox[{TemplateSlotSequence[1,"\[InvisibleSpace]"]}]], InterpretationFunction->Function[RowBox[{"Row","[",RowBox[{RowBox[{"{",TemplateSlotSequence[ 1,","],"}"}],",",RowBox[{"BaseStyle","\[Rule]",RowBox[{"{",RowBox[{RowBox[{"FontFamily","\[Rule]","\"Verdana\""}],",",RowBox[ {"FontSize","\[Rule]","9.`"}]}],"}"}]}]}],"]"}]],BaseStyle->{FontFamily->"Verdana",FontSize->9.}]], Function[Annotation[Slot[1],Row[{Row[{Style[RawBoxes["2"],GrayLevel[0.6]]}],Row[{Style[ " \\:203a ",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628]],Style[ "screen_name",GrayLevel[0.6]]}]},BaseStyle->{FontFamily->"Verdana",FontSize->9.}], "Tooltip"]]],Function[Annotation[Slot[1],TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[ 1213131933][GeneralUtilities`Slice[2,Key["screen_name"]]],"Mouse"]]],ImageSize->{{144.00000000000003`,Full},Automatic}, Alignment->{Left,Baseline}],PaneBox[TagBox[TagBox[TooltipBox["16566",TemplateBox[ {TemplateBox[{StyleBox["2",GrayLevel[0.6],StripOnInput->False]},"RowDefault"],TemplateBox[ {StyleBox["\" \\:203a \"",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628], StripOnInput->False],StyleBox["\"statuses_count\"",GrayLevel[0.6],StripOnInput->False]}, "RowDefault"]},"Row",DisplayFunction->Function[RowBox[{TemplateSlotSequence[1,"\[InvisibleSpace]"]}]], InterpretationFunction->Function[RowBox[{"Row","[",RowBox[{RowBox[{"{",TemplateSlotSequence[ 1,","],"}"}],",",RowBox[{"BaseStyle","\[Rule]",RowBox[{"{",RowBox[{RowBox[{"FontFamily","\[Rule]","\"Verdana\""}],",",RowBox[ {"FontSize","\[Rule]","9.`"}]}],"}"}]}]}],"]"}]],BaseStyle->{FontFamily->"Verdana",FontSize->9.}]], Function[Annotation[Slot[1],Row[{Row[{Style[RawBoxes["2"],GrayLevel[0.6]]}],Row[{Style[ " \\:203a ",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628]],Style[ "statuses_count",GrayLevel[0.6]]}]},BaseStyle->{FontFamily->"Verdana",FontSize->9.}], "Tooltip"]]],Function[Annotation[Slot[1],TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[ 1213131933][GeneralUtilities`Slice[2,Key["statuses_count"]]],"Mouse"]]],ImageSize->{{34,Full},Automatic}, Alignment->{Left,Baseline}],PaneBox[TagBox[TagBox[TooltipBox["484",TemplateBox[{TemplateBox[ {StyleBox["2",GrayLevel[0.6],StripOnInput->False]},"RowDefault"],TemplateBox[{StyleBox[ "\" \\:203a \"",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628], StripOnInput->False],StyleBox["\"friends_count\"",GrayLevel[0.6],StripOnInput->False]}, "RowDefault"]},"Row",DisplayFunction->Function[RowBox[{TemplateSlotSequence[1,"\[InvisibleSpace]"]}]], InterpretationFunction->Function[RowBox[{"Row","[",RowBox[{RowBox[{"{",TemplateSlotSequence[ 1,","],"}"}],",",RowBox[{"BaseStyle","\[Rule]",RowBox[{"{",RowBox[{RowBox[{"FontFamily","\[Rule]","\"Verdana\""}],",",RowBox[ {"FontSize","\[Rule]","9.`"}]}],"}"}]}]}],"]"}]],BaseStyle->{FontFamily->"Verdana",FontSize->9.}]], Function[Annotation[Slot[1],Row[{Row[{Style[RawBoxes["2"],GrayLevel[0.6]]}],Row[{Style[ " \\:203a ",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628]],Style[ "friends_count",GrayLevel[0.6]]}]},BaseStyle->{FontFamily->"Verdana",FontSize->9.}], "Tooltip"]]],Function[Annotation[Slot[1],TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[ 1213131933][GeneralUtilities`Slice[2,Key["friends_count"]]],"Mouse"]]],ImageSize->{{34,Full},Automatic}, Alignment->{Left,Baseline}],PaneBox[TagBox[TagBox[TooltipBox["1627",TemplateBox[{TemplateBox[ {StyleBox["2",GrayLevel[0.6],StripOnInput->False]},"RowDefault"],TemplateBox[{StyleBox[ "\" \\:203a \"",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628], StripOnInput->False],StyleBox["\"followers_count\"",GrayLevel[0.6],StripOnInput->False]}, "RowDefault"]},"Row",DisplayFunction->Function[RowBox[{TemplateSlotSequence[1,"\[InvisibleSpace]"]}]], InterpretationFunction->Function[RowBox[{"Row","[",RowBox[{RowBox[{"{",TemplateSlotSequence[ 1,","],"}"}],",",RowBox[{"BaseStyle","\[Rule]",RowBox[{"{",RowBox[{RowBox[{"FontFamily","\[Rule]","\"Verdana\""}],",",RowBox[ {"FontSize","\[Rule]","9.`"}]}],"}"}]}]}],"]"}]],BaseStyle->{FontFamily->"Verdana",FontSize->9.}]], Function[Annotation[Slot[1],Row[{Row[{Style[RawBoxes["2"],GrayLevel[0.6]]}],Row[{Style[ " \\:203a ",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628]],Style[ "followers_count",GrayLevel[0.6]]}]},BaseStyle->{FontFamily->"Verdana",FontSize->9.}], "Tooltip"]]],Function[Annotation[Slot[1],TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[ 1213131933][GeneralUtilities`Slice[2,Key["followers_count"]]],"Mouse"]]],ImageSize->{{34,Full},Automatic}, Alignment->{Left,Baseline}]},{PaneBox[TagBox[TagBox[TooltipBox["717860587657641985", TemplateBox[{TemplateBox[{StyleBox["3",GrayLevel[0.6],StripOnInput->False]},"RowDefault"],TemplateBox[ {StyleBox["\" \\:203a \"",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628], StripOnInput->False],StyleBox["\"id\"",GrayLevel[0.6],StripOnInput->False]},"RowDefault"]}, "Row",DisplayFunction->Function[RowBox[{TemplateSlotSequence[1,"\[InvisibleSpace]"]}]], InterpretationFunction->Function[RowBox[{"Row","[",RowBox[{RowBox[{"{",TemplateSlotSequence[ 1,","],"}"}],",",RowBox[{"BaseStyle","\[Rule]",RowBox[{"{",RowBox[{RowBox[{"FontFamily","\[Rule]","\"Verdana\""}],",",RowBox[ {"FontSize","\[Rule]","9.`"}]}],"}"}]}]}],"]"}]],BaseStyle->{FontFamily->"Verdana",FontSize->9.}]], Function[Annotation[Slot[1],Row[{Row[{Style[RawBoxes["3"],GrayLevel[0.6]]}],Row[{Style[ " \\:203a ",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628]],Style[ "id",GrayLevel[0.6]]}]},BaseStyle->{FontFamily->"Verdana",FontSize->9.}],"Tooltip"]]], Function[Annotation[Slot[1],TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1213131933][ GeneralUtilities`Slice[3,Key["id"]]],"Mouse"]]],ImageSize->{{34,Full},Automatic}, Alignment->{Left,Baseline}],PaneBox[TagBox[TagBox[TooltipBox[StyleBox["\"6 Apr 2016 23:44:35\"", FontColor->RGBColor[{Rational[33,74],Rational[27,74],Rational[117,370]}]],TemplateBox[ {TemplateBox[{StyleBox["3",GrayLevel[0.6],StripOnInput->False]},"RowDefault"],TemplateBox[ {StyleBox["\" \\:203a \"",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628], StripOnInput->False],StyleBox["\"created_at\"",GrayLevel[0.6],StripOnInput->False]}, "RowDefault"]},"Row",DisplayFunction->Function[RowBox[{TemplateSlotSequence[1,"\[InvisibleSpace]"]}]], InterpretationFunction->Function[RowBox[{"Row","[",RowBox[{RowBox[{"{",TemplateSlotSequence[ 1,","],"}"}],",",RowBox[{"BaseStyle","\[Rule]",RowBox[{"{",RowBox[{RowBox[{"FontFamily","\[Rule]","\"Verdana\""}],",",RowBox[ {"FontSize","\[Rule]","9.`"}]}],"}"}]}]}],"]"}]],BaseStyle->{FontFamily->"Verdana",FontSize->9.}]], Function[Annotation[Slot[1],Row[{Row[{Style[RawBoxes["3"],GrayLevel[0.6]]}],Row[{Style[ " \\:203a ",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628]],Style[ "created_at",GrayLevel[0.6]]}]},BaseStyle->{FontFamily->"Verdana",FontSize->9.}], "Tooltip"]]],Function[Annotation[Slot[1],TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[ 1213131933][GeneralUtilities`Slice[3,Key["created_at"]]],"Mouse"]]],ImageSize->{{75,Full},Automatic}, Alignment->{Left,Baseline}],PaneBox[TagBox[TagBox[TooltipBox[StyleBox["\"39.07\[Degree]N 5.723\[Degree]W\"", FontColor->RGBColor[{Rational[33,74],Rational[27,74],Rational[117,370]}]],TemplateBox[ {TemplateBox[{StyleBox["3",GrayLevel[0.6],StripOnInput->False]},"RowDefault"],TemplateBox[ {StyleBox["\" \\:203a \"",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628], StripOnInput->False],StyleBox["\"geo\"",GrayLevel[0.6],StripOnInput->False]},"RowDefault"]}, "Row",DisplayFunction->Function[RowBox[{TemplateSlotSequence[1,"\[InvisibleSpace]"]}]], InterpretationFunction->Function[RowBox[{"Row","[",RowBox[{RowBox[{"{",TemplateSlotSequence[ 1,","],"}"}],",",RowBox[{"BaseStyle","\[Rule]",RowBox[{"{",RowBox[{RowBox[{"FontFamily","\[Rule]","\"Verdana\""}],",",RowBox[ {"FontSize","\[Rule]","9.`"}]}],"}"}]}]}],"]"}]],BaseStyle->{FontFamily->"Verdana",FontSize->9.}]], Function[Annotation[Slot[1],Row[{Row[{Style[RawBoxes["3"],GrayLevel[0.6]]}],Row[{Style[ " \\:203a ",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628]],Style[ "geo",GrayLevel[0.6]]}]},BaseStyle->{FontFamily->"Verdana",FontSize->9.}],"Tooltip"]]], Function[Annotation[Slot[1],TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1213131933][ GeneralUtilities`Slice[3,Key["geo"]]],"Mouse"]]],ImageSize->{{106,Full},Automatic}, Alignment->{Left,Baseline}],PaneBox[TagBox[TagBox[TooltipBox["\"Viento: 1,4 km/h NNO. Presi\[OAcute]n: 1017,0 hPa, Estacionario. Temperatura: 10,9 \\272C. P \[DescendingEllipsis] \"", TemplateBox[{TemplateBox[{StyleBox["3",GrayLevel[0.6],StripOnInput->False]},"RowDefault"],TemplateBox[ {StyleBox["\" \\:203a \"",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628], StripOnInput->False],StyleBox["\"text\"",GrayLevel[0.6],StripOnInput->False]},"RowDefault"]}, "Row",DisplayFunction->Function[RowBox[{TemplateSlotSequence[1,"\[InvisibleSpace]"]}]], InterpretationFunction->Function[RowBox[{"Row","[",RowBox[{RowBox[{"{",TemplateSlotSequence[ 1,","],"}"}],",",RowBox[{"BaseStyle","\[Rule]",RowBox[{"{",RowBox[{RowBox[{"FontFamily","\[Rule]","\"Verdana\""}],",",RowBox[ {"FontSize","\[Rule]","9.`"}]}],"}"}]}]}],"]"}]],BaseStyle->{FontFamily->"Verdana",FontSize->9.}]], Function[Annotation[Slot[1],Row[{Row[{Style[RawBoxes["3"],GrayLevel[0.6]]}],Row[{Style[ " \\:203a ",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628]],Style[ "text",GrayLevel[0.6]]}]},BaseStyle->{FontFamily->"Verdana",FontSize->9.}],"Tooltip"]]], Function[Annotation[Slot[1],TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1213131933][ GeneralUtilities`Slice[3,Key["text"]]],"Mouse"]]],ImageSize->{{1248.0000000000002`,Full},Automatic}, Alignment->{Left,Baseline}],PaneBox[TagBox[TagBox[TooltipBox[StyleBox["\"Spanish\"", FontColor->RGBColor[{Rational[33,74],Rational[27,74],Rational[117,370]}]],TemplateBox[ {TemplateBox[{StyleBox["3",GrayLevel[0.6],StripOnInput->False]},"RowDefault"],TemplateBox[ {StyleBox["\" \\:203a \"",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628], StripOnInput->False],StyleBox["\"lang\"",GrayLevel[0.6],StripOnInput->False]},"RowDefault"]}, "Row",DisplayFunction->Function[RowBox[{TemplateSlotSequence[1,"\[InvisibleSpace]"]}]], InterpretationFunction->Function[RowBox[{"Row","[",RowBox[{RowBox[{"{",TemplateSlotSequence[ 1,","],"}"}],",",RowBox[{"BaseStyle","\[Rule]",RowBox[{"{",RowBox[{RowBox[{"FontFamily","\[Rule]","\"Verdana\""}],",",RowBox[ {"FontSize","\[Rule]","9.`"}]}],"}"}]}]}],"]"}]],BaseStyle->{FontFamily->"Verdana",FontSize->9.}]], Function[Annotation[Slot[1],Row[{Row[{Style[RawBoxes["3"],GrayLevel[0.6]]}],Row[{Style[ " \\:203a ",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628]],Style[ "lang",GrayLevel[0.6]]}]},BaseStyle->{FontFamily->"Verdana",FontSize->9.}],"Tooltip"]]], Function[Annotation[Slot[1],TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1213131933][ GeneralUtilities`Slice[3,Key["lang"]]],"Mouse"]]],ImageSize->{{90,Full},Automatic}, Alignment->{Left,Baseline}],PaneBox[TagBox[TagBox[TooltipBox["\"Meteo_Suroeste\"", TemplateBox[{TemplateBox[{StyleBox["3",GrayLevel[0.6],StripOnInput->False]},"RowDefault"],TemplateBox[ {StyleBox["\" \\:203a \"",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628], StripOnInput->False],StyleBox["\"screen_name\"",GrayLevel[0.6],StripOnInput->False]}, "RowDefault"]},"Row",DisplayFunction->Function[RowBox[{TemplateSlotSequence[1,"\[InvisibleSpace]"]}]], InterpretationFunction->Function[RowBox[{"Row","[",RowBox[{RowBox[{"{",TemplateSlotSequence[ 1,","],"}"}],",",RowBox[{"BaseStyle","\[Rule]",RowBox[{"{",RowBox[{RowBox[{"FontFamily","\[Rule]","\"Verdana\""}],",",RowBox[ {"FontSize","\[Rule]","9.`"}]}],"}"}]}]}],"]"}]],BaseStyle->{FontFamily->"Verdana",FontSize->9.}]], Function[Annotation[Slot[1],Row[{Row[{Style[RawBoxes["3"],GrayLevel[0.6]]}],Row[{Style[ " \\:203a ",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628]],Style[ "screen_name",GrayLevel[0.6]]}]},BaseStyle->{FontFamily->"Verdana",FontSize->9.}], "Tooltip"]]],Function[Annotation[Slot[1],TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[ 1213131933][GeneralUtilities`Slice[3,Key["screen_name"]]],"Mouse"]]],ImageSize->{{144.00000000000003`,Full},Automatic}, Alignment->{Left,Baseline}],PaneBox[TagBox[TagBox[TooltipBox["38144",TemplateBox[ {TemplateBox[{StyleBox["3",GrayLevel[0.6],StripOnInput->False]},"RowDefault"],TemplateBox[ {StyleBox["\" \\:203a \"",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628], StripOnInput->False],StyleBox["\"statuses_count\"",GrayLevel[0.6],StripOnInput->False]}, "RowDefault"]},"Row",DisplayFunction->Function[RowBox[{TemplateSlotSequence[1,"\[InvisibleSpace]"]}]], InterpretationFunction->Function[RowBox[{"Row","[",RowBox[{RowBox[{"{",TemplateSlotSequence[ 1,","],"}"}],",",RowBox[{"BaseStyle","\[Rule]",RowBox[{"{",RowBox[{RowBox[{"FontFamily","\[Rule]","\"Verdana\""}],",",RowBox[ {"FontSize","\[Rule]","9.`"}]}],"}"}]}]}],"]"}]],BaseStyle->{FontFamily->"Verdana",FontSize->9.}]], Function[Annotation[Slot[1],Row[{Row[{Style[RawBoxes["3"],GrayLevel[0.6]]}],Row[{Style[ " \\:203a ",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628]],Style[ "statuses_count",GrayLevel[0.6]]}]},BaseStyle->{FontFamily->"Verdana",FontSize->9.}], "Tooltip"]]],Function[Annotation[Slot[1],TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[ 1213131933][GeneralUtilities`Slice[3,Key["statuses_count"]]],"Mouse"]]],ImageSize->{{34,Full},Automatic}, Alignment->{Left,Baseline}],PaneBox[TagBox[TagBox[TooltipBox["141",TemplateBox[{TemplateBox[ {StyleBox["3",GrayLevel[0.6],StripOnInput->False]},"RowDefault"],TemplateBox[{StyleBox[ "\" \\:203a \"",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628], StripOnInput->False],StyleBox["\"friends_count\"",GrayLevel[0.6],StripOnInput->False]}, "RowDefault"]},"Row",DisplayFunction->Function[RowBox[{TemplateSlotSequence[1,"\[InvisibleSpace]"]}]], InterpretationFunction->Function[RowBox[{"Row","[",RowBox[{RowBox[{"{",TemplateSlotSequence[ 1,","],"}"}],",",RowBox[{"BaseStyle","\[Rule]",RowBox[{"{",RowBox[{RowBox[{"FontFamily","\[Rule]","\"Verdana\""}],",",RowBox[ {"FontSize","\[Rule]","9.`"}]}],"}"}]}]}],"]"}]],BaseStyle->{FontFamily->"Verdana",FontSize->9.}]], Function[Annotation[Slot[1],Row[{Row[{Style[RawBoxes["3"],GrayLevel[0.6]]}],Row[{Style[ " \\:203a ",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628]],Style[ "friends_count",GrayLevel[0.6]]}]},BaseStyle->{FontFamily->"Verdana",FontSize->9.}], "Tooltip"]]],Function[Annotation[Slot[1],TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[ 1213131933][GeneralUtilities`Slice[3,Key["friends_count"]]],"Mouse"]]],ImageSize->{{34,Full},Automatic}, Alignment->{Left,Baseline}],PaneBox[TagBox[TagBox[TooltipBox["486",TemplateBox[{TemplateBox[ {StyleBox["3",GrayLevel[0.6],StripOnInput->False]},"RowDefault"],TemplateBox[{StyleBox[ "\" \\:203a \"",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628], StripOnInput->False],StyleBox["\"followers_count\"",GrayLevel[0.6],StripOnInput->False]}, "RowDefault"]},"Row",DisplayFunction->Function[RowBox[{TemplateSlotSequence[1,"\[InvisibleSpace]"]}]], InterpretationFunction->Function[RowBox[{"Row","[",RowBox[{RowBox[{"{",TemplateSlotSequence[ 1,","],"}"}],",",RowBox[{"BaseStyle","\[Rule]",RowBox[{"{",RowBox[{RowBox[{"FontFamily","\[Rule]","\"Verdana\""}],",",RowBox[ {"FontSize","\[Rule]","9.`"}]}],"}"}]}]}],"]"}]],BaseStyle->{FontFamily->"Verdana",FontSize->9.}]], Function[Annotation[Slot[1],Row[{Row[{Style[RawBoxes["3"],GrayLevel[0.6]]}],Row[{Style[ " \\:203a ",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628]],Style[ "followers_count",GrayLevel[0.6]]}]},BaseStyle->{FontFamily->"Verdana",FontSize->9.}], "Tooltip"]]],Function[Annotation[Slot[1],TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[ 1213131933][GeneralUtilities`Slice[3,Key["followers_count"]]],"Mouse"]]],ImageSize->{{34,Full},Automatic}, Alignment->{Left,Baseline}]},{PaneBox[TagBox[TagBox[TooltipBox["717860589729619968", TemplateBox[{TemplateBox[{StyleBox["4",GrayLevel[0.6],StripOnInput->False]},"RowDefault"],TemplateBox[ {StyleBox["\" \\:203a \"",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628], StripOnInput->False],StyleBox["\"id\"",GrayLevel[0.6],StripOnInput->False]},"RowDefault"]}, "Row",DisplayFunction->Function[RowBox[{TemplateSlotSequence[1,"\[InvisibleSpace]"]}]], InterpretationFunction->Function[RowBox[{"Row","[",RowBox[{RowBox[{"{",TemplateSlotSequence[ 1,","],"}"}],",",RowBox[{"BaseStyle","\[Rule]",RowBox[{"{",RowBox[{RowBox[{"FontFamily","\[Rule]","\"Verdana\""}],",",RowBox[ {"FontSize","\[Rule]","9.`"}]}],"}"}]}]}],"]"}]],BaseStyle->{FontFamily->"Verdana",FontSize->9.}]], Function[Annotation[Slot[1],Row[{Row[{Style[RawBoxes["4"],GrayLevel[0.6]]}],Row[{Style[ " \\:203a ",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628]],Style[ "id",GrayLevel[0.6]]}]},BaseStyle->{FontFamily->"Verdana",FontSize->9.}],"Tooltip"]]], Function[Annotation[Slot[1],TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1213131933][ GeneralUtilities`Slice[4,Key["id"]]],"Mouse"]]],ImageSize->{{34,Full},Automatic}, Alignment->{Left,Baseline}],PaneBox[TagBox[TagBox[TooltipBox[StyleBox["\"6 Apr 2016 23:44:36\"", FontColor->RGBColor[{Rational[33,74],Rational[27,74],Rational[117,370]}]],TemplateBox[ {TemplateBox[{StyleBox["4",GrayLevel[0.6],StripOnInput->False]},"RowDefault"],TemplateBox[ {StyleBox["\" \\:203a \"",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628], StripOnInput->False],StyleBox["\"created_at\"",GrayLevel[0.6],StripOnInput->False]}, "RowDefault"]},"Row",DisplayFunction->Function[RowBox[{TemplateSlotSequence[1,"\[InvisibleSpace]"]}]], InterpretationFunction->Function[RowBox[{"Row","[",RowBox[{RowBox[{"{",TemplateSlotSequence[ 1,","],"}"}],",",RowBox[{"BaseStyle","\[Rule]",RowBox[{"{",RowBox[{RowBox[{"FontFamily","\[Rule]","\"Verdana\""}],",",RowBox[ {"FontSize","\[Rule]","9.`"}]}],"}"}]}]}],"]"}]],BaseStyle->{FontFamily->"Verdana",FontSize->9.}]], Function[Annotation[Slot[1],Row[{Row[{Style[RawBoxes["4"],GrayLevel[0.6]]}],Row[{Style[ " \\:203a ",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628]],Style[ "created_at",GrayLevel[0.6]]}]},BaseStyle->{FontFamily->"Verdana",FontSize->9.}], "Tooltip"]]],Function[Annotation[Slot[1],TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[ 1213131933][GeneralUtilities`Slice[4,Key["created_at"]]],"Mouse"]]],ImageSize->{{75,Full},Automatic}, Alignment->{Left,Baseline}],PaneBox[TagBox[TagBox[TooltipBox[StyleBox["\"47.63\[Degree]N 6.867\[Degree]E\"", FontColor->RGBColor[{Rational[33,74],Rational[27,74],Rational[117,370]}]],TemplateBox[ {TemplateBox[{StyleBox["4",GrayLevel[0.6],StripOnInput->False]},"RowDefault"],TemplateBox[ {StyleBox["\" \\:203a \"",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628], StripOnInput->False],StyleBox["\"geo\"",GrayLevel[0.6],StripOnInput->False]},"RowDefault"]}, "Row",DisplayFunction->Function[RowBox[{TemplateSlotSequence[1,"\[InvisibleSpace]"]}]], InterpretationFunction->Function[RowBox[{"Row","[",RowBox[{RowBox[{"{",TemplateSlotSequence[ 1,","],"}"}],",",RowBox[{"BaseStyle","\[Rule]",RowBox[{"{",RowBox[{RowBox[{"FontFamily","\[Rule]","\"Verdana\""}],",",RowBox[ {"FontSize","\[Rule]","9.`"}]}],"}"}]}]}],"]"}]],BaseStyle->{FontFamily->"Verdana",FontSize->9.}]], Function[Annotation[Slot[1],Row[{Row[{Style[RawBoxes["4"],GrayLevel[0.6]]}],Row[{Style[ " \\:203a ",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628]],Style[ "geo",GrayLevel[0.6]]}]},BaseStyle->{FontFamily->"Verdana",FontSize->9.}],"Tooltip"]]], Function[Annotation[Slot[1],TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1213131933][ GeneralUtilities`Slice[4,Key["geo"]]],"Mouse"]]],ImageSize->{{106,Full},Automatic}, Alignment->{Left,Baseline}],PaneBox[TagBox[TagBox[TooltipBox["\"post cuba depression \\:d83d\\:dd76\\:d83d\\:dc20\\:2600\\:fe0f\\:d83c\\:df0a\\:d83c\\:df4d\\:d83c\\:df79\\:2708\\:fe0f\[SadSmiley]\\:fe0f @ Belfort https://t.co/gDbin58HIQ\"", TemplateBox[{TemplateBox[{StyleBox["4",GrayLevel[0.6],StripOnInput->False]},"RowDefault"],TemplateBox[ {StyleBox["\" \\:203a \"",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628], StripOnInput->False],StyleBox["\"text\"",GrayLevel[0.6],StripOnInput->False]},"RowDefault"]}, "Row",DisplayFunction->Function[RowBox[{TemplateSlotSequence[1,"\[InvisibleSpace]"]}]], InterpretationFunction->Function[RowBox[{"Row","[",RowBox[{RowBox[{"{",TemplateSlotSequence[ 1,","],"}"}],",",RowBox[{"BaseStyle","\[Rule]",RowBox[{"{",RowBox[{RowBox[{"FontFamily","\[Rule]","\"Verdana\""}],",",RowBox[ {"FontSize","\[Rule]","9.`"}]}],"}"}]}]}],"]"}]],BaseStyle->{FontFamily->"Verdana",FontSize->9.}]], Function[Annotation[Slot[1],Row[{Row[{Style[RawBoxes["4"],GrayLevel[0.6]]}],Row[{Style[ " \\:203a ",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628]],Style[ "text",GrayLevel[0.6]]}]},BaseStyle->{FontFamily->"Verdana",FontSize->9.}],"Tooltip"]]], Function[Annotation[Slot[1],TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1213131933][ GeneralUtilities`Slice[4,Key["text"]]],"Mouse"]]],ImageSize->{{1248.0000000000002`,Full},Automatic}, Alignment->{Left,Baseline}],PaneBox[TagBox[TagBox[TooltipBox[StyleBox["\"English\"", FontColor->RGBColor[{Rational[33,74],Rational[27,74],Rational[117,370]}]],TemplateBox[ {TemplateBox[{StyleBox["4",GrayLevel[0.6],StripOnInput->False]},"RowDefault"],TemplateBox[ {StyleBox["\" \\:203a \"",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628], StripOnInput->False],StyleBox["\"lang\"",GrayLevel[0.6],StripOnInput->False]},"RowDefault"]}, "Row",DisplayFunction->Function[RowBox[{TemplateSlotSequence[1,"\[InvisibleSpace]"]}]], InterpretationFunction->Function[RowBox[{"Row","[",RowBox[{RowBox[{"{",TemplateSlotSequence[ 1,","],"}"}],",",RowBox[{"BaseStyle","\[Rule]",RowBox[{"{",RowBox[{RowBox[{"FontFamily","\[Rule]","\"Verdana\""}],",",RowBox[ {"FontSize","\[Rule]","9.`"}]}],"}"}]}]}],"]"}]],BaseStyle->{FontFamily->"Verdana",FontSize->9.}]], Function[Annotation[Slot[1],Row[{Row[{Style[RawBoxes["4"],GrayLevel[0.6]]}],Row[{Style[ " \\:203a ",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628]],Style[ "lang",GrayLevel[0.6]]}]},BaseStyle->{FontFamily->"Verdana",FontSize->9.}],"Tooltip"]]], Function[Annotation[Slot[1],TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1213131933][ GeneralUtilities`Slice[4,Key["lang"]]],"Mouse"]]],ImageSize->{{90,Full},Automatic}, Alignment->{Left,Baseline}],PaneBox[TagBox[TagBox[TooltipBox["\"HaayleyMcMillan\"", TemplateBox[{TemplateBox[{StyleBox["4",GrayLevel[0.6],StripOnInput->False]},"RowDefault"],TemplateBox[ {StyleBox["\" \\:203a \"",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628], StripOnInput->False],StyleBox["\"screen_name\"",GrayLevel[0.6],StripOnInput->False]}, "RowDefault"]},"Row",DisplayFunction->Function[RowBox[{TemplateSlotSequence[1,"\[InvisibleSpace]"]}]], InterpretationFunction->Function[RowBox[{"Row","[",RowBox[{RowBox[{"{",TemplateSlotSequence[ 1,","],"}"}],",",RowBox[{"BaseStyle","\[Rule]",RowBox[{"{",RowBox[{RowBox[{"FontFamily","\[Rule]","\"Verdana\""}],",",RowBox[ {"FontSize","\[Rule]","9.`"}]}],"}"}]}]}],"]"}]],BaseStyle->{FontFamily->"Verdana",FontSize->9.}]], Function[Annotation[Slot[1],Row[{Row[{Style[RawBoxes["4"],GrayLevel[0.6]]}],Row[{Style[ " \\:203a ",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628]],Style[ "screen_name",GrayLevel[0.6]]}]},BaseStyle->{FontFamily->"Verdana",FontSize->9.}], "Tooltip"]]],Function[Annotation[Slot[1],TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[ 1213131933][GeneralUtilities`Slice[4,Key["screen_name"]]],"Mouse"]]],ImageSize->{{144.00000000000003`,Full},Automatic}, Alignment->{Left,Baseline}],PaneBox[TagBox[TagBox[TooltipBox["4997",TemplateBox[{TemplateBox[ {StyleBox["4",GrayLevel[0.6],StripOnInput->False]},"RowDefault"],TemplateBox[{StyleBox[ "\" \\:203a \"",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628], StripOnInput->False],StyleBox["\"statuses_count\"",GrayLevel[0.6],StripOnInput->False]}, "RowDefault"]},"Row",DisplayFunction->Function[RowBox[{TemplateSlotSequence[1,"\[InvisibleSpace]"]}]], InterpretationFunction->Function[RowBox[{"Row","[",RowBox[{RowBox[{"{",TemplateSlotSequence[ 1,","],"}"}],",",RowBox[{"BaseStyle","\[Rule]",RowBox[{"{",RowBox[{RowBox[{"FontFamily","\[Rule]","\"Verdana\""}],",",RowBox[ {"FontSize","\[Rule]","9.`"}]}],"}"}]}]}],"]"}]],BaseStyle->{FontFamily->"Verdana",FontSize->9.}]], Function[Annotation[Slot[1],Row[{Row[{Style[RawBoxes["4"],GrayLevel[0.6]]}],Row[{Style[ " \\:203a ",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628]],Style[ "statuses_count",GrayLevel[0.6]]}]},BaseStyle->{FontFamily->"Verdana",FontSize->9.}], "Tooltip"]]],Function[Annotation[Slot[1],TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[ 1213131933][GeneralUtilities`Slice[4,Key["statuses_count"]]],"Mouse"]]],ImageSize->{{34,Full},Automatic}, Alignment->{Left,Baseline}],PaneBox[TagBox[TagBox[TooltipBox["450",TemplateBox[{TemplateBox[ {StyleBox["4",GrayLevel[0.6],StripOnInput->False]},"RowDefault"],TemplateBox[{StyleBox[ "\" \\:203a \"",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628], StripOnInput->False],StyleBox["\"friends_count\"",GrayLevel[0.6],StripOnInput->False]}, "RowDefault"]},"Row",DisplayFunction->Function[RowBox[{TemplateSlotSequence[1,"\[InvisibleSpace]"]}]], InterpretationFunction->Function[RowBox[{"Row","[",RowBox[{RowBox[{"{",TemplateSlotSequence[ 1,","],"}"}],",",RowBox[{"BaseStyle","\[Rule]",RowBox[{"{",RowBox[{RowBox[{"FontFamily","\[Rule]","\"Verdana\""}],",",RowBox[ {"FontSize","\[Rule]","9.`"}]}],"}"}]}]}],"]"}]],BaseStyle->{FontFamily->"Verdana",FontSize->9.}]], Function[Annotation[Slot[1],Row[{Row[{Style[RawBoxes["4"],GrayLevel[0.6]]}],Row[{Style[ " \\:203a ",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628]],Style[ "friends_count",GrayLevel[0.6]]}]},BaseStyle->{FontFamily->"Verdana",FontSize->9.}], "Tooltip"]]],Function[Annotation[Slot[1],TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[ 1213131933][GeneralUtilities`Slice[4,Key["friends_count"]]],"Mouse"]]],ImageSize->{{34,Full},Automatic}, Alignment->{Left,Baseline}],PaneBox[TagBox[TagBox[TooltipBox["748",TemplateBox[{TemplateBox[ {StyleBox["4",GrayLevel[0.6],StripOnInput->False]},"RowDefault"],TemplateBox[{StyleBox[ "\" \\:203a \"",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628], StripOnInput->False],StyleBox["\"followers_count\"",GrayLevel[0.6],StripOnInput->False]}, "RowDefault"]},"Row",DisplayFunction->Function[RowBox[{TemplateSlotSequence[1,"\[InvisibleSpace]"]}]], InterpretationFunction->Function[RowBox[{"Row","[",RowBox[{RowBox[{"{",TemplateSlotSequence[ 1,","],"}"}],",",RowBox[{"BaseStyle","\[Rule]",RowBox[{"{",RowBox[{RowBox[{"FontFamily","\[Rule]","\"Verdana\""}],",",RowBox[ {"FontSize","\[Rule]","9.`"}]}],"}"}]}]}],"]"}]],BaseStyle->{FontFamily->"Verdana",FontSize->9.}]], Function[Annotation[Slot[1],Row[{Row[{Style[RawBoxes["4"],GrayLevel[0.6]]}],Row[{Style[ " \\:203a ",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628]],Style[ "followers_count",GrayLevel[0.6]]}]},BaseStyle->{FontFamily->"Verdana",FontSize->9.}], "Tooltip"]]],Function[Annotation[Slot[1],TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[ 1213131933][GeneralUtilities`Slice[4,Key["followers_count"]]],"Mouse"]]],ImageSize->{{34,Full},Automatic}, Alignment->{Left,Baseline}]},{PaneBox[TagBox[TagBox[TooltipBox["717860595123548161", TemplateBox[{TemplateBox[{StyleBox["5",GrayLevel[0.6],StripOnInput->False]},"RowDefault"],TemplateBox[ {StyleBox["\" \\:203a \"",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628], StripOnInput->False],StyleBox["\"id\"",GrayLevel[0.6],StripOnInput->False]},"RowDefault"]}, "Row",DisplayFunction->Function[RowBox[{TemplateSlotSequence[1,"\[InvisibleSpace]"]}]], InterpretationFunction->Function[RowBox[{"Row","[",RowBox[{RowBox[{"{",TemplateSlotSequence[ 1,","],"}"}],",",RowBox[{"BaseStyle","\[Rule]",RowBox[{"{",RowBox[{RowBox[{"FontFamily","\[Rule]","\"Verdana\""}],",",RowBox[ {"FontSize","\[Rule]","9.`"}]}],"}"}]}]}],"]"}]],BaseStyle->{FontFamily->"Verdana",FontSize->9.}]], Function[Annotation[Slot[1],Row[{Row[{Style[RawBoxes["5"],GrayLevel[0.6]]}],Row[{Style[ " \\:203a ",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628]],Style[ "id",GrayLevel[0.6]]}]},BaseStyle->{FontFamily->"Verdana",FontSize->9.}],"Tooltip"]]], Function[Annotation[Slot[1],TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1213131933][ GeneralUtilities`Slice[5,Key["id"]]],"Mouse"]]],ImageSize->{{34,Full},Automatic}, Alignment->{Left,Baseline}],PaneBox[TagBox[TagBox[TooltipBox[StyleBox["\"6 Apr 2016 23:44:37\"", FontColor->RGBColor[{Rational[33,74],Rational[27,74],Rational[117,370]}]],TemplateBox[ {TemplateBox[{StyleBox["5",GrayLevel[0.6],StripOnInput->False]},"RowDefault"],TemplateBox[ {StyleBox["\" \\:203a \"",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628], StripOnInput->False],StyleBox["\"created_at\"",GrayLevel[0.6],StripOnInput->False]}, "RowDefault"]},"Row",DisplayFunction->Function[RowBox[{TemplateSlotSequence[1,"\[InvisibleSpace]"]}]], InterpretationFunction->Function[RowBox[{"Row","[",RowBox[{RowBox[{"{",TemplateSlotSequence[ 1,","],"}"}],",",RowBox[{"BaseStyle","\[Rule]",RowBox[{"{",RowBox[{RowBox[{"FontFamily","\[Rule]","\"Verdana\""}],",",RowBox[ {"FontSize","\[Rule]","9.`"}]}],"}"}]}]}],"]"}]],BaseStyle->{FontFamily->"Verdana",FontSize->9.}]], Function[Annotation[Slot[1],Row[{Row[{Style[RawBoxes["5"],GrayLevel[0.6]]}],Row[{Style[ " \\:203a ",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628]],Style[ "created_at",GrayLevel[0.6]]}]},BaseStyle->{FontFamily->"Verdana",FontSize->9.}], "Tooltip"]]],Function[Annotation[Slot[1],TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[ 1213131933][GeneralUtilities`Slice[5,Key["created_at"]]],"Mouse"]]],ImageSize->{{75,Full},Automatic}, Alignment->{Left,Baseline}],PaneBox[TagBox[TagBox[TooltipBox[StyleBox["\"40.98\[Degree]N 28.73\[Degree]E\"", FontColor->RGBColor[{Rational[33,74],Rational[27,74],Rational[117,370]}]],TemplateBox[ {TemplateBox[{StyleBox["5",GrayLevel[0.6],StripOnInput->False]},"RowDefault"],TemplateBox[ {StyleBox["\" \\:203a \"",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628], StripOnInput->False],StyleBox["\"geo\"",GrayLevel[0.6],StripOnInput->False]},"RowDefault"]}, "Row",DisplayFunction->Function[RowBox[{TemplateSlotSequence[1,"\[InvisibleSpace]"]}]], InterpretationFunction->Function[RowBox[{"Row","[",RowBox[{RowBox[{"{",TemplateSlotSequence[ 1,","],"}"}],",",RowBox[{"BaseStyle","\[Rule]",RowBox[{"{",RowBox[{RowBox[{"FontFamily","\[Rule]","\"Verdana\""}],",",RowBox[ {"FontSize","\[Rule]","9.`"}]}],"}"}]}]}],"]"}]],BaseStyle->{FontFamily->"Verdana",FontSize->9.}]], Function[Annotation[Slot[1],Row[{Row[{Style[RawBoxes["5"],GrayLevel[0.6]]}],Row[{Style[ " \\:203a ",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628]],Style[ "geo",GrayLevel[0.6]]}]},BaseStyle->{FontFamily->"Verdana",FontSize->9.}],"Tooltip"]]], Function[Annotation[Slot[1],TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1213131933][ GeneralUtilities`Slice[5,Key["geo"]]],"Mouse"]]],ImageSize->{{106,Full},Automatic}, Alignment->{Left,Baseline}],PaneBox[TagBox[TagBox[TooltipBox["\"G\[UDoubleDot]zel bir mangal sonu \\:d83e\\:dd17 (@ Aleyna Home) https://t.co/TqiVjHLFRY\"", TemplateBox[{TemplateBox[{StyleBox["5",GrayLevel[0.6],StripOnInput->False]},"RowDefault"],TemplateBox[ {StyleBox["\" \\:203a \"",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628], StripOnInput->False],StyleBox["\"text\"",GrayLevel[0.6],StripOnInput->False]},"RowDefault"]}, "Row",DisplayFunction->Function[RowBox[{TemplateSlotSequence[1,"\[InvisibleSpace]"]}]], InterpretationFunction->Function[RowBox[{"Row","[",RowBox[{RowBox[{"{",TemplateSlotSequence[ 1,","],"}"}],",",RowBox[{"BaseStyle","\[Rule]",RowBox[{"{",RowBox[{RowBox[{"FontFamily","\[Rule]","\"Verdana\""}],",",RowBox[ {"FontSize","\[Rule]","9.`"}]}],"}"}]}]}],"]"}]],BaseStyle->{FontFamily->"Verdana",FontSize->9.}]], Function[Annotation[Slot[1],Row[{Row[{Style[RawBoxes["5"],GrayLevel[0.6]]}],Row[{Style[ " \\:203a ",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628]],Style[ "text",GrayLevel[0.6]]}]},BaseStyle->{FontFamily->"Verdana",FontSize->9.}],"Tooltip"]]], Function[Annotation[Slot[1],TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1213131933][ GeneralUtilities`Slice[5,Key["text"]]],"Mouse"]]],ImageSize->{{1248.0000000000002`,Full},Automatic}, Alignment->{Left,Baseline}],PaneBox[TagBox[TagBox[TooltipBox[StyleBox["\"Turkish\"", FontColor->RGBColor[{Rational[33,74],Rational[27,74],Rational[117,370]}]],TemplateBox[ {TemplateBox[{StyleBox["5",GrayLevel[0.6],StripOnInput->False]},"RowDefault"],TemplateBox[ {StyleBox["\" \\:203a \"",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628], StripOnInput->False],StyleBox["\"lang\"",GrayLevel[0.6],StripOnInput->False]},"RowDefault"]}, "Row",DisplayFunction->Function[RowBox[{TemplateSlotSequence[1,"\[InvisibleSpace]"]}]], InterpretationFunction->Function[RowBox[{"Row","[",RowBox[{RowBox[{"{",TemplateSlotSequence[ 1,","],"}"}],",",RowBox[{"BaseStyle","\[Rule]",RowBox[{"{",RowBox[{RowBox[{"FontFamily","\[Rule]","\"Verdana\""}],",",RowBox[ {"FontSize","\[Rule]","9.`"}]}],"}"}]}]}],"]"}]],BaseStyle->{FontFamily->"Verdana",FontSize->9.}]], Function[Annotation[Slot[1],Row[{Row[{Style[RawBoxes["5"],GrayLevel[0.6]]}],Row[{Style[ " \\:203a ",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628]],Style[ "lang",GrayLevel[0.6]]}]},BaseStyle->{FontFamily->"Verdana",FontSize->9.}],"Tooltip"]]], Function[Annotation[Slot[1],TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1213131933][ GeneralUtilities`Slice[5,Key["lang"]]],"Mouse"]]],ImageSize->{{90,Full},Automatic}, Alignment->{Left,Baseline}],PaneBox[TagBox[TagBox[TooltipBox["\"aleynauncu\"",TemplateBox[ {TemplateBox[{StyleBox["5",GrayLevel[0.6],StripOnInput->False]},"RowDefault"],TemplateBox[ {StyleBox["\" \\:203a \"",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628], StripOnInput->False],StyleBox["\"screen_name\"",GrayLevel[0.6],StripOnInput->False]}, "RowDefault"]},"Row",DisplayFunction->Function[RowBox[{TemplateSlotSequence[1,"\[InvisibleSpace]"]}]], InterpretationFunction->Function[RowBox[{"Row","[",RowBox[{RowBox[{"{",TemplateSlotSequence[ 1,","],"}"}],",",RowBox[{"BaseStyle","\[Rule]",RowBox[{"{",RowBox[{RowBox[{"FontFamily","\[Rule]","\"Verdana\""}],",",RowBox[ {"FontSize","\[Rule]","9.`"}]}],"}"}]}]}],"]"}]],BaseStyle->{FontFamily->"Verdana",FontSize->9.}]], Function[Annotation[Slot[1],Row[{Row[{Style[RawBoxes["5"],GrayLevel[0.6]]}],Row[{Style[ " \\:203a ",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628]],Style[ "screen_name",GrayLevel[0.6]]}]},BaseStyle->{FontFamily->"Verdana",FontSize->9.}], "Tooltip"]]],Function[Annotation[Slot[1],TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[ 1213131933][GeneralUtilities`Slice[5,Key["screen_name"]]],"Mouse"]]],ImageSize->{{144.00000000000003`,Full},Automatic}, Alignment->{Left,Baseline}],PaneBox[TagBox[TagBox[TooltipBox["7922",TemplateBox[{TemplateBox[ {StyleBox["5",GrayLevel[0.6],StripOnInput->False]},"RowDefault"],TemplateBox[{StyleBox[ "\" \\:203a \"",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628], StripOnInput->False],StyleBox["\"statuses_count\"",GrayLevel[0.6],StripOnInput->False]}, "RowDefault"]},"Row",DisplayFunction->Function[RowBox[{TemplateSlotSequence[1,"\[InvisibleSpace]"]}]], InterpretationFunction->Function[RowBox[{"Row","[",RowBox[{RowBox[{"{",TemplateSlotSequence[ 1,","],"}"}],",",RowBox[{"BaseStyle","\[Rule]",RowBox[{"{",RowBox[{RowBox[{"FontFamily","\[Rule]","\"Verdana\""}],",",RowBox[ {"FontSize","\[Rule]","9.`"}]}],"}"}]}]}],"]"}]],BaseStyle->{FontFamily->"Verdana",FontSize->9.}]], Function[Annotation[Slot[1],Row[{Row[{Style[RawBoxes["5"],GrayLevel[0.6]]}],Row[{Style[ " \\:203a ",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628]],Style[ "statuses_count",GrayLevel[0.6]]}]},BaseStyle->{FontFamily->"Verdana",FontSize->9.}], "Tooltip"]]],Function[Annotation[Slot[1],TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[ 1213131933][GeneralUtilities`Slice[5,Key["statuses_count"]]],"Mouse"]]],ImageSize->{{34,Full},Automatic}, Alignment->{Left,Baseline}],PaneBox[TagBox[TagBox[TooltipBox["117",TemplateBox[{TemplateBox[ {StyleBox["5",GrayLevel[0.6],StripOnInput->False]},"RowDefault"],TemplateBox[{StyleBox[ "\" \\:203a \"",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628], StripOnInput->False],StyleBox["\"friends_count\"",GrayLevel[0.6],StripOnInput->False]}, "RowDefault"]},"Row",DisplayFunction->Function[RowBox[{TemplateSlotSequence[1,"\[InvisibleSpace]"]}]], InterpretationFunction->Function[RowBox[{"Row","[",RowBox[{RowBox[{"{",TemplateSlotSequence[ 1,","],"}"}],",",RowBox[{"BaseStyle","\[Rule]",RowBox[{"{",RowBox[{RowBox[{"FontFamily","\[Rule]","\"Verdana\""}],",",RowBox[ {"FontSize","\[Rule]","9.`"}]}],"}"}]}]}],"]"}]],BaseStyle->{FontFamily->"Verdana",FontSize->9.}]], Function[Annotation[Slot[1],Row[{Row[{Style[RawBoxes["5"],GrayLevel[0.6]]}],Row[{Style[ " \\:203a ",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628]],Style[ "friends_count",GrayLevel[0.6]]}]},BaseStyle->{FontFamily->"Verdana",FontSize->9.}], "Tooltip"]]],Function[Annotation[Slot[1],TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[ 1213131933][GeneralUtilities`Slice[5,Key["friends_count"]]],"Mouse"]]],ImageSize->{{34,Full},Automatic}, Alignment->{Left,Baseline}],PaneBox[TagBox[TagBox[TooltipBox["484",TemplateBox[{TemplateBox[ {StyleBox["5",GrayLevel[0.6],StripOnInput->False]},"RowDefault"],TemplateBox[{StyleBox[ "\" \\:203a \"",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628], StripOnInput->False],StyleBox["\"followers_count\"",GrayLevel[0.6],StripOnInput->False]}, "RowDefault"]},"Row",DisplayFunction->Function[RowBox[{TemplateSlotSequence[1,"\[InvisibleSpace]"]}]], InterpretationFunction->Function[RowBox[{"Row","[",RowBox[{RowBox[{"{",TemplateSlotSequence[ 1,","],"}"}],",",RowBox[{"BaseStyle","\[Rule]",RowBox[{"{",RowBox[{RowBox[{"FontFamily","\[Rule]","\"Verdana\""}],",",RowBox[ {"FontSize","\[Rule]","9.`"}]}],"}"}]}]}],"]"}]],BaseStyle->{FontFamily->"Verdana",FontSize->9.}]], Function[Annotation[Slot[1],Row[{Row[{Style[RawBoxes["5"],GrayLevel[0.6]]}],Row[{Style[ " \\:203a ",RGBColor[0.6509803921568628,0.6509803921568628,0.6509803921568628]],Style[ "followers_count",GrayLevel[0.6]]}]},BaseStyle->{FontFamily->"Verdana",FontSize->9.}], "Tooltip"]]],Function[Annotation[Slot[1],TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[ 1213131933][GeneralUtilities`Slice[5,Key["followers_count"]]],"Mouse"]]],ImageSize->{{34,Full},Automatic}, Alignment->{Left,Baseline}]},{ItemBox[TagBox[TooltipBox["\"468709 total \\:203a \"", "\"\"",LabelStyle->"TextStyling"],Function[Annotation[Slot[1],"","Tooltip"]]],BaseStyle->{{RGBColor[ 0.5098039215686274,0.5098039215686274,0.5098039215686274],8}},Alignment->{Center,Baseline}, Background->GrayLevel[0.98],StripOnInput->False],"\[SpanFromLeft]","\[SpanFromLeft]","\[SpanFromLeft]","\[SpanFromLeft]","\[SpanFromLeft]","\[SpanFromLeft]","\[SpanFromLeft]","\[SpanFromLeft]"}}, GridBoxAlignment->{"Columns"->{{Left}}},AutoDelete->False,GridBoxDividers->{"Columns"->{{True}},"Rows"->{{True}}}, GridBoxItemSize->{"Columns"->{{Automatic}},"Rows"->{{Automatic}}},RowMinHeight->1.5, FrameStyle->GrayLevel[0.85],BaseStyle->{FontFamily->"Verdana",FontSize->12}],"Grid"], LineBreakWithin->False,ContextMenu->{},StripOnInput->False],Deploy,DefaultBaseStyle->"Deploy"]}, "CopyTag",DisplayFunction->Function[Slot[1]],InterpretationFunction->Function["Dataset[<>]"]]], "Output",CellChangeTimes->{3.683161758558552*^9},ExpressionUUID->"e3ab1211-dcd9-4cdc-9267-2241e5411431"]}, Open]]},Open]],Cell[ CellGroupData[{Cell[ "\","Subsection",ExpressionUUID->"b3ab71ed-ee54-4079-b411-a69f59eb0e27"],Cell[ "\","Text", CellChangeTimes->{{3.683163086106647*^9,3.683163097562676*^9},{3.6831632427060223`*^9,3.683163246906612*^9}}, ExpressionUUID->"809adbda-2b3b-4ec6-9fe9-ee7983501e71"],Cell[ CellGroupData[{Cell[ BoxData[ RowBox[{"GeoGraphics","[",RowBox[{RowBox[{"{",RowBox[{"Red",",",RowBox[{"Opacity","[","0.3","]"}],",",RowBox[ {"Point","@",RowBox[{RowBox[{RowBox[{"ResourceData","[","\"Geotagged Public Tweets (Europe, April 6-8 2016)\"","]"}],"[",RowBox[ {"Select","[",RowBox[{RowBox[{"#lang","==",TemplateBox[{"\"Spanish\"",RowBox[{"Entity","[",RowBox[ {"\"Language\"",",","\"Spanish\""}],"]"}],"\"Entity[\\\"Language\\\", \\\"Spanish\\\"]\"","\"language\""}, "Entity"]}],"&"}],"]"}],"]"}],"[",RowBox[{"All",",","\"geo\""}],"]"}]}]}],"}"}],",",RowBox[ {"GeoRange","\[Rule]",TemplateBox[{"\"Eurozone\"",RowBox[{"EntityClass","[",RowBox[ {"\"Country\"",",","\"Eurozone\""}],"]"}],"\"EntityClass[\\\"Country\\\", \\\"Eurozone\\\"]\"","\"countries\""}, "EntityClass"]}]}],"]"}]],"Input",CellChangeTimes->{{3.683162034883239*^9,3.683162111951433*^9},{3.6831625933481207`*^9,3.683162621064014*^9},{3.6831626556282663`*^9,3.683162672363803*^9},{3.683162717908472*^9,3.6831627465061626`*^9},{3.683162777684638*^9,3.683162783370241*^9},{3.683163027562725*^9,3.683163042647893*^9}}, ExpressionUUID->"602ca7d4-0235-4617-9946-99432172867c"],Cell[ BoxData[GraphicsBox[ {{{Texture[FormBox[GraphicsBox[TagBox[RasterBox[CompressedData["\n1:eJzsvV1vJNmZ5zewfeFLfwV/CAO+9aVv1/AH2MXOLnwzBmYNGMZiBrOLgeAd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\nn3ftNYsp6PscC4IgCMJRxP8H277eXQ==\n "], {{0,565},{1001,0}},{0,255},ColorFunction->RGBColor],BoxForm`ImageTag["Byte",ColorSpace->"RGB", Interleaving->True,MetaInformation->Association["Exif"->{"Software"->"Wolfram Language"}, "GeoGraphicsMetaInformation"->{"Software"->"Wolfram Language","TileSources"->"Wolfram Knowledgebase with data from OpenStreetMap"}]], Selectable->False],DefaultBaseStyle->"ImageGraphics",ImageSizeRaw->{1001,565},PlotRange->{{0,1001},{0,565}}], TraditionalForm]],PolygonBox[CompressedData["\n1:eJxVl3lcTevbxssJoSQqU4qIKEMiyXAbMheSIVHGop9DoYmokDIVitCgMjTR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\n1D+R+Sf1V2T+Sv0Xmf9Sf0bmz9S/kfk39Xdk/v4/L6T3BQ==\n "], VertexTextureCoordinates->CompressedData["\n1:eJw9mHk4VP37x+0lRSJLpPQoKUlUkritT6RkK1SStSRSUVGULUsREoqSQpJI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\n\n "]]},TagBox[ TooltipBox[{Opacity[0],PolygonBox[{{0.2170666394406896,-0.19832811270107265`},{0.3617777324011493,-0.19832811270107265`},{0.3617777324011493,-0.3387761223316868},{0.2170666394406896,-0.3387761223316868},{0.2170666394406896,-0.19832811270107265`}}]}, "\"Wolfram Knowledgebase with data from OpenStreetMap\"",TooltipStyle->"TextStyling"], Function[Annotation[Slot[1],"Wolfram Knowledgebase with data from OpenStreetMap", "Tooltip"]]],{RGBColor[1,0,0],Opacity[0.3],PointBox[CompressedData["\n1:eJzEvHk4VdHbBiwhQxoUUhKiokGDSOGghJCpQRqkkAoVIUVShjInFZmLMhPJ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\nPPucV3H10OomcDgiWrPEtg76f9Yel0L2VuIO96D/l99j58P/AffiZAw=\n "]]}},{}}, RuleDelayed[CoordinatesToolOptions,{"DisplayFunction"->Function[GeoGraphics`GeoGridPositionDisplay[ Slot[1],{"LambertAzimuthal","Centering"->GeoPosition[{52.360627595052705`,12.0539328}],"LongitudeDetermination"->12.053932800000002`}, "ITRF00"]],"CopiedValueFunction"->Function[GeoGraphics`GeoGridPositionCopiedValue[ Slot[1],{"LambertAzimuthal","Centering"->GeoPosition[{52.360627595052705`,12.0539328}],"LongitudeDetermination"->12.053932800000002`}, "ITRF00"]]}],DefaultBaseStyle->"GeoGraphics",Method->{"OriginalInput"->HoldForm[GeoGraphics[ {RGBColor[1,0,0],Opacity[0.3],Point[Removed["Dataset"][{GeoPosition[{39.06611111,-5.72277778}],GeoPosition[ {41.37583333,2.05222222}],GeoPosition[{40.43014544,-3.64377684}],GeoPosition[{37.18358452,-5.78645473}],GeoPosition[ {40.2020364,-8.4781628}],GeoPosition[{45.07136242,7.56287246}],GeoPosition[{40.4725098,-3.375793}],GeoPosition[ {41.38054,2.17599}],GeoPosition[{42.52805556,-1.67694444}],GeoPosition[{41.4902925,2.184983}],GeoPosition[ {37.7600039,-3.2012616}],GeoPosition[{40.416599,-3.70573474}],GeoPosition[{40.4167,-3.70325}],GeoPosition[ {36.709078,-4.4635493}],GeoPosition[{36.7090474,-4.4635635}],GeoPosition[{37.3793142,-6.2003413}],GeoPosition[ {40.4167,-3.70325}],GeoPosition[{40.4167,-3.70325}],GeoPosition[{40.4167,-3.70325}],GeoPosition[ {40.4167,-3.70325}],GeoPosition[{43.4647,-3.80444}],GeoPosition[{39.55944444,-1.27944444}],GeoPosition[ {36.7090703,-4.4635631}],GeoPosition[{45.44121619,12.33421047}],GeoPosition[{43.5584198,-5.9308992}],GeoPosition[ {36.7857364,-3.6137257}],GeoPosition[{40.48909864,-3.6620391}],GeoPosition[{36.7857524,-3.6137006}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{36.7090671,-4.463576}],GeoPosition[{41.20573299,1.62354715}],GeoPosition[ {36.7167,-4.41667}],GeoPosition[{41.56871062,2.25803375}],GeoPosition[{39.9437049,-0.1000508}],GeoPosition[ {36.7167,-4.41667}],GeoPosition[{43.37216152,-3.20811616}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {36.7167,-4.41667}],GeoPosition[{41.3649413,2.0826469}],GeoPosition[{36.7090785,-4.4635733}],GeoPosition[ {42.17055917,-8.62087727}],GeoPosition[{37.4333,-6.03333}],GeoPosition[{36.7090871,-4.4635727}],GeoPosition[ {39.46666667,-0.38333333}],GeoPosition[{50.9390782,6.9819747}],GeoPosition[{45.4386,12.3267}],GeoPosition[ {37.3851769,-5.962403}],GeoPosition[{41.05,14.3333}],GeoPosition[{52.650376,54.860892}],GeoPosition[ {41.3879,2.16992}],GeoPosition[{36.7167,-4.41667}],GeoPosition[{41.9799109,2.81799316}],GeoPosition[ {37.3828,-5.97317}],GeoPosition[{41.61759955,-0.92140246}],GeoPosition[{36.785736,-3.6137245}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{41.56871062,2.25803375}],GeoPosition[{36.7857519,-3.6137007}],GeoPosition[ {36.72483657,-5.9306154}],GeoPosition[{40.45971003,-3.69171531}],GeoPosition[{37.8881751,-4.7793835}],GeoPosition[ {38.25,-3.61667}],GeoPosition[{37.2333,-3.63333}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[ {41.56871062,2.25803375}],GeoPosition[{43.30972222,-2.0075}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {38.61472222,-1.11972222}],GeoPosition[{43.73666667,-7.87722222}],GeoPosition[{37.785,-3.9025}],GeoPosition[ {37.19972222,-3.60472222}],GeoPosition[{39.562,-0.5}],GeoPosition[{37.3333,-5.83333}],GeoPosition[ {40.4167,-3.70325}],GeoPosition[{37.3828,-5.97317}],GeoPosition[{37.3828,-5.97317}],GeoPosition[ {41.56871062,2.25803375}],GeoPosition[{38.0002566,-1.1228805}],GeoPosition[{38.7084278,-9.13664831}],GeoPosition[ {43.61388017,-5.79556813}],GeoPosition[{39.4978107,-0.3745672}],GeoPosition[{43.5584198,-5.9308992}],GeoPosition[ {41.4745294,2.2844777}],GeoPosition[{41.674518,2.784144}],GeoPosition[{47.52997,21.63916}],GeoPosition[ {40.9658923,-5.6715805}],GeoPosition[{41.2255753,-8.6122785}],GeoPosition[{40.9659255,-5.6716891}],GeoPosition[ {41.56871062,2.25803375}],GeoPosition[{39.4495008,-0.3328157}],GeoPosition[{40.4849581,-3.6892463}],GeoPosition[ {43.5584198,-5.9308992}],GeoPosition[{39.4702,-0.376805}],GeoPosition[{36.7090544,-4.4635473}],GeoPosition[ {37.3851592,-5.9624085}],GeoPosition[{36.7090787,-4.4635328}],GeoPosition[{43.36,-5.845}],GeoPosition[ {41.40293,2.191702}],GeoPosition[{43.5584198,-5.9308992}],GeoPosition[{40.4064828,-3.69036763}],GeoPosition[ {41.56871062,2.25803375}],GeoPosition[{40.4167599,-3.7068}],GeoPosition[{37.3828,-5.97317}],GeoPosition[ {47.52997,21.63916}],GeoPosition[{39.4493487,-0.3330693}],GeoPosition[{36.6643493,-4.56282362}],GeoPosition[ {39.4667,-0.416667}],GeoPosition[{52.381905,13.1199934}],GeoPosition[{37.17117117,-3.57269739}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{43.5584198,-5.9308992}],GeoPosition[{52.3789976,4.89976263}],GeoPosition[ {37.3820387,-5.9731669}],GeoPosition[{41.3879,2.16992}],GeoPosition[{41.56871062,2.25803375}],GeoPosition[ {41.3869781,2.1823499}],GeoPosition[{43.5584198,-5.9308992}],GeoPosition[{37.1774938,-5.7756195}],GeoPosition[ {38.36508857,-0.48395725}],GeoPosition[{40.45259027,-3.68536378}],GeoPosition[{37.1774798,-5.7755996}],GeoPosition[ {39.9926985,-0.0731696}],GeoPosition[{37.78691194,-3.77710114}],GeoPosition[{40.41724827,-3.70498319}],GeoPosition[ {36.7090535,-4.4635558}],GeoPosition[{41.4902941,2.1849637}],GeoPosition[{41.3888016,2.1772399}],GeoPosition[ {41.5362091,2.0982201}],GeoPosition[{41.3878111,1.9461935}],GeoPosition[{39.4494865,-0.3328273}],GeoPosition[ {37.38397057,-5.95764171}],GeoPosition[{40.43921584,-3.71285148}],GeoPosition[{37.3667,-5.75}],GeoPosition[ {43.4833,-8.23333}],GeoPosition[{41.56871062,2.25803375}],GeoPosition[{36.7090754,-4.4635674}],GeoPosition[ {36.7090519,-4.4635576}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[{37.38533384,-6.05793942}],GeoPosition[ {37.4100925,-5.9813909}],GeoPosition[{43.5584198,-5.9308992}],GeoPosition[{41.56871062,2.25803375}],GeoPosition[ {40.36359612,-3.73886392}],GeoPosition[{60.4,22.21666667}],GeoPosition[{38.38393962,-0.75921408}],GeoPosition[ {37.8918022,-4.77382757}],GeoPosition[{42.6056,-5.57}],GeoPosition[{37.4100916,-5.9813646}],GeoPosition[ {41.6333,2.16667}],GeoPosition[{48.7667,9.18333}],GeoPosition[{45.0667,7.7}],GeoPosition[ {41.20567476,1.62352619}],GeoPosition[{41.56871062,2.25803375}],GeoPosition[{37.39410487,-5.99456703}],GeoPosition[ {37.4100957,-5.9813968}],GeoPosition[{41.20571788,1.6235844}],GeoPosition[{41.56871062,2.25803375}],GeoPosition[ {40.4883919,-3.6633201}],GeoPosition[{40.0317248,-5.481219}],GeoPosition[{39.7833,-4.86667}],GeoPosition[ {36.6,-6.23333}],GeoPosition[{41.56871062,2.25803375}],GeoPosition[{40.44583333,-3.6775}],GeoPosition[ {40.42251575,-3.66553443}],GeoPosition[{40.0317247,-5.4812195}],GeoPosition[{52.3727112,4.89714}],GeoPosition[ {37.3891716,-5.9790401}],GeoPosition[{52.30141601,-0.72874861}],GeoPosition[{41.56871062,2.25803375}],GeoPosition[ {40.4,-1.9}],GeoPosition[{38.7167,-9.13333}],GeoPosition[{41.6195739,-4.7631496}],GeoPosition[ {41.56871062,2.25803375}],GeoPosition[{48.13948303,11.56032484}],GeoPosition[{36.48343792,-4.96790238}],GeoPosition[ {41.56871062,2.25803375}],GeoPosition[{41.38138889,2.17305556}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {41.38781,1.94618}],GeoPosition[{41.9,12.5}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[ {41.40384119,2.17477799}],GeoPosition[{41.10996458,1.14474396}],GeoPosition[{41.56871062,2.25803375}],GeoPosition[ {38.96888889,0.185}],GeoPosition[{40.4215042,-3.7088892}],GeoPosition[{37.4100639,-5.9813782}],GeoPosition[ {40.37702972,-3.65640436}],GeoPosition[{50.87097,15.75669}],GeoPosition[{37.2789464,-6.8368593}],GeoPosition[ {40.42250614,-3.70930531}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{37.177511,-5.7756117}],GeoPosition[ {36.2542037,-5.96553556}],GeoPosition[{40.4167,-3.70325}],GeoPosition[{41.56871062,2.25803375}],GeoPosition[ {43.48276564,3.6890342}],GeoPosition[{37.2790131,-6.8368903}],GeoPosition[{40.2833,-3.8}],GeoPosition[ {40.25480362,-8.43522762}],GeoPosition[{41.48086415,2.27144433}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {41.59269878,1.83650771}],GeoPosition[{42.2289462,-8.7094362}],GeoPosition[{40.3901225,49.90075125}],GeoPosition[ {41.56871062,2.25803375}],GeoPosition[{48.8567,2.3508}],GeoPosition[{48.8567,2.3508}],GeoPosition[ {38.7167,-9.13333}],GeoPosition[{41.56871062,2.25803375}],GeoPosition[{40.32365042,-3.71586728}],GeoPosition[ {40.45259027,-3.68536378}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.3235555,-3.71587126}],GeoPosition[{43.2687,-2.9461}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {36.7183,-4.4202}],GeoPosition[{37.983,-1.1302}],GeoPosition[{43.3125603,-8.2905397}],GeoPosition[ {39.5715,2.6469}],GeoPosition[{37.3877,-6.0018}],GeoPosition[{39.4692,-0.3768}],GeoPosition[ {41.6517,-0.8813}],GeoPosition[{40.42219,-3.69711}],GeoPosition[{39.8304471,-3.4840111}],GeoPosition[ {39.8220099,-3.4832969}],GeoPosition[{52.65281439,-1.13803983}],GeoPosition[{43.47152904,-3.78045655}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{38.34662879,-0.49429291}],GeoPosition[{40.41162666,-3.70680746}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{40.41704446,-3.70354074}],GeoPosition[{40.48731293,-3.36935784}],GeoPosition[ {40.4167,-3.70325}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{42.83044877,-1.62543558}],GeoPosition[ {38.34657532,-0.49429265}],GeoPosition[{40.42219,-3.69711}],GeoPosition[{42.2667,-8.78333}],GeoPosition[ {38.28756186,-0.55259943}],GeoPosition[{37.2001731,-3.7058887}],GeoPosition[{38.34657836,-0.49428722}],GeoPosition[ {51.5038,-0.0741}],GeoPosition[{37.7333,-0.95}],GeoPosition[{52.381905,13.1199934}],GeoPosition[ {40.48731293,-3.36935784}],GeoPosition[{55.59517044,37.53483388}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[ {43.30972222,-2.0075}],GeoPosition[{37.3828,-5.97317}],GeoPosition[{38.61472222,-1.11972222}],GeoPosition[ {43.73666667,-7.87722222}],GeoPosition[{37.785,-3.9025}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {43.2745018,-2.97790003}],GeoPosition[{37.19972222,-3.60472222}],GeoPosition[{38.5333,-0.133333}],GeoPosition[ {55.9598275,-3.1832849}],GeoPosition[{38.34653566,-0.49427876}],GeoPosition[{42.25548679,-8.80074637}],GeoPosition[ {37.38027778,-6.01083333}],GeoPosition[{38.25472222,-0.64611111}],GeoPosition[{40.40647143,-3.6331228}],GeoPosition[ {52.53498458,13.38984757}],GeoPosition[{40.4167,-3.70325}],GeoPosition[{40.4167,-3.70325}],GeoPosition[ {40.4167,-3.70325}],GeoPosition[{40.4167,-3.70325}],GeoPosition[{42.30418279,-8.77289252}],GeoPosition[ {40.4063954,-3.63297887}],GeoPosition[{40.40640648,-3.63306814}],GeoPosition[{41.5813496,2.372138}],GeoPosition[ {38.34656418,-0.49426522}],GeoPosition[{40.40677078,-3.63325377}],GeoPosition[{40.40638152,-3.63318785}],GeoPosition[ {40.40640423,-3.63277588}],GeoPosition[{52.381905,13.1199934}],GeoPosition[{37.26587236,-6.95177785}],GeoPosition[ {42.6056,-5.57}],GeoPosition[{38.34656802,-0.49427086}],GeoPosition[{48.39615102,15.51869762}],GeoPosition[ {43.5333,-5.7}],GeoPosition[{43.26240158,-2.81509995}],GeoPosition[{41.3879,2.16992}],GeoPosition[ {51.4736,-0.0573}],GeoPosition[{37.9861,-1.1303}],GeoPosition[{43.3475,-4.1025}],GeoPosition[ {38.34654632,-0.4943034}],GeoPosition[{48.85825034,2.30800566}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.42219,-3.69711}],GeoPosition[{35.29159619,-2.93290355}],GeoPosition[{42.26118011,-8.78281849}],GeoPosition[ {39.06611111,-5.72277778}],GeoPosition[{43.3020723,-2.9906223}],GeoPosition[{43.3021556,-2.9906301}],GeoPosition[ {40.64472222,-4.76666667}],GeoPosition[{48.8295965,2.23566644}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {43.5572052,-5.9312294}],GeoPosition[{43.5572052,-5.9312294}],GeoPosition[{41.40694444,2.14972222}],GeoPosition[ {38.34651908,-0.49428942}],GeoPosition[{38.84391928,0.11694431}],GeoPosition[{36.2542037,-5.96553556}],GeoPosition[ {44.78412628,20.44964218}],GeoPosition[{51.22890354,9.52734321}],GeoPosition[{40.3787939,-3.412111}],GeoPosition[ {41.5813496,2.372138}],GeoPosition[{44.78412628,20.44964218}],GeoPosition[{40.4,-1.9}],GeoPosition[ {41.65393436,-0.88069694}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[ {40.3788719,-3.4121421}],GeoPosition[{40.3788811,-3.4121069}],GeoPosition[{37.86781486,-4.79753039}],GeoPosition[ {48.8574827,2.3596169}],GeoPosition[{51.61002661,-0.13318596}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{44.78412628,20.44964218}],GeoPosition[{43.5572052,-5.9312294}],GeoPosition[ {34.9170831,33.5793621}],GeoPosition[{43.5572052,-5.9312294}],GeoPosition[{36.72246,-4.42131}],GeoPosition[ {41.8,-1.61667}],GeoPosition[{41.890419,12.4905901}],GeoPosition[{38.81696,-1.27777}],GeoPosition[ {40.446876,-3.452777}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{43.2687,-2.9461}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{36.7183,-4.4202}],GeoPosition[{37.983,-1.1302}],GeoPosition[ {39.5715,2.6469}],GeoPosition[{37.3877,-6.0018}],GeoPosition[{39.4692,-0.3768}],GeoPosition[ {41.6517,-0.8813}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[{40.44988692,-3.66869839}],GeoPosition[ {40.45259027,-3.68536378}],GeoPosition[{52.5006,13.3989}],GeoPosition[{43.8021088,7.7204399}],GeoPosition[ {51.5218349,-0.15423672}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {42.8167,-1.63333}],GeoPosition[{40.44388889,-3.58611111}],GeoPosition[{40.38399004,-3.68027261}],GeoPosition[ {38.86991157,-1.09989616}],GeoPosition[{37.9712433,23.71593529}],GeoPosition[{38.69766667,-9.206}],GeoPosition[ {57.69869971,11.91358882}],GeoPosition[{39.46666667,-0.38333333}],GeoPosition[{37.388163,-5.982399}],GeoPosition[ {39.4682797,-0.40829767}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[{43.30972222,-2.0075}],GeoPosition[ {38.61472222,-1.11972222}],GeoPosition[{43.73666667,-7.87722222}],GeoPosition[{37.785,-3.9025}],GeoPosition[ {37.19972222,-3.60472222}],GeoPosition[{41.38138889,2.17305556}],GeoPosition[{37.37694444,-5.98694444}],GeoPosition[ {43.3333,-6.}],GeoPosition[{40.39026585,-3.73867748}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[ {40.4167,-3.70325}],GeoPosition[{40.4167,-3.70325}],GeoPosition[{37.6,-0.983333}],GeoPosition[ {42.2333,14.4167}],GeoPosition[{42.3544312,-7.8551998}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.1917,29.0611}],GeoPosition[ {40.4,-1.9}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {36.1456223,-5.45548388}],GeoPosition[{41.79594862,12.2552644}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{51.20638743,3.22317202}],GeoPosition[ {37.18273231,-3.59307301}],GeoPosition[{41.6552101,-4.7192612}],GeoPosition[{41.4416183,2.2455512}],GeoPosition[ {43.296918,-8.3076464}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{41.11923,1.23336}],GeoPosition[ {40.5260178,0.505865}],GeoPosition[{41.5890763,1.6585894}],GeoPosition[{53.3457,-6.2678}],GeoPosition[ {50.83333333,4.}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{43.26240158,-2.81509995}],GeoPosition[ {40.4667,-3.3667}],GeoPosition[{42.22098282,-8.72432122}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {44.78412628,20.44964218}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[{45.46257746,9.17646613}],GeoPosition[ {37.388163,-5.982399}],GeoPosition[{42.52805556,-1.67694444}],GeoPosition[{41.6552101,-4.7192612}],GeoPosition[ {44.78412628,20.44964218}],GeoPosition[{40.45259027,-3.68536378}],GeoPosition[{36.5073328,-4.6775493}],GeoPosition[ {37.388163,-5.982399}],GeoPosition[{41.5890763,1.6585894}],GeoPosition[{40.0317243,-5.4812185}],GeoPosition[ {51.22630352,4.42292098}],GeoPosition[{42.22557696,-8.7082354}],GeoPosition[{43.5039474,-5.745405}],GeoPosition[ {39.06611111,-5.72277778}],GeoPosition[{43.30972222,-2.0075}],GeoPosition[{38.61472222,-1.11972222}],GeoPosition[ {43.73666667,-7.87722222}],GeoPosition[{37.785,-3.9025}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {37.19972222,-3.60472222}],GeoPosition[{48.8488704,2.55345207}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {50.96664363,1.85033798}],GeoPosition[{36.4826927,-4.9909353}],GeoPosition[{38.25472222,-0.64611111}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{48.8567,2.3508}],GeoPosition[{39.47028,-0.37557}],GeoPosition[ {37.388163,-5.982399}],GeoPosition[{40.4,-3.68333}],GeoPosition[{52.381905,13.1199934}],GeoPosition[ {43.3475,-4.1025}],GeoPosition[{43.26240158,-2.81509995}],GeoPosition[{42.51476835,-8.8145735}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{37.3884058,-5.9741998}],GeoPosition[{41.65861111,-0.91111111}],GeoPosition[ {40.45259027,-3.68536378}],GeoPosition[{40.40884,-3.60263}],GeoPosition[{37.8833,-4.76667}],GeoPosition[ {48.8590256,2.29811714}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{41.49661446,2.04204575}],GeoPosition[ {45.46857,9.18103}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.47901042,-3.57210159}],GeoPosition[ {39.06611111,-5.72277778}],GeoPosition[{43.28329849,-2.13509989}],GeoPosition[{38.96888889,0.185}],GeoPosition[ {48.4102097,20.31707}],GeoPosition[{40.4,-1.9}],GeoPosition[{41.6552101,-4.7192612}],GeoPosition[ {37.38923819,-5.9904898}],GeoPosition[{41.47024203,2.04730248}],GeoPosition[{41.30371,2.08236}],GeoPosition[ {41.49194444,2.13888889}],GeoPosition[{42.14827174,2.77251888}],GeoPosition[{37.39083932,-5.99102634}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{41.320733,2.0968203}],GeoPosition[{43.2687,-2.9461}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{36.7183,-4.4202}],GeoPosition[{37.983,-1.1302}],GeoPosition[ {39.5715,2.6469}],GeoPosition[{37.3877,-6.0018}],GeoPosition[{39.4692,-0.3768}],GeoPosition[ {41.6517,-0.8813}],GeoPosition[{38.79798,-5.70321}],GeoPosition[{41.4678544,2.2825419}],GeoPosition[ {39.06611111,-5.72277778}],GeoPosition[{41.6552101,-4.7192612}],GeoPosition[{41.47026565,2.04730217}],GeoPosition[ {41.3207431,2.0968458}],GeoPosition[{41.3207285,2.0968236}],GeoPosition[{44.4333,26.1}],GeoPosition[ {54.0633,-2.88424}],GeoPosition[{37.9388504,-1.15957}],GeoPosition[{50.973075,6.95438555}],GeoPosition[ {36.7258095,-4.41636927}],GeoPosition[{42.8510579,-2.67177399}],GeoPosition[{40.45259027,-3.68536378}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.44764722,-3.65249658}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{36.1833,-5.5}],GeoPosition[{43.36871147,-8.40096766}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {41.5399625,1.8917615}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[{43.30972222,-2.0075}],GeoPosition[ {38.61472222,-1.11972222}],GeoPosition[{43.73666667,-7.87722222}],GeoPosition[{37.785,-3.9025}],GeoPosition[ {37.19972222,-3.60472222}],GeoPosition[{37.54600417,-1.44397603}],GeoPosition[{37.35526,-4.22976}],GeoPosition[ {41.6195572,-0.91854687}],GeoPosition[{40.4062908,-3.69054794}],GeoPosition[{37.388163,-5.982399}],GeoPosition[ {41.36415957,2.14038935}],GeoPosition[{40.47222222,-3.56083333}],GeoPosition[{41.4702019,2.04714569}],GeoPosition[ {40.4062908,-3.69054794}],GeoPosition[{41.47032614,2.04702701}],GeoPosition[{41.92197508,12.60998857}],GeoPosition[ {53.71593923,-1.13190293}],GeoPosition[{52.381905,13.1199934}],GeoPosition[{37.2463681,-6.9554583}],GeoPosition[ {38.2333,-1.41667}],GeoPosition[{43.264284,-2.950366}],GeoPosition[{41.54859167,2.1075}],GeoPosition[ {40.46476275,-3.57002512}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[{36.48674072,-4.95323104}],GeoPosition[ {43.72324048,11.21773897}],GeoPosition[{42.00908043,-4.53018083}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {56.96363182,24.13832307}],GeoPosition[{40.38423907,-3.76426}],GeoPosition[{40.74981451,14.64247942}],GeoPosition[ {40.74981451,14.64247942}],GeoPosition[{42.1293503,-2.234018}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {43.3167,-1.98333}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{37.2463681,-6.9554583}],GeoPosition[{41.60738,1.9872}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{43.2687,-2.9461}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {36.7183,-4.4202}],GeoPosition[{37.983,-1.1302}],GeoPosition[{39.5715,2.6469}],GeoPosition[ {37.3877,-6.0018}],GeoPosition[{39.4692,-0.3768}],GeoPosition[{41.6517,-0.8813}],GeoPosition[ {39.06611111,-5.72277778}],GeoPosition[{40.3943783,-3.5054083}],GeoPosition[{39.4705585,-0.37395173}],GeoPosition[ {40.45259027,-3.68536378}],GeoPosition[{36.76358751,-2.10967699}],GeoPosition[{55.62027778,37.74361111}],GeoPosition[ {40.47729169,-3.73962857}],GeoPosition[{40.40636033,-3.63284019}],GeoPosition[{40.4,-1.9}],GeoPosition[ {40.40645942,-3.63351178}],GeoPosition[{40.40666017,-3.63284552}],GeoPosition[{37.6734164,-4.9299311}],GeoPosition[ {40.40641233,-3.63286747}],GeoPosition[{40.4355011,-3.5609901}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {39.06611111,-5.72277778}],GeoPosition[{38.7609054,-9.3975484}],GeoPosition[{39.19615,-2.16372}],GeoPosition[ {39.8220099,-3.4832969}],GeoPosition[{38.79798,-5.70321}],GeoPosition[{41.7112367,1.8356687}],GeoPosition[ {43.3465042,-8.3883704}],GeoPosition[{41.3883514,2.1600599}],GeoPosition[{41.60738,1.9872}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.4355011,-3.5609901}],GeoPosition[{37.6734434,-4.9300139}],GeoPosition[ {40.379593,-3.604781}],GeoPosition[{41.156,1.108}],GeoPosition[{53.55,10.0014}],GeoPosition[ {41.65,-4.71667}],GeoPosition[{41.3833618,2.1686599}],GeoPosition[{48.14126996,11.60479074}],GeoPosition[ {41.45275879,2.19509006}],GeoPosition[{37.3876779,-5.98003971}],GeoPosition[{41.38092667,2.12424156}],GeoPosition[ {37.6734332,-4.929981}],GeoPosition[{40.4,-3.68333}],GeoPosition[{45.76384,7.30417}],GeoPosition[ {41.11581226,1.2504891}],GeoPosition[{41.6552101,-4.7192612}],GeoPosition[{43.25740051,-2.38520002}],GeoPosition[ {43.18069839,-2.01719999}],GeoPosition[{43.14479828,-1.98769999}],GeoPosition[{43.25450134,-2.89310002}],GeoPosition[ {42.86589813,-2.74559999}],GeoPosition[{43.25087738,-2.6512394}],GeoPosition[{43.26509857,-2.90799999}],GeoPosition[ {43.31403351,-2.74675131}],GeoPosition[{43.44400024,-2.75510001}],GeoPosition[{43.15729904,-2.9375999}],GeoPosition[ {43.21160126,-2.88549995}],GeoPosition[{56.3943518,-3.4518455}],GeoPosition[{40.46776455,-3.56948976}],GeoPosition[ {44.65,10.9333}],GeoPosition[{40.46898819,-3.65640879}],GeoPosition[{37.6733248,-4.9299825}],GeoPosition[ {41.65594585,-4.70188751}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[{43.30972222,-2.0075}],GeoPosition[ {38.61472222,-1.11972222}],GeoPosition[{43.73666667,-7.87722222}],GeoPosition[{37.785,-3.9025}],GeoPosition[ {37.6734314,-4.9300209}],GeoPosition[{41.54859167,2.1075}],GeoPosition[{37.19972222,-3.60472222}],GeoPosition[ {37.7424479,29.1205933}],GeoPosition[{37.38027778,-6.01083333}],GeoPosition[{40.45259027,-3.68536378}],GeoPosition[ {40.41583863,-3.66321847}],GeoPosition[{38.25472222,-0.64611111}],GeoPosition[{39.12929,-6.82071}],GeoPosition[ {41.5890763,1.6585894}],GeoPosition[{41.2333,1.81667}],GeoPosition[{40.42595421,-3.6080484}],GeoPosition[ {39.45998698,-0.38194656}],GeoPosition[{39.46364083,-0.34768833}],GeoPosition[{44.78412628,20.44964218}],GeoPosition[ {40.47527016,-3.65397276}],GeoPosition[{42.53261249,1.70088814}],GeoPosition[{41.3833,2.18333}],GeoPosition[ {36.7136735,-4.44313991}],GeoPosition[{55.75988411,37.5330227}],GeoPosition[{45.43947116,12.33291372}],GeoPosition[ {43.24936026,-2.92186976}],GeoPosition[{41.5733058,2.23118888}],GeoPosition[{40.42129898,-3.6016705}],GeoPosition[ {40.42420087,-3.69917156}],GeoPosition[{43.3475,-4.1025}],GeoPosition[{41.3833,2.18333}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{36.47962637,-6.18240732}],GeoPosition[{40.1811,44.5136}],GeoPosition[ {41.06557878,29.00820596}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{41.6108714,0.6167451}],GeoPosition[{43.3662351,-5.8767716}],GeoPosition[ {37.39456,-5.99099}],GeoPosition[{40.4192085,-3.7017701}],GeoPosition[{40.27479935,-3.69084597}],GeoPosition[ {40.25788116,-3.76265264}],GeoPosition[{40.35800552,-3.67999053}],GeoPosition[{40.3896637,-3.61695004}],GeoPosition[ {40.50757599,-3.70859027}],GeoPosition[{40.46717834,-3.79169226}],GeoPosition[{40.46159744,-3.4952457}],GeoPosition[ {41.4419353,2.2461547}],GeoPosition[{35.29401877,-2.94030841}],GeoPosition[{37.38628116,-6.00094519}],GeoPosition[ {40.47332855,-3.68120841}],GeoPosition[{40.47729169,-3.73962857}],GeoPosition[{36.72773311,-4.42151988}],GeoPosition[ {42.1276016,-8.8095322}],GeoPosition[{40.46044537,-3.68850505}],GeoPosition[{40.3720662,-3.5416407}],GeoPosition[ {40.41970731,-3.69855957}],GeoPosition[{51.6187684,-3.9359681}],GeoPosition[{40.32475281,-3.89397621}],GeoPosition[ {41.44641876,2.23404622}],GeoPosition[{41.44868851,2.20137548}],GeoPosition[{41.40845871,2.0097084}],GeoPosition[ {40.3670311,-3.80665922}],GeoPosition[{40.3982811,-3.76594543}],GeoPosition[{41.43952179,2.15840435}],GeoPosition[ {41.38174057,2.1854825}],GeoPosition[{40.27438736,-3.75184464}],GeoPosition[{40.46615219,-3.80518055}],GeoPosition[ {44.14527778,12.24916667}],GeoPosition[{40.3720664,-3.541687}],GeoPosition[{40.372105,-3.5416642}],GeoPosition[ {42.37097693,-3.84387342}],GeoPosition[{40.44921323,-3.60927284}],GeoPosition[{41.26208572,1.93009935}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{38.82717727,-1.55559478}],GeoPosition[{41.54859167,2.1075}],GeoPosition[ {56.13606619,10.16099482}],GeoPosition[{48.02366227,0.20174529}],GeoPosition[{39.4689138,-6.3698313}],GeoPosition[ {42.43004904,-2.45829786}],GeoPosition[{33.3386,44.3939}],GeoPosition[{43.3333,-6.}],GeoPosition[ {36.7,-6.1167}],GeoPosition[{40.46047158,-3.68850933}],GeoPosition[{37.37037635,-6.00033119}],GeoPosition[ {35.3442,-3.7143}],GeoPosition[{37.34383011,-5.98705912}],GeoPosition[{40.64563751,-3.73248816}],GeoPosition[ {42.46415629,-2.45345387}],GeoPosition[{43.5579538,-5.9279794}],GeoPosition[{43.5301641,-5.6682473}],GeoPosition[ {40.3923913,-3.70183704}],GeoPosition[{40.48310768,-3.68662612}],GeoPosition[{37.3772,-5.98694}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.47901042,-3.57210159}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {37.2608414,-6.9459}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{55.7957326,-3.9767951}],GeoPosition[ {40.4062908,-3.69054794}],GeoPosition[{39.871377,-3.9359617}],GeoPosition[{43.2687,-2.9461}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{36.7183,-4.4202}],GeoPosition[{37.983,-1.1302}],GeoPosition[ {39.5715,2.6469}],GeoPosition[{37.3877,-6.0018}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[ {39.4692,-0.3768}],GeoPosition[{39.9069135,-1.870685}],GeoPosition[{39.5197888,2.74384168}],GeoPosition[ {37.39027023,-6.02804995}],GeoPosition[{37.3572197,-6.00280905}],GeoPosition[{41.53860474,2.08554649}],GeoPosition[ {41.44538879,1.99989998}],GeoPosition[{41.44810867,1.99064004}],GeoPosition[{48.8688,2.30083}],GeoPosition[ {38.5333,-0.133333}],GeoPosition[{41.2582724,1.7719504}],GeoPosition[{37.3772,-5.98694}],GeoPosition[ {42.89199305,-8.4203253}],GeoPosition[{43.5580096,-5.9278223}],GeoPosition[{40.45259027,-3.68536378}],GeoPosition[ {53.4003,-2.9927}],GeoPosition[{41.2582663,1.771961}],GeoPosition[{44.78412628,20.44964218}],GeoPosition[ {37.38130907,-5.98549962}],GeoPosition[{55.7522,37.6156}],GeoPosition[{37.38074543,-5.9871435}],GeoPosition[ {43.2549171,-2.9480346}],GeoPosition[{38.34523756,-0.48118723}],GeoPosition[{41.39114,2.1568999}],GeoPosition[ {40.15777588,0.1531287}],GeoPosition[{41.5033989,2.14210796}],GeoPosition[{41.2582684,1.7719727}],GeoPosition[ {41.6109774,0.6170569}],GeoPosition[{41.258273,1.7719198}],GeoPosition[{38.74313234,-9.15571045}],GeoPosition[ {37.18070448,-3.59119705}],GeoPosition[{41.40025,2.15958}],GeoPosition[{36.7167,-4.41667}],GeoPosition[ {38.34531955,-0.48281076}],GeoPosition[{37.3813892,-5.9578018}],GeoPosition[{37.5186967,-5.9785022}],GeoPosition[ {38.2799236,-6.9242329}],GeoPosition[{41.14002886,-8.6133698}],GeoPosition[{37.5186967,-5.9785022}],GeoPosition[ {41.2582471,1.7719072}],GeoPosition[{40.463677,-3.5930346}],GeoPosition[{37.880104,-4.8138671}],GeoPosition[ {40.4,-1.9}],GeoPosition[{41.3833,2.18333}],GeoPosition[{41.2210994,1.72034811}],GeoPosition[ {39.65853882,2.80614543}],GeoPosition[{39.65853882,2.80614543}],GeoPosition[{40.46506119,-3.62540221}],GeoPosition[ {39.49024582,-0.43216771}],GeoPosition[{40.45102692,-3.73986983}],GeoPosition[{41.65,-0.8833}],GeoPosition[ {40.3751447,-3.7537816}],GeoPosition[{41.258263,1.7719599}],GeoPosition[{40.95326448,-5.67204186}],GeoPosition[ {41.9094012,0.2074135}],GeoPosition[{41.3833,2.18333}],GeoPosition[{41.14418858,1.41272965}],GeoPosition[ {37.2229,-3.6899}],GeoPosition[{41.409295,2.1404283}],GeoPosition[{41.51815625,2.186452}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{41.3531061,2.0902412}],GeoPosition[{43.2687,-2.9461}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{36.7183,-4.4202}],GeoPosition[{37.983,-1.1302}],GeoPosition[ {39.5715,2.6469}],GeoPosition[{37.3877,-6.0018}],GeoPosition[{39.4692,-0.3768}],GeoPosition[ {41.6517,-0.8813}],GeoPosition[{40.4,-3.68333}],GeoPosition[{54.11169071,12.08014356}],GeoPosition[ {39.871377,-3.9359617}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[{39.47544058,-0.40824795}],GeoPosition[ {46.6232892,8.03803871}],GeoPosition[{36.5167,-4.88333}],GeoPosition[{37.38933945,-6.01419067}],GeoPosition[ {37.3572197,-6.00280905}],GeoPosition[{37.39027023,-6.02804995}],GeoPosition[{41.45503616,2.18825746}],GeoPosition[ {41.6552134,-4.7195704}],GeoPosition[{40.3824234,-3.8133266}],GeoPosition[{40.36436844,-3.66429782}],GeoPosition[ {41.3465538,2.07151699}],GeoPosition[{40.3982811,-3.76594543}],GeoPosition[{41.12137462,22.51349295}],GeoPosition[ {47.39057186,8.53316704}],GeoPosition[{41.2582605,1.7719572}],GeoPosition[{37.8833,-4.76667}],GeoPosition[ {40.34472762,-3.69109236}],GeoPosition[{42.52805556,-1.67694444}],GeoPosition[{36.855602,-5.6373089}],GeoPosition[ {40.40587987,-3.68813847}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{36.5167,-4.88333}],GeoPosition[ {41.2582225,1.7718309}],GeoPosition[{41.65219696,-0.87978266}],GeoPosition[{37.3418808,-6.0594201}],GeoPosition[ {37.39895049,-6.03272178}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{39.46666667,-0.38333333}],GeoPosition[ {41.389557,2.1635908}],GeoPosition[{40.47332855,-3.68120841}],GeoPosition[{41.351338,2.112962}],GeoPosition[ {36.1275,-5.45389}],GeoPosition[{37.1755714,-3.58884}],GeoPosition[{39.55944444,-1.27944444}],GeoPosition[ {41.2582289,1.7719222}],GeoPosition[{51.4185921,-0.2075661}],GeoPosition[{41.389557,2.1635908}],GeoPosition[ {40.32849701,-3.86384761}],GeoPosition[{37.34383011,-5.98705912}],GeoPosition[{41.2257632,16.2952878}],GeoPosition[ {39.46227646,-0.41586581}],GeoPosition[{41.46741486,2.17207003}],GeoPosition[{41.38131714,2.10107636}],GeoPosition[ {41.38174057,2.1854825}],GeoPosition[{37.35977173,-5.95629978}],GeoPosition[{39.48588943,-0.43242809}],GeoPosition[ {37.40533829,-5.94828987}],GeoPosition[{43.13307571,-8.33095551}],GeoPosition[{40.4268608,-3.6851001}],GeoPosition[ {34.802075,38.996815}],GeoPosition[{42.35566228,-3.66445209}],GeoPosition[{41.72944444,1.82722222}],GeoPosition[ {37.40359848,-5.98722125}],GeoPosition[{43.3374924,-2.8599319}],GeoPosition[{40.61010222,-3.71127673}],GeoPosition[ {55.959828,-3.1832766}],GeoPosition[{41.37913978,2.19221977}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {41.54859167,2.1075}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{39.871377,-3.9359617}],GeoPosition[ {39.4633805,-0.3917084}],GeoPosition[{41.4292694,2.1055561}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.47901042,-3.57210159}],GeoPosition[{43.18805556,-4.04833333}],GeoPosition[{38.3869856,-2.5826468}],GeoPosition[ {41.2597326,1.774987}],GeoPosition[{38.8770097,-6.9699515}],GeoPosition[{59.37741757,17.02560731}],GeoPosition[ {40.41890339,-3.5465912}],GeoPosition[{41.6552134,-4.7195704}],GeoPosition[{40.3824234,-3.8133266}],GeoPosition[ {38.8769874,-6.9699178}],GeoPosition[{38.7167,-9.13333}],GeoPosition[{41.6177793,1.8477519}],GeoPosition[ {41.38282,2.10563}],GeoPosition[{39.4646492,-0.39425}],GeoPosition[{41.95610358,12.69599886}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{46.76943834,24.65659737}],GeoPosition[ {37.32740375,-5.96904508}],GeoPosition[{40.35769611,-3.8168847}],GeoPosition[{39.4634153,-0.3916787}],GeoPosition[ {37.98012035,-1.12860131}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{36.57628274,-4.58305454}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.4,-3.68333}],GeoPosition[{41.3879,2.16992}],GeoPosition[ {40.52846297,-3.67402142}],GeoPosition[{38.07327313,12.81220712}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {39.871377,-3.9359617}],GeoPosition[{39.95749263,-4.83258358}],GeoPosition[{41.65194444,-4.72888889}],GeoPosition[ {39.4634559,-0.39174}],GeoPosition[{40.41649878,-3.6841619}],GeoPosition[{39.6333,-3.33333}],GeoPosition[ {39.06611111,-5.72277778}],GeoPosition[{43.15,-6.51667}],GeoPosition[{42.22707587,-8.46627785}],GeoPosition[ {43.30972222,-2.0075}],GeoPosition[{40.40581576,-3.69846799}],GeoPosition[{38.61472222,-1.11972222}],GeoPosition[ {43.73666667,-7.87722222}],GeoPosition[{37.785,-3.9025}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {52.3620271,4.88268729}],GeoPosition[{37.39027023,-6.02804995}],GeoPosition[{40.32290649,-3.73039889}],GeoPosition[ {40.32015228,-3.69225717}],GeoPosition[{37.40533829,-5.94828987}],GeoPosition[{40.3896637,-3.61695004}],GeoPosition[ {37.35977173,-5.95629978}],GeoPosition[{37.3572197,-6.00280905}],GeoPosition[{40.46457672,-3.48332596}],GeoPosition[ {40.44961166,-3.60804009}],GeoPosition[{41.35223007,2.15525007}],GeoPosition[{37.19972222,-3.60472222}],GeoPosition[ {38.34602901,-0.48286651}],GeoPosition[{38.7667,-4.83333}],GeoPosition[{37.3772,-5.98694}],GeoPosition[ {43.2167,2.35}],GeoPosition[{39.4634238,-0.3916872}],GeoPosition[{40.2652201,-3.84048199}],GeoPosition[ {41.6551969,-4.7192643}],GeoPosition[{39.00024826,1.5777096}],GeoPosition[{38.7667,-4.83333}],GeoPosition[ {38.87267461,-6.9805445}],GeoPosition[{43.26668133,-2.94268806}],GeoPosition[{43.2581058,-2.93036272}],GeoPosition[ {43.26310625,-2.94701387}],GeoPosition[{41.6569501,-0.88533819}],GeoPosition[{43.25960598,-2.93396761}],GeoPosition[ {43.26375628,-2.93355564}],GeoPosition[{38.2736816,-0.68651}],GeoPosition[{42.31290245,-1.97985968}],GeoPosition[ {41.4092918,2.140446}],GeoPosition[{37.97510206,23.73029841}],GeoPosition[{41.08262487,1.14582198}],GeoPosition[ {40.47222222,-3.56083333}],GeoPosition[{39.4634217,-0.3917191}],GeoPosition[{40.44020266,-3.70685577}],GeoPosition[ {36.5167,-4.88333}],GeoPosition[{37.0167,-4.55}],GeoPosition[{40.96890132,39.83946051}],GeoPosition[ {43.3771859,-8.4031445}],GeoPosition[{40.9,0.8}],GeoPosition[{41.4093076,2.1404618}],GeoPosition[ {42.4,0.15}],GeoPosition[{43.,12.}],GeoPosition[{41.6547318,-0.88005}],GeoPosition[ {40.4873576,-3.6505526}],GeoPosition[{42.6667,-2.03333}],GeoPosition[{42.8167,-1.63333}],GeoPosition[ {39.871377,-3.9359617}],GeoPosition[{42.84559634,-2.67237577}],GeoPosition[{39.93755341,-0.4636364}],GeoPosition[ {40.17234421,0.16166}],GeoPosition[{36.50003052,-6.25585365}],GeoPosition[{40.46506119,-3.62540221}],GeoPosition[ {40.46615219,-3.80518055}],GeoPosition[{40.45102692,-3.73986983}],GeoPosition[{39.48588943,-0.43242809}],GeoPosition[ {36.7146225,-4.55038118}],GeoPosition[{40.25622559,-3.76332974}],GeoPosition[{39.5667,2.65}],GeoPosition[ {37.3772,-5.98694}],GeoPosition[{43.96373323,12.77198205}],GeoPosition[{37.59831791,-0.98501841}],GeoPosition[ {37.3772,-5.98694}],GeoPosition[{38.23121076,-0.54952639}],GeoPosition[{37.1,-3.63333}],GeoPosition[ {42.53261249,1.70088814}],GeoPosition[{36.5264247,-6.1807803}],GeoPosition[{38.87619816,1.36825128}],GeoPosition[ {55.959828,-3.1832778}],GeoPosition[{38.34523756,-0.48118723}],GeoPosition[{36.5264134,-6.1807784}],GeoPosition[ {39.4634136,-0.3916976}],GeoPosition[{39.5667,2.65}],GeoPosition[{35.2873583,-2.9482107}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{41.36145455,2.13910503}],GeoPosition[{38.38981228,-0.44274914}],GeoPosition[ {42.44070436,-8.87195198}],GeoPosition[{39.4634518,-0.3917288}],GeoPosition[{41.6375734,-0.8943722}],GeoPosition[ {37.3772,-5.98694}],GeoPosition[{38.35,-0.483333}],GeoPosition[{37.6734318,-4.9299408}],GeoPosition[ {40.35903931,-3.76364994}],GeoPosition[{41.38336182,2.10782003}],GeoPosition[{40.48465729,-3.7430284}],GeoPosition[ {40.50757599,-3.70859027}],GeoPosition[{41.6552366,-4.7194342}],GeoPosition[{40.4873988,-3.6506142}],GeoPosition[ {36.67206439,-6.12012302}],GeoPosition[{37.8951985,-4.7818188}],GeoPosition[{41.3333,1.36667}],GeoPosition[ {39.4634347,-0.3916707}],GeoPosition[{37.8833,-4.76667}],GeoPosition[{37.26035117,-6.52125504}],GeoPosition[ {42.1922188,0.33716}],GeoPosition[{41.387324,2.166007}],GeoPosition[{39.2582061,-5.0688624}],GeoPosition[ {39.45819029,-0.37245127}],GeoPosition[{41.4131244,2.1030217}],GeoPosition[{39.4634089,-0.3916879}],GeoPosition[ {41.38282,2.10563}],GeoPosition[{43.5392083,-5.6676481}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {36.67206439,-6.12012302}],GeoPosition[{38.91636428,-6.35498841}],GeoPosition[{51.4544,-2.5935}],GeoPosition[ {39.4634106,-0.3915893}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[{42.8935942,-8.4210256}],GeoPosition[ {43.3333,-8.4}],GeoPosition[{41.6530479,-4.7398801}],GeoPosition[{40.4467172,-4.00324513}],GeoPosition[ {40.2167,-6.8}],GeoPosition[{37.4027481,-5.9895802}],GeoPosition[{40.42912036,-3.70076468}],GeoPosition[ {40.41782128,-3.6844646}],GeoPosition[{40.42324066,-3.88471055}],GeoPosition[{37.34458542,-5.96674109}],GeoPosition[ {41.40776825,2.12268686}],GeoPosition[{40.56029129,-3.59884}],GeoPosition[{43.27209854,-2.96790004}],GeoPosition[ {40.47332855,-3.68120841}],GeoPosition[{36.67206439,-6.12012302}],GeoPosition[{39.4634083,-0.3915673}],GeoPosition[ {40.95979,-5.66571}],GeoPosition[{40.4,-3.68333}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{37.3994,-5.99686}],GeoPosition[{38.2833529,-0.7097399}],GeoPosition[ {40.42660048,-3.70330336}],GeoPosition[{38.5353088,-3.27703}],GeoPosition[{40.53401559,-3.69390677}],GeoPosition[ {36.35,25.4}],GeoPosition[{36.67206439,-6.12012302}],GeoPosition[{43.3771859,-8.4031445}],GeoPosition[ {37.27032207,-6.9401318}],GeoPosition[{55.67296345,12.56528524}],GeoPosition[{43.3333,-6.}],GeoPosition[ {43.26280975,-2.95677934}],GeoPosition[{39.46888278,-0.3783524}],GeoPosition[{40.4192085,-3.7017701}],GeoPosition[ {36.67206439,-6.12012302}],GeoPosition[{36.50003052,-6.25585365}],GeoPosition[{37.38182831,-6.04446697}],GeoPosition[ {42.9731369,-8.44719601}],GeoPosition[{40.64563751,-3.73248816}],GeoPosition[{40.55627441,-3.71043992}],GeoPosition[ {41.37912166,2.13936829}],GeoPosition[{40.4,-3.68333}],GeoPosition[{51.5380265,46.0098343}],GeoPosition[ {45.0167,9.66667}],GeoPosition[{39.4633801,-0.3915543}],GeoPosition[{51.4781981,-0.2107748}],GeoPosition[ {40.50218,-3.66426}],GeoPosition[{39.45998698,-0.38194656}],GeoPosition[{63.8120954,20.3084373}],GeoPosition[ {39.4633978,-0.3915329}],GeoPosition[{42.42212646,-8.63640788}],GeoPosition[{39.460497,-0.382306}],GeoPosition[ {41.38813629,2.1592148}],GeoPosition[{48.78693592,6.38173203}],GeoPosition[{41.43768136,2.14515248}],GeoPosition[ {40.44296256,-3.6831665}],GeoPosition[{37.39861111,-6.00722222}],GeoPosition[{39.4634121,-0.3915702}],GeoPosition[ {40.41119,-3.70565}],GeoPosition[{40.41842,-3.69659}],GeoPosition[{54.7401009,55.9864197}],GeoPosition[ {36.5207229,-6.1515152}],GeoPosition[{40.38835907,-3.76449919}],GeoPosition[{48.8567,2.3508}],GeoPosition[ {34.8833,35.8833}],GeoPosition[{36.71777966,-4.41052011}],GeoPosition[{40.49583386,-3.56743161}],GeoPosition[ {40.9667,-5.65}],GeoPosition[{40.42912307,-3.70079324}],GeoPosition[{42.57026672,-2.75213814}],GeoPosition[ {41.9607811,-0.7209599}],GeoPosition[{41.90711975,0.2245855}],GeoPosition[{41.52228928,0.38711059}],GeoPosition[ {37.41339111,-5.99892139}],GeoPosition[{41.40499115,2.11833}],GeoPosition[{43.3302002,-2.99620008}],GeoPosition[ {40.54594824,-3.45845171}],GeoPosition[{40.43148279,-3.68682653}],GeoPosition[{39.54754157,-0.46152691}],GeoPosition[ {40.9697479,-5.65975814}],GeoPosition[{41.65,-4.71667}],GeoPosition[{41.39427949,2.12612128}],GeoPosition[ {39.4634129,-0.391547}],GeoPosition[{37.1889522,-3.6199882}],GeoPosition[{38.263613,-0.698925}],GeoPosition[ {39.49262985,-0.4585835}],GeoPosition[{39.79470079,-0.13550995}],GeoPosition[{38.3754438,-0.42481947}],GeoPosition[ {41.65411846,-0.8785359}],GeoPosition[{41.6578761,-4.743438}],GeoPosition[{43.2644081,-2.9342501}],GeoPosition[ {41.65344,-0.88024}],GeoPosition[{41.3786709,2.1608643}],GeoPosition[{37.9861,-1.1303}],GeoPosition[ {42.8637126,-8.65243466}],GeoPosition[{42.89199305,-8.4203253}],GeoPosition[{41.38188933,2.17153617}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{39.4633964,-0.3915376}],GeoPosition[{38.36879472,-0.49378931}],GeoPosition[ {43.35984758,-8.31830008}],GeoPosition[{39.4634076,-0.3915787}],GeoPosition[{37.16222222,-3.60416667}],GeoPosition[ {40.4331647,-3.60968867}],GeoPosition[{41.51805878,2.14992309}],GeoPosition[{43.22632599,-8.70431614}],GeoPosition[ {38.96888889,0.185}],GeoPosition[{38.85,0.116667}],GeoPosition[{38.8894564,-6.8996451}],GeoPosition[ {39.41263235,-0.42418088}],GeoPosition[{39.98856651,-0.03788521}],GeoPosition[{41.6552366,-4.7194342}],GeoPosition[ {38.3682276,-0.4269644}],GeoPosition[{36.7915,-6.33787}],GeoPosition[{41.0706,1.05698}],GeoPosition[ {39.4633936,-0.3915483}],GeoPosition[{41.2196783,27.8837603}],GeoPosition[{36.67206439,-6.12012302}],GeoPosition[ {41.61759955,-0.92140246}],GeoPosition[{39.71945,2.87216}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {43.37090042,-8.39742498}],GeoPosition[{37.4005405,-6.0347955}],GeoPosition[{41.3833,2.18333}],GeoPosition[ {37.17605438,-3.58720057}],GeoPosition[{40.4,-3.68333}],GeoPosition[{39.00751109,-0.16852814}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{39.4634016,-0.3915425}],GeoPosition[{36.5167,-4.88333}],GeoPosition[ {43.69415373,11.25572894}],GeoPosition[{40.4183083,-3.7031901}],GeoPosition[{40.41203449,-3.71171655}],GeoPosition[ {41.3833,2.18333}],GeoPosition[{38.87962,-6.9707}],GeoPosition[{43.37518956,-8.40305533}],GeoPosition[ {36.72471,-4.43409}],GeoPosition[{37.66751933,-1.7010906}],GeoPosition[{39.6,-9.06666667}],GeoPosition[ {40.33318511,-3.86632233}],GeoPosition[{43.26668133,-2.94268806}],GeoPosition[{43.2581058,-2.93036272}],GeoPosition[ {43.26310625,-2.94701387}],GeoPosition[{43.25960598,-2.93396761}],GeoPosition[{43.26375628,-2.93355564}],GeoPosition[ {36.7146225,-4.55038118}],GeoPosition[{42.42861557,-2.72237706}],GeoPosition[{42.30400085,-0.42830971}],GeoPosition[ {37.64355087,-6.15640736}],GeoPosition[{37.38785934,-6.02487707}],GeoPosition[{40.34472762,-3.69109236}],GeoPosition[ {43.41170194,-3.41440136}],GeoPosition[{41.6769339,-0.8765815}],GeoPosition[{39.4633899,-0.3915756}],GeoPosition[ {40.377381,-3.701134}],GeoPosition[{37.1833,-3.6}],GeoPosition[{37.85,-4.9}],GeoPosition[ {37.879631,-4.78021}],GeoPosition[{40.57898197,-3.95663589}],GeoPosition[{39.95,-3.96667}],GeoPosition[ {39.65723032,-0.51482412}],GeoPosition[{37.18055729,-3.60403449}],GeoPosition[{37.8751183,-4.80125}],GeoPosition[ {40.45259027,-3.68536378}],GeoPosition[{39.463401,-0.3915685}],GeoPosition[{43.44120358,-2.78319422}],GeoPosition[ {40.3,-4.}],GeoPosition[{44.3954298,8.93957758}],GeoPosition[{37.20344995,-3.59950814}],GeoPosition[ {40.44605,-3.67342}],GeoPosition[{37.17423684,-3.59782176}],GeoPosition[{40.58677284,-4.15061923}],GeoPosition[ {40.6254444,-3.1651592}],GeoPosition[{39.4633942,-0.3915202}],GeoPosition[{37.5524406,-5.0820098}],GeoPosition[ {40.52215506,-3.88192356}],GeoPosition[{40.4264103,-3.7145856}],GeoPosition[{43.26117487,-2.93944359}],GeoPosition[ {51.51330224,-0.13134784}],GeoPosition[{45.64384789,8.86059836}],GeoPosition[{40.41203449,-3.71171655}],GeoPosition[ {43.2644081,-2.9342501}],GeoPosition[{40.4,-3.68333}],GeoPosition[{39.57127756,2.63827715}],GeoPosition[ {44.3954298,8.93957758}],GeoPosition[{40.20516239,-5.78192597}],GeoPosition[{41.4060522,2.1391494}],GeoPosition[ {39.4633906,-0.3915332}],GeoPosition[{41.65239288,-0.8795929}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {36.50003052,-6.25585365}],GeoPosition[{37.38785934,-6.02487707}],GeoPosition[{37.41339111,-5.99892139}],GeoPosition[ {44.3954298,8.93957758}],GeoPosition[{41.40253,2.16287}],GeoPosition[{43.4333,-4.4}],GeoPosition[ {40.6254346,-3.1651857}],GeoPosition[{36.8182587,-2.5701228}],GeoPosition[{44.3954298,8.93957758}],GeoPosition[ {40.41782128,-3.6844646}],GeoPosition[{40.4,-1.9}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {42.3662891,-2.4822087}],GeoPosition[{40.41203449,-3.71171655}],GeoPosition[{48.8244204,2.2892325}],GeoPosition[ {48.02261093,0.20042995}],GeoPosition[{44.3954298,8.93957758}],GeoPosition[{41.3833,2.18333}],GeoPosition[ {39.10541893,-5.32945368}],GeoPosition[{40.42056727,-3.70364341}],GeoPosition[{42.87861,-8.5445499}],GeoPosition[ {40.41203449,-3.71171655}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {42.3662891,-2.4822087}],GeoPosition[{40.4620581,-3.6154738}],GeoPosition[{40.46020603,-3.69220067}],GeoPosition[ {43.2687,-2.9461}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{36.7183,-4.4202}],GeoPosition[ {37.983,-1.1302}],GeoPosition[{39.5715,2.6469}],GeoPosition[{37.3877,-6.0018}],GeoPosition[ {39.4692,-0.3768}],GeoPosition[{38.5588965,-6.3439191}],GeoPosition[{39.4634082,-0.3915504}],GeoPosition[ {43.32415386,-3.01684415}],GeoPosition[{40.45916667,-3.85888889}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[ {39.46666667,-0.38333333}],GeoPosition[{42.8833,-8.55}],GeoPosition[{38.5587732,-6.3440484}],GeoPosition[ {40.39419199,-3.70769007}],GeoPosition[{42.52251816,-2.74990726}],GeoPosition[{40.52539444,-3.64872789}],GeoPosition[ {37.34383011,-5.98705912}],GeoPosition[{36.7,-6.1167}],GeoPosition[{42.10496521,0.27049139}],GeoPosition[ {40.48400879,-3.67336988}],GeoPosition[{40.38924026,-5.02245808}],GeoPosition[{36.79415,-2.69676}],GeoPosition[ {43.0031057,-7.5651313}],GeoPosition[{38.4072,27.1503}],GeoPosition[{42.3662891,-2.4822087}],GeoPosition[ {40.41203449,-3.71171655}],GeoPosition[{43.36139468,-5.8444467}],GeoPosition[{38.90446484,1.42883427}],GeoPosition[ {40.3281,-3.7644}],GeoPosition[{43.3372008,-2.8601395}],GeoPosition[{38.99702224,-1.85592501}],GeoPosition[ {39.4634166,-0.3915924}],GeoPosition[{35.88835769,-5.30220478}],GeoPosition[{43.69430939,1.43754143}],GeoPosition[ {35.27767148,-2.93686389}],GeoPosition[{40.9878864,-8.5753638}],GeoPosition[{40.41203449,-3.71171655}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{48.3513231,11.79379147}],GeoPosition[{40.4167,-3.70325}],GeoPosition[ {38.91148,-6.22415}],GeoPosition[{44.78412628,20.44964218}],GeoPosition[{39.4634207,-0.3915587}],GeoPosition[ {37.7544489,-0.8459747}],GeoPosition[{40.6254124,-3.1652525}],GeoPosition[{40.41203449,-3.71171655}],GeoPosition[ {41.2607149,1.7812826}],GeoPosition[{42.91258114,-9.12292904}],GeoPosition[{41.65046,-0.9048}],GeoPosition[ {40.6254444,-3.1651593}],GeoPosition[{41.3833,2.18333}],GeoPosition[{40.41203449,-3.71171655}],GeoPosition[ {39.4633885,-0.39155}],GeoPosition[{40.4,-3.68333}],GeoPosition[{37.3793787,-6.0096197}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.3982811,-3.76594543}],GeoPosition[{40.34846115,-3.54650331}],GeoPosition[ {37.38785934,-6.02487707}],GeoPosition[{38.3884781,-0.4447102}],GeoPosition[{40.44931793,-3.6428659}],GeoPosition[ {40.44926071,-3.63147998}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.42538952,-3.70395309}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.41203449,-3.71171655}],GeoPosition[ {40.4062908,-3.69054794}],GeoPosition[{39.4633955,-0.3915306}],GeoPosition[{37.5012001,-5.9659581}],GeoPosition[ {42.340837,-3.701723}],GeoPosition[{41.46629933,2.28165103}],GeoPosition[{38.97761701,1.30102262}],GeoPosition[ {36.71148196,-4.43300368}],GeoPosition[{54.9778404,-1.6129165}],GeoPosition[{40.86893016,-3.89250925}],GeoPosition[ {38.01692384,-1.17003956}],GeoPosition[{50.8798438,4.7005176}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {43.2569,-2.9236}],GeoPosition[{40.4,-3.68333}],GeoPosition[{43.3131519,-1.9862526}],GeoPosition[ {40.4167,-3.70325}],GeoPosition[{37.59831791,-0.98501841}],GeoPosition[{40.44388889,-3.58611111}],GeoPosition[ {41.4093294,2.1404367}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{37.99147871,-1.18515053}],GeoPosition[ {41.65254,-0.90206}],GeoPosition[{41.36408468,2.14032024}],GeoPosition[{40.41203449,-3.71171655}],GeoPosition[ {43.3131522,-1.9862526}],GeoPosition[{39.4612007,-0.37583}],GeoPosition[{41.65046,-0.9048}],GeoPosition[ {39.96740739,-0.05649149}],GeoPosition[{51.5058,-0.0837}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {41.3761778,2.14935595}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{36.7,-6.1167}],GeoPosition[{40.42513692,-3.68413604}],GeoPosition[ {39.16388889,-0.25166667}],GeoPosition[{42.60484284,-8.64386153}],GeoPosition[{37.536959,-5.076596}],GeoPosition[ {37.41326011,-6.16000199}],GeoPosition[{42.48912811,-0.37062019}],GeoPosition[{37.40533829,-5.94828987}],GeoPosition[ {40.3824234,-3.8133266}],GeoPosition[{40.36437607,-3.69836283}],GeoPosition[{40.36437607,-3.69836283}],GeoPosition[ {37.34383011,-5.98705912}],GeoPosition[{41.38131714,2.10107636}],GeoPosition[{37.1850014,-3.61654}],GeoPosition[ {41.3465538,2.07151699}],GeoPosition[{41.51805878,2.14992309}],GeoPosition[{36.71598434,-4.45797825}],GeoPosition[ {40.42129898,-3.6016705}],GeoPosition[{39.6603775,-0.3055487}],GeoPosition[{41.40845871,2.0097084}],GeoPosition[ {41.51039124,2.13798594}],GeoPosition[{40.47245407,-3.63221312}],GeoPosition[{40.46615219,-3.80518055}],GeoPosition[ {40.46349335,-3.7819612}],GeoPosition[{36.51860887,-6.23491424}],GeoPosition[{37.20057823,-6.92002713}],GeoPosition[ {35.8903,-5.3075}],GeoPosition[{37.53718996,-5.0766166}],GeoPosition[{40.96073708,-5.67040318}],GeoPosition[ {42.9333,-4.3}],GeoPosition[{40.45857663,-3.49815173}],GeoPosition[{36.5274509,-6.1929488}],GeoPosition[ {41.6493165,-0.8619319}],GeoPosition[{41.2607244,1.781223}],GeoPosition[{40.42552165,-3.68502764}],GeoPosition[ {38.6911392,-6.40558}],GeoPosition[{37.53524285,-5.08242318}],GeoPosition[{41.1167,1.25}],GeoPosition[ {37.53688063,-5.07639289}],GeoPosition[{37.38030028,-5.9916829}],GeoPosition[{38.9663478,-0.18667519}],GeoPosition[ {41.3761778,2.14935595}],GeoPosition[{37.3772,-5.98694}],GeoPosition[{37.38053616,-5.9917552}],GeoPosition[ {40.4353837,-3.6805474}],GeoPosition[{40.42739,-3.71592}],GeoPosition[{40.2833,-3.8}],GeoPosition[ {37.40356669,-1.58253989}],GeoPosition[{36.5274607,-6.1929641}],GeoPosition[{47.52997,21.63916}],GeoPosition[ {40.42959562,-3.55989385}],GeoPosition[{41.70732815,-0.99896843}],GeoPosition[{41.5444908,2.1173201}],GeoPosition[ {38.12531683,13.35503807}],GeoPosition[{40.12052888,-3.80305695}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[ {40.47486774,-3.6875759}],GeoPosition[{43.30972222,-2.0075}],GeoPosition[{37.18123523,-3.592605}],GeoPosition[ {38.61472222,-1.11972222}],GeoPosition[{43.73666667,-7.87722222}],GeoPosition[{41.384445,2.133314}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{37.785,-3.9025}],GeoPosition[{39.48588943,-0.43242809}],GeoPosition[ {40.46578217,-3.88592505}],GeoPosition[{41.44538879,1.99989998}],GeoPosition[{40.51824188,-3.69066119}],GeoPosition[ {43.38179779,-7.35277176}],GeoPosition[{40.44485855,-3.82763958}],GeoPosition[{37.19972222,-3.60472222}],GeoPosition[ {36.53735635,-6.20160165}],GeoPosition[{38.2375107,-1.42698}],GeoPosition[{40.9667,-5.65}],GeoPosition[ {42.50879457,-2.3616922}],GeoPosition[{38.8894564,-6.8996451}],GeoPosition[{41.3879,2.16992}],GeoPosition[ {40.9667,-5.65}],GeoPosition[{43.215408,-8.184782}],GeoPosition[{43.5569,-5.92472}],GeoPosition[ {36.67131459,-6.14097279}],GeoPosition[{38.08806245,-3.62312634}],GeoPosition[{40.47486774,-3.6875759}],GeoPosition[ {41.65,-4.71667}],GeoPosition[{42.79536406,-0.43041543}],GeoPosition[{43.6,2.25}],GeoPosition[ {37.38027778,-6.01083333}],GeoPosition[{41.65040955,-0.8829747}],GeoPosition[{43.47595899,-3.79186103}],GeoPosition[ {52.33669072,5.2182843}],GeoPosition[{36.7,-6.1167}],GeoPosition[{41.5215322,2.0926839}],GeoPosition[ {37.39291969,-5.98688863}],GeoPosition[{38.25472222,-0.64611111}],GeoPosition[{37.25104824,-1.86887984}],GeoPosition[ {40.44830911,-3.86779957}],GeoPosition[{39.42125552,-0.3342376}],GeoPosition[{40.46768205,-3.61589919}],GeoPosition[ {41.678466,2.784316}],GeoPosition[{40.41577729,-3.72268446}],GeoPosition[{43.3650513,-5.8516898}],GeoPosition[ {43.37090042,-8.39742498}],GeoPosition[{35.27767148,-2.93686389}],GeoPosition[{41.3375112,2.0982424}],GeoPosition[ {40.4750011,-3.68780109}],GeoPosition[{37.388163,-5.982399}],GeoPosition[{37.0538874,37.3439863}],GeoPosition[ {36.77953,-6.35188}],GeoPosition[{37.3557915,-5.93851254}],GeoPosition[{35.27938114,-2.93635368}],GeoPosition[ {42.40194,-8.80973}],GeoPosition[{40.4167,-3.70325}],GeoPosition[{40.4167,-3.70325}],GeoPosition[ {39.42224799,-0.4017537}],GeoPosition[{37.39270648,-5.99547207}],GeoPosition[{40.41842,-3.69659}],GeoPosition[ {36.5274828,-6.1929912}],GeoPosition[{40.501438,-3.6639993}],GeoPosition[{52.12773502,5.04904972}],GeoPosition[ {42.84559634,-2.67237577}],GeoPosition[{40.5094223,-3.68924475}],GeoPosition[{41.35223007,2.15525007}],GeoPosition[ {38.0002415,-1.1227683}],GeoPosition[{40.43374634,-3.8389585}],GeoPosition[{39.51020813,-0.42682561}],GeoPosition[ {37.41339111,-5.99892139}],GeoPosition[{39.9863563,-0.0513246}],GeoPosition[{40.47486774,-3.6875759}],GeoPosition[ {52.2874082,21.0332297}],GeoPosition[{38.71671952,0.16953739}],GeoPosition[{42.86187796,-2.68288956}],GeoPosition[ {36.4318695,25.4249592}],GeoPosition[{38.81696,-1.27777}],GeoPosition[{38.1153534,-1.29010907}],GeoPosition[ {40.42193918,-3.70970738}],GeoPosition[{41.3977699,2.14323}],GeoPosition[{38.0160713,-3.36902}],GeoPosition[ {36.5167,-4.88333}],GeoPosition[{38.9833,-3.93333}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {43.26668133,-2.94268806}],GeoPosition[{43.2581058,-2.93036272}],GeoPosition[{39.4597511,-0.37227}],GeoPosition[ {43.26310625,-2.94701387}],GeoPosition[{43.26375628,-2.93355564}],GeoPosition[{43.25960598,-2.93396761}],GeoPosition[ {37.59911731,-0.98527531}],GeoPosition[{43.264284,-2.950366}],GeoPosition[{42.86014209,-8.55208442}],GeoPosition[ {41.4118195,2.1382101}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{41.3833,2.18333}],GeoPosition[ {37.4051997,-6.00135434}],GeoPosition[{40.55,-3.63333}],GeoPosition[{41.19915575,1.67275708}],GeoPosition[ {38.8789,-6.9669}],GeoPosition[{41.637862,-0.876501}],GeoPosition[{40.42252951,-3.70178196}],GeoPosition[ {40.45259027,-3.68536378}],GeoPosition[{40.4676311,-3.6765387}],GeoPosition[{43.3645,-5.84923}],GeoPosition[ {40.47486774,-3.6875759}],GeoPosition[{38.33478487,-0.48116589}],GeoPosition[{37.5333,-5.08333}],GeoPosition[ {40.48680789,-3.71849779}],GeoPosition[{45.44144144,9.16773841}],GeoPosition[{37.1830406,-6.9733801}],GeoPosition[ {40.76791763,-2.39817405}],GeoPosition[{43.1678009,-2.54559994}],GeoPosition[{40.6037625,-4.3277624}],GeoPosition[ {41.3842,2.17903}],GeoPosition[{40.2914699,-3.79126}],GeoPosition[{40.4676559,-3.6898788}],GeoPosition[ {37.67443729,-5.98724916}],GeoPosition[{40.4600638,-3.6928416}],GeoPosition[{40.46683648,-3.69341357}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{41.3884201,2.1642699}],GeoPosition[{40.42826962,-3.70216892}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{41.3641565,2.14037407}],GeoPosition[ {41.5695609,2.4388647}],GeoPosition[{40.8167,-3.25}],GeoPosition[{41.41086089,2.22220704}],GeoPosition[ {41.6230201,2.2133623}],GeoPosition[{40.4,-3.68333}],GeoPosition[{37.9828,-1.13162}],GeoPosition[ {43.46518363,-8.28087551}],GeoPosition[{43.3475,-4.1025}],GeoPosition[{37.9861,-1.1303}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.47132374,0.47251839}],GeoPosition[{41.40902555,2.13017214}],GeoPosition[ {40.43282,-3.70726}],GeoPosition[{37.17220141,-3.59134141}],GeoPosition[{39.898005,-0.11367833}],GeoPosition[ {42.01097,-4.53252}],GeoPosition[{39.97427275,-0.05395108}],GeoPosition[{38.07120031,-1.05598892}],GeoPosition[ {42.8167,-1.63333}],GeoPosition[{41.36416424,2.14037236}],GeoPosition[{38.9833,-1.85}],GeoPosition[ {40.47486774,-3.6875759}],GeoPosition[{43.3715,-8.396}],GeoPosition[{38.80240931,-1.34993771}],GeoPosition[ {43.215408,-8.184782}],GeoPosition[{43.36916058,-8.41829048}],GeoPosition[{40.40981227,-3.76165783}],GeoPosition[ {37.1827295,-3.60007961}],GeoPosition[{40.47486774,-3.6875759}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[ {40.41416199,-3.69248583}],GeoPosition[{40.43747174,-3.6800101}],GeoPosition[{43.26938034,-8.77732794}],GeoPosition[ {47.9167,33.35}],GeoPosition[{43.30213005,-1.9739279}],GeoPosition[{40.4757522,-3.582465}],GeoPosition[ {40.3818985,-3.6745314}],GeoPosition[{40.47486774,-3.6875759}],GeoPosition[{43.19609833,-2.56150007}],GeoPosition[ {37.34458542,-5.96674109}],GeoPosition[{37.38783866,-6.20871624}],GeoPosition[{38.38764791,27.16606775}],GeoPosition[ {36.70169298,-4.44741268}],GeoPosition[{37.8833,-4.76667}],GeoPosition[{40.475706,-3.5824986}],GeoPosition[ {43.33976327,-1.79182724}],GeoPosition[{43.26314688,-2.90205078}],GeoPosition[{43.215408,-8.184782}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{51.50724666,-0.12771606}],GeoPosition[{51.50083333,-0.14194444}],GeoPosition[ {43.215408,-8.184782}],GeoPosition[{51.50724666,-0.12771606}],GeoPosition[{43.46036277,-3.80637239}],GeoPosition[ {40.46303,-3.68655}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{41.3833,2.18333}],GeoPosition[ {40.64348218,-8.6433519}],GeoPosition[{48.8253153,3.4040897}],GeoPosition[{41.6230287,2.2133634}],GeoPosition[ {50.83842723,4.37531615}],GeoPosition[{36.62657773,-6.35884035}],GeoPosition[{36.7,-6.1167}],GeoPosition[ {37.89152181,-4.77727512}],GeoPosition[{40.42977419,-3.71459319}],GeoPosition[{40.41921395,-3.8011837}],GeoPosition[ {51.46535279,-0.11480406}],GeoPosition[{40.104386,-3.697152}],GeoPosition[{40.42832892,-3.68591309}],GeoPosition[ {41.3641785,2.14036345}],GeoPosition[{42.01097,-4.53252}],GeoPosition[{55.7508344,52.0123297}],GeoPosition[ {40.4331647,-3.60968867}],GeoPosition[{41.99732,2.81997}],GeoPosition[{41.3782997,2.1612201}],GeoPosition[ {39.46895485,-0.36833212}],GeoPosition[{37.461593,-6.0097892}],GeoPosition[{43.7224779,10.39617619}],GeoPosition[ {39.46497341,-0.3586328}],GeoPosition[{39.42226018,-0.40175175}],GeoPosition[{37.33333333,-5.84646845}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{36.51024037,-4.88505723}],GeoPosition[{41.6667,0.616667}],GeoPosition[ {41.8819489,12.48060849}],GeoPosition[{40.48325824,-3.66829439}],GeoPosition[{42.6056,-5.57}],GeoPosition[ {41.36412768,2.14040175}],GeoPosition[{42.4435381,-2.2015335}],GeoPosition[{40.4201982,-3.80366206}],GeoPosition[ {40.3820258,-3.6171894}],GeoPosition[{40.42007316,-3.80218686}],GeoPosition[{40.4333,-3.81667}],GeoPosition[ {40.11416023,32.9912476}],GeoPosition[{40.3820258,-3.6171894}],GeoPosition[{40.4085,-3.701}],GeoPosition[ {38.18421,-5.9468}],GeoPosition[{40.41896,-3.70161}],GeoPosition[{35.88722892,-5.3055438}],GeoPosition[ {36.86194,-5.640815}],GeoPosition[{40.3820258,-3.6171894}],GeoPosition[{39.47021104,-0.3768}],GeoPosition[ {40.3818934,-3.6165336}],GeoPosition[{40.96340372,-5.66923713}],GeoPosition[{50.0614,19.9372}],GeoPosition[ {41.61277778,2.6575}],GeoPosition[{43.2611885,-2.93016}],GeoPosition[{41.3879,2.16992}],GeoPosition[ {41.3910095,2.123223}],GeoPosition[{42.5752867,-9.0702829}],GeoPosition[{41.5007782,-0.0232}],GeoPosition[ {39.95188904,-0.62507153}],GeoPosition[{37.41339111,-5.99892139}],GeoPosition[{41.3677,2.0561}],GeoPosition[ {40.4676329,-3.6765704}],GeoPosition[{38.35,-0.483333}],GeoPosition[{41.4349976,2.1774144}],GeoPosition[ {43.3372477,-2.8600927}],GeoPosition[{40.4137993,-3.7037899}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{42.4432268,-2.2016182}],GeoPosition[{36.75512431,-5.16553686}],GeoPosition[ {40.515,-3.64194444}],GeoPosition[{37.90139362,-4.77364374}],GeoPosition[{40.3050645,-3.7310947}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{41.3879,2.16992}],GeoPosition[{40.44006898,-3.73102345}],GeoPosition[ {53.4162172,-2.7358534}],GeoPosition[{37.9787081,-1.1114952}],GeoPosition[{41.0833,0.966667}],GeoPosition[ {39.46666667,-0.38333333}],GeoPosition[{41.4833,2.31667}],GeoPosition[{39.5240088,2.73989915}],GeoPosition[ {37.3772,-5.98694}],GeoPosition[{40.2667,-5.01667}],GeoPosition[{36.48286848,-4.99060242}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{37.3851704,-5.9623854}],GeoPosition[{39.47590164,-0.37274904}],GeoPosition[ {40.48794881,-3.69990371}],GeoPosition[{40.48265701,-3.6682302}],GeoPosition[{43.33117275,-2.96698416}],GeoPosition[ {40.3285208,-3.8644167}],GeoPosition[{42.81328,-1.64829}],GeoPosition[{43.2687,-2.9461}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{36.7183,-4.4202}],GeoPosition[{37.983,-1.1302}],GeoPosition[ {39.5715,2.6469}],GeoPosition[{37.3877,-6.0018}],GeoPosition[{39.4692,-0.3768}],GeoPosition[ {40.5608254,-3.6212503}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[{39.46828,-0.4139433}],GeoPosition[ {41.37931167,2.13934167}],GeoPosition[{40.3819347,-3.6744938}],GeoPosition[{40.44931793,-3.6428659}],GeoPosition[ {41.35725767,2.08468146}],GeoPosition[{39.871377,-3.9359617}],GeoPosition[{38.8894564,-6.8996451}],GeoPosition[ {41.19346401,-1.78166173}],GeoPosition[{41.34738757,2.03690306}],GeoPosition[{40.44561571,-3.72845978}],GeoPosition[ {40.2,-5.08333}],GeoPosition[{40.4063187,-3.6349199}],GeoPosition[{41.4349802,2.1774141}],GeoPosition[ {45.22784391,11.65603527}],GeoPosition[{38.0342536,-4.0481112}],GeoPosition[{38.38994247,-0.44423691}],GeoPosition[ {45.0667,7.7}],GeoPosition[{40.4167,-3.70325}],GeoPosition[{39.5240088,2.73989915}],GeoPosition[ {41.4333,2.23333}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{41.4349654,2.1774513}],GeoPosition[ {40.43912061,-3.69871575}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.38900005,-3.70307307}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.5484327,-3.3805906}],GeoPosition[ {41.65,-4.71667}],GeoPosition[{40.438221,-3.67556}],GeoPosition[{40.4167,-3.70325}],GeoPosition[ {38.2673111,-0.69133}],GeoPosition[{42.9837826,-4.14701545}],GeoPosition[{37.9861,-1.1303}],GeoPosition[ {41.4349848,2.1774461}],GeoPosition[{43.31137725,-3.02143186}],GeoPosition[{40.73361111,-3.58138889}],GeoPosition[ {40.4833,-3.86667}],GeoPosition[{40.04211343,-4.2750952}],GeoPosition[{43.3333,-6.}],GeoPosition[ {36.51098153,-4.8732424}],GeoPosition[{36.193338,-5.9234123}],GeoPosition[{40.3819194,-3.6745142}],GeoPosition[ {40.34846115,-3.54650331}],GeoPosition[{43.29639816,-1.99539995}],GeoPosition[{40.44931793,-3.6428659}],GeoPosition[ {42.36591339,-0.36921999}],GeoPosition[{40.46682739,-3.47147465}],GeoPosition[{41.4349799,2.1774133}],GeoPosition[ {43.30148167,-2.02086844}],GeoPosition[{39.5240088,2.73989915}],GeoPosition[{43.3372469,-2.8601072}],GeoPosition[ {40.35119664,-3.8471086}],GeoPosition[{43.25974,-2.9352}],GeoPosition[{43.37090042,-8.39742498}],GeoPosition[ {43.53965,-5.6654}],GeoPosition[{39.4702,-0.376805}],GeoPosition[{67.85,20.2167}],GeoPosition[ {40.43476234,-3.67918793}],GeoPosition[{41.5359496,2.43529372}],GeoPosition[{40.46642,-3.70257}],GeoPosition[ {37.388163,-5.982399}],GeoPosition[{39.871377,-3.9359617}],GeoPosition[{38.90446484,1.42883427}],GeoPosition[ {39.871377,-3.9359617}],GeoPosition[{41.4349844,2.1774254}],GeoPosition[{40.49583386,-3.56743161}],GeoPosition[ {43.46518363,-8.28087551}],GeoPosition[{43.34713,-8.4252}],GeoPosition[{43.31944444,-3.01944444}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.604177,-4.89927}],GeoPosition[{40.46142151,-3.76463617}],GeoPosition[ {41.6297798,-4.7750001}],GeoPosition[{40.4,-3.68333}],GeoPosition[{40.44517836,-3.58881019}],GeoPosition[ {38.67308202,39.20665513}],GeoPosition[{40.3338469,-1.1081868}],GeoPosition[{40.5226375,-3.6373167}],GeoPosition[ {41.40372015,2.12864447}],GeoPosition[{43.3333,-6.}],GeoPosition[{42.35,-3.7}],GeoPosition[ {40.75,14.5}],GeoPosition[{43.5569,-5.92472}],GeoPosition[{39.48583333,-0.62805556}],GeoPosition[ {36.507913,-4.888924}],GeoPosition[{36.53231,-6.29704}],GeoPosition[{40.46768205,-3.61589919}],GeoPosition[ {40.180721,-3.6851495}],GeoPosition[{41.4349842,2.1774377}],GeoPosition[{40.51187907,-3.67973769}],GeoPosition[ {37.9787581,-1.1114051}],GeoPosition[{36.5167,-4.88333}],GeoPosition[{40.4722729,-3.3759217}],GeoPosition[ {39.60705188,2.6687701}],GeoPosition[{40.45027778,-3.6925}],GeoPosition[{37.39448525,-5.9675154}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{37.25713879,-6.94915307}],GeoPosition[{41.4108556,2.17724109}],GeoPosition[ {40.72739792,-2.63110375}],GeoPosition[{40.48371887,-3.67882991}],GeoPosition[{41.34671021,2.1410501}],GeoPosition[ {40.46615219,-3.80518055}],GeoPosition[{37.39027023,-6.02804995}],GeoPosition[{40.36111069,-3.67441607}],GeoPosition[ {38.99484036,-1.85430138}],GeoPosition[{40.3670311,-3.80665922}],GeoPosition[{59.32209596,18.07411583}],GeoPosition[ {40.27479935,-3.69084597}],GeoPosition[{41.38781,1.94618}],GeoPosition[{36.71630521,-4.4140728}],GeoPosition[ {40.46631694,-3.70268295}],GeoPosition[{43.2581058,-2.93036272}],GeoPosition[{40.2968089,-3.8376865}],GeoPosition[ {42.35,-3.7}],GeoPosition[{40.43747174,-3.6800101}],GeoPosition[{38.2444,21.7344}],GeoPosition[ {40.47222222,-3.56083333}],GeoPosition[{40.96479854,-5.66481152}],GeoPosition[{40.03204424,-3.60315578}],GeoPosition[ {42.81328,-1.64829}],GeoPosition[{40.6333,-3.5}],GeoPosition[{37.98730139,-1.12918251}],GeoPosition[ {37.98916335,-1.17554942}],GeoPosition[{37.51833333,-5.97833333}],GeoPosition[{42.9939613,-4.1426401}],GeoPosition[ {41.65,-0.8833}],GeoPosition[{41.62128316,-4.71176645}],GeoPosition[{42.4593488,-2.4189631}],GeoPosition[ {37.1899672,-3.6278017}],GeoPosition[{40.4198418,-3.7054999}],GeoPosition[{40.9667,-5.65}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.45259027,-3.68536378}],GeoPosition[{37.8833,-6.55}],GeoPosition[ {40.39856382,-3.62176293}],GeoPosition[{37.35206226,-5.92886038}],GeoPosition[{41.39277778,2.16361111}],GeoPosition[ {40.47901042,-3.57210159}],GeoPosition[{41.4349616,2.1774348}],GeoPosition[{43.2687,-2.9461}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{36.7183,-4.4202}],GeoPosition[{37.983,-1.1302}],GeoPosition[ {39.5715,2.6469}],GeoPosition[{37.3877,-6.0018}],GeoPosition[{39.4692,-0.3768}],GeoPosition[ {41.6517,-0.8813}],GeoPosition[{37.3930889,-5.9888602}],GeoPosition[{41.3922691,2.19855}],GeoPosition[ {39.06611111,-5.72277778}],GeoPosition[{45.49530517,9.21540805}],GeoPosition[{37.1833,-3.6}],GeoPosition[ {41.43524974,2.18107912}],GeoPosition[{45.49530517,9.21540805}],GeoPosition[{41.4349786,2.1774312}],GeoPosition[ {37.163311,-3.6043601}],GeoPosition[{51.9774,5.64839}],GeoPosition[{45.49530517,9.21540805}],GeoPosition[ {40.72865295,-0.1689101}],GeoPosition[{40.18759918,0.0470404}],GeoPosition[{42.82030106,-2.77659988}],GeoPosition[ {41.05933762,-2.44659519}],GeoPosition[{41.6552064,-4.7192756}],GeoPosition[{41.4920549,2.22920399}],GeoPosition[ {40.3990842,-3.6818154}],GeoPosition[{36.6959721,-4.4574664}],GeoPosition[{37.23069014,-4.90134135}],GeoPosition[ {41.43087,2.16956308}],GeoPosition[{40.4,-1.9}],GeoPosition[{40.4,-3.6833}],GeoPosition[ {41.51521334,1.29237413}],GeoPosition[{40.43964,-3.6718199}],GeoPosition[{42.224555,-8.631747}],GeoPosition[ {36.8381615,-2.46261}],GeoPosition[{40.3819215,-3.6743958}],GeoPosition[{43.32548975,-8.4082158}],GeoPosition[ {40.4321959,-3.68771911}],GeoPosition[{40.58094472,-4.15805524}],GeoPosition[{42.3584279,-2.4763477}],GeoPosition[ {37.163311,-3.6043601}],GeoPosition[{43.35766,-5.85436}],GeoPosition[{42.81589034,-1.64137319}],GeoPosition[ {39.4646492,-0.39425}],GeoPosition[{51.21250241,-0.79251766}],GeoPosition[{39.1540282,-3.0226739}],GeoPosition[ {37.621708,-0.7763344}],GeoPosition[{37.8833,-4.76667}],GeoPosition[{43.47089386,-7.31329632}],GeoPosition[ {36.33485069,-6.15827586}],GeoPosition[{40.45668,-3.65923}],GeoPosition[{43.54114475,-5.65375328}],GeoPosition[ {50.95,6.9667}],GeoPosition[{42.340837,-3.701723}],GeoPosition[{43.3372561,-2.8601138}],GeoPosition[ {40.0667,-0.2}],GeoPosition[{37.16887368,27.59873819}],GeoPosition[{39.6014551,-9.0723714}],GeoPosition[ {43.2667618,-2.9370401}],GeoPosition[{42.3584279,-2.4763477}],GeoPosition[{39.1540282,-3.0226739}],GeoPosition[ {43.2667618,-2.9370401}],GeoPosition[{38.35,-0.483333}],GeoPosition[{40.4212418,-3.7364399}],GeoPosition[ {41.156559,1.10976}],GeoPosition[{43.3465881,-4.04601}],GeoPosition[{39.7607784,-3.1723602}],GeoPosition[ {40.4113617,-3.7095301}],GeoPosition[{36.71625354,-4.41378485}],GeoPosition[{40.3819667,-3.6744717}],GeoPosition[ {39.94416667,-0.10361111}],GeoPosition[{38.96844558,-0.16897187}],GeoPosition[{37.42307125,-5.90051651}],GeoPosition[ {53.32358255,-2.69461491}],GeoPosition[{45.45215584,9.24629226}],GeoPosition[{41.7182499,2.93313225}],GeoPosition[ {42.3584346,-2.4762449}],GeoPosition[{37.17260407,-3.60371138}],GeoPosition[{47.4667,-0.55}],GeoPosition[ {37.39291969,-5.98688863}],GeoPosition[{36.01230907,-5.60238427}],GeoPosition[{41.40029,2.1585}],GeoPosition[ {37.66536697,-1.70338986}],GeoPosition[{40.4444299,-3.71657}],GeoPosition[{41.1167,1.25}],GeoPosition[ {38.3440712,-0.4924091}],GeoPosition[{40.00647736,-0.1880179}],GeoPosition[{40.42324066,-3.88471055}],GeoPosition[ {41.3833,2.18333}],GeoPosition[{40.31003038,-3.69184446}],GeoPosition[{38.039234,-1.148879}],GeoPosition[ {43.33270168,-4.5097645}],GeoPosition[{41.20046456,1.66120273}],GeoPosition[{41.3833,2.18333}],GeoPosition[ {38.26944444,-0.69833333}],GeoPosition[{42.358475,-2.4763187}],GeoPosition[{38.263613,-0.698925}],GeoPosition[ {45.0621185,7.6767402}],GeoPosition[{41.72366806,-0.80921173}],GeoPosition[{41.38401,2.16342}],GeoPosition[ {48.85483,2.36738}],GeoPosition[{41.3833,2.18333}],GeoPosition[{45.5645027,12.1962233}],GeoPosition[ {40.3819248,-3.6745094}],GeoPosition[{45.47170821,9.18769241}],GeoPosition[{37.94783807,-0.71445643}],GeoPosition[ {41.38125184,2.12042187}],GeoPosition[{42.3584042,-2.4764384}],GeoPosition[{36.33485069,-6.15827586}],GeoPosition[ {40.41704446,-3.70354074}],GeoPosition[{36.5107714,-4.8887284}],GeoPosition[{43.3655592,-8.4057343}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{39.47544511,-0.3946856}],GeoPosition[{39.84168432,3.13369883}],GeoPosition[ {41.4055136,2.1429368}],GeoPosition[{43.25998554,-2.93052762}],GeoPosition[{42.7779215,0.6801475}],GeoPosition[ {36.7167,-4.41667}],GeoPosition[{40.97088578,-5.66725497}],GeoPosition[{42.3584005,-2.4764616}],GeoPosition[ {37.4195506,-5.9664025}],GeoPosition[{40.0513173,-5.7532356}],GeoPosition[{37.6217087,-0.7763317}],GeoPosition[ {39.871377,-3.9359617}],GeoPosition[{40.97762205,-5.65031832}],GeoPosition[{37.2750439,-5.9305015}],GeoPosition[ {36.5107943,-4.8886167}],GeoPosition[{40.40896988,-3.71800995}],GeoPosition[{39.47544511,-0.3946856}],GeoPosition[ {37.9861,-1.1303}],GeoPosition[{36.8430595,-2.45189}],GeoPosition[{43.46245385,-3.84511666}],GeoPosition[ {39.06611111,-5.72277778}],GeoPosition[{43.30972222,-2.0075}],GeoPosition[{41.0832151,28.63372637}],GeoPosition[ {38.61472222,-1.11972222}],GeoPosition[{43.73666667,-7.87722222}],GeoPosition[{37.347187,-5.976844}],GeoPosition[ {37.785,-3.9025}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {41.39577167,2.150625}],GeoPosition[{37.19972222,-3.60472222}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.41896,-3.70161}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{51.5131784,-0.1442607}],GeoPosition[ {38.8894587,-6.8996476}],GeoPosition[{39.41487195,-0.38711247}],GeoPosition[{40.3285122,-3.7603798}],GeoPosition[ {41.38359575,2.17818806}],GeoPosition[{41.4055537,2.1431719}],GeoPosition[{40.381667,-3.79999983}],GeoPosition[ {39.871377,-3.9359617}],GeoPosition[{45.50528133,12.34108034}],GeoPosition[{40.96423224,-5.66479689}],GeoPosition[ {41.30446,1.99749}],GeoPosition[{40.58888889,-4.14777778}],GeoPosition[{40.4167,-3.70325}],GeoPosition[ {43.31563709,-1.98875017}],GeoPosition[{37.281601,-5.9168801}],GeoPosition[{40.4113617,-3.7095301}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{36.71911847,-4.4259743}],GeoPosition[{42.1132517,-8.8167985}],GeoPosition[ {39.42720601,3.01742613}],GeoPosition[{40.42291,-3.75595}],GeoPosition[{41.678466,2.784316}],GeoPosition[ {40.3025818,-4.6389399}],GeoPosition[{38.89084078,1.40797429}],GeoPosition[{37.4333957,-5.9639276}],GeoPosition[ {39.871377,-3.9359617}],GeoPosition[{41.19113595,1.61769424}],GeoPosition[{37.26012874,-6.95482633}],GeoPosition[ {40.41959,-3.70795}],GeoPosition[{40.49583386,-3.56743161}],GeoPosition[{40.85,-3.95}],GeoPosition[ {41.81608,2.51501}],GeoPosition[{41.27837665,1.9927256}],GeoPosition[{39.5862511,-0.53367071}],GeoPosition[ {40.45827887,-3.68616241}],GeoPosition[{39.871377,-3.9359617}],GeoPosition[{40.47523,-3.63945}],GeoPosition[ {40.41399098,-3.7123535}],GeoPosition[{43.34416667,-3.00638889}],GeoPosition[{38.36816748,-0.4778137}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{39.90009308,-0.1170925}],GeoPosition[{39.99751663,-0.26824081}],GeoPosition[ {40.03120041,-0.55451047}],GeoPosition[{40.14136124,-0.35260001}],GeoPosition[{41.5033989,2.14210796}],GeoPosition[ {40.24796677,-3.69002557}],GeoPosition[{40.42324066,-3.88471055}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{38.38981228,-0.44274914}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{41.6552255,-4.719328}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {36.788931,-5.5574622}],GeoPosition[{37.4333957,-5.9639276}],GeoPosition[{39.871377,-3.9359617}],GeoPosition[ {42.350179,13.402282}],GeoPosition[{40.31415593,-3.86077176}],GeoPosition[{42.6056,-5.57}],GeoPosition[ {39.871377,-3.9359617}],GeoPosition[{37.6217081,-0.7763342}],GeoPosition[{41.4055324,2.1428385}],GeoPosition[ {43.5244533,-5.67927625}],GeoPosition[{37.77755,-3.79713}],GeoPosition[{41.394003,2.144179}],GeoPosition[ {40.4287415,-3.6780801}],GeoPosition[{36.5108143,-4.8885933}],GeoPosition[{40.4167,-3.70325}],GeoPosition[ {41.38761414,2.1588579}],GeoPosition[{40.45565,-3.67613}],GeoPosition[{36.69295834,-6.13447102}],GeoPosition[ {39.871377,-3.9359617}],GeoPosition[{37.8333,-0.783333}],GeoPosition[{42.8167,-8.66667}],GeoPosition[ {40.39915,-3.4801}],GeoPosition[{40.4762486,-3.6877126}],GeoPosition[{39.4722786,-0.37804}],GeoPosition[ {43.37090042,-8.39742498}],GeoPosition[{36.5167,-4.88333}],GeoPosition[{40.4287415,-3.6780801}],GeoPosition[ {46.1064611,5.8219384}],GeoPosition[{37.2333,-5.31667}],GeoPosition[{39.00615463,-1.86285401}],GeoPosition[ {40.43264423,-3.47363666}],GeoPosition[{36.25154,-5.9691}],GeoPosition[{41.65619127,-0.87877013}],GeoPosition[ {49.9660064,3.8316254}],GeoPosition[{40.4119,-3.69471}],GeoPosition[{41.45275879,2.19509006}],GeoPosition[ {41.38174057,2.1854825}],GeoPosition[{42.87816238,-8.51827717}],GeoPosition[{40.62000275,-3.20159864}],GeoPosition[ {40.71695709,-1.32410574}],GeoPosition[{38.9876105,-0.5312472}],GeoPosition[{42.251721,-12.834374}],GeoPosition[ {41.6551889,-4.7192566}],GeoPosition[{37.3956151,-5.9214234}],GeoPosition[{40.4167754,-3.7037902}],GeoPosition[ {42.31747,-8.78737}],GeoPosition[{37.380679,-5.991907}],GeoPosition[{40.4373283,-3.6798999}],GeoPosition[ {40.47901042,-3.57210159}],GeoPosition[{39.97550945,-0.05048033}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {40.4762148,-3.6877429}],GeoPosition[{41.5461784,2.1139291}],GeoPosition[{42.6667,-3.5}],GeoPosition[ {41.4896889,2.1321199}],GeoPosition[{38.87762249,-6.97373367}],GeoPosition[{39.458834,-0.3442668}],GeoPosition[ {37.7862587,-3.6103899}],GeoPosition[{40.4330411,-3.62776279}],GeoPosition[{40.9476395,-4.1217899}],GeoPosition[ {40.2333,-3.35}],GeoPosition[{43.27000625,-2.93115238}],GeoPosition[{43.26310625,-2.94701387}],GeoPosition[ {43.2581058,-2.93036272}],GeoPosition[{43.26668133,-2.94268806}],GeoPosition[{36.4318695,25.4249592}],GeoPosition[ {40.4287415,-3.6780801}],GeoPosition[{39.97550945,-0.05048033}],GeoPosition[{40.94495919,-5.65336168}],GeoPosition[ {42.31747,-8.78737}],GeoPosition[{39.871377,-3.9359617}],GeoPosition[{41.3744373,2.16968919}],GeoPosition[ {39.719789,2.909839}],GeoPosition[{37.7054999,-1.6044649}],GeoPosition[{36.25154,-5.9691}],GeoPosition[ {40.4386742,-3.6854962}],GeoPosition[{37.1830406,-6.9733801}],GeoPosition[{40.4183629,-3.6779697}],GeoPosition[ {52.5006,13.3989}],GeoPosition[{38.62751587,-0.1364708}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[ {41.45,2.21667}],GeoPosition[{43.46997536,-7.62749895}],GeoPosition[{37.7714592,-1.4538908}],GeoPosition[ {40.45259027,-3.68536378}],GeoPosition[{40.45294473,-3.69285461}],GeoPosition[{40.14302444,-0.18026081}],GeoPosition[ {43.37081151,-8.3959794}],GeoPosition[{40.4427778,-3.6745754}],GeoPosition[{36.84076816,-2.4648398}],GeoPosition[ {38.4468373,-6.3747402}],GeoPosition[{37.38080165,-5.99123359}],GeoPosition[{41.3619545,2.1316751}],GeoPosition[ {40.4386654,-3.6854819}],GeoPosition[{39.46666667,-0.38333333}],GeoPosition[{41.3833,2.18333}],GeoPosition[ {40.41777277,-3.70611999}],GeoPosition[{36.7889186,-5.5574462}],GeoPosition[{40.8655075,29.3323332}],GeoPosition[ {40.39025135,-3.73910797}],GeoPosition[{40.4167,-3.70325}],GeoPosition[{40.4167,-3.70325}],GeoPosition[ {40.45068,-3.72933}],GeoPosition[{40.465165,-3.646682}],GeoPosition[{37.2844,-5.92417}],GeoPosition[ {39.50277778,-0.44055556}],GeoPosition[{43.5333,-5.7}],GeoPosition[{38.97325055,-5.7997101}],GeoPosition[ {41.43285113,2.1907768}],GeoPosition[{36.52869421,-6.29673159}],GeoPosition[{44.3,9.33333}],GeoPosition[ {41.4618583,2.06303866}],GeoPosition[{51.50075556,-0.12466111}],GeoPosition[{40.9667,-5.65}],GeoPosition[ {37.621708,-0.7763343}],GeoPosition[{41.38779,2.13601}],GeoPosition[{40.43747174,-3.6800101}],GeoPosition[ {45.46468,9.19068}],GeoPosition[{41.3626204,2.1295273}],GeoPosition[{40.32951359,-3.76600351}],GeoPosition[ {40.42257,-3.6947}],GeoPosition[{41.3626204,2.1295273}],GeoPosition[{40.41799,-3.69219}],GeoPosition[ {42.26428765,3.1799399}],GeoPosition[{41.3629334,2.1295273}],GeoPosition[{38.96585874,-0.18629984}],GeoPosition[ {36.01425031,-5.60689232}],GeoPosition[{37.3930317,-5.9690723}],GeoPosition[{41.4046189,2.1673984}],GeoPosition[ {41.3983917,2.15239}],GeoPosition[{37.98516222,-1.130897}],GeoPosition[{37.32150947,-5.41912155}],GeoPosition[ {40.4167,-3.70325}],GeoPosition[{37.7862587,-3.6103899}],GeoPosition[{54.3388725,-1.4341094}],GeoPosition[ {40.41088689,-3.7895515}],GeoPosition[{40.82705277,-3.53822464}],GeoPosition[{41.38687,2.15891}],GeoPosition[ {41.37454988,2.11430304}],GeoPosition[{40.63333333,14.48333333}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {41.49623489,2.14904785}],GeoPosition[{40.46768205,-3.61589919}],GeoPosition[{43.2569,-2.9236}],GeoPosition[ {41.7939999,0.81292}],GeoPosition[{43.2569,-2.9236}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {37.3557915,-5.93851254}],GeoPosition[{41.69887927,2.84776845}],GeoPosition[{43.46754793,-3.81838047}],GeoPosition[ {38.94043972,1.23605908}],GeoPosition[{37.3772,-5.98694}],GeoPosition[{37.6217081,-0.7763341}],GeoPosition[ {37.34317346,-6.05876392}],GeoPosition[{43.2592,-2.93178}],GeoPosition[{40.31415593,-3.86077176}],GeoPosition[ {40.4873105,-3.6604891}],GeoPosition[{41.3869497,2.16965425}],GeoPosition[{36.80835587,-2.5722581}],GeoPosition[ {39.97687012,-6.04341823}],GeoPosition[{43.2684852,-2.9246841}],GeoPosition[{37.34317346,-6.05876392}],GeoPosition[ {37.51325372,15.10346385}],GeoPosition[{40.4369087,-3.69979}],GeoPosition[{51.51329124,-0.13900351}],GeoPosition[ {38.50527778,-0.23277778}],GeoPosition[{38.35,-0.483333}],GeoPosition[{41.38333333,-5.26666667}],GeoPosition[ {40.56505365,-3.26516796}],GeoPosition[{37.4079208,-1.57673}],GeoPosition[{37.34716857,-5.97637736}],GeoPosition[ {43.2684953,-2.9246809}],GeoPosition[{42.9833,-1.23333}],GeoPosition[{40.4544799,-3.69403}],GeoPosition[ {36.7459082,-3.0262502}],GeoPosition[{40.17708206,-0.158011}],GeoPosition[{41.44623566,2.18084431}],GeoPosition[ {40.39623257,-3.70850891}],GeoPosition[{38.95,-5.96667}],GeoPosition[{38.77232644,0.1882105}],GeoPosition[ {40.388796,-3.688136}],GeoPosition[{37.1724785,-3.6017113}],GeoPosition[{43.33107517,-2.96860323}],GeoPosition[ {41.97036326,2.81113962}],GeoPosition[{41.5312281,-4.894901}],GeoPosition[{41.38412,2.17225}],GeoPosition[ {36.8333,-2.45}],GeoPosition[{45.493685,9.24094}],GeoPosition[{37.17260407,-3.60371138}],GeoPosition[ {41.45858388,2.2658956}],GeoPosition[{42.86964131,-8.5660739}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{37.19028,-3.71415}],GeoPosition[{41.9267,8.7369}],GeoPosition[ {36.7182807,-4.4229482}],GeoPosition[{41.488725,13.21269667}],GeoPosition[{37.350329,-5.8438754}],GeoPosition[ {43.3576163,-8.42347333}],GeoPosition[{40.26723813,-3.68808731}],GeoPosition[{39.75186007,2.62921171}],GeoPosition[ {40.50336634,-3.89138486}],GeoPosition[{40.4310858,-3.695573}],GeoPosition[{40.4588881,-3.6811814}],GeoPosition[ {39.06611111,-5.72277778}],GeoPosition[{37.388163,-5.982399}],GeoPosition[{38.3632215,-0.4950572}],GeoPosition[ {41.57129438,2.27999758}],GeoPosition[{38.38981228,-0.44274914}],GeoPosition[{37.3772,-5.98694}],GeoPosition[ {41.6230352,2.2133889}],GeoPosition[{38.3632108,-0.4950703}],GeoPosition[{36.9167,-6.06667}],GeoPosition[ {41.6462593,-4.7206502}],GeoPosition[{42.8167,-1.63333}],GeoPosition[{38.8894587,-6.8996476}],GeoPosition[ {43.36004006,-5.8425808}],GeoPosition[{37.4833,-2.76667}],GeoPosition[{40.63140553,-8.65663894}],GeoPosition[ {41.6534691,-0.87395}],GeoPosition[{38.08808123,-3.62321679}],GeoPosition[{36.7183186,-4.4229391}],GeoPosition[ {40.388796,-3.688136}],GeoPosition[{39.2833,-0.366667}],GeoPosition[{41.65,-4.71667}],GeoPosition[ {37.35936204,-5.98625335}],GeoPosition[{37.1724948,-3.6017013}],GeoPosition[{38.3540096,-0.49498353}],GeoPosition[ {42.31300267,-7.86559946}],GeoPosition[{38.1,-0.65}],GeoPosition[{42.31747,-8.78737}],GeoPosition[ {40.44561571,-3.72845978}],GeoPosition[{36.5107994,-6.27846}],GeoPosition[{37.7987022,-3.7873056}],GeoPosition[ {41.1149216,1.25349}],GeoPosition[{50.62733,3.15116}],GeoPosition[{38.115,-1.29916667}],GeoPosition[ {43.25633,-2.92917}],GeoPosition[{40.35461123,27.97085826}],GeoPosition[{41.0651484,41.0154681}],GeoPosition[ {37.3557915,-5.93851254}],GeoPosition[{41.6230539,2.2134298}],GeoPosition[{40.95224835,-4.13097769}],GeoPosition[ {41.385064,2.173403}],GeoPosition[{40.63677253,-4.01706266}],GeoPosition[{43.35137771,-8.41439151}],GeoPosition[ {36.72159228,-4.46483776}],GeoPosition[{40.33931866,-3.73325218}],GeoPosition[{36.83965,-2.47546}],GeoPosition[ {40.46721802,-3.61671203}],GeoPosition[{40.4567552,-3.4754967}],GeoPosition[{36.72345675,-4.26630341}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{59.35,18.0667}],GeoPosition[{36.6692,-4.48662}],GeoPosition[ {38.3705292,-0.41053}],GeoPosition[{41.1511017,-7.59593151}],GeoPosition[{50.62733,3.15116}],GeoPosition[ {38.3633219,-0.4950792}],GeoPosition[{40.8333,14.25}],GeoPosition[{42.8520899,-2.65979}],GeoPosition[ {37.26831,-5.937136}],GeoPosition[{37.388163,-5.982399}],GeoPosition[{43.2637405,-2.9230599}],GeoPosition[ {36.7167,-4.41667}],GeoPosition[{36.7356921,-4.09653755}],GeoPosition[{39.55691361,2.68276668}],GeoPosition[ {42.87491082,-8.56180773}],GeoPosition[{37.99147871,-1.18515053}],GeoPosition[{40.44136208,-3.70465944}],GeoPosition[ {37.1794016,-3.6086422}],GeoPosition[{41.6230635,2.2134607}],GeoPosition[{40.4622243,-3.6155387}],GeoPosition[ {36.70590644,-4.50790459}],GeoPosition[{41.3781241,1.1620858}],GeoPosition[{40.104386,-3.697152}],GeoPosition[ {36.7,-6.1167}],GeoPosition[{40.42236128,-3.70382519}],GeoPosition[{36.42034162,-6.14996493}],GeoPosition[ {41.6230412,2.2134068}],GeoPosition[{38.40681178,-4.3051123}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {41.3879,2.16992}],GeoPosition[{41.3879,2.16992}],GeoPosition[{41.06014633,-2.44611359}],GeoPosition[ {43.27339935,-2.25600004}],GeoPosition[{52.40789772,16.93135017}],GeoPosition[{40.05246068,-3.56750858}],GeoPosition[ {37.8833,-4.76667}],GeoPosition[{37.37037635,-6.00033119}],GeoPosition[{40.3590584,-3.8311801}],GeoPosition[ {40.4000015,-3.7035301}],GeoPosition[{37.5667,-6.75}],GeoPosition[{40.33442113,-3.87868624}],GeoPosition[ {40.42924362,-3.71498823}],GeoPosition[{41.4051662,2.1441002}],GeoPosition[{40.36614,-3.6021}],GeoPosition[ {41.38842314,2.14310866}],GeoPosition[{37.55984239,-1.27587659}],GeoPosition[{38.78931412,0.1663791}],GeoPosition[ {40.906491,-3.975892}],GeoPosition[{53.34405712,-6.23900153}],GeoPosition[{37.388163,-5.982399}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{37.39112,-5.99128}],GeoPosition[{43.2667618,-2.9370401}],GeoPosition[ {43.37090042,-8.39742498}],GeoPosition[{37.3557915,-5.93851254}],GeoPosition[{43.2684948,-2.9248488}],GeoPosition[ {40.41041649,-3.7906899}],GeoPosition[{37.99147871,-1.18515053}],GeoPosition[{38.19540386,26.84216877}],GeoPosition[ {41.6230397,2.2134074}],GeoPosition[{45.51900625,10.88946051}],GeoPosition[{39.8667,-4.01667}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{41.389451,2.1370261}],GeoPosition[{40.41197701,-3.72533476}],GeoPosition[ {40.4762144,-3.68774}],GeoPosition[{39.871377,-3.9359617}],GeoPosition[{37.199383,-7.3182719}],GeoPosition[ {36.42410795,-5.14567202}],GeoPosition[{38.88869109,-3.71188946}],GeoPosition[{37.39112,-5.99128}],GeoPosition[ {36.52136338,-6.27672924}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[{38.3705292,-0.41053}],GeoPosition[ {38.9,-6.33333333}],GeoPosition[{43.46381058,-3.79896425}],GeoPosition[{38.99209973,-3.93313408}],GeoPosition[ {40.388888,-3.688178}],GeoPosition[{40.97762434,-5.650237}],GeoPosition[{41.6230552,2.2134574}],GeoPosition[ {41.60764354,-0.89069603}],GeoPosition[{43.3662585,-5.85005055}],GeoPosition[{37.50459626,-7.26301514}],GeoPosition[ {41.3525599,-1.64356}],GeoPosition[{43.1333,-7.65}],GeoPosition[{40.515,-3.64194444}],GeoPosition[ {38.3632458,-0.4950533}],GeoPosition[{43.27400587,-2.92565972}],GeoPosition[{43.26668133,-2.94268806}],GeoPosition[ {43.26375628,-2.93355564}],GeoPosition[{43.26310625,-2.94701387}],GeoPosition[{42.89199305,-8.4203253}],GeoPosition[ {43.2581058,-2.93036272}],GeoPosition[{40.4262841,-3.68332335}],GeoPosition[{40.4167,-3.70325}],GeoPosition[ {41.3869497,2.16965425}],GeoPosition[{41.31115832,-4.91481006}],GeoPosition[{40.4609808,-3.68627096}],GeoPosition[ {36.9201088,-6.0805001}],GeoPosition[{42.52805556,-1.67694444}],GeoPosition[{38.63769451,0.07369581}],GeoPosition[ {40.46768205,-3.61589919}],GeoPosition[{43.32116824,-1.97716174}],GeoPosition[{36.59584538,-4.6373532}],GeoPosition[ {40.4420013,-3.8342846}],GeoPosition[{37.1521662,-3.60755963}],GeoPosition[{40.4225328,-3.7185779}],GeoPosition[ {37.38322482,-5.94908902}],GeoPosition[{38.05519083,-1.90847846}],GeoPosition[{38.4072,27.1503}],GeoPosition[ {41.3887888,2.1305885}],GeoPosition[{43.295,-5.91666667}],GeoPosition[{39.4655377,-0.3896191}],GeoPosition[ {44.4111,8.9328}],GeoPosition[{38.34592703,-0.76869418}],GeoPosition[{40.4601725,-3.6927603}],GeoPosition[ {35.9581909,14.4231997}],GeoPosition[{37.45,-1.58333333}],GeoPosition[{40.38887,-3.68821}],GeoPosition[ {38.71256519,-9.14503826}],GeoPosition[{40.3972393,-3.78822765}],GeoPosition[{37.3380814,-5.9377899}],GeoPosition[ {43.2577622,-4.0678952}],GeoPosition[{41.38442697,2.1545338}],GeoPosition[{43.2490883,-5.7751002}],GeoPosition[ {39.1813202,-0.23173}],GeoPosition[{36.75512431,-5.16553686}],GeoPosition[{41.5333,2.45}],GeoPosition[ {37.88847851,-4.78959918}],GeoPosition[{39.15044631,-0.43070711}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {40.42708753,-3.53141785}],GeoPosition[{41.3887888,2.1305885}],GeoPosition[{41.6230699,2.2134744}],GeoPosition[ {40.401495,-3.6965243}],GeoPosition[{37.880123,-4.8138371}],GeoPosition[{41.6552001,-4.7192706}],GeoPosition[ {42.45410919,-2.39409971}],GeoPosition[{41.6552096,-4.7192796}],GeoPosition[{41.6551942,-4.7192697}],GeoPosition[ {60.20986587,25.06192061}],GeoPosition[{55.958674,-2.774864}],GeoPosition[{40.52412626,-3.63063896}],GeoPosition[ {42.340837,-3.701723}],GeoPosition[{47.9480231,27.139973}],GeoPosition[{40.4,-1.9}],GeoPosition[ {42.61662896,-5.56276119}],GeoPosition[{41.1,14.2}],GeoPosition[{39.45620535,-0.3521486}],GeoPosition[ {42.92666882,-8.1631919}],GeoPosition[{40.97763047,-5.65027485}],GeoPosition[{37.7425799,-0.95403}],GeoPosition[ {43.36866552,-8.41094936}],GeoPosition[{38.3633122,-0.495162}],GeoPosition[{50.92863,6.6594}],GeoPosition[ {50.92863,6.6594}],GeoPosition[{39.5704193,2.6377599}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {43.4647,-3.80444}],GeoPosition[{41.87581221,12.54971941}],GeoPosition[{38.3633185,-0.49516}],GeoPosition[ {41.3879,2.16992}],GeoPosition[{36.85130083,-2.35558063}],GeoPosition[{37.48664485,-4.38051433}],GeoPosition[ {38.34592671,-0.7686946}],GeoPosition[{38.9667,-0.183333}],GeoPosition[{38.08343814,-0.94247808}],GeoPosition[ {45.5275102,10.1594155}],GeoPosition[{36.59750693,-4.51343542}],GeoPosition[{37.3809291,-6.04600753}],GeoPosition[ {40.4822388,-3.4036748}],GeoPosition[{38.04073425,-1.10000731}],GeoPosition[{41.42180434,2.11989032}],GeoPosition[ {40.51815463,-3.90101552}],GeoPosition[{40.4544799,-3.69403}],GeoPosition[{40.44551005,-3.72841537}],GeoPosition[ {36.74472222,-6.06}],GeoPosition[{42.3333,-2.21667}],GeoPosition[{37.37421499,-5.97612436}],GeoPosition[ {36.33485069,-6.15827586}],GeoPosition[{37.9667,-4.53333}],GeoPosition[{37.7667,-3.7711}],GeoPosition[ {38.0263717,-1.2433533}],GeoPosition[{37.3828,-5.97317}],GeoPosition[{41.8992203,12.4739171}],GeoPosition[ {41.8,-4.53333}],GeoPosition[{42.3584783,-2.4762659}],GeoPosition[{43.468,11.042}],GeoPosition[ {43.3242912,-1.97882}],GeoPosition[{38.72027778,-9.14583333}],GeoPosition[{42.3584213,-2.476315}],GeoPosition[ {40.54917605,-3.45426871}],GeoPosition[{42.60163383,-5.57979473}],GeoPosition[{41.61328,2.2919}],GeoPosition[ {42.3584213,-2.476315}],GeoPosition[{40.42078677,-3.7021202}],GeoPosition[{38.90446484,1.42883427}],GeoPosition[ {37.8801301,-4.8138549}],GeoPosition[{40.4085,-3.701}],GeoPosition[{37.9876475,-1.13464089}],GeoPosition[ {42.3585021,-2.4761878}],GeoPosition[{40.44388889,-3.69138889}],GeoPosition[{40.48651796,-3.66527081}],GeoPosition[ {38.11444444,13.35611111}],GeoPosition[{42.5167,-0.366667}],GeoPosition[{40.41704446,-3.70354074}],GeoPosition[ {40.12550536,-3.6615514}],GeoPosition[{38.28736057,-0.5518353}],GeoPosition[{36.7167,-4.41667}],GeoPosition[ {41.19086952,1.61061761}],GeoPosition[{43.53353,-5.64644}],GeoPosition[{43.26280975,-2.95677934}],GeoPosition[ {40.38889,-3.688181}],GeoPosition[{40.4545245,-3.6915476}],GeoPosition[{43.2569,-2.9236}],GeoPosition[ {42.358483,-2.4762549}],GeoPosition[{52.30909199,4.76385839}],GeoPosition[{41.57523195,2.00880973}],GeoPosition[ {36.6894476,-6.11502085}],GeoPosition[{40.6358492,-3.1712197}],GeoPosition[{38.3633148,-0.4951935}],GeoPosition[ {41.47016,2.07971}],GeoPosition[{42.2178005,-8.74334393}],GeoPosition[{36.74472222,-6.06}],GeoPosition[ {38.73361111,-9.16027778}],GeoPosition[{38.08345699,-0.94299104}],GeoPosition[{40.40853,-3.69401}],GeoPosition[ {37.1446915,-3.6050999}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[{43.2667,-1.96667}],GeoPosition[ {40.6468101,-3.1504562}],GeoPosition[{43.30972222,-2.0075}],GeoPosition[{41.384445,2.133314}],GeoPosition[ {43.73666667,-7.87722222}],GeoPosition[{37.785,-3.9025}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {38.61472222,-1.11972222}],GeoPosition[{48.8243394,2.2891761}],GeoPosition[{38.87874,-6.95585}],GeoPosition[ {37.19972222,-3.60472222}],GeoPosition[{36.5167,-4.88333}],GeoPosition[{40.4429,-3.68055}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{51.48981093,-0.19484537}],GeoPosition[{38.8894435,-6.8996557}],GeoPosition[ {36.7,-6.1167}],GeoPosition[{36.7167,-4.41667}],GeoPosition[{37.38761957,-5.96959029}],GeoPosition[ {36.7024803,-4.4966002}],GeoPosition[{43.3226395,-1.98587}],GeoPosition[{43.3681669,-8.4055962}],GeoPosition[ {40.47222222,-3.56083333}],GeoPosition[{48.0143847,-4.4862138}],GeoPosition[{40.4167,-3.70325}],GeoPosition[ {37.38027778,-6.01083333}],GeoPosition[{40.4167,-3.70325}],GeoPosition[{54.5969,-5.9292}],GeoPosition[ {42.5,-2.61667}],GeoPosition[{43.2077502,-8.6525255}],GeoPosition[{37.38582123,-5.99843975}],GeoPosition[ {43.46722929,11.04292447}],GeoPosition[{38.25472222,-0.64611111}],GeoPosition[{43.3242912,-1.97882}],GeoPosition[ {41.678466,2.784316}],GeoPosition[{42.46376446,-2.44574265}],GeoPosition[{37.1142,-6.76444}],GeoPosition[ {41.1568741,-5.67054188}],GeoPosition[{39.5240088,2.73989915}],GeoPosition[{37.39861111,-6.00722222}],GeoPosition[ {36.6833,-6.13333}],GeoPosition[{53.43835,-2.2773}],GeoPosition[{43.29219894,-3.00034321}],GeoPosition[ {36.06463775,-5.72200687}],GeoPosition[{40.41842,-3.69659}],GeoPosition[{40.42725904,-3.71434457}],GeoPosition[ {43.2580495,-5.778444}],GeoPosition[{36.70760125,-4.41452417}],GeoPosition[{40.63195313,-4.0079291}],GeoPosition[ {36.5167,-4.88333}],GeoPosition[{41.36407749,2.14030203}],GeoPosition[{41.21279526,1.63766086}],GeoPosition[ {41.46741486,2.17207003}],GeoPosition[{40.42273,-3.7130593}],GeoPosition[{40.3141156,-3.4525166}],GeoPosition[ {36.695313,-4.4573717}],GeoPosition[{40.44561571,-3.72845978}],GeoPosition[{37.1333,-6.48778}],GeoPosition[ {37.98499181,-1.13267591}],GeoPosition[{36.76033255,-5.3684628}],GeoPosition[{40.43921584,-3.71285149}],GeoPosition[ {41.44738299,1.96832049}],GeoPosition[{37.78735434,-3.77685667}],GeoPosition[{40.9,12.9667}],GeoPosition[ {40.42804,-3.65275}],GeoPosition[{37.38412623,-6.00889694}],GeoPosition[{41.44041,2.19851}],GeoPosition[ {43.30840947,-5.69265088}],GeoPosition[{48.0143847,-4.4862134}],GeoPosition[{36.71769762,-4.51275746}],GeoPosition[ {52.50483075,13.44444736}],GeoPosition[{40.3206638,-3.4675772}],GeoPosition[{41.28703,-4.68119}],GeoPosition[ {39.56684,3.21013}],GeoPosition[{43.26555,-2.51826}],GeoPosition[{41.3933768,2.16033003}],GeoPosition[ {40.388849,-3.688121}],GeoPosition[{40.45222363,-3.7134514}],GeoPosition[{40.35,-4.4}],GeoPosition[ {37.3772,-5.98694}],GeoPosition[{41.66136,-0.87511}],GeoPosition[{37.78735434,-3.77685667}],GeoPosition[ {38.7667,-4.83333}],GeoPosition[{39.68646813,2.84434533}],GeoPosition[{37.41723611,-6.00456389}],GeoPosition[ {42.53812,-7.53297}],GeoPosition[{36.71564945,-4.4809413}],GeoPosition[{48.0143843,-4.4862126}],GeoPosition[ {43.5569,-5.92472}],GeoPosition[{43.3372663,-2.8601072}],GeoPosition[{37.37625265,-6.0028386}],GeoPosition[ {38.79596756,-4.86637343}],GeoPosition[{36.70760125,-4.41452417}],GeoPosition[{41.3640781,2.14028318}],GeoPosition[ {43.3209213,-1.982034}],GeoPosition[{36.7,-6.1167}],GeoPosition[{37.3781954,-5.9737447}],GeoPosition[ {40.41731703,-3.70872905}],GeoPosition[{37.38794721,-5.98016319}],GeoPosition[{41.6552096,-4.7192796}],GeoPosition[ {43.3618929,-5.84782237}],GeoPosition[{40.62833,-3.16771}],GeoPosition[{36.6954353,-4.4573815}],GeoPosition[ {41.2165565,1.7274763}],GeoPosition[{43.46991668,-7.62747891}],GeoPosition[{50.84077452,4.38078301}],GeoPosition[ {37.41723611,-6.00456389}],GeoPosition[{41.19086952,1.61061761}],GeoPosition[{40.24260265,-3.69530519}],GeoPosition[ {38.98648329,-3.91410436}],GeoPosition[{38.33694444,-0.48861111}],GeoPosition[{36.7776784,-6.3603683}],GeoPosition[ {51.5383452,-0.144111}],GeoPosition[{40.42682,-3.70268}],GeoPosition[{35.2886679,-2.93590657}],GeoPosition[ {37.99437575,-1.14388085}],GeoPosition[{43.3475,-4.1025}],GeoPosition[{40.544239,-3.69203}],GeoPosition[ {40.42855838,-3.67652694}],GeoPosition[{43.29232942,-3.96534753}],GeoPosition[{36.217988,-5.574183}],GeoPosition[ {38.343972,-0.490456}],GeoPosition[{55.7508344,52.0123297}],GeoPosition[{43.30272658,-8.41280222}],GeoPosition[ {37.2844,-5.92417}],GeoPosition[{38.9663478,-0.18667519}],GeoPosition[{39.41323152,-0.49190133}],GeoPosition[ {40.4287415,-3.6780801}],GeoPosition[{36.6952789,-4.4573716}],GeoPosition[{40.82335967,-3.96134537}],GeoPosition[ {41.73338547,12.300425}],GeoPosition[{37.38397057,-5.95764171}],GeoPosition[{37.28957795,13.59660775}],GeoPosition[ {40.4186897,-3.7075}],GeoPosition[{37.40378,-1.58268}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[ {40.41949711,-3.69973169}],GeoPosition[{52.50146893,-2.11085867}],GeoPosition[{41.3869497,2.16965425}],GeoPosition[ {41.9,12.5}],GeoPosition[{42.30461809,-1.96483264}],GeoPosition[{37.35206226,-5.92886038}],GeoPosition[ {38.34881692,-0.4858017}],GeoPosition[{50.84077454,4.38057618}],GeoPosition[{36.7423,-8.5042}],GeoPosition[ {43.18560028,-3.20350003}],GeoPosition[{41.6552103,-4.7192551}],GeoPosition[{40.5503433,-3.268893}],GeoPosition[ {41.40025,2.15958}],GeoPosition[{36.71777966,-4.41052011}],GeoPosition[{37.34895308,-5.9874022}],GeoPosition[ {52.36076,4.91883}],GeoPosition[{50.84077454,4.3807827}],GeoPosition[{48.1253896,11.591294}],GeoPosition[ {43.3421315,-3.7421751}],GeoPosition[{40.41973787,-3.70073481}],GeoPosition[{43.37090042,-8.39742498}],GeoPosition[ {39.90468,32.8621}],GeoPosition[{40.43908544,-3.6945478}],GeoPosition[{43.32540137,-1.97440625}],GeoPosition[ {40.64472222,-4.76666667}],GeoPosition[{42.84849,-2.67036}],GeoPosition[{41.44916538,2.24796682}],GeoPosition[ {43.25960598,-2.93396761}],GeoPosition[{40.44020266,-3.70685577}],GeoPosition[{43.2581058,-2.93036272}],GeoPosition[ {38.88477319,-7.0064975}],GeoPosition[{40.5503433,-3.268893}],GeoPosition[{38.7167,-9.13333}],GeoPosition[ {43.00383114,-7.56927967}],GeoPosition[{36.59305566,-6.22124751}],GeoPosition[{40.4420013,-3.8342846}],GeoPosition[ {39.46828,-0.4139433}],GeoPosition[{36.05950033,-5.66672351}],GeoPosition[{41.69939,2.8476499}],GeoPosition[ {38.85,-7.13333}],GeoPosition[{40.4828823,-3.3507896}],GeoPosition[{40.43963,-3.69431}],GeoPosition[ {40.388831,-3.68818}],GeoPosition[{41.65411846,-0.8785359}],GeoPosition[{40.41842,-3.69659}],GeoPosition[ {48.0143847,-4.4862138}],GeoPosition[{40.4244804,-3.69713}],GeoPosition[{40.104386,-3.697152}],GeoPosition[ {38.1241913,-0.87373}],GeoPosition[{37.1724887,-3.6016713}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {36.18756258,-5.92066977}],GeoPosition[{52.381905,13.1199934}],GeoPosition[{39.1640898,-3.0125394}],GeoPosition[ {40.35,-4.01667}],GeoPosition[{41.27576,1.98717}],GeoPosition[{43.437973,-4.93892082}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{42.22322845,2.9526453}],GeoPosition[{39.97550945,-0.05048033}],GeoPosition[ {40.5339081,-3.3110375}],GeoPosition[{40.79210261,-4.06008918}],GeoPosition[{40.4356384,-3.7132399}],GeoPosition[ {36.4167,-6.13333}],GeoPosition[{38.3674346,-0.4402747}],GeoPosition[{39.49262985,-0.4585835}],GeoPosition[ {37.8884583,-4.77529}],GeoPosition[{37.3828,-5.97317}],GeoPosition[{40.42277778,-3.71194444}],GeoPosition[ {40.48763,-3.6098909}],GeoPosition[{43.32540137,-1.97440625}],GeoPosition[{39.49262985,-0.4585835}],GeoPosition[ {37.18156911,-6.96914978}],GeoPosition[{40.43333661,-3.90339168}],GeoPosition[{37.8942986,-6.56179}],GeoPosition[ {47.,6.55}],GeoPosition[{40.5667,-4.}],GeoPosition[{41.608799,2.2898901}],GeoPosition[ {40.5097206,-3.3239397}],GeoPosition[{41.3986015,2.1501601}],GeoPosition[{37.38244167,-5.99646667}],GeoPosition[ {40.4904769,-3.3632966}],GeoPosition[{40.4,-3.68333}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {43.55416667,10.33583333}],GeoPosition[{36.529135,-6.295254}],GeoPosition[{36.49034829,-4.95158902}],GeoPosition[ {43.55016234,-6.55554984}],GeoPosition[{41.7676086,-2.46891}],GeoPosition[{40.5012813,-3.3412529}],GeoPosition[ {40.4904769,-3.3632966}],GeoPosition[{41.45013,2.20863}],GeoPosition[{38.4766808,-0.78837}],GeoPosition[ {40.43407748,-3.63147024}],GeoPosition[{40.4062908,-3.69054794}],GeoPosition[{41.6473312,-4.7177801}],GeoPosition[ {42.22707587,-8.46627785}],GeoPosition[{37.2030297,-3.5961574}],GeoPosition[{39.52914966,-0.44502073}],GeoPosition[ {43.1673341,-6.5445965}],GeoPosition[{37.3876945,-5.9892244}],GeoPosition[{41.42234477,2.14123507}],GeoPosition[ {36.873951,-5.8048}],GeoPosition[{40.4620545,-3.6157384}],GeoPosition[{37.39988627,-5.98964696}],GeoPosition[ {39.51605,2.745263}],GeoPosition[{40.41704446,-3.70354074}],GeoPosition[{41.69939,2.8476499}],GeoPosition[ {41.73311893,13.0914665}],GeoPosition[{40.42391044,-3.67178321}],GeoPosition[{40.88290708,0.80226552}],GeoPosition[ {37.5642652,-4.8454201}],GeoPosition[{41.6552455,-4.719317}],GeoPosition[{38.26477688,-0.71238313}],GeoPosition[ {41.38062332,2.02813063}],GeoPosition[{37.25,-7.2}],GeoPosition[{36.873951,-5.8048}],GeoPosition[ {37.99786278,-0.68750841}],GeoPosition[{39.53416885,-6.60472488}],GeoPosition[{37.63401843,-0.69095511}],GeoPosition[ {37.1724907,-3.6017194}],GeoPosition[{40.4878363,-3.5890207}],GeoPosition[{41.3832352,2.1135497}],GeoPosition[ {40.29987051,-3.80839918}],GeoPosition[{37.6859964,-3.81987683}],GeoPosition[{40.48480306,-3.68507585}],GeoPosition[ {38.4766808,-0.78837}],GeoPosition[{40.41742,-3.69561}],GeoPosition[{40.46768205,-3.61589919}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.3880445,-3.6282713}],GeoPosition[{40.41704446,-3.70354074}],GeoPosition[ {39.88026188,4.25512034}],GeoPosition[{52.20417079,0.12006763}],GeoPosition[{41.623046,2.2134095}],GeoPosition[ {35.26647479,-2.93322483}],GeoPosition[{41.19002774,1.60654797}],GeoPosition[{36.5333,-6.2833}],GeoPosition[ {41.65223464,-4.72386905}],GeoPosition[{39.67638889,-0.27333333}],GeoPosition[{45.4352684,12.3469896}],GeoPosition[ {36.51354848,-5.01556892}],GeoPosition[{36.33442929,-6.15815584}],GeoPosition[{40.40880336,-3.71089027}],GeoPosition[ {39.06611111,-5.72277778}],GeoPosition[{39.54631728,-0.39995912}],GeoPosition[{38.68232371,-6.411656}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{40.4901983,-3.8914322}],GeoPosition[{36.68916667,-6.12027778}],GeoPosition[ {41.29007165,2.0752107}],GeoPosition[{51.4004593,21.1594906}],GeoPosition[{38.96888889,0.185}],GeoPosition[ {40.4818916,-3.36712}],GeoPosition[{39.4833,-0.45}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {42.02392163,35.1505555}],GeoPosition[{39.8667,-4.01667}],GeoPosition[{42.3706146,-5.02771157}],GeoPosition[ {39.51608131,2.74522535}],GeoPosition[{37.6217082,-0.776333}],GeoPosition[{45.67897894,9.6720475}],GeoPosition[ {39.4667,-0.416667}],GeoPosition[{41.6230283,2.2133743}],GeoPosition[{40.12866332,-5.46289866}],GeoPosition[ {36.73028053,-2.88574413}],GeoPosition[{38.3764565,-0.4892361}],GeoPosition[{41.53279974,2.0871127}],GeoPosition[ {40.4167,-3.70325}],GeoPosition[{39.8021443,-5.171272}],GeoPosition[{42.81341221,-1.63948542}],GeoPosition[ {40.8510284,14.2574196}],GeoPosition[{36.4842606,-4.9889798}],GeoPosition[{37.3828,-5.97317}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{40.4249115,-3.7005601}],GeoPosition[{53.43835,-2.2773}],GeoPosition[ {39.98211489,-0.03460545}],GeoPosition[{41.65,-0.8833}],GeoPosition[{40.5434494,-3.61251}],GeoPosition[ {52.3731,4.8922}],GeoPosition[{43.23368986,-2.75287986}],GeoPosition[{37.388163,-5.982399}],GeoPosition[ {41.640468,-0.8971307}],GeoPosition[{38.4766808,-0.78837}],GeoPosition[{45.886489,11.548449}],GeoPosition[ {42.17356701,-8.50889272}],GeoPosition[{41.5068,-5.74374}],GeoPosition[{41.42472076,2.21682}],GeoPosition[ {42.87345,-8.55282}],GeoPosition[{37.38322482,-5.94908902}],GeoPosition[{37.5010815,-5.9659099}],GeoPosition[ {38.7466301,-3.4126569}],GeoPosition[{40.5014903,-3.6639658}],GeoPosition[{37.25,-6.3}],GeoPosition[ {41.6230347,2.2133946}],GeoPosition[{37.1805115,-3.6111801}],GeoPosition[{40.1917,29.0611}],GeoPosition[ {39.87901426,4.25583095}],GeoPosition[{41.3899135,2.1632777}],GeoPosition[{43.5333,-5.7}],GeoPosition[ {42.8592262,-2.6774224}],GeoPosition[{40.40853,-3.69401}],GeoPosition[{37.2072182,-7.4032698}],GeoPosition[ {37.38339641,-5.98705473}],GeoPosition[{42.84559634,-2.67237577}],GeoPosition[{41.3608264,2.1249252}],GeoPosition[ {40.41782128,-3.6844646}],GeoPosition[{40.96359317,-5.66490858}],GeoPosition[{38.6891518,-4.1090398}],GeoPosition[ {41.623021,2.213356}],GeoPosition[{41.39076996,2.18126178}],GeoPosition[{38.,-1.15}],GeoPosition[ {41.3633371,2.1246184}],GeoPosition[{51.50226336,0.00404939}],GeoPosition[{37.621708,-0.7763343}],GeoPosition[ {40.40657,-3.7105}],GeoPosition[{41.373362,2.148271}],GeoPosition[{43.26261889,-2.95044901}],GeoPosition[ {40.40853,-3.69401}],GeoPosition[{41.38690625,2.17161411}],GeoPosition[{37.9857631,-1.1294135}],GeoPosition[ {40.42538952,-3.70395309}],GeoPosition[{41.6230332,2.213374}],GeoPosition[{40.42250614,-3.70930531}],GeoPosition[ {39.45620535,-0.3521486}],GeoPosition[{37.34317346,-6.05876392}],GeoPosition[{39.20160732,-0.30998753}],GeoPosition[ {41.50303367,2.12091892}],GeoPosition[{43.18650055,-3.2033}],GeoPosition[{43.28580093,-2.35529995}],GeoPosition[ {41.3879,2.16992}],GeoPosition[{41.3879,2.16992}],GeoPosition[{41.3879,2.16992}],GeoPosition[ {41.36420046,2.14034594}],GeoPosition[{51.50226336,0.00404939}],GeoPosition[{41.65223464,-4.72386905}],GeoPosition[ {42.2333,-8.71667}],GeoPosition[{40.487775,-3.686497}],GeoPosition[{41.9031,12.4958}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{41.6512769,-0.9152426}],GeoPosition[{47.5099443,19.0578478}],GeoPosition[ {40.42391681,-3.70601917}],GeoPosition[{38.9,1.43333}],GeoPosition[{37.39291969,-5.98688863}],GeoPosition[ {40.46768205,-3.61589919}],GeoPosition[{42.3292503,-7.8625202}],GeoPosition[{40.41654,-3.69863}],GeoPosition[ {37.1805115,-3.6111801}],GeoPosition[{43.5324882,-5.6694064}],GeoPosition[{40.96938848,29.26073345}],GeoPosition[ {51.50226336,0.00404939}],GeoPosition[{41.3608264,2.1249252}],GeoPosition[{52.381905,13.1199934}],GeoPosition[ {50.06345,19.93507}],GeoPosition[{41.37859745,2.1624272}],GeoPosition[{40.44893807,-3.69516513}],GeoPosition[ {39.46955854,-0.41187089}],GeoPosition[{35.2940407,-2.9395499}],GeoPosition[{36.69377136,-6.12961674}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{38.60847011,-0.27190894}],GeoPosition[{39.38739982,-3.22587075}],GeoPosition[ {51.8642112,-2.2380335}],GeoPosition[{38.3893147,-0.43903921}],GeoPosition[{40.44133,-3.6375501}],GeoPosition[ {41.39130487,2.145409}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{37.983,-1.1302}],GeoPosition[ {39.5715,2.6469}],GeoPosition[{39.4692,-0.3768}],GeoPosition[{40.42250614,-3.70930531}],GeoPosition[ {43.3167,-1.98333}],GeoPosition[{42.3281664,-8.7894525}],GeoPosition[{43.3715,-8.396}],GeoPosition[ {40.5013998,-3.6640356}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[{37.1805115,-3.6111801}],GeoPosition[ {42.6056,-5.57}],GeoPosition[{41.351338,2.112962}],GeoPosition[{51.51330224,-0.13134784}],GeoPosition[ {40.41416199,-3.69248583}],GeoPosition[{38.38981228,-0.44274914}],GeoPosition[{38.39357612,-0.5182757}],GeoPosition[ {39.9565541,-4.8465412}],GeoPosition[{38.25,-0.7}],GeoPosition[{38.0035676,-0.6560227}],GeoPosition[ {40.30693219,-3.73079599}],GeoPosition[{40.4359313,-3.7303763}],GeoPosition[{48.86476714,2.32815145}],GeoPosition[ {42.1,2.16667}],GeoPosition[{43.4656038,-3.8684616}],GeoPosition[{36.8333,-2.45}],GeoPosition[ {36.46821508,-5.01020362}],GeoPosition[{37.3828,-5.97317}],GeoPosition[{39.48002275,-0.37735123}],GeoPosition[ {36.70300465,-4.4485238}],GeoPosition[{53.1333,-1.2}],GeoPosition[{42.8043381,-1.6684574}],GeoPosition[ {40.41649878,-3.6841619}],GeoPosition[{41.6573039,-0.88788325}],GeoPosition[{42.59546684,-5.54437112}],GeoPosition[ {36.6,-6.23333}],GeoPosition[{37.621708,-0.7763343}],GeoPosition[{37.38593234,-6.00222932}],GeoPosition[ {42.1,2.16667}],GeoPosition[{37.5642652,-4.8454201}],GeoPosition[{38.9,1.43333}],GeoPosition[ {39.463428,-0.3916927}],GeoPosition[{40.4167,-3.70325}],GeoPosition[{37.39291969,-5.98688863}],GeoPosition[ {41.65727195,-0.88164551}],GeoPosition[{49.0435728,3.9569743}],GeoPosition[{36.7167,-4.41667}],GeoPosition[ {37.4231713,-5.89973981}],GeoPosition[{59.3313,18.07253}],GeoPosition[{40.40667,-3.68179}],GeoPosition[ {40.44961586,-3.71645023}],GeoPosition[{40.4,-3.68333}],GeoPosition[{43.37090042,-8.39742498}],GeoPosition[ {43.2581058,-2.93036272}],GeoPosition[{40.41649878,-3.6841619}],GeoPosition[{43.5747299,10.3387098}],GeoPosition[ {39.46666667,-0.38333333}],GeoPosition[{41.351338,2.112962}],GeoPosition[{37.2,-4.8}],GeoPosition[ {38.0035623,-0.6560228}],GeoPosition[{40.4167,-3.70325}],GeoPosition[{40.46082,-3.68082}],GeoPosition[ {37.34430027,-6.02625847}],GeoPosition[{36.83957,-2.46453}],GeoPosition[{36.70546468,-4.45464718}],GeoPosition[ {41.3633371,2.1246184}],GeoPosition[{38.0035853,-0.6560345}],GeoPosition[{43.5808,7.1239}],GeoPosition[ {42.340837,-3.701723}],GeoPosition[{40.41908948,-3.7022104}],GeoPosition[{43.53882,-5.65817}],GeoPosition[ {40.4220822,-3.7087674}],GeoPosition[{40.4252586,-3.7137201}],GeoPosition[{36.5305681,-6.3035024}],GeoPosition[ {36.53029828,-6.29825232}],GeoPosition[{36.33485069,-6.15827586}],GeoPosition[{36.53102528,-6.29728175}],GeoPosition[ {40.47222222,-3.56083333}],GeoPosition[{41.65731778,-0.8878738}],GeoPosition[{38.30841591,-0.74730123}],GeoPosition[ {40.37122352,-3.61070812}],GeoPosition[{36.68449712,-4.91768102}],GeoPosition[{40.45259027,-3.68536378}],GeoPosition[ {41.398551,2.1998445}],GeoPosition[{38.0035524,-0.6560166}],GeoPosition[{38.25,-0.7}],GeoPosition[ {40.42893521,-3.70590955}],GeoPosition[{40.41282718,-3.73522674}],GeoPosition[{40.22306462,28.85024309}],GeoPosition[ {40.4,-1.9}],GeoPosition[{40.4359252,-3.7303815}],GeoPosition[{40.4740899,-3.87452}],GeoPosition[ {41.351338,2.112962}],GeoPosition[{40.43402936,-3.71564525}],GeoPosition[{41.37438,2.15448}],GeoPosition[ {41.3790584,2.1564461}],GeoPosition[{52.4966037,5.06821632}],GeoPosition[{36.48387345,-4.98887373}],GeoPosition[ {40.59390515,26.12810952}],GeoPosition[{40.41908948,-3.7022104}],GeoPosition[{37.2856,-6.05167}],GeoPosition[ {40.512814,-3.9113634}],GeoPosition[{41.42472076,2.21682}],GeoPosition[{37.35942,-6.9700721}],GeoPosition[ {38.08796044,-3.62316859}],GeoPosition[{37.40515581,-6.00130482}],GeoPosition[{42.2333,-8.71667}],GeoPosition[ {36.7374593,-4.5493149}],GeoPosition[{41.401111,2.147222}],GeoPosition[{40.59361111,-4.14277778}],GeoPosition[ {41.3960217,2.1719239}],GeoPosition[{41.38312,2.16529369}],GeoPosition[{41.27554881,1.98878288}],GeoPosition[ {52.5006,13.3989}],GeoPosition[{36.8346918,-2.4514785}],GeoPosition[{43.42983314,13.66518368}],GeoPosition[ {48.0833,7.36667}],GeoPosition[{37.17281,-3.59858}],GeoPosition[{40.415364,-3.707398}],GeoPosition[ {36.7167,-4.41667}],GeoPosition[{37.4548622,-5.6350923}],GeoPosition[{36.7374593,-4.5493149}],GeoPosition[ {36.9833477,-2.4633539}],GeoPosition[{36.80632,-5.328}],GeoPosition[{37.0982154,-2.124113}],GeoPosition[ {37.3427756,-2.5039014}],GeoPosition[{36.7845225,-3.412659}],GeoPosition[{37.13274,-3.43589}],GeoPosition[ {37.1723852,-5.7962233}],GeoPosition[{37.18027,-5.80272}],GeoPosition[{40.47222222,-3.56083333}],GeoPosition[ {41.3879,2.16992}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.92982,9.49606}],GeoPosition[ {40.97082057,-5.67336722}],GeoPosition[{43.46226,-3.81681}],GeoPosition[{37.35942,-6.9700721}],GeoPosition[ {40.42129521,-3.68584248}],GeoPosition[{44.13492486,9.68309503}],GeoPosition[{40.4182587,-3.7030599}],GeoPosition[ {36.74422745,-3.87542188}],GeoPosition[{37.3600616,-5.9719801}],GeoPosition[{38.35,-0.483333}],GeoPosition[ {41.65,-0.8833}],GeoPosition[{40.4599907,-3.7118415}],GeoPosition[{41.37796393,2.05549538}],GeoPosition[ {37.35942,-6.9700721}],GeoPosition[{40.4737612,-3.687173}],GeoPosition[{38.77204983,0.19012666}],GeoPosition[ {39.06611111,-5.72277778}],GeoPosition[{40.45281665,-3.68896181}],GeoPosition[{41.89930556,12.47675}],GeoPosition[ {51.49248636,-0.14864481}],GeoPosition[{41.3833,2.18333}],GeoPosition[{43.30972222,-2.0075}],GeoPosition[ {40.41928643,-3.70551897}],GeoPosition[{36.7223142,-4.4836099}],GeoPosition[{39.1640898,-3.0125399}],GeoPosition[ {41.57,2.013}],GeoPosition[{41.3833,2.18333}],GeoPosition[{43.73666667,-7.87722222}],GeoPosition[ {38.61472222,-1.11972222}],GeoPosition[{51.5317039,-0.1120689}],GeoPosition[{37.785,-3.9025}],GeoPosition[ {41.43087,2.16956308}],GeoPosition[{43.28440094,-2.99419999}],GeoPosition[{37.19972222,-3.60472222}],GeoPosition[ {36.544148,-4.6249439}],GeoPosition[{42.59518,-5.56823}],GeoPosition[{43.1833,-2.9}],GeoPosition[ {39.9888921,-3.7715652}],GeoPosition[{40.0323753,-3.6077352}],GeoPosition[{39.99046025,-6.53931792}],GeoPosition[ {40.46721802,-3.61671203}],GeoPosition[{41.3875,2.175}],GeoPosition[{41.351338,2.112962}],GeoPosition[ {41.3833,2.18333}],GeoPosition[{42.59902228,-5.56729908}],GeoPosition[{41.2333,1.73333}],GeoPosition[ {42.59542044,-5.56868404}],GeoPosition[{37.13084247,-6.48522904}],GeoPosition[{37.3696431,-6.9714148}],GeoPosition[ {36.721261,-4.4212655}],GeoPosition[{45.65,11.6}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.3833,-3.61667}],GeoPosition[{40.4167,-3.70325}],GeoPosition[{36.49789508,-4.80344866}],GeoPosition[ {35.29123249,-2.93630671}],GeoPosition[{36.8336794,-2.450371}],GeoPosition[{45.46016,9.1572099}],GeoPosition[ {43.33117275,-2.96698416}],GeoPosition[{40.5667,-3.06667}],GeoPosition[{41.678466,2.784316}],GeoPosition[ {41.683449,2.491277}],GeoPosition[{42.59518341,-5.56822356}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{41.65,-0.8833}],GeoPosition[ {40.47390382,-3.63496093}],GeoPosition[{40.45779,-3.7154}],GeoPosition[{37.142333,-3.61538928}],GeoPosition[ {38.6131,27.4261}],GeoPosition[{40.4234788,-3.69112658}],GeoPosition[{43.46702891,11.04286164}],GeoPosition[ {43.26405162,-2.94922938}],GeoPosition[{39.1640895,-3.0125369}],GeoPosition[{39.98626182,-0.03424645}],GeoPosition[ {42.76401424,-7.90691801}],GeoPosition[{41.36414379,2.14039447}],GeoPosition[{36.5333,-6.2833}],GeoPosition[ {45.46016,9.1572099}],GeoPosition[{40.46278428,-3.63574372}],GeoPosition[{42.51198138,-8.75889393}],GeoPosition[ {40.41520063,-3.67341508}],GeoPosition[{41.58124,12.65721}],GeoPosition[{38.8894901,-6.8996403}],GeoPosition[ {45.0533981,7.6774902}],GeoPosition[{49.0436123,3.9568977}],GeoPosition[{40.4620545,-3.6157384}],GeoPosition[ {40.30284441,-4.00454099}],GeoPosition[{42.59518,-5.56823}],GeoPosition[{41.29710007,2.07845998}],GeoPosition[ {37.9842682,-1.13484}],GeoPosition[{38.8833,-7.16667}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {37.36945326,-5.97078477}],GeoPosition[{40.0288472,-6.09019532}],GeoPosition[{41.9,12.5}],GeoPosition[ {37.17738291,-3.59726275}],GeoPosition[{42.35,-3.7}],GeoPosition[{38.117372,-0.719885}],GeoPosition[ {43.27971285,-8.21027595}],GeoPosition[{41.63857985,-0.88906785}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.5411035,-3.614215}],GeoPosition[{40.4,-3.68333}],GeoPosition[{37.59965584,-0.98320733}],GeoPosition[ {41.890419,12.4905901}],GeoPosition[{38.96040045,-0.1817177}],GeoPosition[{36.62813,-4.49303}],GeoPosition[ {51.508611,-0.163611}],GeoPosition[{36.5333,-6.2833}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {36.68476021,-6.11830217}],GeoPosition[{38.28669237,-0.77815609}],GeoPosition[{39.46946325,-6.37908385}],GeoPosition[ {36.75,-3.51666667}],GeoPosition[{40.40897279,-3.64869766}],GeoPosition[{41.56311539,1.80432088}],GeoPosition[ {40.3267863,-3.8491033}],GeoPosition[{41.4108556,2.17724109}],GeoPosition[{41.56311539,1.80432088}],GeoPosition[ {37.54967748,-1.66724287}],GeoPosition[{40.31207156,-3.73119603}],GeoPosition[{41.29710007,2.07845998}],GeoPosition[ {40.4515419,-3.69488}],GeoPosition[{37.35942,-6.9700721}],GeoPosition[{41.53772846,2.31174354}],GeoPosition[ {36.5007489,-6.273989}],GeoPosition[{37.36048193,-5.97148133}],GeoPosition[{42.3532011,-7.8648804}],GeoPosition[ {40.2652201,-3.84048199}],GeoPosition[{40.41649878,-3.6841619}],GeoPosition[{38.4468373,-6.3747402}],GeoPosition[ {43.34223912,-4.04860123}],GeoPosition[{37.39478615,-5.98398449}],GeoPosition[{40.3833,-5.76667}],GeoPosition[ {39.4633868,-0.3916324}],GeoPosition[{38.98985723,-1.85529105}],GeoPosition[{37.6,-0.983333}],GeoPosition[ {39.55438082,2.62525976}],GeoPosition[{40.454383,-3.6915046}],GeoPosition[{37.3828,-5.97317}],GeoPosition[ {38.14765041,-6.27940242}],GeoPosition[{52.64210794,-1.17970765}],GeoPosition[{42.31347465,-1.97932992}],GeoPosition[ {43.26938034,-8.77732794}],GeoPosition[{42.1377907,-0.40496}],GeoPosition[{42.84425,-2.67366}],GeoPosition[ {36.95,-3.31667}],GeoPosition[{38.7167,-5.55}],GeoPosition[{39.479293,-0.375933}],GeoPosition[ {40.42829399,-3.61503914}],GeoPosition[{41.4175454,2.2073063}],GeoPosition[{40.46721802,-3.61671203}],GeoPosition[ {40.4089122,-3.7227246}],GeoPosition[{41.38544962,2.1701374}],GeoPosition[{42.7667,-6.}],GeoPosition[ {53.91233715,27.53892497}],GeoPosition[{42.8833,-8.55}],GeoPosition[{40.45143751,-3.68617058}],GeoPosition[ {37.3164347,-5.9688669}],GeoPosition[{40.35,-3.83333333}],GeoPosition[{42.05,-8.63333}],GeoPosition[ {43.25741,-2.92514}],GeoPosition[{37.3273201,-4.37293}],GeoPosition[{37.6667,-1.7}],GeoPosition[ {39.06611111,-5.72277778}],GeoPosition[{40.41705713,-3.70667937}],GeoPosition[{38.66679487,-3.84371772}],GeoPosition[ {43.26398837,-2.93940914}],GeoPosition[{40.66896889,-3.2070203}],GeoPosition[{42.6167,-1.2}],GeoPosition[ {39.4646492,-0.39425}],GeoPosition[{36.60327369,-6.21654682}],GeoPosition[{43.25170135,-2.3908}],GeoPosition[ {40.3357048,0.2663914}],GeoPosition[{36.7,-6.1167}],GeoPosition[{39.4633869,-0.3484216}],GeoPosition[ {38.24425528,-6.30037294}],GeoPosition[{40.42668134,-3.68715548}],GeoPosition[{40.41842,-3.69659}],GeoPosition[ {37.38697388,-6.00153931}],GeoPosition[{36.67692944,-4.49249625}],GeoPosition[{41.4333,2.2}],GeoPosition[ {40.53088,-3.63724}],GeoPosition[{36.606,-4.54223}],GeoPosition[{37.35942,-6.9700721}],GeoPosition[ {37.35351,-5.2242499}],GeoPosition[{37.3042902,-6.2480955}],GeoPosition[{36.4842606,-4.9889798}],GeoPosition[ {36.8333,-2.45}],GeoPosition[{42.07319218,-8.62938337}],GeoPosition[{40.42339,-3.67468}],GeoPosition[ {40.29131928,-4.01125147}],GeoPosition[{40.41567939,-3.69877743}],GeoPosition[{46.7712101,23.6236353}],GeoPosition[ {36.63978517,-6.16889298}],GeoPosition[{43.4167,-4.03333}],GeoPosition[{37.7827037,-3.8086756}],GeoPosition[ {37.18156911,-6.96914978}],GeoPosition[{45.46016,9.1572099}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {43.32425669,-1.97852612}],GeoPosition[{40.4167,-3.70325}],GeoPosition[{37.98419,-1.12928}],GeoPosition[ {40.42242,-3.69376}],GeoPosition[{40.05,0.0666667}],GeoPosition[{40.4265975,-3.69996786}],GeoPosition[ {37.35942,-6.9700721}],GeoPosition[{37.39291969,-5.98688863}],GeoPosition[{40.77530979,30.3804373}],GeoPosition[ {40.41710668,-3.70301806}],GeoPosition[{51.7519,-1.2578}],GeoPosition[{40.28310219,-3.81961128}],GeoPosition[ {37.67460886,-1.69924775}],GeoPosition[{38.90446484,1.42883427}],GeoPosition[{36.5294231,-6.294823}],GeoPosition[ {39.4189397,-0.3976467}],GeoPosition[{41.0779114,1.14502}],GeoPosition[{43.469813,-7.62747916}],GeoPosition[ {36.5294231,-6.294823}],GeoPosition[{42.3567854,-2.4752424}],GeoPosition[{38.3440712,-0.4924091}],GeoPosition[ {37.1725349,-3.5966198}],GeoPosition[{39.4633899,-0.3915467}],GeoPosition[{43.26375628,-2.93355564}],GeoPosition[ {40.42695915,-3.69942616}],GeoPosition[{40.4167,-3.70325}],GeoPosition[{43.3167,-1.98333}],GeoPosition[ {40.42578835,-3.69705096}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{37.9258431,-0.7253651}],GeoPosition[ {43.37090042,-8.39742498}],GeoPosition[{50.7487635,-2.3444786}],GeoPosition[{40.4698162,-3.6767789}],GeoPosition[ {40.45481,-3.68687}],GeoPosition[{43.53442108,-5.66461754}],GeoPosition[{40.3437082,-3.706235}],GeoPosition[ {41.61328,2.2919}],GeoPosition[{40.6793209,-3.95738993}],GeoPosition[{36.54166667,-4.625}],GeoPosition[ {40.35211249,-1.10942824}],GeoPosition[{37.25,-6.95}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {48.15244578,11.59235464}],GeoPosition[{43.0758775,-3.5507345}],GeoPosition[{50.839242,4.37563164}],GeoPosition[ {36.795157,-6.333324}],GeoPosition[{40.43546305,-3.72983401}],GeoPosition[{42.2355919,-8.7164097}],GeoPosition[ {39.42733341,-0.46898443}],GeoPosition[{40.45259027,-3.68536378}],GeoPosition[{40.28310219,-3.81961128}],GeoPosition[ {40.39419199,-3.70769007}],GeoPosition[{40.4,-3.68333}],GeoPosition[{37.3772,-5.98694}],GeoPosition[ {37.33333333,-5.84646845}],GeoPosition[{37.1491394,-3.6043401}],GeoPosition[{39.5667,-6.41667}],GeoPosition[ {37.35942,-6.9700721}],GeoPosition[{39.4629787,-0.3914643}],GeoPosition[{43.,-7.56667}],GeoPosition[ {40.47229449,-3.68235569}],GeoPosition[{49.0002869,2.5189587}],GeoPosition[{43.32325,-1.98677}],GeoPosition[ {43.38583333,-8.40638889}],GeoPosition[{43.3757949,-5.82751751}],GeoPosition[{38.4177593,-0.4464303}],GeoPosition[ {43.33469295,-8.41505226}],GeoPosition[{37.1833,-3.6}],GeoPosition[{39.871377,-3.9359617}],GeoPosition[ {43.3242912,-1.97882}],GeoPosition[{40.46721802,-3.61671203}],GeoPosition[{51.56692463,-0.35340828}],GeoPosition[ {40.43421301,-3.71792953}],GeoPosition[{39.871377,-3.9359617}],GeoPosition[{52.3496434,5.9779129}],GeoPosition[ {40.40790586,-3.64748243}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{38.9076385,1.4302}],GeoPosition[ {41.476181,-1.3767101}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{52.3496434,5.9779129}],GeoPosition[ {38.35,-0.483333}],GeoPosition[{40.3047,-3.7311}],GeoPosition[{38.34523756,-0.48118723}],GeoPosition[ {41.22278226,1.71434579}],GeoPosition[{37.3772,-5.98694}],GeoPosition[{40.44908618,-3.70344937}],GeoPosition[ {36.64719484,-4.68200585}],GeoPosition[{36.534479,-6.295816}],GeoPosition[{37.18014937,-3.60949459}],GeoPosition[ {42.60163383,-5.57979473}],GeoPosition[{40.43421889,-3.71794912}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {36.41555786,-6.1303677}],GeoPosition[{40.48129542,-3.68745804}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {38.3764729,-0.4892344}],GeoPosition[{37.35942,-6.9700721}],GeoPosition[{42.66666667,-0.31666667}],GeoPosition[ {39.52722222,-0.34916667}],GeoPosition[{40.37783044,-3.61550516}],GeoPosition[{41.89045458,12.53619147}],GeoPosition[ {40.42912912,-3.68392507}],GeoPosition[{41.40195,2.16202}],GeoPosition[{43.53767812,-5.67030044}],GeoPosition[ {39.4667,-3.6}],GeoPosition[{41.65088978,-0.90511143}],GeoPosition[{40.45281665,-3.68896181}],GeoPosition[ {51.50805556,-0.12805556}],GeoPosition[{40.3047,-3.7311}],GeoPosition[{52.5168899,13.38153}],GeoPosition[ {42.34999583,1.90095836}],GeoPosition[{37.33333333,-5.84646845}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[ {37.35942,-6.9700721}],GeoPosition[{48.8567,2.3508}],GeoPosition[{37.3772,-5.98694}],GeoPosition[ {38.95759336,-5.86113957}],GeoPosition[{37.17714525,-3.60728723}],GeoPosition[{40.4185982,-3.6890299}],GeoPosition[ {41.38684519,2.16994041}],GeoPosition[{40.55826355,-3.70878797}],GeoPosition[{38.8789,-6.9669}],GeoPosition[ {41.1304195,1.2001941}],GeoPosition[{40.5833,-4.15}],GeoPosition[{38.92629,-6.351236}],GeoPosition[ {38.92590467,-6.35113246}],GeoPosition[{38.9667,-0.183333}],GeoPosition[{43.26405162,-2.94922938}],GeoPosition[ {45.070551,7.685774}],GeoPosition[{41.36588106,2.15097113}],GeoPosition[{37.16959436,-3.59530789}],GeoPosition[ {40.5,-4.06667}],GeoPosition[{38.8833,-6.76667}],GeoPosition[{41.37830234,2.16582942}],GeoPosition[ {37.9861,-1.1303}],GeoPosition[{41.9996712,2.2483658}],GeoPosition[{43.30307012,5.38068295}],GeoPosition[ {37.3557915,-5.93851254}],GeoPosition[{38.10793269,-1.85848147}],GeoPosition[{43.2680999,-2.9345}],GeoPosition[ {40.6344313,-4.0178435}],GeoPosition[{40.41649878,-3.6841619}],GeoPosition[{41.34746681,2.03700352}],GeoPosition[ {41.65088978,-0.90511143}],GeoPosition[{36.62416398,-4.5021576}],GeoPosition[{38.0035438,-0.6560146}],GeoPosition[ {36.4711549,-6.20982613}],GeoPosition[{36.5333,-6.2833}],GeoPosition[{39.4276288,-0.38470497}],GeoPosition[ {52.381905,13.1199934}],GeoPosition[{40.46721802,-3.61671203}],GeoPosition[{37.9833304,-1.0486203}],GeoPosition[ {40.424221,-3.7012501}],GeoPosition[{40.424221,-3.7012501}],GeoPosition[{43.37150462,-5.85446389}],GeoPosition[ {40.424221,-3.7012501}],GeoPosition[{40.4173428,-3.7119897}],GeoPosition[{43.46227849,-3.81259422}],GeoPosition[ {41.6462593,-4.7206502}],GeoPosition[{53.43835,-2.2773}],GeoPosition[{41.6462593,-4.7206502}],GeoPosition[ {36.53467356,-6.29875372}],GeoPosition[{38.5333,-0.133333}],GeoPosition[{42.01169763,-4.53962566}],GeoPosition[ {38.1,-1.8}],GeoPosition[{40.4629763,-3.6163014}],GeoPosition[{40.4252586,-3.7137201}],GeoPosition[ {42.5644364,-8.8302816}],GeoPosition[{45.73384049,9.1311287}],GeoPosition[{41.65088978,-0.90511143}],GeoPosition[ {36.80818519,-4.37753677}],GeoPosition[{41.73058,1.81899}],GeoPosition[{37.93877047,23.63681525}],GeoPosition[ {39.4633905,-0.3915632}],GeoPosition[{43.06779861,-2.71230006}],GeoPosition[{43.19029999,-2.44799995}],GeoPosition[ {43.27209854,-2.96790004}],GeoPosition[{42.22322845,2.9526453}],GeoPosition[{39.7202797,2.90956}],GeoPosition[ {59.33149738,18.07450888}],GeoPosition[{41.39152673,2.16535334}],GeoPosition[{40.46768205,-3.61589919}],GeoPosition[ {40.3833,-3.4}],GeoPosition[{41.57,2.013}],GeoPosition[{40.46359498,-3.69675921}],GeoPosition[ {39.4634029,-0.3915677}],GeoPosition[{40.47174754,-3.57099585}],GeoPosition[{36.73310549,-4.39718545}],GeoPosition[ {37.99147871,-1.18515053}],GeoPosition[{42.34127,-3.69992}],GeoPosition[{41.3947239,2.1552772}],GeoPosition[ {38.38981228,-0.44274914}],GeoPosition[{43.24222048,-8.27821276}],GeoPosition[{39.4634373,-0.3916104}],GeoPosition[ {40.43414099,-3.71788272}],GeoPosition[{37.39286,-5.99254}],GeoPosition[{38.3705292,-0.41053}],GeoPosition[ {42.8420486,-2.66136}],GeoPosition[{36.69777,-4.7957183}],GeoPosition[{43.26410023,-2.94941104}],GeoPosition[ {37.3772,-5.98694}],GeoPosition[{43.53891723,-5.65145636}],GeoPosition[{39.4751925,-0.33993885}],GeoPosition[ {41.19228,-1.78401}],GeoPosition[{39.46061,-0.37264}],GeoPosition[{40.4054985,-3.8880799}],GeoPosition[ {42.60555556,-5.57}],GeoPosition[{43.3548591,-5.8509893}],GeoPosition[{41.76666667,-2.46666667}],GeoPosition[ {36.61196097,-6.21496401}],GeoPosition[{36.7315082,-4.56566135}],GeoPosition[{40.3491657,-3.8364044}],GeoPosition[ {43.14405261,-4.81216571}],GeoPosition[{42.21228579,-8.73193425}],GeoPosition[{37.25,-6.3}],GeoPosition[ {40.45281665,-3.68896181}],GeoPosition[{36.716389,-4.4681085}],GeoPosition[{37.99147871,-1.18515053}],GeoPosition[ {43.2675,-2.93861111}],GeoPosition[{36.72552282,-4.41951759}],GeoPosition[{41.38773377,2.16645844}],GeoPosition[ {43.23969301,-2.88066682}],GeoPosition[{37.27144284,-6.923641}],GeoPosition[{39.52723312,-0.4667843}],GeoPosition[ {39.52723312,-0.4667843}],GeoPosition[{36.217988,-5.574183}],GeoPosition[{41.3948291,2.1551491}],GeoPosition[ {41.3879,2.16992}],GeoPosition[{43.36,-5.845}],GeoPosition[{41.3879,2.16992}],GeoPosition[ {41.3879,2.16992}],GeoPosition[{37.3828,-5.97317}],GeoPosition[{42.401382,-8.8096733}],GeoPosition[ {37.17263104,38.80372277}],GeoPosition[{38.3764512,-0.4892279}],GeoPosition[{38.3333,-4.61667}],GeoPosition[ {39.91292071,32.80974711}],GeoPosition[{37.3772,-5.98694}],GeoPosition[{40.43422506,-3.71790394}],GeoPosition[ {37.1387232,-3.56914048}],GeoPosition[{37.3925618,-5.99994335}],GeoPosition[{39.95336,-3.48634}],GeoPosition[ {41.52979604,-5.01221385}],GeoPosition[{38.7167,-9.13333}],GeoPosition[{43.3167,-4.9}],GeoPosition[ {41.025789,28.8227773}],GeoPosition[{41.9833,1.51667}],GeoPosition[{41.3833,2.18333}],GeoPosition[ {36.11984495,-5.45525264}],GeoPosition[{41.503109,-5.7451301}],GeoPosition[{37.5667,-6.75}],GeoPosition[ {41.15319933,-8.60897617}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{41.07247,28.585646}],GeoPosition[ {43.34973547,-3.11257888}],GeoPosition[{39.45620535,-0.3521486}],GeoPosition[{39.46828,-0.4139433}],GeoPosition[ {43.2687,-2.9461}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{37.38659069,-5.98337251}],GeoPosition[ {37.983,-1.1302}],GeoPosition[{39.5715,2.6469}],GeoPosition[{39.4692,-0.3768}],GeoPosition[ {41.6517,-0.8813}],GeoPosition[{35.3167,-2.95}],GeoPosition[{42.84905525,-2.68260182}],GeoPosition[ {40.0663664,-6.65409821}],GeoPosition[{40.41704446,-3.70354074}],GeoPosition[{38.19112563,-0.56177989}],GeoPosition[ {39.4702,-0.376805}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[{42.42390305,-2.07740274}],GeoPosition[ {37.1781276,-5.7757205}],GeoPosition[{40.4,-3.68333}],GeoPosition[{37.41944587,-5.96207143}],GeoPosition[ {39.52723312,-0.4667843}],GeoPosition[{43.06779861,-2.71230006}],GeoPosition[{43.25170135,-2.3908}],GeoPosition[ {43.22750092,-2.40289998}],GeoPosition[{41.506,2.391}],GeoPosition[{41.6541164,-4.7174163}],GeoPosition[ {42.20774,-8.73099}],GeoPosition[{50.4459561,30.5169974}],GeoPosition[{41.6446472,-0.8769049}],GeoPosition[ {41.05377816,28.93357965}],GeoPosition[{39.9,-5.2}],GeoPosition[{41.3977,2.19562}],GeoPosition[ {43.28188822,5.42745993}],GeoPosition[{43.3141839,-5.6850631}],GeoPosition[{37.177711,-5.7759976}],GeoPosition[ {57.66829094,12.29503216}],GeoPosition[{43.36,-5.845}],GeoPosition[{40.43661417,-3.72199003}],GeoPosition[ {37.9897547,-1.1303247}],GeoPosition[{40.2830696,-3.7948401}],GeoPosition[{43.4647,-3.80444}],GeoPosition[ {43.2569,-2.9236}],GeoPosition[{36.873951,-5.8048}],GeoPosition[{40.34472762,-3.69109236}],GeoPosition[ {39.93227,-0.10745}],GeoPosition[{39.4633758,-0.3915477}],GeoPosition[{41.38008333,2.17505556}],GeoPosition[ {40.4167,-3.70325}],GeoPosition[{40.4167,-3.70325}],GeoPosition[{41.38428,2.15979}],GeoPosition[ {40.415364,-3.707398}],GeoPosition[{37.99147871,-1.18515053}],GeoPosition[{40.39683217,-3.76660619}],GeoPosition[ {45.2397576,27.9417521}],GeoPosition[{52.5006,13.3989}],GeoPosition[{40.57946017,-3.24281216}],GeoPosition[ {41.40293,2.191702}],GeoPosition[{36.6833,-6.13333}],GeoPosition[{42.8847278,-9.27171198}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{41.39166138,2.16229769}],GeoPosition[{36.53611111,-6.30333333}],GeoPosition[ {37.42309256,-5.89982439}],GeoPosition[{36.5282106,-6.28740461}],GeoPosition[{39.46922,-0.37286}],GeoPosition[ {39.19615,-2.16372}],GeoPosition[{40.48773304,-3.6862482}],GeoPosition[{40.49583386,-3.56743161}],GeoPosition[ {41.7112367,1.8356687}],GeoPosition[{43.53206071,-5.85558204}],GeoPosition[{43.3465042,-8.3883704}],GeoPosition[ {43.8158188,11.1422796}],GeoPosition[{40.43426583,-3.71787387}],GeoPosition[{40.5729443,-3.9254523}],GeoPosition[ {40.3019894,-3.7271749}],GeoPosition[{40.271315,-3.7503073}],GeoPosition[{40.5677713,-3.9156904}],GeoPosition[ {39.75224808,30.49060188}],GeoPosition[{43.3167,-1.98333}],GeoPosition[{37.1758689,-3.6023382}],GeoPosition[ {39.46960761,-0.37325925}],GeoPosition[{39.89707,32.86539}],GeoPosition[{37.39423122,-5.9991504}],GeoPosition[ {40.4167,-3.70325}],GeoPosition[{36.46125296,-6.20658405}],GeoPosition[{42.340837,-3.701723}],GeoPosition[ {42.3353934,-3.69555258}],GeoPosition[{39.4255,-0.4201}],GeoPosition[{43.,-7.56667}],GeoPosition[ {53.2556944,-4.3105778}],GeoPosition[{43.2629395,-2.93433}],GeoPosition[{40.46721802,-3.61671203}],GeoPosition[ {42.23997626,-8.72430821}],GeoPosition[{47.42645275,8.56944245}],GeoPosition[{36.4667,-6.2}],GeoPosition[ {43.31989924,-1.9853443}],GeoPosition[{41.43694,2.19588}],GeoPosition[{38.3893147,-0.43903921}],GeoPosition[ {36.46125296,-6.20658405}],GeoPosition[{40.1479,-5.00042}],GeoPosition[{40.60014409,-3.24801816}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{37.39291969,-5.98688863}],GeoPosition[{36.8333,-2.45}],GeoPosition[ {36.74073152,-5.16564304}],GeoPosition[{41.6422304,-0.8831561}],GeoPosition[{37.92547126,-0.72973705}],GeoPosition[ {36.7224818,-4.4838671}],GeoPosition[{40.4206751,-3.66281683}],GeoPosition[{39.67875511,-0.28062345}],GeoPosition[ {36.739691,-4.43244144}],GeoPosition[{41.0205857,29.11693967}],GeoPosition[{45.83369,1.26131}],GeoPosition[ {40.5184923,-3.6568474}],GeoPosition[{41.9034691,12.4630003}],GeoPosition[{43.23503622,76.89005767}],GeoPosition[ {41.47816836,2.07103192}],GeoPosition[{37.6667,-5.98333}],GeoPosition[{40.42277319,-3.70080585}],GeoPosition[ {43.2581058,-2.93036272}],GeoPosition[{37.6006584,-0.9858}],GeoPosition[{39.54468047,-0.39462485}],GeoPosition[ {41.5394289,2.4504745}],GeoPosition[{37.78735434,-3.77685667}],GeoPosition[{36.72322106,-4.49146787}],GeoPosition[ {39.463381,-0.3916079}],GeoPosition[{41.54859167,2.1075}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {40.46768205,-3.61589919}],GeoPosition[{41.3833,2.18333}],GeoPosition[{40.49046989,-3.59118408}],GeoPosition[ {37.9834377,-1.0485184}],GeoPosition[{37.39291969,-5.98688863}],GeoPosition[{45.6503716,13.7726297}],GeoPosition[ {42.35,-3.7}],GeoPosition[{36.4667,-6.2}],GeoPosition[{36.4282497,-5.1498396}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{36.69115126,-4.45446907}],GeoPosition[{36.7224753,-4.4838439}],GeoPosition[ {41.39253325,2.17106735}],GeoPosition[{36.1897,-5.92167}],GeoPosition[{40.4065775,-3.7014073}],GeoPosition[ {42.91258114,-9.12292904}],GeoPosition[{43.29564755,-4.41178322}],GeoPosition[{40.45259027,-3.68536378}],GeoPosition[ {40.319118,-3.727472}],GeoPosition[{41.3833,2.18333}],GeoPosition[{40.42406376,-3.67195783}],GeoPosition[ {43.37090042,-8.39742498}],GeoPosition[{36.544148,-4.6249439}],GeoPosition[{38.19112563,-0.56177989}],GeoPosition[ {36.82888782,-2.453107}],GeoPosition[{37.5010815,-5.9659099}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.4,-1.9}],GeoPosition[{40.42156,-3.70478}],GeoPosition[{40.96425818,-5.67483132}],GeoPosition[ {40.4823592,-3.3692816}],GeoPosition[{38.7167,-9.13333}],GeoPosition[{38.5182642,-0.9127024}],GeoPosition[ {40.43208333,-3.66327778}],GeoPosition[{36.52803108,-6.21447768}],GeoPosition[{38.1919507,-4.516826}],GeoPosition[ {36.1275,-5.45389}],GeoPosition[{43.35088642,-4.06495296}],GeoPosition[{48.84590204,2.23404725}],GeoPosition[ {37.38619444,-5.99241667}],GeoPosition[{41.3879,2.16992}],GeoPosition[{38.00941283,-1.14845713}],GeoPosition[ {37.3828,-5.97317}],GeoPosition[{42.3432503,-3.7329068}],GeoPosition[{41.50601045,2.40208504}],GeoPosition[ {40.46768205,-3.61589919}],GeoPosition[{40.34059289,-1.10507083}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[ {40.6280708,22.9463692}],GeoPosition[{39.8833,-3.71667}],GeoPosition[{43.30972222,-2.0075}],GeoPosition[ {36.679825,-6.137432}],GeoPosition[{37.38923819,-5.9904898}],GeoPosition[{41.56638889,2.0825}],GeoPosition[ {38.61472222,-1.11972222}],GeoPosition[{39.9287519,-0.0479416}],GeoPosition[{43.73666667,-7.87722222}],GeoPosition[ {40.405547,-3.837855}],GeoPosition[{41.384445,2.133314}],GeoPosition[{40.31529,-3.7271}],GeoPosition[ {37.39762,-5.98425}],GeoPosition[{37.785,-3.9025}],GeoPosition[{39.56427389,-0.4264351}],GeoPosition[ {37.42709102,-5.97679308}],GeoPosition[{43.4640694,-3.7971599}],GeoPosition[{39.4634529,-0.39161}],GeoPosition[ {38.8894252,-6.8996348}],GeoPosition[{37.8845634,-4.7926385}],GeoPosition[{40.42,-3.68888889}],GeoPosition[ {40.52938364,-3.63987531}],GeoPosition[{41.6552101,-4.7192612}],GeoPosition[{39.4702,-0.376805}],GeoPosition[ {40.27368,-3.76267}],GeoPosition[{40.4167,-3.70325}],GeoPosition[{46.3167,-0.466667}],GeoPosition[ {37.38027778,-6.01083333}],GeoPosition[{40.49211543,-3.66248131}],GeoPosition[{37.4251621,-5.96343966}],GeoPosition[ {36.1357385,-5.4553813}],GeoPosition[{37.3772,-5.98694}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {39.4633848,-0.3915622}],GeoPosition[{40.34059289,-1.10507083}],GeoPosition[{36.7510971,-3.9512357}],GeoPosition[ {43.35251623,-5.87521106}],GeoPosition[{37.2333,-5.31667}],GeoPosition[{48.77767431,9.17738753}],GeoPosition[ {40.4167,-3.70325}],GeoPosition[{39.4296336,-0.5263546}],GeoPosition[{51.5080414,0.02394}],GeoPosition[ {38.25472222,-0.64611111}],GeoPosition[{41.3771629,2.0582633}],GeoPosition[{40.42391681,-3.70601917}],GeoPosition[ {41.43,2.162}],GeoPosition[{37.983368,-1.0481697}],GeoPosition[{39.4634024,-0.3915872}],GeoPosition[ {36.75,-4.08333}],GeoPosition[{39.90277778,-3.62361111}],GeoPosition[{41.15,-8.61667}],GeoPosition[ {41.64604351,-4.73053694}],GeoPosition[{36.59588419,-4.6371022}],GeoPosition[{43.5333,-5.7}],GeoPosition[ {37.24104,15.21962}],GeoPosition[{42.50806074,1.53907507}],GeoPosition[{53.43835,-2.2773}],GeoPosition[ {40.4866945,-3.6960823}],GeoPosition[{45.45303889,9.17014862}],GeoPosition[{53.47441766,-2.24950952}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{40.4129791,-3.70017}],GeoPosition[{39.4634012,-0.3915694}],GeoPosition[ {43.3286147,-8.411055}],GeoPosition[{37.8833,-4.76667}],GeoPosition[{36.7356921,-4.09653755}],GeoPosition[ {39.4366426,-0.4631897}],GeoPosition[{42.22322845,2.9526453}],GeoPosition[{40.2652201,-3.84048199}],GeoPosition[ {41.39557733,2.1475156}],GeoPosition[{51.15783681,-0.16927437}],GeoPosition[{42.34578484,-3.69672224}],GeoPosition[ {42.34035939,-3.69977399}],GeoPosition[{40.3943362,-3.7948556}],GeoPosition[{36.6698084,-6.1287032}],GeoPosition[ {37.40797357,-5.95676237}],GeoPosition[{42.14304156,-0.40100098}],GeoPosition[{37.3701889,-6.973429}],GeoPosition[ {39.98859401,-0.034679}],GeoPosition[{39.4636158,-0.4360717}],GeoPosition[{38.03309766,-3.29400068}],GeoPosition[ {39.3897715,-3.2228105}],GeoPosition[{41.38282,2.10563}],GeoPosition[{41.9996712,2.2483658}],GeoPosition[ {37.8833,-4.76667}],GeoPosition[{38.46546,-0.79748}],GeoPosition[{42.4661359,-2.45068}],GeoPosition[ {37.3939,-5.99479}],GeoPosition[{43.44335387,5.21912813}],GeoPosition[{41.53772846,2.31174354}],GeoPosition[ {40.3452652,-3.71137787}],GeoPosition[{36.5333,-6.2833}],GeoPosition[{41.39139567,2.14660423}],GeoPosition[ {37.34895308,-5.9874022}],GeoPosition[{40.33931866,-3.73325218}],GeoPosition[{39.4833,-6.36667}],GeoPosition[ {40.89055408,14.27553286}],GeoPosition[{37.40214322,-5.98997444}],GeoPosition[{40.41539,-3.70258}],GeoPosition[ {38.34536048,-0.49700392}],GeoPosition[{37.391571,-5.9909801}],GeoPosition[{45.44121619,12.33421047}],GeoPosition[ {38.28704814,-0.55225527}],GeoPosition[{38.90447795,-6.61943804}],GeoPosition[{36.5085369,-6.2753957}],GeoPosition[ {43.4647,-3.80444}],GeoPosition[{42.4658423,-2.450062}],GeoPosition[{41.29710007,2.07845998}],GeoPosition[ {36.3779159,-6.1860085}],GeoPosition[{36.53231,-6.29704}],GeoPosition[{43.06779861,-2.71230006}],GeoPosition[ {43.18130112,-2.47959995}],GeoPosition[{40.6344336,-4.0179554}],GeoPosition[{40.3285758,-3.7603159}],GeoPosition[ {40.42678694,-3.69378778}],GeoPosition[{41.37899,2.17923}],GeoPosition[{38.3764952,-0.4892269}],GeoPosition[ {43.3242912,-1.97882}],GeoPosition[{40.7333,-3.16667}],GeoPosition[{48.88483,2.36738}],GeoPosition[ {37.3772,-5.98694}],GeoPosition[{38.47274488,-0.79828255}],GeoPosition[{41.29710007,2.07845998}],GeoPosition[ {39.84089106,3.13584396}],GeoPosition[{50.94536919,6.98018334}],GeoPosition[{41.38110454,2.1782953}],GeoPosition[ {37.67299882,-1.6993332}],GeoPosition[{41.4012489,2.2032499}],GeoPosition[{40.03613,-3.608004}],GeoPosition[ {41.4108556,2.17724109}],GeoPosition[{48.0833,7.36667}],GeoPosition[{40.19111111,44.51555556}],GeoPosition[ {40.65,-4.7}],GeoPosition[{43.3475,-4.1025}],GeoPosition[{35.1668054,-2.9446456}],GeoPosition[ {43.3761073,-5.8346615}],GeoPosition[{40.45311522,-3.68832707}],GeoPosition[{37.2597571,-6.92816164}],GeoPosition[ {36.68246667,-4.46062778}],GeoPosition[{40.3943682,-3.7947512}],GeoPosition[{42.11049012,-8.82028569}],GeoPosition[ {40.434141,-3.62928321}],GeoPosition[{40.36241735,-3.78271848}],GeoPosition[{47.6333,7.9}],GeoPosition[ {37.9861,-1.1303}],GeoPosition[{36.718177,-4.420208}],GeoPosition[{41.15321549,-8.60743122}],GeoPosition[ {38.9833,-1.85}],GeoPosition[{40.46849395,-3.61560593}],GeoPosition[{38.19568812,-1.74637089}],GeoPosition[ {41.39000324,2.11666742}],GeoPosition[{40.46082,-3.68082}],GeoPosition[{43.1673341,-6.5445965}],GeoPosition[ {38.79433464,0.1817848}],GeoPosition[{40.46768205,-3.61589919}],GeoPosition[{40.39683217,-3.76660619}],GeoPosition[ {39.4702,-0.376805}],GeoPosition[{39.48090959,-0.34301324}],GeoPosition[{39.4702,-0.376805}],GeoPosition[ {37.8833,-4.76667}],GeoPosition[{43.75,11.1833}],GeoPosition[{43.3465004,-5.8652301}],GeoPosition[ {51.4599138,-0.2120612}],GeoPosition[{40.4269886,-3.5116632}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[ {40.41835106,-3.70448794}],GeoPosition[{42.1701,-8.6859}],GeoPosition[{37.03769298,35.31487919}],GeoPosition[ {41.2826763,1.98560715}],GeoPosition[{40.46303,-3.68655}],GeoPosition[{37.1895807,-3.6237584}],GeoPosition[ {40.42777914,-3.70395534}],GeoPosition[{36.602036,-6.2296259}],GeoPosition[{39.46666667,-0.38333333}],GeoPosition[ {36.7889554,-5.5573563}],GeoPosition[{40.3943362,-3.7948556}],GeoPosition[{40.41649878,-3.6841619}],GeoPosition[ {36.4667,-6.2}],GeoPosition[{36.75,-3.51666667}],GeoPosition[{38.9941341,-1.8657204}],GeoPosition[ {42.466182,-2.448517}],GeoPosition[{40.4,-3.68333}],GeoPosition[{38.97761701,1.30102262}],GeoPosition[ {40.47901042,-3.57210159}],GeoPosition[{47.80276996,13.04368065}],GeoPosition[{37.1895801,-3.6237603}],GeoPosition[ {55.6743428,12.5630892}],GeoPosition[{38.3667,-4.85}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {43.2667,-6.61667}],GeoPosition[{37.3994835,-5.9847377}],GeoPosition[{45.4333,10.9833}],GeoPosition[ {41.607368,2.301241}],GeoPosition[{39.44000262,-0.4388066}],GeoPosition[{40.46721802,-3.61671203}],GeoPosition[ {39.61593054,2.77240854}],GeoPosition[{37.1895393,-3.6237692}],GeoPosition[{40.4066059,-3.7013387}],GeoPosition[ {40.7333,-3.16667}],GeoPosition[{36.5333,-6.2833}],GeoPosition[{41.42711282,2.19164212}],GeoPosition[ {40.4006549,-3.6824494}],GeoPosition[{38.84180118,1.3903687}],GeoPosition[{41.66851611,26.57899315}],GeoPosition[ {38.4,-0.516667}],GeoPosition[{40.44749,-3.63355}],GeoPosition[{51.148056,-0.190278}],GeoPosition[ {39.47028,-0.37557}],GeoPosition[{41.39972222,2.16833333}],GeoPosition[{40.4171623,-3.7243836}],GeoPosition[ {42.60163383,-5.57979473}],GeoPosition[{40.45281665,-3.68896181}],GeoPosition[{37.39275436,-5.99845845}],GeoPosition[ {36.7167,-4.41667}],GeoPosition[{37.8833,-4.76667}],GeoPosition[{52.3731,4.8922}],GeoPosition[ {45.58439255,12.37363815}],GeoPosition[{42.4315799,-8.64863}],GeoPosition[{40.4167,-3.70325}],GeoPosition[ {43.46564394,-3.79348492}],GeoPosition[{45.8130957,15.9767165}],GeoPosition[{38.87962,-6.9707}],GeoPosition[ {42.4167,-2.73333}],GeoPosition[{43.0323166,-2.4004178}],GeoPosition[{40.42250614,-3.70930531}],GeoPosition[ {41.5467235,2.1280466}],GeoPosition[{41.62766424,2.68868587}],GeoPosition[{40.43576143,-3.70418082}],GeoPosition[ {37.35638889,-5.98138889}],GeoPosition[{39.12721,-0.29146}],GeoPosition[{45.4687996,9.2067003}],GeoPosition[ {51.1147,17.042319}],GeoPosition[{42.34080556,-3.70447222}],GeoPosition[{38.3440712,-0.4924091}],GeoPosition[ {53.34520616,-6.27579766}],GeoPosition[{37.3772,-5.98694}],GeoPosition[{43.6,-8.13333}],GeoPosition[ {37.9921837,-3.4802053}],GeoPosition[{40.42567905,-3.69621908}],GeoPosition[{42.54759814,-6.60646982}],GeoPosition[ {37.27144284,-6.923641}],GeoPosition[{55.7513868,52.0138502}],GeoPosition[{39.9850883,-0.03979}],GeoPosition[ {40.4129791,-3.70017}],GeoPosition[{40.4,-3.68333}],GeoPosition[{37.34166818,-6.05921346}],GeoPosition[ {42.21598,-2.21994}],GeoPosition[{45.5833,11.3833}],GeoPosition[{39.5961958,2.6441605}],GeoPosition[ {41.66470503,-0.88989258}],GeoPosition[{43.31902245,-2.00620342}],GeoPosition[{42.14304156,-0.40100098}],GeoPosition[ {41.3833,2.18333}],GeoPosition[{41.36998119,2.08763433}],GeoPosition[{45.4386,12.3267}],GeoPosition[ {43.3938568,-3.8995341}],GeoPosition[{43.36115,-5.84605}],GeoPosition[{37.35977984,-6.54096547}],GeoPosition[ {41.556015,1.9886458}],GeoPosition[{40.462955,-3.6162862}],GeoPosition[{39.5504494,2.6212201}],GeoPosition[ {40.4167,-3.70325}],GeoPosition[{40.7333,-3.16667}],GeoPosition[{38.19053565,-0.55862904}],GeoPosition[ {40.4667,0.183333}],GeoPosition[{41.3877487,2.1807001}],GeoPosition[{36.52419224,-6.28716182}],GeoPosition[ {40.0288472,-6.09019532}],GeoPosition[{51.4907455,-0.1664813}],GeoPosition[{40.42250614,-3.70930531}],GeoPosition[ {40.3883436,-3.73072}],GeoPosition[{40.97086,-5.66249}],GeoPosition[{37.975849,23.73481284}],GeoPosition[ {47.15084281,27.61822601}],GeoPosition[{40.35461426,-3.83684659}],GeoPosition[{38.5206562,-8.8376702}],GeoPosition[ {38.62999128,-0.67306752}],GeoPosition[{38.34473447,-0.49591135}],GeoPosition[{42.4626617,-2.46749}],GeoPosition[ {43.37090042,-8.39742498}],GeoPosition[{41.48082947,12.8641638}],GeoPosition[{38.3764477,-0.4891979}],GeoPosition[ {41.38877,2.15865}],GeoPosition[{37.3712848,-6.9717505}],GeoPosition[{39.47805633,-0.40994346}],GeoPosition[ {36.68320407,-6.13651802}],GeoPosition[{41.54360962,2.43591928}],GeoPosition[{41.37382,2.16894}],GeoPosition[ {43.25960598,-2.93396761}],GeoPosition[{41.5467584,2.1279137}],GeoPosition[{36.7315082,-4.56566135}],GeoPosition[ {41.69473158,-8.84208533}],GeoPosition[{40.3281,-3.7644}],GeoPosition[{40.4201343,-3.7057717}],GeoPosition[ {37.35942,-6.9700721}],GeoPosition[{36.724085,-2.6262731}],GeoPosition[{43.54501067,-5.66249175}],GeoPosition[ {38.18588284,-4.03969339}],GeoPosition[{42.60394295,-5.55938059}],GeoPosition[{37.38138777,-5.97992108}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.45259027,-3.68536378}],GeoPosition[{40.03308023,-3.60309415}],GeoPosition[ {40.41124178,-3.70875069}],GeoPosition[{36.720042,-4.42012}],GeoPosition[{42.2333,-8.71667}],GeoPosition[ {39.47934283,-0.36815769}],GeoPosition[{40.384506,-3.718329}],GeoPosition[{39.46162693,-5.88303075}],GeoPosition[ {40.7333,-3.16667}],GeoPosition[{36.7240764,-2.626274}],GeoPosition[{41.3833,2.18333}],GeoPosition[ {41.5418341,2.11715925}],GeoPosition[{37.3167,-6.66667}],GeoPosition[{37.38158,-5.99055}],GeoPosition[ {42.54264226,1.73319441}],GeoPosition[{36.734861,-6.431699}],GeoPosition[{40.4288296,-3.5445996}],GeoPosition[ {48.86065,2.348011}],GeoPosition[{39.53203996,2.56789541}],GeoPosition[{43.3242912,-1.97882}],GeoPosition[ {39.06611111,-5.72277778}],GeoPosition[{40.74417406,0.61649014}],GeoPosition[{41.38665808,2.17083065}],GeoPosition[ {40.40981227,-3.76165783}],GeoPosition[{42.6038091,-5.5829519}],GeoPosition[{39.58440087,2.63980088}],GeoPosition[ {41.546795,2.1279134}],GeoPosition[{41.38593,2.17072}],GeoPosition[{39.2833,-0.416667}],GeoPosition[ {42.6056,-5.57}],GeoPosition[{37.97608747,23.73468268}],GeoPosition[{38.0188773,-1.1684444}],GeoPosition[ {40.4250537,-3.7043498}],GeoPosition[{38.8894252,-6.8996348}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {37.36732439,-5.75599185}],GeoPosition[{37.1833,-3.6}],GeoPosition[{41.41786407,2.15727382}],GeoPosition[ {38.08802352,-3.62310564}],GeoPosition[{57.7150668,12.00097177}],GeoPosition[{36.734861,-6.431699}],GeoPosition[ {48.8596115,2.3673201}],GeoPosition[{38.26679309,-0.71261811}],GeoPosition[{37.1852297,-7.3381836}],GeoPosition[ {39.4617195,-0.36475}],GeoPosition[{52.975,-6.04944}],GeoPosition[{37.5628989,-1.31153913}],GeoPosition[ {41.63918437,-4.74134624}],GeoPosition[{39.47105,-0.38029}],GeoPosition[{41.37520549,2.18179887}],GeoPosition[ {40.35055941,-3.9037936}],GeoPosition[{41.38138889,2.17305556}],GeoPosition[{40.96563438,-5.67000189}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{37.7667,-3.7711}],GeoPosition[{42.46209325,-2.42175579}],GeoPosition[ {40.40635,-3.68225}],GeoPosition[{42.8881067,-8.5265546}],GeoPosition[{36.7167,-4.41667}],GeoPosition[ {40.41649878,-3.6841619}],GeoPosition[{39.97550945,-0.05048033}],GeoPosition[{36.70548718,-4.53974641}],GeoPosition[ {39.46666667,-0.38333333}],GeoPosition[{40.07706116,-2.14420904}],GeoPosition[{43.54516583,-5.66149198}],GeoPosition[ {37.9861,-1.1303}],GeoPosition[{40.42777544,-3.66957046}],GeoPosition[{37.7333,-0.95}],GeoPosition[ {41.5444908,2.1173201}],GeoPosition[{43.4599612,-3.8062227}],GeoPosition[{53.43835,-2.2773}],GeoPosition[ {36.71551687,-4.49278079}],GeoPosition[{36.69495038,-4.4523901}],GeoPosition[{41.34607618,2.10874793}],GeoPosition[ {40.4236099,-3.68277}],GeoPosition[{36.69495038,-4.4523901}],GeoPosition[{52.40413784,13.03835744}],GeoPosition[ {37.38667309,-6.01005179}],GeoPosition[{40.29721242,-3.43237011}],GeoPosition[{41.38981595,2.16481917}],GeoPosition[ {40.83991739,14.25489213}],GeoPosition[{37.191508,-3.5961983}],GeoPosition[{38.26521,-0.69721833}],GeoPosition[ {40.47222222,-3.56083333}],GeoPosition[{39.71802554,2.90609619}],GeoPosition[{40.32383304,-3.85435591}],GeoPosition[ {43.32540137,-1.97440625}],GeoPosition[{40.35461426,-3.83684659}],GeoPosition[{42.34547075,-7.86809244}],GeoPosition[ {48.1372365,11.57525831}],GeoPosition[{38.0833,-0.75}],GeoPosition[{39.4746666,-0.3823}],GeoPosition[ {40.4290422,-3.7019224}],GeoPosition[{40.4114914,-3.7098801}],GeoPosition[{37.1782007,-3.5970764}],GeoPosition[ {40.5772132,-3.9257435}],GeoPosition[{38.9,-6.33333333}],GeoPosition[{37.28584,-6.05373}],GeoPosition[ {42.11631932,3.13640533}],GeoPosition[{45.7527944,4.8310407}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {36.08680578,-5.7682866}],GeoPosition[{41.38003955,2.18444408}],GeoPosition[{43.52882,5.43993}],GeoPosition[ {37.27254766,-6.92032151}],GeoPosition[{39.46694444,-0.37722222}],GeoPosition[{40.45679,-3.66075}],GeoPosition[ {41.65,-0.8833}],GeoPosition[{40.4185982,-3.6890299}],GeoPosition[{41.38908,2.1705199}],GeoPosition[ {40.47901042,-3.57210159}],GeoPosition[{43.2854939,-2.9973583}],GeoPosition[{36.7167,-4.41667}],GeoPosition[ {36.66826,-4.45858}],GeoPosition[{37.28847715,-5.94200711}],GeoPosition[{41.25,-8.61666667}],GeoPosition[ {43.5373116,-5.68292}],GeoPosition[{51.50721995,-0.09265423}],GeoPosition[{40.4400145,-3.6435668}],GeoPosition[ {41.02712438,28.93842733}],GeoPosition[{38.49856446,-0.60286692}],GeoPosition[{41.3904765,2.1647249}],GeoPosition[ {37.75,-0.85}],GeoPosition[{39.4833,-6.36667}],GeoPosition[{37.3432366,-6.7037497}],GeoPosition[ {40.4246233,-3.6866952}],GeoPosition[{41.95,-4.51667}],GeoPosition[{39.5021779,-1.1239367}],GeoPosition[ {39.57614467,2.66838652}],GeoPosition[{40.27368,-3.76267}],GeoPosition[{40.023599,-2.950976}],GeoPosition[ {37.58373,-1.2728}],GeoPosition[{40.3452652,-3.71137787}],GeoPosition[{42.88478,-8.51742}],GeoPosition[ {39.7202797,2.90956}],GeoPosition[{41.05377816,28.93357965}],GeoPosition[{37.35905781,-5.98648277}],GeoPosition[ {40.4544799,-3.69403}],GeoPosition[{43.25,-5.76667}],GeoPosition[{40.4173428,-3.7119897}],GeoPosition[ {36.8333,-2.45}],GeoPosition[{40.4,-3.68333}],GeoPosition[{37.883383,32.4907534}],GeoPosition[ {41.13924714,1.25004292}],GeoPosition[{38.71113453,-9.14211985}],GeoPosition[{43.25964208,-2.9638078}],GeoPosition[ {42.8667,-5.31667}],GeoPosition[{40.46721802,-3.61671203}],GeoPosition[{40.4365934,-3.73214364}],GeoPosition[ {39.50273514,-0.44257379}],GeoPosition[{37.25987895,-6.51834093}],GeoPosition[{41.03496014,28.94673777}],GeoPosition[ {41.3904765,2.1647249}],GeoPosition[{41.38025704,2.12378838}],GeoPosition[{37.17673101,-3.5980386}],GeoPosition[ {42.90262796,-1.82978056}],GeoPosition[{41.3879,2.16992}],GeoPosition[{41.3879,2.16992}],GeoPosition[ {41.3879,2.16992}],GeoPosition[{42.81958072,-1.64245605}],GeoPosition[{42.14304156,-0.40100098}],GeoPosition[ {38.1093621,23.21785408}],GeoPosition[{41.66470503,-0.88989258}],GeoPosition[{42.81958072,-1.64245605}],GeoPosition[ {40.3167,-3.85}],GeoPosition[{37.41723611,-6.00456389}],GeoPosition[{39.47297655,-0.37746787}],GeoPosition[ {37.172743,-3.596124}],GeoPosition[{51.358452,-0.145601}],GeoPosition[{41.59982382,2.29103917}],GeoPosition[ {41.29710007,2.07845998}],GeoPosition[{41.1580391,-5.6691699}],GeoPosition[{40.32431595,-3.7827728}],GeoPosition[ {40.405732,-4.38196023}],GeoPosition[{42.60163383,-5.57979473}],GeoPosition[{40.4676043,-3.6765339}],GeoPosition[ {50.11181444,8.64351309}],GeoPosition[{39.47297655,-0.37746787}],GeoPosition[{40.97088578,-5.66725497}],GeoPosition[ {37.3844719,-5.9731798}],GeoPosition[{38.38994247,-0.44423691}],GeoPosition[{45.4761077,9.1661748}],GeoPosition[ {38.34541125,-0.51530058}],GeoPosition[{38.98333336,-3.93350166}],GeoPosition[{36.82850428,-2.4049722}],GeoPosition[ {43.1705544,-2.5461808}],GeoPosition[{37.386,-5.99034}],GeoPosition[{38.9042196,1.4194475}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{39.47297655,-0.37746787}],GeoPosition[{39.8833,-3.71667}],GeoPosition[ {41.2607134,1.7812312}],GeoPosition[{37.19059,-3.60675}],GeoPosition[{41.39557733,2.1475156}],GeoPosition[ {41.5312281,-4.894901}],GeoPosition[{41.5333,2.45}],GeoPosition[{36.245294,-5.320414}],GeoPosition[ {42.05,-6.48333}],GeoPosition[{36.59891442,-4.53458396}],GeoPosition[{39.71106372,37.03015617}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{43.3242912,-1.97882}],GeoPosition[{41.29710007,2.07845998}],GeoPosition[ {43.2687,-2.9461}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{36.7183,-4.4202}],GeoPosition[ {38.98333336,-3.93350166}],GeoPosition[{37.983,-1.1302}],GeoPosition[{39.5715,2.6469}],GeoPosition[ {37.3877,-6.0018}],GeoPosition[{39.4692,-0.3768}],GeoPosition[{41.6517,-0.8813}],GeoPosition[ {40.4518013,-3.69256}],GeoPosition[{41.39557733,2.1475156}],GeoPosition[{42.547552,-6.606448}],GeoPosition[ {45.43372,12.33346}],GeoPosition[{41.3808323,2.1569669}],GeoPosition[{37.98349339,-1.13635126}],GeoPosition[ {39.06611111,-5.72277778}],GeoPosition[{38.90700599,1.42847696}],GeoPosition[{36.8745049,-5.7998768}],GeoPosition[ {36.734092,-4.426422}],GeoPosition[{42.3584688,-2.4761163}],GeoPosition[{51.50083333,-0.14194444}],GeoPosition[ {36.1256903,-5.4443}],GeoPosition[{42.,-6.01667}],GeoPosition[{41.38012,2.17687}],GeoPosition[ {37.1833,-3.6}],GeoPosition[{42.3584097,-2.4764046}],GeoPosition[{37.39677369,-5.96352245}],GeoPosition[ {39.4702,-0.376805}],GeoPosition[{40.5509428,-3.6299142}],GeoPosition[{43.35279846,-2.99860001}],GeoPosition[ {39.52723312,-0.4667843}],GeoPosition[{40.52012634,-3.65224695}],GeoPosition[{36.5167,-4.88333}],GeoPosition[ {41.3833,1.61667}],GeoPosition[{36.7042999,-4.5097699}],GeoPosition[{39.4633634,-0.3916091}],GeoPosition[ {40.5510221,-3.6299001}],GeoPosition[{41.9833,-6.08333}],GeoPosition[{43.46102747,-3.80523387}],GeoPosition[ {36.1256473,-5.4442866}],GeoPosition[{40.5509087,-3.6299268}],GeoPosition[{43.56128517,-6.199944}],GeoPosition[ {40.5509087,-3.6299268}],GeoPosition[{38.3994959,-0.4335191}],GeoPosition[{38.9730767,-3.9079335}],GeoPosition[ {40.45724664,-3.874147}],GeoPosition[{43.24476507,-3.83757591}],GeoPosition[{41.63291195,2.16234324}],GeoPosition[ {41.38684519,2.16994041}],GeoPosition[{42.52805556,-1.67694444}],GeoPosition[{39.00575136,-0.16370758}],GeoPosition[ {36.72688283,-4.43009256}],GeoPosition[{36.7013893,-4.4676499}],GeoPosition[{38.969117,-3.8987569}],GeoPosition[ {41.9833,-6.08333}],GeoPosition[{40.45721186,-3.87418407}],GeoPosition[{39.4634028,-0.3915829}],GeoPosition[ {37.4667,-5.63333}],GeoPosition[{37.12807,-3.82155}],GeoPosition[{36.7167,-4.41667}],GeoPosition[ {50.96668774,4.57224894}],GeoPosition[{40.3452652,-3.71137787}],GeoPosition[{38.37517746,-0.49262153}],GeoPosition[ {42.53423577,-5.58397544}],GeoPosition[{41.6691658,-0.8833023}],GeoPosition[{40.45679,-3.66075}],GeoPosition[ {45.43372,12.33346}],GeoPosition[{51.50284358,0.00473798}],GeoPosition[{58.2225,26.4211}],GeoPosition[ {39.46986871,-0.35673708}],GeoPosition[{36.5303192,-6.2979002}],GeoPosition[{37.40703205,-5.96876197}],GeoPosition[ {40.96709931,-5.68133729}],GeoPosition[{36.06704774,-5.70021985}],GeoPosition[{37.3772202,-5.9865699}],GeoPosition[ {39.07326619,-0.25979686}],GeoPosition[{42.998217,-4.138876}],GeoPosition[{44.495004,11.344171}],GeoPosition[ {36.5419688,-4.627134}],GeoPosition[{41.2333,1.73333}],GeoPosition[{40.41842,-3.69659}],GeoPosition[ {41.28278498,1.97040017}],GeoPosition[{38.35,-0.483333}],GeoPosition[{42.99808372,-4.13871932}],GeoPosition[ {37.18123523,-3.592605}],GeoPosition[{36.672825,-4.4894725}],GeoPosition[{41.376575,2.1489242}],GeoPosition[ {36.06331173,-5.70139518}],GeoPosition[{41.6552101,-4.7192612}],GeoPosition[{36.62481034,-4.49816108}],GeoPosition[ {39.49024582,-0.43216771}],GeoPosition[{37.3557915,-5.93851254}],GeoPosition[{39.4633893,-0.3915859}],GeoPosition[ {43.40089687,-3.82005755}],GeoPosition[{41.57,2.013}],GeoPosition[{42.3431548,-3.7004325}],GeoPosition[ {40.4167,-3.70325}],GeoPosition[{40.9760513,-5.6562099}],GeoPosition[{37.3772,-5.98694}],GeoPosition[ {41.29612288,2.07624435}],GeoPosition[{41.43694,2.19588}],GeoPosition[{36.1301484,-5.84439639}],GeoPosition[ {38.9,-6.33333333}],GeoPosition[{40.33442113,-3.87868624}],GeoPosition[{40.42166667,-3.69805556}],GeoPosition[ {40.42853935,-3.73522971}],GeoPosition[{50.6056475,3.3879338}],GeoPosition[{37.2712349,-5.9080136}],GeoPosition[ {37.77463,-3.78762}],GeoPosition[{38.9833,-1.85}],GeoPosition[{41.38800845,2.12061272}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{43.3699913,-8.3938904}],GeoPosition[ {41.43694,2.19588}],GeoPosition[{37.39965035,-5.94100364}],GeoPosition[{39.4636188,-0.4360677}],GeoPosition[ {40.42763522,-3.6940855}],GeoPosition[{40.97686,-5.66119}],GeoPosition[{51.51005276,-0.19743223}],GeoPosition[ {37.38593234,-6.00222932}],GeoPosition[{40.4,-3.68333}],GeoPosition[{37.38642642,-5.94238571}],GeoPosition[ {40.4346788,-3.7341981}],GeoPosition[{36.53597209,-6.30248915}],GeoPosition[{42.53423577,-5.58397544}],GeoPosition[ {39.4633828,-0.3917867}],GeoPosition[{40.3911507,-3.6951198}],GeoPosition[{40.29987051,-3.80839918}],GeoPosition[ {37.40695177,-5.98653241}],GeoPosition[{51.5137581,-0.1278519}],GeoPosition[{40.44388889,-3.58611111}],GeoPosition[ {39.463389,-0.3917792}],GeoPosition[{41.35879917,2.14180806}],GeoPosition[{40.426529,-3.7145911}],GeoPosition[ {40.46011,-3.60605}],GeoPosition[{40.29479802,-3.78458012}],GeoPosition[{41.94059816,12.53892594}],GeoPosition[ {41.44888889,2.24611111}],GeoPosition[{36.8333,-2.45}],GeoPosition[{39.5950699,-0.59261}],GeoPosition[ {38.6890876,-4.1022203}],GeoPosition[{40.41355556,-3.68205556}],GeoPosition[{42.,-5.68333}],GeoPosition[ {46.7712101,23.6236353}],GeoPosition[{36.63849079,-6.39301472}],GeoPosition[{39.0333,-9.4}],GeoPosition[ {36.7,-6.1167}],GeoPosition[{41.380717,2.1497321}],GeoPosition[{41.15129,-8.61862}],GeoPosition[ {42.9667,-7.71667}],GeoPosition[{50.7167,-2.}],GeoPosition[{37.3557915,-5.93851254}],GeoPosition[ {36.62018069,-6.36357459}],GeoPosition[{43.25749969,-2.9690001}],GeoPosition[{39.48588943,-0.43242809}],GeoPosition[ {40.41569491,-3.70838725}],GeoPosition[{37.16814,-3.60226}],GeoPosition[{39.7109715,37.03034789}],GeoPosition[ {37.3772,-5.98694}],GeoPosition[{40.25,-5.}],GeoPosition[{40.9760513,-5.6562099}],GeoPosition[ {36.71201272,-4.43176547}],GeoPosition[{38.6891144,-4.1022346}],GeoPosition[{37.46822814,-5.62880272}],GeoPosition[ {45.44798727,9.19769155}],GeoPosition[{40.4231,-3.69471}],GeoPosition[{37.3772,-5.98694}],GeoPosition[ {36.7888942,-5.5574339}],GeoPosition[{45.65829924,13.82917395}],GeoPosition[{37.1833,-3.6}],GeoPosition[ {40.41530449,-3.70714414}],GeoPosition[{40.42144598,-3.71315999}],GeoPosition[{40.45068,-3.72933}],GeoPosition[ {39.4597261,-0.3384334}],GeoPosition[{37.4024728,-5.9366955}],GeoPosition[{41.52385974,2.40713352}],GeoPosition[ {36.11986746,-5.4551907}],GeoPosition[{37.39448346,-5.96772957}],GeoPosition[{41.37421104,2.16564888}],GeoPosition[ {42.81054,-1.64053}],GeoPosition[{48.20523258,16.37147074}],GeoPosition[{42.43612,-2.95315}],GeoPosition[ {37.37742,-5.97677}],GeoPosition[{37.4667,-3.93333}],GeoPosition[{42.81958072,-1.64245605}],GeoPosition[ {43.3590613,-3.00948969}],GeoPosition[{41.3904911,2.1647521}],GeoPosition[{42.84559634,-2.67237577}],GeoPosition[ {39.93004899,32.86156318}],GeoPosition[{41.37606006,2.14924233}],GeoPosition[{39.871377,-3.9359617}],GeoPosition[ {37.2751579,-6.9259685}],GeoPosition[{43.73343902,7.42058929}],GeoPosition[{36.8333,-2.45}],GeoPosition[ {41.35367679,2.17544279}],GeoPosition[{43.5428305,-5.6609158}],GeoPosition[{40.5991,-3.7123}],GeoPosition[ {40.51202507,-3.68043265}],GeoPosition[{41.5895236,1.7728474}],GeoPosition[{36.7224927,-4.4839197}],GeoPosition[ {41.47913271,-5.75065613}],GeoPosition[{36.5333,-6.2833}],GeoPosition[{40.4248695,-3.6969199}],GeoPosition[ {37.4251621,-5.96343966}],GeoPosition[{40.41818017,-3.67714232}],GeoPosition[{38.7167,-4.16667}],GeoPosition[ {42.6667,-6.93333}],GeoPosition[{38.39664389,-6.40759952}],GeoPosition[{40.6333,-3.23333}],GeoPosition[ {43.4827324,-8.2075237}],GeoPosition[{36.7167,-4.41667}],GeoPosition[{42.8334891,-1.6722164}],GeoPosition[ {41.3879,2.16992}],GeoPosition[{43.53872068,-5.66929698}],GeoPosition[{39.5833,2.46667}],GeoPosition[ {39.06611111,-5.72277778}],GeoPosition[{38.39664389,-6.40759952}],GeoPosition[{43.53165799,-5.66305352}],GeoPosition[ {43.30972222,-2.0075}],GeoPosition[{38.61472222,-1.11972222}],GeoPosition[{41.56638889,2.0825}],GeoPosition[ {43.73666667,-7.87722222}],GeoPosition[{39.53416885,-6.60472488}],GeoPosition[{37.785,-3.9025}],GeoPosition[ {40.4,-1.9}],GeoPosition[{43.37090042,-8.39742498}],GeoPosition[{43.2581058,-2.93036272}],GeoPosition[ {36.5100212,-4.88556}],GeoPosition[{56.876285,-5.431914}],GeoPosition[{41.06289366,28.99277326}],GeoPosition[ {41.3833,2.18333}],GeoPosition[{37.18010425,-3.59739638}],GeoPosition[{37.19972222,-3.60472222}],GeoPosition[ {41.0667,-4.4}],GeoPosition[{41.47913271,-5.75065613}],GeoPosition[{40.4818916,-3.36712}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{41.65104,-4.72211}],GeoPosition[{41.64672,-0.89087}],GeoPosition[ {52.5006,13.3989}],GeoPosition[{37.2712363,-5.9080163}],GeoPosition[{40.42524509,-3.70777853}],GeoPosition[ {40.5333,-3.63333}],GeoPosition[{40.42533923,-3.70372944}],GeoPosition[{40.9713898,-5.66225}],GeoPosition[ {39.871377,-3.9359617}],GeoPosition[{37.35942,-6.9700721}],GeoPosition[{36.68476021,-6.11830217}],GeoPosition[ {40.41461014,-3.70133532}],GeoPosition[{40.4047021,-3.74834744}],GeoPosition[{37.4251621,-5.96343966}],GeoPosition[ {37.33482848,-5.84707305}],GeoPosition[{37.33482848,-5.84707305}],GeoPosition[{38.8893834,-6.8996444}],GeoPosition[ {38.39661724,-6.40758108}],GeoPosition[{36.0125,-5.60556}],GeoPosition[{43.2569,-2.9236}],GeoPosition[ {41.5,-5.75}],GeoPosition[{37.3557915,-5.93851254}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {41.5312281,-4.894901}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.64009886,-3.15079386}],GeoPosition[ {42.35,-3.7}],GeoPosition[{39.4709278,-6.37953597}],GeoPosition[{38.39661724,-6.40758108}],GeoPosition[ {40.4167,-3.70325}],GeoPosition[{37.17598994,-3.60100207}],GeoPosition[{39.47278462,-0.37538102}],GeoPosition[ {40.4167,-3.70325}],GeoPosition[{40.4167,-3.70325}],GeoPosition[{40.4167,-3.70325}],GeoPosition[ {40.4167,-3.70325}],GeoPosition[{37.37037635,-6.00033119}],GeoPosition[{41.56539274,2.02835747}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{38.7375,-5.23555556}],GeoPosition[{40.42702232,-3.68672031}],GeoPosition[ {53.43835,-2.2773}],GeoPosition[{42.5980599,-5.57552}],GeoPosition[{41.36586771,2.15534338}],GeoPosition[ {37.25,-6.95}],GeoPosition[{42.99800822,-4.1389307}],GeoPosition[{41.3833,2.18333}],GeoPosition[ {41.7182499,2.93313225}],GeoPosition[{38.8,-9.38333}],GeoPosition[{38.38981228,-0.44274914}],GeoPosition[ {39.61556338,-0.30795748}],GeoPosition[{41.35632322,2.12631605}],GeoPosition[{40.42421141,-3.70416249}],GeoPosition[ {41.79659197,12.25241661}],GeoPosition[{40.41842,-3.69659}],GeoPosition[{42.8334891,-1.6722164}],GeoPosition[ {40.45718423,-3.69207716}],GeoPosition[{41.90083333,12.50194444}],GeoPosition[{41.5,-5.75}],GeoPosition[ {37.9861,-1.1303}],GeoPosition[{48.88493056,2.33361111}],GeoPosition[{40.42396377,-3.6720743}],GeoPosition[ {36.50690971,-4.88875442}],GeoPosition[{41.15,-8.61667}],GeoPosition[{36.72278565,-4.4121216}],GeoPosition[ {39.2833,-0.416667}],GeoPosition[{36.7167,-4.41667}],GeoPosition[{38.09614066,-0.66285034}],GeoPosition[ {36.7,-6.1167}],GeoPosition[{37.37037635,-6.00033119}],GeoPosition[{43.57188085,-5.96071896}],GeoPosition[ {42.2333,-8.71667}],GeoPosition[{41.4667,1.93333}],GeoPosition[{45.46488524,9.19283108}],GeoPosition[ {41.9,12.5}],GeoPosition[{39.46666667,-0.38333333}],GeoPosition[{37.1833,-3.6}],GeoPosition[ {40.34222,-3.83226}],GeoPosition[{45.59913302,12.88721288}],GeoPosition[{42.5445,-6.59124}],GeoPosition[ {40.4012187,-3.71333482}],GeoPosition[{41.6529539,-0.8815538}],GeoPosition[{42.27843316,18.83850615}],GeoPosition[ {38.3966739,-6.40757731}],GeoPosition[{42.55055556,1.08083333}],GeoPosition[{41.3833,2.18333}],GeoPosition[ {36.729853,-4.4181682}],GeoPosition[{41.3833,2.18333}],GeoPosition[{42.7149926,-3.7389071}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{43.3242912,-1.97882}],GeoPosition[{41.72944444,1.82722222}],GeoPosition[ {38.2667,-1.05}],GeoPosition[{39.46666667,-0.38333333}],GeoPosition[{43.44756,-4.886105}],GeoPosition[ {39.5842896,2.67799}],GeoPosition[{39.68224046,2.68634842}],GeoPosition[{40.41704446,-3.70354074}],GeoPosition[ {40.4166508,-3.699578}],GeoPosition[{40.3376584,-3.5269844}],GeoPosition[{37.39286482,-5.99498304}],GeoPosition[ {40.41869119,-3.80071163}],GeoPosition[{38.9833,-1.85}],GeoPosition[{41.65056466,-0.90896442}],GeoPosition[ {37.2557716,-7.20224}],GeoPosition[{37.8884583,-4.77529}],GeoPosition[{41.90083333,12.50194444}],GeoPosition[ {42.5068628,1.5247294}],GeoPosition[{40.0317241,-5.4812199}],GeoPosition[{36.6933349,-6.142193}],GeoPosition[ {40.3278834,-3.8500698}],GeoPosition[{40.44561571,-3.72845978}],GeoPosition[{39.45620535,-0.3521486}],GeoPosition[ {38.91621473,-6.34647168}],GeoPosition[{40.4062908,-3.69054794}],GeoPosition[{39.9454613,-0.11374}],GeoPosition[ {38.3968428,-6.40754781}],GeoPosition[{40.55,14.2333}],GeoPosition[{41.4696197,2.0831429}],GeoPosition[ {40.48307,-3.70763}],GeoPosition[{38.9588919,-5.8566888}],GeoPosition[{40.30944192,-3.44774}],GeoPosition[ {37.40577846,-5.9924734}],GeoPosition[{43.3242912,-1.97882}],GeoPosition[{41.38944444,2.17333333}],GeoPosition[ {40.6,-3.25}],GeoPosition[{36.38002145,-6.18609957}],GeoPosition[{37.6289765,-0.9852432}],GeoPosition[ {40.85,-6.6}],GeoPosition[{38.6668612,-6.9766844}],GeoPosition[{40.44887199,-3.73031891}],GeoPosition[ {36.53005928,-6.30353536}],GeoPosition[{41.36412114,2.14029824}],GeoPosition[{40.40880336,-3.71089027}],GeoPosition[ {36.7224442,-4.4838359}],GeoPosition[{39.48007,-0.39145}],GeoPosition[{50.1097794,8.6749001}],GeoPosition[ {40.43938687,-3.71747021}],GeoPosition[{41.42027778,2.14972222}],GeoPosition[{41.65,-0.8833}],GeoPosition[ {40.42277778,-3.71194444}],GeoPosition[{39.8934436,-5.5361255}],GeoPosition[{40.03613,-3.608004}],GeoPosition[ {37.35942,-6.9700721}],GeoPosition[{37.3797798,-6.1275501}],GeoPosition[{37.17874937,-3.5895983}],GeoPosition[ {37.1749191,-3.6076801}],GeoPosition[{53.55548112,9.98348114}],GeoPosition[{37.37037635,-6.00033119}],GeoPosition[ {40.4183083,-3.7031901}],GeoPosition[{39.49088829,-0.45840147}],GeoPosition[{39.7517011,-0.2197184}],GeoPosition[ {41.00668891,0.93595415}],GeoPosition[{40.47199704,-3.36408279}],GeoPosition[{36.68740065,-6.11889124}],GeoPosition[ {43.41037659,-3.83388229}],GeoPosition[{42.03588,0.12819}],GeoPosition[{36.5333,-6.2833}],GeoPosition[ {42.618914,-8.9439749}],GeoPosition[{39.98257299,-4.27929124}],GeoPosition[{43.2637405,-2.9230599}],GeoPosition[ {40.03204424,-3.60315578}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[{37.34683415,-5.97889458}],GeoPosition[ {38.7,1.41667}],GeoPosition[{45.44182,9.1759299}],GeoPosition[{38.99307,-1.85284}],GeoPosition[ {39.46666667,-0.38333333}],GeoPosition[{40.4,-3.68333}],GeoPosition[{38.46800397,-2.23806244}],GeoPosition[ {37.16814,-3.60226}],GeoPosition[{40.2,-5.08333}],GeoPosition[{36.72081293,-4.42105906}],GeoPosition[ {37.36732439,-5.75599185}],GeoPosition[{37.25456495,-6.94515515}],GeoPosition[{36.2173,-8.4746}],GeoPosition[ {39.52723312,-0.4667843}],GeoPosition[{41.5895236,1.7728474}],GeoPosition[{40.4895697,-3.87571693}],GeoPosition[ {39.84168432,3.13369883}],GeoPosition[{40.3037405,-3.4371942}],GeoPosition[{40.40622283,-3.67733783}],GeoPosition[ {42.5451223,-6.5853756}],GeoPosition[{60.173116,24.947318}],GeoPosition[{36.74896126,-3.52397237}],GeoPosition[ {36.54026,-6.2895}],GeoPosition[{40.03204424,-3.60315578}],GeoPosition[{42.2258665,-2.1030412}],GeoPosition[ {40.4667,-3.3667}],GeoPosition[{40.3875889,-3.6298633}],GeoPosition[{39.84168432,3.13369883}],GeoPosition[ {38.68333333,-7.1}],GeoPosition[{41.35154536,2.02997247}],GeoPosition[{39.5667,2.65}],GeoPosition[ {37.36732439,-5.75599185}],GeoPosition[{40.45,-3.48333}],GeoPosition[{37.33333333,-5.84646845}],GeoPosition[ {40.47901042,-3.57210159}],GeoPosition[{41.3964521,2.1257525}],GeoPosition[{40.4233284,-3.6768999}],GeoPosition[ {36.53960951,-4.62205768}],GeoPosition[{48.141143,11.577764}],GeoPosition[{40.4211197,-3.69888}],GeoPosition[ {45.60304946,10.62768459}],GeoPosition[{40.3382,-3.74054}],GeoPosition[{39.5333,-0.516667}],GeoPosition[ {42.5068724,1.5247893}],GeoPosition[{40.47171493,-3.93997101}],GeoPosition[{40.457223,-3.678025}],GeoPosition[ {40.4173428,-3.7119897}],GeoPosition[{41.64353621,-4.75566924}],GeoPosition[{37.1798112,-3.59340872}],GeoPosition[ {40.56141364,-3.61456529}],GeoPosition[{58.09472341,6.80519721}],GeoPosition[{37.39081251,-5.99237601}],GeoPosition[ {39.4755082,-0.3772785}],GeoPosition[{43.3938563,-3.8995334}],GeoPosition[{41.59985,2.3478}],GeoPosition[ {52.381905,13.1199934}],GeoPosition[{37.35942,-6.9700721}],GeoPosition[{45.44215,9.17601}],GeoPosition[ {37.28847715,-5.94200711}],GeoPosition[{40.42587416,-3.60760942}],GeoPosition[{40.36140179,-3.91696671}],GeoPosition[ {37.41812784,-5.97379583}],GeoPosition[{40.96534803,-5.66491548}],GeoPosition[{40.34893936,-3.8515612}],GeoPosition[ {38.39679418,-6.40759642}],GeoPosition[{41.51666667,-4.31666667}],GeoPosition[{41.07348889,1.14973729}],GeoPosition[ {37.39788673,-5.95753492}],GeoPosition[{42.05039969,-8.64321342}],GeoPosition[{40.18061,-5.82753}],GeoPosition[ {40.45718577,-3.69207735}],GeoPosition[{42.4757134,-7.98549203}],GeoPosition[{42.4691362,-2.444123}],GeoPosition[ {45.11048516,7.64401051}],GeoPosition[{40.41782128,-3.6844646}],GeoPosition[{38.90446484,1.42883427}],GeoPosition[ {43.3798701,-5.7906581}],GeoPosition[{41.412447,2.1495955}],GeoPosition[{41.3744373,2.16968919}],GeoPosition[ {36.71658296,-3.55839211}],GeoPosition[{40.44795,-3.66873}],GeoPosition[{38.39670391,-6.4075209}],GeoPosition[ {41.7340791,1.513147}],GeoPosition[{41.36998119,2.08763433}],GeoPosition[{43.3938569,-3.8995379}],GeoPosition[ {38.39670391,-6.4075209}],GeoPosition[{40.42461977,-3.71234229}],GeoPosition[{40.43486172,-3.67390316}],GeoPosition[ {42.36845985,-4.54304481}],GeoPosition[{52.35722222,4.88194444}],GeoPosition[{36.6,-6.23333}],GeoPosition[ {40.47777778,-3.68777778}],GeoPosition[{40.2866491,-3.7945658}],GeoPosition[{36.8502539,-2.4568079}],GeoPosition[ {36.47450923,-5.00177859}],GeoPosition[{36.6816788,-6.1392202}],GeoPosition[{42.80373,-1.65322}],GeoPosition[ {37.3557915,-5.93851254}],GeoPosition[{36.82850428,-2.4049722}],GeoPosition[{36.73550797,-5.16413355}],GeoPosition[ {41.3888092,2.16682}],GeoPosition[{37.38136545,-5.9910125}],GeoPosition[{40.42147081,-3.70807399}],GeoPosition[ {38.38994247,-0.44423691}],GeoPosition[{39.4541916,-0.4630266}],GeoPosition[{40.4843501,-3.6534363}],GeoPosition[ {36.7146373,-4.453432}],GeoPosition[{40.42023261,-3.70582086}],GeoPosition[{43.76908569,11.25311892}],GeoPosition[ {38.3705292,-0.41053}],GeoPosition[{40.46011,-3.60605}],GeoPosition[{37.38823381,-6.00353614}],GeoPosition[ {40.42088839,-3.7039268}],GeoPosition[{40.424221,-3.7012501}],GeoPosition[{43.36558,-5.84547}],GeoPosition[ {40.4288,-3.70455}],GeoPosition[{41.35859414,2.12890517}],GeoPosition[{38.9167,-6.33333}],GeoPosition[ {42.8167,-6.73333}],GeoPosition[{37.1940564,-3.5970712}],GeoPosition[{38.,-1.16667}],GeoPosition[ {40.43388,-3.69386}],GeoPosition[{37.4063416,-5.9559002}],GeoPosition[{40.417185,-3.696782}],GeoPosition[ {43.36,-5.845}],GeoPosition[{40.47847434,-3.38354009}],GeoPosition[{36.7224534,-4.4839221}],GeoPosition[ {39.42125552,-0.3342376}],GeoPosition[{38.3459687,-0.48766315}],GeoPosition[{45.60304946,10.62768459}],GeoPosition[ {40.4227693,-3.7098827}],GeoPosition[{44.2734497,12.1025585}],GeoPosition[{40.48443628,-3.65347178}],GeoPosition[ {41.67311074,2.78537082}],GeoPosition[{39.6469005,-5.6499394}],GeoPosition[{41.52856,2.43484}],GeoPosition[ {39.4,-3.11667}],GeoPosition[{40.44773,-3.61412955}],GeoPosition[{36.3581756,-6.1694546}],GeoPosition[ {40.57849863,-3.73947144}],GeoPosition[{40.57849863,-3.73947144}],GeoPosition[{40.57849863,-3.73947144}],GeoPosition[ {40.57849863,-3.73947144}],GeoPosition[{40.57849863,-3.73947144}],GeoPosition[{40.57849863,-3.73947144}],GeoPosition[ {40.57849863,-3.73947144}],GeoPosition[{40.57849863,-3.73947144}],GeoPosition[{39.52723312,-0.4667843}],GeoPosition[ {41.54166031,2.07996988}],GeoPosition[{43.26369858,-2.95280004}],GeoPosition[{40.41079073,-3.70712267}],GeoPosition[ {41.67312049,2.78538057}],GeoPosition[{43.29639974,-2.98424989}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {39.57823156,2.6489487}],GeoPosition[{41.56213846,2.01119024}],GeoPosition[{36.7798989,-6.36084214}],GeoPosition[ {37.32150947,-5.41912155}],GeoPosition[{40.45718628,-3.692074}],GeoPosition[{42.23105841,-8.70423536}],GeoPosition[ {43.36344,-5.8467}],GeoPosition[{37.37037635,-6.00033119}],GeoPosition[{40.339686,-3.7463126}],GeoPosition[ {38.39660701,-6.40756851}],GeoPosition[{37.25,-6.95}],GeoPosition[{40.49398275,-3.69213025}],GeoPosition[ {38.34495476,-0.48108101}],GeoPosition[{37.35206226,-5.92886038}],GeoPosition[{36.7224693,-4.4839224}],GeoPosition[ {38.87962,-6.9707}],GeoPosition[{40.42023261,-3.70582086}],GeoPosition[{37.35942,-6.9700721}],GeoPosition[ {40.289622,-3.78564}],GeoPosition[{40.9667,-5.65}],GeoPosition[{40.45707239,-3.66740774}],GeoPosition[ {45.9667,8.85}],GeoPosition[{40.4,-3.68333}],GeoPosition[{40.19317341,-5.80702617}],GeoPosition[ {45.44763,10.9742}],GeoPosition[{39.87232201,-4.04752799}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {43.36102779,-5.86449718}],GeoPosition[{40.43035,-3.71238}],GeoPosition[{40.43154228,-3.70293814}],GeoPosition[ {41.38676156,2.16350155}],GeoPosition[{51.5065039,-3.1846656}],GeoPosition[{37.8906288,-4.7872901}],GeoPosition[ {41.41686641,2.18778325}],GeoPosition[{41.41686641,2.18778325}],GeoPosition[{38.23837505,-0.54704816}],GeoPosition[ {36.721949,-4.3760171}],GeoPosition[{37.97414636,-0.67779127}],GeoPosition[{37.3772,-5.98694}],GeoPosition[ {36.59916,-6.23308}],GeoPosition[{39.49258581,-0.46130447}],GeoPosition[{42.18333333,-7.8}],GeoPosition[ {39.4598083,-0.46568}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[{40.6,-3.5}],GeoPosition[ {41.39259,2.16464}],GeoPosition[{40.4201012,-3.7028}],GeoPosition[{44.30440108,9.34871281}],GeoPosition[ {37.8833,-4.76667}],GeoPosition[{40.3580971,-3.6816595}],GeoPosition[{41.3897247,2.1634964}],GeoPosition[ {37.35440826,-5.94616413}],GeoPosition[{38.96888889,0.185}],GeoPosition[{37.93666667,-2.95833333}],GeoPosition[ {41.3819518,2.1757278}],GeoPosition[{36.71201272,-4.43176547}],GeoPosition[{41.22027,1.53977}],GeoPosition[ {41.3833,2.18333}],GeoPosition[{42.28555305,-8.72201666}],GeoPosition[{37.3557915,-5.93851254}],GeoPosition[ {40.4167,-3.70325}],GeoPosition[{38.8893834,-6.8996444}],GeoPosition[{48.86316381,2.22276354}],GeoPosition[ {40.50329591,-3.69855957}],GeoPosition[{40.50329591,-3.69855957}],GeoPosition[{43.37090042,-8.39742498}],GeoPosition[ {40.50329591,-3.69855957}],GeoPosition[{40.397502,-3.620736}],GeoPosition[{38.65186864,34.83635902}],GeoPosition[ {40.3,-4.}],GeoPosition[{40.50329591,-3.69855957}],GeoPosition[{40.50329591,-3.69855957}],GeoPosition[ {40.50329591,-3.69855957}],GeoPosition[{36.41845292,25.43168144}],GeoPosition[{37.8484823,-1.4305286}],GeoPosition[ {48.77237265,2.21690008}],GeoPosition[{42.6724479,-2.0340537}],GeoPosition[{37.38671483,-5.99396563}],GeoPosition[ {38.2610893,-0.70714}],GeoPosition[{36.7224795,-4.4839159}],GeoPosition[{37.3833,-3.51667}],GeoPosition[ {38.9667,-0.183333}],GeoPosition[{40.31529,-3.7271}],GeoPosition[{42.4167,-2.73333}],GeoPosition[ {40.4378815,-3.6468401}],GeoPosition[{39.5738297,2.63046}],GeoPosition[{36.9524106,-1.89825376}],GeoPosition[ {40.9336161,-4.1082092}],GeoPosition[{52.2237513,-0.98551794}],GeoPosition[{39.21822895,-3.49978039}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.44020266,-3.70685577}],GeoPosition[{39.54557344,-0.56775001}],GeoPosition[ {38.9,1.43333}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{43.26375628,-2.93355564}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{39.30981,-0.31784}],GeoPosition[{37.8884583,-4.77529}],GeoPosition[ {42.5222826,0.83461093}],GeoPosition[{37.46018842,-6.01042414}],GeoPosition[{40.394332,-3.7952665}],GeoPosition[ {53.43835,-2.2773}],GeoPosition[{40.4261675,-3.7181222}],GeoPosition[{40.41364456,-3.70749628}],GeoPosition[ {38.08159568,-0.9456485}],GeoPosition[{40.45259027,-3.68536378}],GeoPosition[{39.75393221,-0.19347997}],GeoPosition[ {36.41845292,25.43168144}],GeoPosition[{36.64464985,-4.47744577}],GeoPosition[{41.3833,2.18333}],GeoPosition[ {37.13084247,-6.48522904}],GeoPosition[{41.6720199,-3.6873843}],GeoPosition[{41.22027,1.53977}],GeoPosition[ {40.45381868,-3.68429807}],GeoPosition[{42.0167,-6.41667}],GeoPosition[{38.8710289,-6.9895601}],GeoPosition[ {42.81745,-1.6434}],GeoPosition[{41.66571314,2.78222437}],GeoPosition[{39.51991272,-0.47651821}],GeoPosition[ {39.48588943,-0.43242809}],GeoPosition[{37.34383011,-5.98705912}],GeoPosition[{43.57188085,-5.96071896}],GeoPosition[ {38.87005,-6.98909}],GeoPosition[{40.45714761,-3.69201883}],GeoPosition[{41.440096,2.198616}],GeoPosition[ {37.37163617,-6.08487764}],GeoPosition[{37.6,-0.983333}],GeoPosition[{42.6505176,-8.6516752}],GeoPosition[ {40.2167,-6.8}],GeoPosition[{43.37234159,-8.40322274}],GeoPosition[{40.41782128,-3.6844646}],GeoPosition[ {36.71834037,-4.4401381}],GeoPosition[{37.388163,-5.982399}],GeoPosition[{42.5,-1.21667}],GeoPosition[ {41.9009209,-8.8722095}],GeoPosition[{41.50360097,-5.73156803}],GeoPosition[{36.64252344,-4.47952769}],GeoPosition[ {41.40029,2.1585}],GeoPosition[{45.02916491,7.6659505}],GeoPosition[{48.4522866,22.7111648}],GeoPosition[ {40.32383304,-3.85435591}],GeoPosition[{40.47938955,-3.73421238}],GeoPosition[{41.92680359,12.48756409}],GeoPosition[ {38.10793269,-1.85848147}],GeoPosition[{39.2833,-7.43333}],GeoPosition[{38.39671003,-6.40724002}],GeoPosition[ {41.39239797,2.15149883}],GeoPosition[{40.4358902,-3.71649}],GeoPosition[{38.34048,-0.48811}],GeoPosition[ {42.23536868,-8.71876612}],GeoPosition[{36.20751842,-5.51921438}],GeoPosition[{36.82850428,-2.4049722}],GeoPosition[ {37.3772202,-5.9865699}],GeoPosition[{39.4850616,-0.36059}],GeoPosition[{41.65046,-0.9048}],GeoPosition[ {36.99538318,-5.53002264}],GeoPosition[{41.61879505,-4.78862286}],GeoPosition[{40.43119076,-3.89701619}],GeoPosition[ {40.9332599,-4.1088277}],GeoPosition[{40.4358902,-3.71649}],GeoPosition[{39.2833,-7.43333}],GeoPosition[ {36.8333,-2.45}],GeoPosition[{37.34683415,-5.97889458}],GeoPosition[{40.4667,-3.3667}],GeoPosition[ {38.99747357,-3.93601571}],GeoPosition[{38.39666652,-6.40750959}],GeoPosition[{38.53584,-0.12334}],GeoPosition[ {56.07745243,-3.39748521}],GeoPosition[{40.4676199,-3.6396}],GeoPosition[{39.5504494,2.6212201}],GeoPosition[ {40.42,-3.68888889}],GeoPosition[{37.09428594,-3.3987036}],GeoPosition[{47.06185,21.93007}],GeoPosition[ {41.08819038,-6.00105573}],GeoPosition[{39.4833,-6.36667}],GeoPosition[{38.87267461,-6.9805445}],GeoPosition[ {40.43685,-3.62898}],GeoPosition[{37.3207512,-4.0118198}],GeoPosition[{41.504453,-5.756345}],GeoPosition[ {40.36864267,-3.71234161}],GeoPosition[{40.56511465,-2.7145111}],GeoPosition[{37.9998789,-1.1734899}],GeoPosition[ {37.3772202,-5.9865699}],GeoPosition[{40.40880501,-3.71088638}],GeoPosition[{38.7167,-9.13333}],GeoPosition[ {41.3891298,1.9508266}],GeoPosition[{40.40503187,-3.69068598}],GeoPosition[{38.95616193,-1.8645604}],GeoPosition[ {40.30408281,-3.46707966}],GeoPosition[{37.9998798,-1.1734872}],GeoPosition[{48.4522699,22.7111138}],GeoPosition[ {39.46854255,-0.35001633}],GeoPosition[{43.3470195,-8.386377}],GeoPosition[{39.67638889,-0.27333333}],GeoPosition[ {40.41705713,-3.70667937}],GeoPosition[{41.40263711,2.15726655}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.50877,-3.88784}],GeoPosition[{39.37685013,-0.40882331}],GeoPosition[{43.19357681,-2.5362401}],GeoPosition[ {39.52723312,-0.4667843}],GeoPosition[{51.9774,5.64839}],GeoPosition[{37.3878456,-5.98010158}],GeoPosition[ {40.42250614,-3.70930531}],GeoPosition[{39.084615,-9.2574819}],GeoPosition[{48.886,2.343}],GeoPosition[ {42.78290072,-4.25585111}],GeoPosition[{38.5085106,-0.23156}],GeoPosition[{40.34751,-3.90794}],GeoPosition[ {37.2577209,-6.9291319}],GeoPosition[{40.3987577,-3.6010459}],GeoPosition[{39.50959175,-0.42053972}],GeoPosition[ {43.3946248,-3.8978443}],GeoPosition[{36.3571567,-6.1117442}],GeoPosition[{39.46666667,-0.38333333}],GeoPosition[ {39.16331776,-6.26404279}],GeoPosition[{39.46666667,-0.38333333}],GeoPosition[{37.3772,-5.98694}],GeoPosition[ {37.977501,-0.68282889}],GeoPosition[{41.3879,2.16992}],GeoPosition[{41.3879,2.16992}],GeoPosition[ {41.3879,2.16992}],GeoPosition[{41.3601189,2.1266201}],GeoPosition[{37.2521622,-5.92523016}],GeoPosition[ {40.43016794,-3.7895855}],GeoPosition[{51.5127296,-0.0824005}],GeoPosition[{43.3445173,-8.43384078}],GeoPosition[ {37.41723611,-6.00456389}],GeoPosition[{40.38821821,-3.7565281}],GeoPosition[{37.35810012,-6.20005884}],GeoPosition[ {42.8824196,-8.5422602}],GeoPosition[{42.651975,-8.818871}],GeoPosition[{38.9833,-1.85}],GeoPosition[ {36.48379439,-4.98713172}],GeoPosition[{40.4079596,-3.5709884}],GeoPosition[{40.41583863,-3.66321847}],GeoPosition[ {37.2889095,-5.915744}],GeoPosition[{38.25,-0.7}],GeoPosition[{41.5465889,2.1069601}],GeoPosition[ {40.3942995,-3.7949615}],GeoPosition[{41.3,13.0167}],GeoPosition[{42.02833333,-4.52944444}],GeoPosition[ {40.86093,15.19318}],GeoPosition[{37.388163,-5.982399}],GeoPosition[{42.5507698,-6.5988002}],GeoPosition[ {38.6668612,-6.9766844}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{36.860869,-5.6400207}],GeoPosition[ {40.42690565,-3.6997945}],GeoPosition[{37.5010815,-5.9659099}],GeoPosition[{41.3833,2.18333}],GeoPosition[ {41.1333,-3.8}],GeoPosition[{43.2687,-2.9461}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {36.7183,-4.4202}],GeoPosition[{37.983,-1.1302}],GeoPosition[{39.5715,2.6469}],GeoPosition[ {37.3877,-6.0018}],GeoPosition[{39.4692,-0.3768}],GeoPosition[{41.6517,-0.8813}],GeoPosition[ {40.41580845,-3.7087117}],GeoPosition[{37.3772,-5.98694}],GeoPosition[{41.3,13.0167}],GeoPosition[ {40.9,14.1833}],GeoPosition[{40.41959,-3.70795}],GeoPosition[{36.83431549,-2.46295196}],GeoPosition[ {39.06611111,-5.72277778}],GeoPosition[{43.2569,-2.9236}],GeoPosition[{44.8206,20.4622}],GeoPosition[ {37.3772,-5.98694}],GeoPosition[{41.5,-5.75}],GeoPosition[{45.60304946,10.62768459}],GeoPosition[ {39.47146583,-0.39939043}],GeoPosition[{37.3,-5.5}],GeoPosition[{39.00430214,-0.16316258}],GeoPosition[ {51.52341324,-0.1284902}],GeoPosition[{38.86585126,-6.97151803}],GeoPosition[{41.45858388,2.2658956}],GeoPosition[ {40.4744457,-3.6377517}],GeoPosition[{40.2997345,-3.92473398}],GeoPosition[{39.48588943,-0.43242809}],GeoPosition[ {40.5747719,-4.00563}],GeoPosition[{41.5840216,1.6010683}],GeoPosition[{41.81709506,3.06630901}],GeoPosition[ {36.8333,-2.45}],GeoPosition[{37.32551602,-5.96707821}],GeoPosition[{38.2333,-1.7}],GeoPosition[ {41.53772846,2.31174354}],GeoPosition[{43.3880716,-5.8274966}],GeoPosition[{39.5674248,2.6584598}],GeoPosition[ {41.3,13.0167}],GeoPosition[{36.77427761,-4.03832336}],GeoPosition[{39.47878,-0.4338}],GeoPosition[ {39.4878998,-0.39791}],GeoPosition[{38.93849187,-6.36148792}],GeoPosition[{42.33582963,-7.86387836}],GeoPosition[ {43.2641489,-2.9227742}],GeoPosition[{40.2,-3.66667}],GeoPosition[{37.2545931,-6.9458022}],GeoPosition[ {36.51128368,-4.89159395}],GeoPosition[{40.4305305,-3.70187}],GeoPosition[{44.8206,20.4622}],GeoPosition[ {39.4167,-7.23333}],GeoPosition[{37.3828,-5.97317}],GeoPosition[{40.2833,-3.8}],GeoPosition[ {40.3449621,-1.1076943}],GeoPosition[{40.50828635,-3.68261933}],GeoPosition[{40.50828635,-3.68261933}],GeoPosition[ {40.50828635,-3.68261933}],GeoPosition[{40.50828635,-3.68261933}],GeoPosition[{43.2639086,-2.9169873}],GeoPosition[ {42.46576,-2.45298}],GeoPosition[{39.47148576,-0.50797284}],GeoPosition[{41.3,13.0167}],GeoPosition[ {42.60163383,-5.57979473}],GeoPosition[{43.36,-5.845}],GeoPosition[{40.4489059,-3.7206607}],GeoPosition[ {55.85916727,-4.25460445}],GeoPosition[{41.3153,2.0123}],GeoPosition[{36.7,-6.1167}],GeoPosition[ {40.3943354,-3.7948554}],GeoPosition[{41.72944444,1.82722222}],GeoPosition[{36.74073152,-5.16564304}],GeoPosition[ {40.31971,-3.86215}],GeoPosition[{45.05138,9.70606}],GeoPosition[{36.25433,-5.96337}],GeoPosition[ {36.29092621,-5.27284247}],GeoPosition[{39.4833,-6.36667}],GeoPosition[{41.04372965,-0.13893647}],GeoPosition[ {40.70574322,-3.42666771}],GeoPosition[{40.4423599,-3.6638801}],GeoPosition[{48.86316381,2.22276354}],GeoPosition[ {38.35,-0.766667}],GeoPosition[{37.9757004,-0.68265}],GeoPosition[{41.3833,2.18333}],GeoPosition[ {38.87267461,-6.9805445}],GeoPosition[{37.8833,-4.76667}],GeoPosition[{51.92203,4.3377}],GeoPosition[ {43.26350556,-2.94839167}],GeoPosition[{41.551499,2.085225}],GeoPosition[{38.92176133,1.30066232}],GeoPosition[ {40.41766,-3.71076}],GeoPosition[{37.25385,-6.94391}],GeoPosition[{40.41916667,-3.69305556}],GeoPosition[ {38.28738251,-0.55255949}],GeoPosition[{40.4,-3.68333}],GeoPosition[{41.3,13.0167}],GeoPosition[ {40.41663279,-3.70355129}],GeoPosition[{37.17874937,-3.5895983}],GeoPosition[{36.013569,-5.602085}],GeoPosition[ {40.03308023,-3.60309415}],GeoPosition[{37.4118223,-5.9928368}],GeoPosition[{41.63102317,-4.74024651}],GeoPosition[ {40.51795926,-3.90067986}],GeoPosition[{36.51676047,-6.28182507}],GeoPosition[{36.16409679,-5.345454}],GeoPosition[ {40.41472952,-3.69459271}],GeoPosition[{40.47222222,-3.56083333}],GeoPosition[{43.74569155,-7.74953465}],GeoPosition[ {42.0515092,-1.85984221}],GeoPosition[{40.418596,-3.69650446}],GeoPosition[{41.90523697,12.47871436}],GeoPosition[ {40.23911003,-3.76036177}],GeoPosition[{41.653759,-0.88369}],GeoPosition[{38.40919495,-0.45283508}],GeoPosition[ {40.42129898,-3.6016705}],GeoPosition[{36.79040169,-6.34890883}],GeoPosition[{40.35903931,-3.76364994}],GeoPosition[ {40.36198807,-3.77853203}],GeoPosition[{40.35461426,-3.83684659}],GeoPosition[{40.42551845,-3.70415071}],GeoPosition[ {42.43571622,0.07664794}],GeoPosition[{37.1466628,-3.62345399}],GeoPosition[{40.38773675,-3.62848951}],GeoPosition[ {41.3513345,1.7256414}],GeoPosition[{41.4225,2.11861111}],GeoPosition[{42.01666667,-4.53333333}],GeoPosition[ {38.7833,0.166667}],GeoPosition[{37.2545978,-6.9458304}],GeoPosition[{35.2873723,-2.948243}],GeoPosition[ {36.72250656,-4.42021088}],GeoPosition[{41.6944217,-4.6869527}],GeoPosition[{51.45806732,-2.5917998}],GeoPosition[ {37.3873158,-5.99418753}],GeoPosition[{39.6629041,-0.20898125}],GeoPosition[{48.0143875,-4.4862048}],GeoPosition[ {37.36732439,-5.75599185}],GeoPosition[{42.20794149,-8.65631403}],GeoPosition[{41.36206739,2.14481709}],GeoPosition[ {45.60304946,10.62768459}],GeoPosition[{37.9861,-1.1303}],GeoPosition[{41.40025,2.15958}],GeoPosition[ {42.465,-2.44555556}],GeoPosition[{37.2545604,-6.9458514}],GeoPosition[{42.50314471,-3.04520295}],GeoPosition[ {36.7,-6.1167}],GeoPosition[{40.3281,-3.7644}],GeoPosition[{41.7493232,1.90378912}],GeoPosition[ {37.6,-0.983333}],GeoPosition[{37.33394669,-6.53820953}],GeoPosition[{40.4628184,-3.4666074}],GeoPosition[ {36.72159228,-4.46483776}],GeoPosition[{39.00116795,-0.16380291}],GeoPosition[{38.35267777,-0.5049854}],GeoPosition[ {37.1833,-3.6}],GeoPosition[{44.78412628,20.44964218}],GeoPosition[{42.35,-3.7}],GeoPosition[ {40.4064828,-3.69036763}],GeoPosition[{38.6668612,-6.9766844}],GeoPosition[{38.77416667,-9.13416667}],GeoPosition[ {48.87483,2.35738}],GeoPosition[{40.4,-3.68333}],GeoPosition[{40.47171493,-3.93997101}],GeoPosition[ {40.40951001,-3.69313722}],GeoPosition[{42.38817611,-5.14598367}],GeoPosition[{43.41962588,-8.17245503}],GeoPosition[ {40.42804,-3.65275}],GeoPosition[{37.09541702,15.27374744}],GeoPosition[{40.47657709,-3.65179042}],GeoPosition[ {37.41576,-6.0716}],GeoPosition[{37.38521,-5.97264}],GeoPosition[{37.8833,-4.76667}],GeoPosition[ {40.0288472,-6.09019532}],GeoPosition[{40.3943784,-3.7950688}],GeoPosition[{41.9829184,2.8179848}],GeoPosition[ {39.4936998,-0.48187102}],GeoPosition[{38.2667,-5.85}],GeoPosition[{37.3383,-6.025}],GeoPosition[ {44.80955,10.31834}],GeoPosition[{41.93980132,-8.82518208}],GeoPosition[{37.39861111,-6.00722222}],GeoPosition[ {41.81709506,3.06630901}],GeoPosition[{40.35528834,-5.1755406}],GeoPosition[{43.2470097,-2.8882671}],GeoPosition[ {45.62444486,8.70950122}],GeoPosition[{40.4358902,-3.71649}],GeoPosition[{40.2968089,-3.8376865}],GeoPosition[ {43.111431,12.38864499}],GeoPosition[{37.28842244,-5.91528963}],GeoPosition[{42.54773991,-6.60304997}],GeoPosition[ {37.41944587,-5.96207143}],GeoPosition[{40.44388889,-3.69138889}],GeoPosition[{43.3715,-8.396}],GeoPosition[ {36.7889119,-5.5574263}],GeoPosition[{43.48346213,-8.23027945}],GeoPosition[{39.67924,-0.27325}],GeoPosition[ {40.35528834,-5.1755406}],GeoPosition[{40.2968089,-3.8376865}],GeoPosition[{38.8679374,-1.0921923}],GeoPosition[ {37.254575,-6.9458168}],GeoPosition[{40.0833,-3.86667}],GeoPosition[{41.14211,1.40418}],GeoPosition[ {38.08799188,-3.62297153}],GeoPosition[{45.46224634,9.17370003}],GeoPosition[{37.1932866,-3.6168548}],GeoPosition[ {36.73301696,-4.44918392}],GeoPosition[{37.4027481,-5.9895802}],GeoPosition[{40.58094472,-4.15805524}],GeoPosition[ {37.17117117,-3.57269739}],GeoPosition[{40.4,-3.68333}],GeoPosition[{40.42700771,-3.70441399}],GeoPosition[ {37.5099907,15.0865498}],GeoPosition[{40.3450153,-1.107764}],GeoPosition[{39.44612166,-0.44361575}],GeoPosition[ {41.65,-4.71667}],GeoPosition[{42.70223294,0.79531712}],GeoPosition[{37.57886267,-0.82211647}],GeoPosition[ {37.2545821,-6.9458254}],GeoPosition[{40.45906207,-3.67587147}],GeoPosition[{40.61548907,-3.58415471}],GeoPosition[ {37.1725533,-3.6016573}],GeoPosition[{38.9731109,-3.9274464}],GeoPosition[{46.0711,18.2331}],GeoPosition[ {48.0143847,-4.4862137}],GeoPosition[{36.73280527,-3.73991561}],GeoPosition[{50.06190614,19.93797727}],GeoPosition[ {37.90413293,-6.22123803}],GeoPosition[{35.29123249,-2.93630671}],GeoPosition[{41.6386405,-0.8970684}],GeoPosition[ {41.39385602,2.13851955}],GeoPosition[{36.67629045,-4.47377282}],GeoPosition[{43.4647,-3.80444}],GeoPosition[ {41.42294308,2.20411295}],GeoPosition[{41.9130774,12.4752186}],GeoPosition[{41.1583017,1.1054531}],GeoPosition[ {37.34375089,-2.51097192}],GeoPosition[{40.33460581,-3.77430505}],GeoPosition[{37.254565,-6.9458524}],GeoPosition[ {40.418596,-3.69650446}],GeoPosition[{36.5446335,-5.97711287}],GeoPosition[{41.04918591,28.76061149}],GeoPosition[ {41.7,2.85}],GeoPosition[{37.1833,-3.6}],GeoPosition[{41.3888092,2.16682}],GeoPosition[ {41.89319,12.48822}],GeoPosition[{36.68014161,-6.12712154}],GeoPosition[{40.40622283,-3.67733783}],GeoPosition[ {40.57849863,-3.73947144}],GeoPosition[{40.57849863,-3.73947144}],GeoPosition[{40.57849863,-3.73947144}],GeoPosition[ {40.57849863,-3.73947144}],GeoPosition[{40.57849863,-3.73947144}],GeoPosition[{40.57849863,-3.73947144}],GeoPosition[ {40.57849863,-3.73947144}],GeoPosition[{40.57849863,-3.73947144}],GeoPosition[{36.7112694,-4.6325302}],GeoPosition[ {41.1167,1.25}],GeoPosition[{43.5318364,-5.6564605}],GeoPosition[{40.4064726,-3.7087713}],GeoPosition[ {42.0240551,-4.5373629}],GeoPosition[{37.2545648,-6.9458516}],GeoPosition[{40.45,-3.48333}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{37.199383,-7.3182719}],GeoPosition[{36.7,-6.1167}],GeoPosition[ {37.26067,-6.51583}],GeoPosition[{37.89286591,-4.7612751}],GeoPosition[{44.81666667,8.11666667}],GeoPosition[ {38.7162614,-9.1536803}],GeoPosition[{37.2545789,-6.9458416}],GeoPosition[{40.4064828,-3.69036763}],GeoPosition[ {43.54282,-5.6631899}],GeoPosition[{41.2667,2.}],GeoPosition[{40.43380321,-3.70350718}],GeoPosition[ {39.40277778,-0.40444444}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[{42.81183667,-1.6452709}],GeoPosition[ {40.33851738,-3.86606337}],GeoPosition[{52.1872472,0.9707801}],GeoPosition[{37.1672492,-3.58765116}],GeoPosition[ {36.72169254,-4.4258262}],GeoPosition[{55.7853885,-3.9851793}],GeoPosition[{37.25,-6.95}],GeoPosition[ {38.87267461,-6.9805445}],GeoPosition[{40.34361111,-1.10722222}],GeoPosition[{43.30972222,-2.0075}],GeoPosition[ {39.49057941,-0.35780741}],GeoPosition[{41.56638889,2.0825}],GeoPosition[{38.61472222,-1.11972222}],GeoPosition[ {43.73666667,-7.87722222}],GeoPosition[{42.00341,2.27837}],GeoPosition[{38.8789,-6.9669}],GeoPosition[ {37.785,-3.9025}],GeoPosition[{40.4167,-3.70325}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {37.3828,-5.97317}],GeoPosition[{37.37227249,-6.02291059}],GeoPosition[{41.3879,2.16992}],GeoPosition[ {37.19972222,-3.60472222}],GeoPosition[{39.4702,-0.376805}],GeoPosition[{41.6944049,-4.6869859}],GeoPosition[ {42.0240359,-4.5373945}],GeoPosition[{40.4362183,-3.64589}],GeoPosition[{40.3609847,-3.7333834}],GeoPosition[ {37.2557716,-7.20224}],GeoPosition[{39.9167,-3.9}],GeoPosition[{36.5333,-6.2833}],GeoPosition[ {40.0064654,-2.0615755}],GeoPosition[{45.47811022,9.12389926}],GeoPosition[{37.2045753,-3.6272458}],GeoPosition[ {40.46768205,-3.61589919}],GeoPosition[{40.2866595,-3.7944332}],GeoPosition[{37.2545622,-6.9458474}],GeoPosition[ {41.6446472,-0.8769049}],GeoPosition[{41.469574,2.0831338}],GeoPosition[{43.29165,-1.98504}],GeoPosition[ {37.3943,-5.9864}],GeoPosition[{36.9964194,-4.3634276}],GeoPosition[{42.64947584,23.37780093}],GeoPosition[ {40.6861483,-4.0880952}],GeoPosition[{37.8859124,-4.7817074}],GeoPosition[{37.1861,-5.78667}],GeoPosition[ {40.29131928,-4.01125147}],GeoPosition[{40.33603606,-3.75474216}],GeoPosition[{36.6958,-6.10243}],GeoPosition[ {38.8893921,-6.8996323}],GeoPosition[{40.41649878,-3.6841619}],GeoPosition[{40.4331647,-3.60968867}],GeoPosition[ {37.4069007,-5.9327979}],GeoPosition[{39.1192924,-3.1217772}],GeoPosition[{42.4034432,-8.6657249}],GeoPosition[ {43.54685278,-5.66417661}],GeoPosition[{37.9977684,-1.09352}],GeoPosition[{55.6761,12.5683}],GeoPosition[ {38.622,-0.127}],GeoPosition[{36.75,-5.8}],GeoPosition[{36.7112694,-4.6325302}],GeoPosition[ {41.6537704,-0.87684}],GeoPosition[{37.33482444,-5.84715722}],GeoPosition[{42.6,-8.75}],GeoPosition[ {42.2149465,-8.7386525}],GeoPosition[{37.38158,-5.99055}],GeoPosition[{40.43035,-3.71238}],GeoPosition[ {43.7833,11.05}],GeoPosition[{38.25472222,-0.64611111}],GeoPosition[{40.49086016,-3.884913}],GeoPosition[ {41.683449,2.491277}],GeoPosition[{41.65,-0.8833}],GeoPosition[{43.26189043,-2.92757229}],GeoPosition[ {40.4,-1.9}],GeoPosition[{43.37090042,-8.39742498}],GeoPosition[{37.3925618,-5.99994335}],GeoPosition[ {40.4667,-3.3667}],GeoPosition[{40.968965,-5.6705622}],GeoPosition[{39.0333,-9.4}],GeoPosition[ {35.47,-3.59}],GeoPosition[{42.151368,-7.95650232}],GeoPosition[{37.37705771,-5.96524153}],GeoPosition[ {40.9760513,-5.6562099}],GeoPosition[{50.06147,19.93638}],GeoPosition[{40.67212259,-4.10477294}],GeoPosition[ {37.07621,-8.1171399}],GeoPosition[{42.22702238,-8.72876443}],GeoPosition[{37.33778,-6.543}],GeoPosition[ {42.4,0.75}],GeoPosition[{37.3772,-5.98694}],GeoPosition[{38.4333,-0.833333}],GeoPosition[ {43.26166667,-4.06527778}],GeoPosition[{41.38674955,2.1634722}],GeoPosition[{36.95304932,-4.79854283}],GeoPosition[ {36.42828072,-5.13330599}],GeoPosition[{36.6167,-6.35}],GeoPosition[{39.40483156,-2.94387929}],GeoPosition[ {42.35,-3.7}],GeoPosition[{39.4702,-0.376805}],GeoPosition[{36.72058342,-4.365014}],GeoPosition[ {40.41536259,-3.70904177}],GeoPosition[{37.97777778,-0.68333333}],GeoPosition[{43.2581058,-2.93036272}],GeoPosition[ {41.39462046,2.16207206}],GeoPosition[{38.99329823,-3.92510985}],GeoPosition[{36.46125296,-6.20658405}],GeoPosition[ {42.5087509,1.5224299}],GeoPosition[{39.95307615,-4.84261036}],GeoPosition[{41.6528064,-4.728567}],GeoPosition[ {40.54995346,-2.69157696}],GeoPosition[{38.88502918,1.40522597}],GeoPosition[{39.46666667,-0.38333333}],GeoPosition[ {39.00120142,-3.36146107}],GeoPosition[{39.45532039,-0.34573734}],GeoPosition[{37.40378,-1.58268}],GeoPosition[ {42.04568,-8.64362}],GeoPosition[{37.7667,-3.7711}],GeoPosition[{42.34425316,-3.68485257}],GeoPosition[ {40.45259027,-3.68536378}],GeoPosition[{51.51330224,-0.13134784}],GeoPosition[{43.4442065,-3.8593268}],GeoPosition[ {37.35277778,-6.04666667}],GeoPosition[{38.77604446,0.08400524}],GeoPosition[{40.4214012,-3.70490086}],GeoPosition[ {41.3601189,2.1266201}],GeoPosition[{47.4719,19.0503}],GeoPosition[{42.4333,-2.95}],GeoPosition[ {41.5401514,2.4347202}],GeoPosition[{38.3167,-2.88333}],GeoPosition[{38.90446484,1.42883427}],GeoPosition[ {50.3311,-4.5197}],GeoPosition[{37.2333,-4.48333}],GeoPosition[{37.68335086,-1.6853186}],GeoPosition[ {38.22652372,-1.32380502}],GeoPosition[{39.6629041,-0.20898125}],GeoPosition[{39.88486627,-2.81432047}],GeoPosition[ {39.47176243,-6.40462985}],GeoPosition[{43.35696385,-8.40406487}],GeoPosition[{43.7833,11.25}],GeoPosition[ {37.25784,-5.5494199}],GeoPosition[{40.4013899,-3.646929}],GeoPosition[{37.98529747,-1.18931753}],GeoPosition[ {41.64860404,-4.7167479}],GeoPosition[{38.37932759,-0.43909771}],GeoPosition[{37.323992,-4.3674044}],GeoPosition[ {42.90556743,-8.36086111}],GeoPosition[{37.34895308,-5.9874022}],GeoPosition[{41.375037,2.149145}],GeoPosition[ {38.61683812,-6.62500467}],GeoPosition[{41.35130786,1.72555651}],GeoPosition[{43.29501,-1.97995}],GeoPosition[ {43.36,-5.845}],GeoPosition[{42.60423375,-8.64750606}],GeoPosition[{37.61703661,-4.32065985}],GeoPosition[ {40.4167,-3.70325}],GeoPosition[{37.3828,-5.97317}],GeoPosition[{41.7167,44.7833}],GeoPosition[ {41.4133492,2.1308789}],GeoPosition[{37.8833,-6.55}],GeoPosition[{37.34166667,-5.93444444}],GeoPosition[ {38.48712218,23.57255761}],GeoPosition[{43.574691,-5.9300641}],GeoPosition[{43.5318368,-5.6564651}],GeoPosition[ {38.63305556,-0.76666667}],GeoPosition[{37.71827473,-1.0471989}],GeoPosition[{36.54997834,-4.62604185}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{43.42006671,-3.90820248}],GeoPosition[{37.38158,-5.99055}],GeoPosition[ {41.4477437,2.2508378}],GeoPosition[{40.41842,-3.69659}],GeoPosition[{39.85874407,-4.02148272}],GeoPosition[ {43.44739593,-3.76957024}],GeoPosition[{36.6833,-6.13333}],GeoPosition[{40.7638512,29.9336796}],GeoPosition[ {42.79404909,1.81452974}],GeoPosition[{40.4321959,-3.68771911}],GeoPosition[{41.9300003,2.2574601}],GeoPosition[ {40.42446448,-3.69140467}],GeoPosition[{39.42777778,-0.41833333}],GeoPosition[{39.4833,-0.433333}],GeoPosition[ {43.5318371,-5.6564586}],GeoPosition[{37.7667,-3.7711}],GeoPosition[{51.2167,3.23333}],GeoPosition[ {40.47222222,-3.56083333}],GeoPosition[{38.3833,-7.16667}],GeoPosition[{42.8167,-6.73333}],GeoPosition[ {36.5080986,-6.2742887}],GeoPosition[{40.49199447,-3.8824505}],GeoPosition[{37.4100402,-5.9813359}],GeoPosition[ {42.84849,-2.67036}],GeoPosition[{38.1039261,-1.8497001}],GeoPosition[{36.18151828,-5.49008177}],GeoPosition[ {37.38766433,-5.91941214}],GeoPosition[{42.767237,-9.117974}],GeoPosition[{43.31867669,11.33133665}],GeoPosition[ {36.16326,-5.34078}],GeoPosition[{43.1560897,-5.8293134}],GeoPosition[{39.4457,-0.3199}],GeoPosition[ {42.84612533,-2.67587177}],GeoPosition[{37.59762973,-0.98488253}],GeoPosition[{53.458533,-2.219047}],GeoPosition[ {43.4094,-3.42444}],GeoPosition[{38.2620749,-1.43178463}],GeoPosition[{38.0532851,-1.20840914}],GeoPosition[ {42.2229836,-8.76405706}],GeoPosition[{37.17605438,-3.58720057}],GeoPosition[{51.47781111,-0.001475}],GeoPosition[ {40.43437839,-3.69947775}],GeoPosition[{36.17553824,-5.43657313}],GeoPosition[{40.430024,-3.711483}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{43.4704884,-3.8041318}],GeoPosition[{38.95759336,-5.86113957}],GeoPosition[ {38.5833,-2.2}],GeoPosition[{37.4396095,-4.0900502}],GeoPosition[{42.2149465,-8.7386525}],GeoPosition[ {39.46842,-3.532}],GeoPosition[{41.4035796,2.17393062}],GeoPosition[{40.3728294,-3.6299801}],GeoPosition[ {37.39978755,-5.92092887}],GeoPosition[{36.66529637,-4.56271582}],GeoPosition[{41.56213846,2.01119024}],GeoPosition[ {40.4148712,-3.72082}],GeoPosition[{39.87037923,32.68192456}],GeoPosition[{37.3772,-5.98694}],GeoPosition[ {40.31529,-3.7271}],GeoPosition[{43.55862789,-5.92496464}],GeoPosition[{40.405732,-4.38196023}],GeoPosition[ {37.77236306,-3.89428177}],GeoPosition[{37.7311,-0.739167}],GeoPosition[{37.40557341,-6.04393741}],GeoPosition[ {43.5333,-5.7}],GeoPosition[{40.95194444,-5.50194444}],GeoPosition[{40.4167,-3.70325}],GeoPosition[ {40.4167,-3.70325}],GeoPosition[{40.4167,-3.70325}],GeoPosition[{40.4167,-3.70325}],GeoPosition[ {37.37037635,-6.00033119}],GeoPosition[{38.9811056,-0.6871328}],GeoPosition[{40.7333,-4.}],GeoPosition[ {38.997519,-3.936}],GeoPosition[{40.4,-3.68333}],GeoPosition[{37.38628116,-6.00094519}],GeoPosition[ {37.3557915,-5.93851254}],GeoPosition[{37.25,-6.95}],GeoPosition[{41.49194444,2.13888889}],GeoPosition[ {41.73011814,1.81861972}],GeoPosition[{41.43057527,2.17876429}],GeoPosition[{36.99581,-3.08367}],GeoPosition[ {45.60304946,10.62768459}],GeoPosition[{36.71465185,-4.42491347}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {38.91554184,1.44308103}],GeoPosition[{37.29064874,-6.99835815}],GeoPosition[{51.08992136,4.38233155}],GeoPosition[ {38.82875187,0.12552491}],GeoPosition[{37.32150947,-5.41912155}],GeoPosition[{38.35,-0.483333}],GeoPosition[ {41.65,-4.71667}],GeoPosition[{36.873951,-5.8048}],GeoPosition[{37.8833,-4.76667}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{39.45620535,-0.3521486}],GeoPosition[{38.8878057,1.40766161}],GeoPosition[ {42.65,-8.11667}],GeoPosition[{37.6734089,-4.9298471}],GeoPosition[{42.59729829,-8.76571896}],GeoPosition[ {36.5895882,-4.5778298}],GeoPosition[{43.01032272,-7.55733822}],GeoPosition[{38.25,-2.88333}],GeoPosition[ {40.32348944,-3.71591778}],GeoPosition[{40.44561571,-3.72845978}],GeoPosition[{43.763276,11.253332}],GeoPosition[ {39.4,-5.96667}],GeoPosition[{42.8781204,-8.5433197}],GeoPosition[{42.8674921,-5.3171661}],GeoPosition[ {37.73111111,-0.73916667}],GeoPosition[{40.45143413,-3.16187495}],GeoPosition[{37.9333,-4.5}],GeoPosition[ {39.9,-5.53333}],GeoPosition[{39.479752,-6.33826048}],GeoPosition[{40.42979896,-3.69140625}],GeoPosition[ {43.70362191,7.2605275}],GeoPosition[{37.40581184,-5.99267264}],GeoPosition[{42.65388889,23.25138889}],GeoPosition[ {37.3667,-5.75}],GeoPosition[{40.4,-3.68333}],GeoPosition[{43.32540137,-1.97440625}],GeoPosition[ {36.1681,-5.35167}],GeoPosition[{48.86316381,2.22276354}],GeoPosition[{39.45080053,-6.50301218}],GeoPosition[ {36.873951,-5.8048}],GeoPosition[{43.42050892,-8.24973076}],GeoPosition[{41.9004628,12.482636}],GeoPosition[ {37.3828,-5.97317}],GeoPosition[{38.43471115,27.14193978}],GeoPosition[{38.43114,-2.034618}],GeoPosition[ {39.4950375,-0.3806998}],GeoPosition[{36.873951,-5.8048}],GeoPosition[{40.23911003,-3.76036177}],GeoPosition[ {36.4789995,-4.9934837}],GeoPosition[{42.2370529,-8.7280865}],GeoPosition[{37.3833,-6.06667}],GeoPosition[ {37.3939,-5.99479}],GeoPosition[{41.9003952,12.5015607}],GeoPosition[{40.13944444,-3.42638889}],GeoPosition[ {59.4372677,24.7537159}],GeoPosition[{37.8783569,-4.7961674}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{37.4027481,-5.9895802}],GeoPosition[{39.85,-5.46667}],GeoPosition[ {39.55691361,2.68276668}],GeoPosition[{41.53772846,2.31174354}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{37.37694444,-5.98694444}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{42.84849,-2.67036}],GeoPosition[{50.0283299,19.19833}],GeoPosition[ {41.38297582,2.19506428}],GeoPosition[{42.3022749,-1.9816404}],GeoPosition[{40.0288472,-6.09019532}],GeoPosition[ {39.4,-3.2}],GeoPosition[{37.1828,-6.96194}],GeoPosition[{37.3772,-5.98694}],GeoPosition[ {43.3667,-4.08333}],GeoPosition[{41.29710007,2.07845998}],GeoPosition[{50.7505465,7.0442115}],GeoPosition[ {37.37009646,-6.00201415}],GeoPosition[{40.38333333,-5.76666667}],GeoPosition[{41.5288964,-8.6186616}],GeoPosition[ {36.7421436,-5.1782411}],GeoPosition[{39.47615239,-0.37526573}],GeoPosition[{42.52281391,-4.73592535}],GeoPosition[ {40.39590151,-3.77345037}],GeoPosition[{40.35,-3.7}],GeoPosition[{41.6501,-0.88114}],GeoPosition[ {40.27470861,-5.23205136}],GeoPosition[{40.5667,-4.}],GeoPosition[{38.43471115,27.14193978}],GeoPosition[ {37.1159724,-3.58248535}],GeoPosition[{41.3833,2.18333}],GeoPosition[{37.3333,-5.4}],GeoPosition[ {37.62584697,-0.94962283}],GeoPosition[{41.29710007,2.07845998}],GeoPosition[{37.37742,-5.97677}],GeoPosition[ {41.65,-4.71667}],GeoPosition[{41.19228,-1.78401}],GeoPosition[{42.2333,-8.71667}],GeoPosition[ {41.65,-4.71667}],GeoPosition[{39.4833,-6.36667}],GeoPosition[{52.39019635,4.82087044}],GeoPosition[ {37.40533829,-5.94828987}],GeoPosition[{43.29880142,-2.34719992}],GeoPosition[{37.55,-5.86667}],GeoPosition[ {39.4833,-6.36667}],GeoPosition[{42.90115816,-1.54210716}],GeoPosition[{54.87357,-1.662283}],GeoPosition[ {50.628884,5.575712}],GeoPosition[{36.7191206,-4.46135871}],GeoPosition[{37.34895308,-5.9874022}],GeoPosition[ {40.3816849,-3.6665586}],GeoPosition[{36.4790872,-4.9933715}],GeoPosition[{36.8,-5.73333}],GeoPosition[ {36.71543542,-4.27595441}],GeoPosition[{36.7,-6.1167}],GeoPosition[{40.4120712,-3.7107999}],GeoPosition[ {40.42291,-3.75595}],GeoPosition[{36.72814352,-4.41943721}],GeoPosition[{37.7,-5.28333}],GeoPosition[ {40.95,-4.11667}],GeoPosition[{38.8672218,-6.9867601}],GeoPosition[{36.7167,-4.41667}],GeoPosition[ {39.97950665,-0.03409807}],GeoPosition[{40.45718456,-3.69207728}],GeoPosition[{40.42941,-3.64167}],GeoPosition[ {52.5147875,13.4362714}],GeoPosition[{41.38401,2.16342}],GeoPosition[{39.619657,3.392937}],GeoPosition[ {39.4596272,-0.3384696}],GeoPosition[{40.42023261,-3.70582086}],GeoPosition[{38.79333333,0.18}],GeoPosition[ {42.59818927,-5.57374517}],GeoPosition[{42.7833,-7.4}],GeoPosition[{37.1446915,-3.6050999}],GeoPosition[ {39.00116795,-0.16380291}],GeoPosition[{40.58888889,-4.14777778}],GeoPosition[{40.0667,-5.75}],GeoPosition[ {37.39291969,-5.98688863}],GeoPosition[{43.3244284,-1.98519945}],GeoPosition[{40.48123324,-3.36356395}],GeoPosition[ {40.3816882,-3.6665677}],GeoPosition[{40.3440909,-3.750384}],GeoPosition[{40.0667,-6.65}],GeoPosition[ {40.42023261,-3.70582086}],GeoPosition[{37.1833,-3.6}],GeoPosition[{40.46721802,-3.61671203}],GeoPosition[ {37.1833,-3.6}],GeoPosition[{48.8567,2.3508}],GeoPosition[{37.6734086,-4.9299353}],GeoPosition[ {40.36867479,-3.59816485}],GeoPosition[{41.13100958,-3.81100999}],GeoPosition[{43.54107862,-7.03740687}],GeoPosition[ {38.3632444,-0.4950568}],GeoPosition[{50.0833,14.4167}],GeoPosition[{37.61511343,-0.97972602}],GeoPosition[ {39.47595015,-6.38077924}],GeoPosition[{38.0167,-3.36667}],GeoPosition[{36.7164383,-4.4453602}],GeoPosition[ {36.7039147,-4.45605074}],GeoPosition[{41.29710007,2.07845998}],GeoPosition[{40.84552349,-3.11037202}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{43.45799884,-5.06138836}],GeoPosition[{44.49395597,11.34296529}],GeoPosition[ {38.66775295,1.50765635}],GeoPosition[{41.39138,2.16536}],GeoPosition[{43.49611196,-5.68776502}],GeoPosition[ {43.3669128,-8.4021711}],GeoPosition[{41.3989906,2.15856}],GeoPosition[{43.2667618,-2.9370401}],GeoPosition[ {41.3896317,2.1638208}],GeoPosition[{37.88011565,-4.79857556}],GeoPosition[{37.37121614,-6.00961791}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{39.4597104,-0.3384349}],GeoPosition[{40.2333,-4.18333}],GeoPosition[ {36.74385293,-3.66333941}],GeoPosition[{41.3896317,2.1638208}],GeoPosition[{39.5722037,2.63951612}],GeoPosition[ {40.3442859,-3.7503987}],GeoPosition[{43.3699493,-8.4032297}],GeoPosition[{38.43114,-2.034618}],GeoPosition[ {52.5148188,13.4362419}],GeoPosition[{52.35774745,4.8915875}],GeoPosition[{40.4124417,-3.7106693}],GeoPosition[ {40.41704446,-3.70354074}],GeoPosition[{40.03247837,-3.6014247}],GeoPosition[{38.50721227,-0.22792585}],GeoPosition[ {39.06611111,-5.72277778}],GeoPosition[{41.23499195,1.80674089}],GeoPosition[{37.8833,-4.76667}],GeoPosition[ {37.388105,-5.9741625}],GeoPosition[{40.2652201,-3.84048199}],GeoPosition[{42.01666667,-4.53333333}],GeoPosition[ {44.4597893,26.0778999}],GeoPosition[{40.331797,-3.841252}],GeoPosition[{41.29710007,2.07845998}],GeoPosition[ {37.40228,-6.00896}],GeoPosition[{37.9763937,-1.1286301}],GeoPosition[{39.4280281,-0.3359281}],GeoPosition[ {38.9833,-3.93333}],GeoPosition[{41.65,-0.8833}],GeoPosition[{40.5046387,-3.6993599}],GeoPosition[ {40.42023261,-3.70582086}],GeoPosition[{37.3979607,-5.9236798}],GeoPosition[{39.52723312,-0.4667843}],GeoPosition[ {36.52510834,-6.21757221}],GeoPosition[{37.25,-6.95}],GeoPosition[{40.45143751,-3.68617058}],GeoPosition[ {40.46482849,-3.7935257}],GeoPosition[{39.53802311,-2.25467083}],GeoPosition[{40.94987,-3.79163}],GeoPosition[ {43.31972,-1.97127}],GeoPosition[{40.4,-3.68333}],GeoPosition[{40.44388889,-3.69138889}],GeoPosition[ {42.2880748,3.172647}],GeoPosition[{39.86963033,-4.0300005}],GeoPosition[{41.9,12.5}],GeoPosition[ {40.3646206,-3.88321434}],GeoPosition[{40.40664422,-3.63320263}],GeoPosition[{37.25,-6.95}],GeoPosition[ {38.96773,-0.17974}],GeoPosition[{41.35853993,2.12911906}],GeoPosition[{37.4333,-4.18333}],GeoPosition[ {37.3858109,-6.0563302}],GeoPosition[{38.3632876,-0.4950395}],GeoPosition[{37.4167,-6.15}],GeoPosition[ {40.57849863,-3.73947144}],GeoPosition[{40.57849863,-3.73947144}],GeoPosition[{40.57849863,-3.73947144}],GeoPosition[ {41.85,-3.21667}],GeoPosition[{40.57849863,-3.73947144}],GeoPosition[{40.57849863,-3.73947144}],GeoPosition[ {40.42020135,-3.70332879}],GeoPosition[{40.57849863,-3.73947144}],GeoPosition[{40.57849863,-3.73947144}],GeoPosition[ {40.57849863,-3.73947144}],GeoPosition[{36.6833,-6.13333}],GeoPosition[{51.55506394,-0.10841962}],GeoPosition[ {37.2844,-5.92417}],GeoPosition[{39.1955324,-0.4321507}],GeoPosition[{40.42270908,-3.70392079}],GeoPosition[ {40.40349989,-3.70292972}],GeoPosition[{42.2297971,-8.6895439}],GeoPosition[{37.37845233,-6.11996366}],GeoPosition[ {37.16814,-3.60226}],GeoPosition[{39.4,-3.2}],GeoPosition[{39.4661484,-0.38364}],GeoPosition[ {52.37707559,4.89807167}],GeoPosition[{52.4833,13.3833}],GeoPosition[{40.55,-5.66667}],GeoPosition[ {39.95080551,-0.05671766}],GeoPosition[{41.49194444,2.13888889}],GeoPosition[{38.89165252,-6.5894259}],GeoPosition[ {37.25,-6.95}],GeoPosition[{51.53462921,0.07094795}],GeoPosition[{41.650583,-0.908992}],GeoPosition[ {39.9527766,-0.1110777}],GeoPosition[{41.37776,2.17415}],GeoPosition[{38.6176777,-0.02972474}],GeoPosition[ {51.51330224,-0.13134784}],GeoPosition[{37.6080199,-0.983926}],GeoPosition[{37.3772202,-5.9865699}],GeoPosition[ {40.44133,-3.6375501}],GeoPosition[{37.9667,-1.21667}],GeoPosition[{45.60304946,10.62768459}],GeoPosition[ {38.34602901,-0.48286651}],GeoPosition[{36.721949,-4.3760171}],GeoPosition[{37.36352,-6.02743}],GeoPosition[ {37.53907,-5.0888184}],GeoPosition[{39.4728293,-0.3455679}],GeoPosition[{43.27238698,-2.94743693}],GeoPosition[ {37.184,-3.60095}],GeoPosition[{36.7167,-4.41667}],GeoPosition[{40.3590584,-3.8311801}],GeoPosition[ {37.37518767,-5.97611189}],GeoPosition[{45.4755287,9.1712904}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {41.7861312,3.0343062}],GeoPosition[{39.41130693,-7.24313135}],GeoPosition[{42.5771963,-5.6564132}],GeoPosition[ {40.1833,-6.55}],GeoPosition[{51.55506394,-0.10841962}],GeoPosition[{41.39593,1.95655}],GeoPosition[ {37.58957008,-0.99365536}],GeoPosition[{39.84232703,3.12415313}],GeoPosition[{39.85708333,-4.02388889}],GeoPosition[ {43.15162223,-6.53732657}],GeoPosition[{53.43835,-2.2773}],GeoPosition[{40.48002,-3.70097}],GeoPosition[ {38.9937046,-5.52696818}],GeoPosition[{40.50329591,-3.69855957}],GeoPosition[{40.50329591,-3.69855957}],GeoPosition[ {40.50329591,-3.69855957}],GeoPosition[{40.50329591,-3.69855957}],GeoPosition[{40.50329591,-3.69855957}],GeoPosition[ {40.50329591,-3.69855957}],GeoPosition[{43.76843,11.25342}],GeoPosition[{48.8567,2.3508}],GeoPosition[ {41.3833,2.18333}],GeoPosition[{37.87026699,-4.78578308}],GeoPosition[{40.3940916,-3.7938283}],GeoPosition[ {41.4108556,2.17724109}],GeoPosition[{36.73425769,-4.61623809}],GeoPosition[{42.5771963,-5.6564132}],GeoPosition[ {40.3426769,-3.7554064}],GeoPosition[{39.46666667,-0.38333333}],GeoPosition[{40.42250614,-3.70930531}],GeoPosition[ {40.7333,-4.}],GeoPosition[{37.37807769,-5.99071422}],GeoPosition[{55.7889707,-3.9895844}],GeoPosition[ {37.7602666,-1.499535}],GeoPosition[{43.2569,-2.9236}],GeoPosition[{36.50221635,-4.79321187}],GeoPosition[ {35.16899726,-5.25678501}],GeoPosition[{40.40880336,-3.71089027}],GeoPosition[{37.1162536,-1.8439651}],GeoPosition[ {52.5147879,13.4362827}],GeoPosition[{39.65,-2.38333}],GeoPosition[{40.4167,-3.70325}],GeoPosition[ {37.4100746,-5.98138}],GeoPosition[{37.90436924,-4.74358471}],GeoPosition[{52.5006,13.3989}],GeoPosition[ {40.41938026,-3.69308714}],GeoPosition[{37.41162057,-5.93093005}],GeoPosition[{40.3590584,-3.8311801}],GeoPosition[ {38.0035503,-0.6560041}],GeoPosition[{38.3633403,-0.4949799}],GeoPosition[{38.87267461,-6.9805445}],GeoPosition[ {38.34602901,-0.48286651}],GeoPosition[{53.34857499,-6.2349952}],GeoPosition[{36.64695636,-4.47499866}],GeoPosition[ {36.5919,-6.23254}],GeoPosition[{37.6733733,-4.9298672}],GeoPosition[{37.2545597,-6.9458471}],GeoPosition[ {37.3772,-5.98694}],GeoPosition[{40.2652201,-3.84048199}],GeoPosition[{40.54803994,-3.64439249}],GeoPosition[ {40.4119,-3.69471}],GeoPosition[{36.7090696,-4.4635425}],GeoPosition[{42.82598313,-1.61694503}],GeoPosition[ {36.7090696,-4.4635425}],GeoPosition[{43.25960598,-2.93396761}],GeoPosition[{36.7500234,-3.87038427}],GeoPosition[ {37.3654581,-5.9675008}],GeoPosition[{37.59831791,-0.98501841}],GeoPosition[{36.709072,-4.4635664}],GeoPosition[ {36.709072,-4.4635664}],GeoPosition[{39.1507344,-0.44126199}],GeoPosition[{37.8801323,-4.8138367}],GeoPosition[ {39.40260243,-9.13449812}],GeoPosition[{37.40802362,-6.00695533}],GeoPosition[{37.184,-3.60095}],GeoPosition[ {36.8333,-2.45}],GeoPosition[{42.0628726,-1.6062594}],GeoPosition[{40.42643282,-3.71757696}],GeoPosition[ {40.2833,-3.8}],GeoPosition[{37.8801369,-4.813833}],GeoPosition[{38.99705964,-0.16487106}],GeoPosition[ {37.34895308,-5.9874022}],GeoPosition[{36.25,-5.96667}],GeoPosition[{38.99705964,-0.16487106}],GeoPosition[ {40.43766,-3.71543}],GeoPosition[{36.8667,-5.8}],GeoPosition[{41.93822938,12.61930619}],GeoPosition[ {52.514821,13.4362717}],GeoPosition[{38.9,1.43333}],GeoPosition[{40.48925962,-3.89331628}],GeoPosition[ {37.27235486,-6.91884346}],GeoPosition[{40.41928357,-3.69808301}],GeoPosition[{43.5333,-5.7}],GeoPosition[ {42.60163383,-5.57979473}],GeoPosition[{38.94043972,1.23605908}],GeoPosition[{40.45259027,-3.68536378}],GeoPosition[ {64.082629,-22.69246}],GeoPosition[{40.43589501,-3.71625065}],GeoPosition[{43.26375628,-2.93355564}],GeoPosition[ {37.3772,-5.98694}],GeoPosition[{37.2546106,-6.9458199}],GeoPosition[{40.42101,-3.70202}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{41.35576211,1.74029319}],GeoPosition[{43.5358492,-5.6554589}],GeoPosition[ {36.2500328,-5.9666966}],GeoPosition[{36.82096425,-2.87068235}],GeoPosition[{42.4315053,-8.0795116}],GeoPosition[ {40.45712071,-3.69204901}],GeoPosition[{53.4667,-2.2333}],GeoPosition[{42.6318429,1.48189836}],GeoPosition[ {39.0017506,-6.2921229}],GeoPosition[{40.,-4.}],GeoPosition[{36.90237288,-3.42560397}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{45.43207811,6.62174236}],GeoPosition[{36.3720859,-6.1803668}],GeoPosition[ {36.7500738,-4.428638}],GeoPosition[{41.38554913,2.16588136}],GeoPosition[{37.8833,-6.55}],GeoPosition[ {37.4814306,-5.98166829}],GeoPosition[{36.7167,-4.41667}],GeoPosition[{40.4064282,-3.60035407}],GeoPosition[ {43.37004122,-8.41599113}],GeoPosition[{36.217988,-5.574183}],GeoPosition[{36.4833,-4.98333}],GeoPosition[ {38.2725557,-1.9838166}],GeoPosition[{38.38994247,-0.44423691}],GeoPosition[{37.17605438,-3.58720057}],GeoPosition[ {36.1275,-5.45389}],GeoPosition[{36.27600932,-6.08844409}],GeoPosition[{40.3940766,-3.7940733}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{37.87269974,-4.76179028}],GeoPosition[{37.87269974,-4.76179028}],GeoPosition[ {40.64696691,-4.69703599}],GeoPosition[{40.41306316,-3.70050442}],GeoPosition[{40.45712424,-3.69202655}],GeoPosition[ {37.71666667,-3.96666667}],GeoPosition[{44.4995613,11.8852196}],GeoPosition[{41.4103132,2.1568427}],GeoPosition[ {37.38631892,-5.98736106}],GeoPosition[{52.5148184,13.4362398}],GeoPosition[{51.4002,-0.1086}],GeoPosition[ {37.34166667,-5.93444444}],GeoPosition[{38.27207276,-3.61554117}],GeoPosition[{41.3833,2.18333}],GeoPosition[ {41.15462,1.10502}],GeoPosition[{45.60304946,10.62768459}],GeoPosition[{40.3738614,-3.7643935}],GeoPosition[ {38.78305556,-0.38305556}],GeoPosition[{36.6833,-6.13333}],GeoPosition[{36.5167,-4.88333}],GeoPosition[ {36.3720859,-6.1803668}],GeoPosition[{43.4833,-8.23333}],GeoPosition[{37.34895308,-5.9874022}],GeoPosition[ {41.1540203,0.4804265}],GeoPosition[{40.42644551,-3.53272925}],GeoPosition[{38.0710986,-3.592433}],GeoPosition[ {41.38554913,2.16588136}],GeoPosition[{41.29710007,2.07845998}],GeoPosition[{37.32551602,-5.96707821}],GeoPosition[ {38.5833,-5.43333}],GeoPosition[{43.108901,12.385587}],GeoPosition[{42.99247468,-7.54346353}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{38.8833,-3.71667}],GeoPosition[{39.0333,-9.4}],GeoPosition[ {40.5833,-3.3}],GeoPosition[{42.42212646,-8.63640788}],GeoPosition[{41.65049,-4.7148}],GeoPosition[ {41.3879,2.16992}],GeoPosition[{37.6,-0.983333}],GeoPosition[{38.34165873,-0.48747819}],GeoPosition[ {40.3572692,-3.6780488}],GeoPosition[{37.1768,-3.59794}],GeoPosition[{37.3851371,-5.9624512}],GeoPosition[ {42.4314907,-8.0795035}],GeoPosition[{37.8667,-0.783333}],GeoPosition[{36.50468,-4.92478}],GeoPosition[ {36.54016789,-4.63507453}],GeoPosition[{41.60738,1.9872}],GeoPosition[{41.64856241,-0.88071373}],GeoPosition[ {36.53502743,-6.29185634}],GeoPosition[{40.45071651,-3.60233162}],GeoPosition[{37.8833,-4.76667}],GeoPosition[ {37.39788673,-5.95753492}],GeoPosition[{40.6667,-3.76667}],GeoPosition[{36.71790145,-4.42116441}],GeoPosition[ {43.2687,-2.9461}],GeoPosition[{37.05,-3.3}],GeoPosition[{36.7183,-4.4202}],GeoPosition[ {37.983,-1.1302}],GeoPosition[{39.5715,2.6469}],GeoPosition[{37.3877,-6.0018}],GeoPosition[ {39.4692,-0.3768}],GeoPosition[{39.51225215,-0.41375756}],GeoPosition[{36.3720859,-6.1803668}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{41.5833,1.63333}],GeoPosition[{38.7167,-9.13333}],GeoPosition[ {37.56349261,-1.31318815}],GeoPosition[{48.85666667,2.35083333}],GeoPosition[{40.40171944,-3.72060556}],GeoPosition[ {37.4333,-6.03333}],GeoPosition[{38.7167,-9.13333}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[ {37.6734704,-4.9298699}],GeoPosition[{39.4833,-6.36667}],GeoPosition[{36.68792067,-6.14335238}],GeoPosition[ {38.952194,-0.355947}],GeoPosition[{36.51472474,-4.8889893}],GeoPosition[{43.76594,11.2483799}],GeoPosition[ {38.1667,-6.65}],GeoPosition[{39.46666667,-0.38333333}],GeoPosition[{37.3557915,-5.93851254}],GeoPosition[ {36.721949,-4.3760171}],GeoPosition[{39.4763948,-0.36611408}],GeoPosition[{37.3618927,-6.26925039}],GeoPosition[ {38.97027,1.3038}],GeoPosition[{39.469065,-0.372329}],GeoPosition[{36.6667,-4.55}],GeoPosition[ {37.8884583,-4.77529}],GeoPosition[{37.2545924,-6.9458146}],GeoPosition[{36.3720859,-6.1803668}],GeoPosition[ {40.52436852,-3.90312435}],GeoPosition[{40.43593,-3.73306}],GeoPosition[{36.50869844,-6.27944111}],GeoPosition[ {41.6667,-5.03333}],GeoPosition[{37.3772,-5.98694}],GeoPosition[{40.41782128,-3.6844646}],GeoPosition[ {37.26643,-4.54051}],GeoPosition[{37.38766433,-5.91941214}],GeoPosition[{41.65046,-0.9048}],GeoPosition[ {51.6180191,-3.9505}],GeoPosition[{36.8167,-2.56667}],GeoPosition[{38.7333,-5.66667}],GeoPosition[ {37.2600571,-6.9414456}],GeoPosition[{38.3530412,-2.808741}],GeoPosition[{38.7240872,-9.1499889}],GeoPosition[ {37.3833,-6.55}],GeoPosition[{41.65046,-0.9048}],GeoPosition[{51.62666667,5.34583333}],GeoPosition[ {37.5167,-6.26667}],GeoPosition[{36.3167,-5.45}],GeoPosition[{40.41416199,-3.69248583}],GeoPosition[ {41.56745841,2.09353387}],GeoPosition[{41.4667,2.2}],GeoPosition[{38.85377759,0.08508286}],GeoPosition[ {38.91891892,-6.34538568}],GeoPosition[{38.29221095,-0.59095305}],GeoPosition[{40.55,-4.58333}],GeoPosition[ {41.7193985,1.8415114}],GeoPosition[{36.3720859,-6.1803667}],GeoPosition[{42.81267057,-1.61264447}],GeoPosition[ {48.4522685,22.7110672}],GeoPosition[{40.49187197,-3.59163041}],GeoPosition[{37.11135,-6.58155}],GeoPosition[ {36.429769,-6.231762}],GeoPosition[{48.88483,2.35738}],GeoPosition[{39.9833,-5.6}],GeoPosition[ {37.3031538,-6.29834308}],GeoPosition[{36.6993904,-6.1393499}],GeoPosition[{40.45058843,-3.73090982}],GeoPosition[ {36.6667,-4.55}],GeoPosition[{38.74900146,-9.15393311}],GeoPosition[{39.4678802,-0.3658}],GeoPosition[ {42.1167,-8.85}],GeoPosition[{40.5417016,-3.6515296}],GeoPosition[{37.3557915,-5.93851254}],GeoPosition[ {41.88896008,8.79958301}],GeoPosition[{40.20624826,-5.77153653}],GeoPosition[{42.8095314,-1.65724099}],GeoPosition[ {40.2866955,-3.794292}],GeoPosition[{48.8551,2.35553}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {42.328847,-3.653123}],GeoPosition[{40.49046989,-3.59118408}],GeoPosition[{37.3333,-6.13333}],GeoPosition[ {38.9008617,1.4156796}],GeoPosition[{38.43114,-2.034618}],GeoPosition[{39.23407319,-8.68465164}],GeoPosition[ {37.3828,-5.97317}],GeoPosition[{41.3869497,2.16965425}],GeoPosition[{48.4522711,22.7110991}],GeoPosition[ {37.91422768,-4.72132781}],GeoPosition[{37.98566843,-1.12892304}],GeoPosition[{39.46666667,-0.38333333}],GeoPosition[ {37.39291969,-5.98688863}],GeoPosition[{40.44133,-3.6375501}],GeoPosition[{51.4430199,5.4423399}],GeoPosition[ {36.18418164,-5.49025493}],GeoPosition[{38.18972222,-0.55555556}],GeoPosition[{42.35,-3.7}],GeoPosition[ {37.3900869,-6.0482636}],GeoPosition[{43.59304491,-6.24285761}],GeoPosition[{40.41649878,-3.6841619}],GeoPosition[ {39.85496167,-0.48494813}],GeoPosition[{40.0663664,-6.65409821}],GeoPosition[{36.71658296,-3.55839211}],GeoPosition[ {42.59723444,-5.56617983}],GeoPosition[{40.1167,-0.233333}],GeoPosition[{40.4501582,-3.7304205}],GeoPosition[ {40.50828635,-3.68261933}],GeoPosition[{40.50828635,-3.68261933}],GeoPosition[{40.50828635,-3.68261933}],GeoPosition[ {40.50828635,-3.68261933}],GeoPosition[{37.2292,-6.8925}],GeoPosition[{39.52723312,-0.4667843}],GeoPosition[ {35.2873411,-2.9482126}],GeoPosition[{36.5333,-6.18333}],GeoPosition[{39.88867629,4.26546802}],GeoPosition[ {43.,-7.56667}],GeoPosition[{36.4333,-5.45}],GeoPosition[{36.3720859,-6.1803668}],GeoPosition[ {43.35107232,-5.12997022}],GeoPosition[{41.3833,2.18333}],GeoPosition[{38.7,-9.11667}],GeoPosition[ {37.3557915,-5.93851254}],GeoPosition[{42.340837,-3.701723}],GeoPosition[{42.3425483,-3.68838809}],GeoPosition[ {37.2546059,-6.9458455}],GeoPosition[{41.38684519,2.16994041}],GeoPosition[{40.5509695,-3.6299117}],GeoPosition[ {40.4041038,-3.7040101}],GeoPosition[{40.39623257,-3.70850891}],GeoPosition[{41.3833,2.18333}],GeoPosition[ {41.65324183,-4.72384033}],GeoPosition[{39.54333333,-0.34611111}],GeoPosition[{37.35669143,-5.93798432}],GeoPosition[ {39.60737461,2.66794545}],GeoPosition[{40.4167,-4.5}],GeoPosition[{36.6693039,-6.1274314}],GeoPosition[ {45.4837066,9.2287956}],GeoPosition[{36.8333,-2.45}],GeoPosition[{43.34864031,-4.046839}],GeoPosition[ {42.40194,-8.80973}],GeoPosition[{40.46768205,-3.61589919}],GeoPosition[{40.4262841,-3.68332335}],GeoPosition[ {41.3833,2.18333}],GeoPosition[{41.6351753,-0.8870167}],GeoPosition[{40.43627686,-3.69018701}],GeoPosition[ {41.04372965,-0.13893647}],GeoPosition[{36.6833,-5.45}],GeoPosition[{38.43114,-2.034618}],GeoPosition[ {53.55106717,9.95814866}],GeoPosition[{38.67481527,-0.50817078}],GeoPosition[{39.4702,-0.376805}],GeoPosition[ {37.3086461,-6.8660937}],GeoPosition[{43.83207998,11.95772317}],GeoPosition[{40.49046989,-3.59118408}],GeoPosition[ {37.6734699,-4.9298683}],GeoPosition[{37.1833,-3.6}],GeoPosition[{38.69158889,-9.21598611}],GeoPosition[ {38.39357612,-0.5182757}],GeoPosition[{36.6755713,-6.1186043}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {45.4837031,9.2286472}],GeoPosition[{37.35669143,-5.93798432}],GeoPosition[{39.4916562,-0.3646558}],GeoPosition[ {41.156,1.108}],GeoPosition[{41.04007,28.99525}],GeoPosition[{40.4320841,-3.6107692}],GeoPosition[ {40.55,-3.63333}],GeoPosition[{37.2545946,-6.9458318}],GeoPosition[{37.3772,-5.98694}],GeoPosition[ {42.89141723,-8.54368319}],GeoPosition[{36.69573604,-3.44378736}],GeoPosition[{40.5888003,-4.1519299}],GeoPosition[ {41.5137947,2.1916588}],GeoPosition[{36.8333,-2.45}],GeoPosition[{39.47751,-0.35542}],GeoPosition[ {39.7667,-0.183333}],GeoPosition[{38.91195084,-6.34178255}],GeoPosition[{40.4055383,-3.6989362}],GeoPosition[ {43.2864914,-2.1767199}],GeoPosition[{43.37000415,-8.39340899}],GeoPosition[{41.4343389,2.181551}],GeoPosition[ {43.30236742,-8.38173151}],GeoPosition[{41.50321657,2.1035124}],GeoPosition[{38.76666667,-9.15}],GeoPosition[ {39.12441072,-0.44327035}],GeoPosition[{40.4192799,-3.69230103}],GeoPosition[{45.4837188,9.2287484}],GeoPosition[ {37.1833,-3.6}],GeoPosition[{38.92033429,-6.96256479}],GeoPosition[{37.3826,-5.9935}],GeoPosition[ {37.37137409,-6.00715264}],GeoPosition[{37.38055556,-5.98694444}],GeoPosition[{38.4325476,27.14069614}],GeoPosition[ {37.4100874,-5.9814031}],GeoPosition[{39.46603172,-0.36077134}],GeoPosition[{41.26647527,2.02055517}],GeoPosition[ {40.55,-3.63333}],GeoPosition[{38.7167,-9.13333}],GeoPosition[{40.44118,-3.81441}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{40.3167,-3.85}],GeoPosition[{41.07845629,29.04474253}],GeoPosition[ {40.42038,-3.70459}],GeoPosition[{43.3380177,-1.796786}],GeoPosition[{40.40635345,-3.61006868}],GeoPosition[ {41.3833,2.18333}],GeoPosition[{43.32540137,-1.97440625}],GeoPosition[{40.3,-3.43333}],GeoPosition[ {41.3,-4.91666667}],GeoPosition[{42.1333,-8.78333}],GeoPosition[{37.4667,-6.01667}],GeoPosition[ {36.73722222,-5.16472222}],GeoPosition[{42.34086691,-3.72736376}],GeoPosition[{37.1833,-3.6}],GeoPosition[ {36.68476021,-6.11830217}],GeoPosition[{45.4836711,9.2288258}],GeoPosition[{41.3879,2.16992}],GeoPosition[ {41.42241,2.17894}],GeoPosition[{40.44296256,-3.6831665}],GeoPosition[{41.3709488,2.13273}],GeoPosition[ {39.465395,-0.32395}],GeoPosition[{42.03782787,-8.64844238}],GeoPosition[{37.17666667,-3.59444444}],GeoPosition[ {37.3733482,-6.0687599}],GeoPosition[{40.55,-3.63333}],GeoPosition[{39.94046,-0.11501}],GeoPosition[ {38.37040636,-0.41421472}],GeoPosition[{37.3333,-5.83333}],GeoPosition[{40.5667,-3.26667}],GeoPosition[ {40.4192799,-3.69230103}],GeoPosition[{51.50898971,-0.07748771}],GeoPosition[{37.8333,-3.35}],GeoPosition[ {37.1833642,-3.6039584}],GeoPosition[{40.22193631,-5.75034895}],GeoPosition[{38.4833,-0.783333}],GeoPosition[ {40.05458092,0.07966048}],GeoPosition[{36.599135,-6.27601231}],GeoPosition[{42.94058523,-1.73898919}],GeoPosition[ {43.5261637,11.5640448}],GeoPosition[{42.84849,-2.67036}],GeoPosition[{40.41811021,-3.69919172}],GeoPosition[ {41.3833,2.18333}],GeoPosition[{42.2333,-7.7}],GeoPosition[{41.89017815,12.49230266}],GeoPosition[ {59.35,18.0667}],GeoPosition[{38.74961652,-9.39324419}],GeoPosition[{41.1540203,0.4804265}],GeoPosition[ {40.9578213,0.5102578}],GeoPosition[{41.6880344,1.7588774}],GeoPosition[{36.53832549,-4.62225962}],GeoPosition[ {37.35683543,-6.03428269}],GeoPosition[{39.01798164,-0.1763178}],GeoPosition[{37.3333,-6.06667}],GeoPosition[ {41.4072782,2.1226764}],GeoPosition[{36.477808,-4.995257}],GeoPosition[{36.6,-6.23333}],GeoPosition[ {40.4055383,-3.6989362}],GeoPosition[{36.7,-6.1167}],GeoPosition[{37.3772,-5.98694}],GeoPosition[ {37.841875,-0.7889022}],GeoPosition[{40.4,-3.68333}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[ {36.6755902,-6.1186131}],GeoPosition[{36.7,-6.1167}],GeoPosition[{52.9441321,-1.4954298}],GeoPosition[ {37.97777778,-0.68333333}],GeoPosition[{36.9333,-4.68333}],GeoPosition[{43.30972222,-2.0075}],GeoPosition[ {38.61472222,-1.11972222}],GeoPosition[{41.56638889,2.0825}],GeoPosition[{37.9724768,-1.1214542}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{43.73666667,-7.87722222}],GeoPosition[{37.785,-3.9025}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{43.3459043,-4.0383568}],GeoPosition[{37.19972222,-3.60472222}],GeoPosition[ {40.41704446,-3.70354074}],GeoPosition[{39.4928122,-0.3646868}],GeoPosition[{40.44033451,-3.69483992}],GeoPosition[ {38.37932759,-0.43909771}],GeoPosition[{37.09428594,-3.3987036}],GeoPosition[{40.39195134,-3.85597759}],GeoPosition[ {40.05458092,0.07966048}],GeoPosition[{41.3819518,2.1757278}],GeoPosition[{39.46889577,-0.36782931}],GeoPosition[ {43.2833,-1.95}],GeoPosition[{41.98081,2.81873}],GeoPosition[{39.46666667,-0.38333333}],GeoPosition[ {36.75,-3.51666667}],GeoPosition[{41.65,-0.8833}],GeoPosition[{37.2667,-7.01667}],GeoPosition[ {41.3879,2.16992}],GeoPosition[{41.39036742,2.17662448}],GeoPosition[{39.95833333,-4.83277778}],GeoPosition[ {40.4167,-3.70325}],GeoPosition[{40.22852,-3.76942}],GeoPosition[{36.57252324,-6.21652712}],GeoPosition[ {41.38401,2.16342}],GeoPosition[{40.42826412,-3.69460842}],GeoPosition[{41.40253,2.16287}],GeoPosition[ {41.26098502,1.92805767}],GeoPosition[{40.48215622,-3.72647301}],GeoPosition[{38.67481527,-0.50817078}],GeoPosition[ {37.38167,-5.99051622}],GeoPosition[{40.41896,-3.70161}],GeoPosition[{36.1045379,-5.4458087}],GeoPosition[ {41.37747967,2.17090601}],GeoPosition[{40.39195134,-3.85597759}],GeoPosition[{40.2667,-5.85}],GeoPosition[ {36.70987124,-4.44266626}],GeoPosition[{37.3833,-1.95}],GeoPosition[{38.37932759,-0.43909771}],GeoPosition[ {41.86553308,12.4793016}],GeoPosition[{37.16921171,-3.59683677}],GeoPosition[{39.4925904,-0.3645718}],GeoPosition[ {42.77324625,-9.12234862}],GeoPosition[{43.33388035,17.81878079}],GeoPosition[{37.30179943,27.7847903}],GeoPosition[ {43.36627759,-8.38839841}],GeoPosition[{40.96828,-5.66381}],GeoPosition[{37.17235623,-3.58722208}],GeoPosition[ {41.52979604,-5.01221385}],GeoPosition[{41.14810956,-8.61907326}],GeoPosition[{41.678466,2.784316}],GeoPosition[ {37.35777916,-5.96643855}],GeoPosition[{39.94004,-0.09923}],GeoPosition[{38.72983916,0.10560165}],GeoPosition[ {35.5812,-3.5678}],GeoPosition[{36.7167,-4.41667}],GeoPosition[{39.4920123,-0.3637133}],GeoPosition[ {40.42205703,-3.69046181}],GeoPosition[{40.3167,-3.85}],GeoPosition[{43.34749886,-8.20415965}],GeoPosition[ {36.58213,-6.25826}],GeoPosition[{37.3073044,13.5897741}],GeoPosition[{41.21485707,1.13881381}],GeoPosition[ {38.18972222,-0.55555556}],GeoPosition[{37.42102065,-5.97060006}],GeoPosition[{40.2833,-3.8}],GeoPosition[ {35.3167,-2.95}],GeoPosition[{36.8333,-2.45}],GeoPosition[{36.46125296,-6.20658405}],GeoPosition[ {40.39195134,-3.85597759}],GeoPosition[{40.42500848,-3.6751628}],GeoPosition[{38.71553551,-0.65714121}],GeoPosition[ {39.871377,-3.9359617}],GeoPosition[{43.3456911,-4.0384013}],GeoPosition[{37.8801659,-4.8138301}],GeoPosition[ {42.8182561,-1.64406885}],GeoPosition[{40.6333,-3.88333}],GeoPosition[{37.3333,-6.06667}],GeoPosition[ {39.871377,-3.9359617}],GeoPosition[{43.264284,-2.950366}],GeoPosition[{43.2090243,-2.8874876}],GeoPosition[ {41.6309814,-0.90571}],GeoPosition[{48.0090878,11.3258686}],GeoPosition[{37.284572,-5.9310716}],GeoPosition[ {37.1774928,-5.7755929}],GeoPosition[{40.12658418,-3.84606801}],GeoPosition[{40.5569444,-3.64070108}],GeoPosition[ {40.38611111,-3.73888889}],GeoPosition[{38.8789,-6.9669}],GeoPosition[{37.3772,-5.98694}],GeoPosition[ {41.6169674,0.62031409}],GeoPosition[{40.50104391,-3.69066852}],GeoPosition[{42.35726236,-3.64918274}],GeoPosition[ {37.772333,-3.7953395}],GeoPosition[{36.5167,-4.88333}],GeoPosition[{40.5569444,-3.64070108}],GeoPosition[ {37.87269974,-4.76179028}],GeoPosition[{36.7167,-4.41667}],GeoPosition[{42.03588,0.12819}],GeoPosition[ {37.3333,-6.53333}],GeoPosition[{39.4919769,-0.3637528}],GeoPosition[{38.73125073,-9.13468113}],GeoPosition[ {38.87267461,-6.9805445}],GeoPosition[{36.42318759,-5.15075666}],GeoPosition[{38.39662353,-6.40609807}],GeoPosition[ {42.3909718,-8.5007593}],GeoPosition[{38.37932759,-0.43909771}],GeoPosition[{36.0144192,-5.6053523}],GeoPosition[ {37.98556,-1.12629}],GeoPosition[{43.2779089,-2.9567176}],GeoPosition[{41.38565218,2.17504038}],GeoPosition[ {37.8833,-4.76667}],GeoPosition[{39.4920665,-0.3637728}],GeoPosition[{43.5333,-5.7}],GeoPosition[ {36.53378963,-6.29869061}],GeoPosition[{37.38761957,-5.96959029}],GeoPosition[{37.8801337,-4.8138417}],GeoPosition[ {40.02979435,-6.09023212}],GeoPosition[{39.48574587,-0.40461586}],GeoPosition[{49.9,2.3}],GeoPosition[ {37.17809615,-3.59984784}],GeoPosition[{40.4,-1.9}],GeoPosition[{43.46192383,-3.8107}],GeoPosition[ {40.2758834,-3.7968889}],GeoPosition[{39.4914662,-0.3643975}],GeoPosition[{36.77049285,-4.38648133}],GeoPosition[ {41.79559331,12.25469729}],GeoPosition[{37.5308,-5.07899}],GeoPosition[{40.41280777,-3.70904297}],GeoPosition[ {41.39158333,2.17234167}],GeoPosition[{37.388163,-5.982399}],GeoPosition[{36.5333,-6.2833}],GeoPosition[ {39.871377,-3.9359617}],GeoPosition[{37.39116593,-5.99346548}],GeoPosition[{38.93849187,-6.36148792}],GeoPosition[ {43.2598801,-2.94289206}],GeoPosition[{39.4919547,-0.3637341}],GeoPosition[{41.42241,2.17894}],GeoPosition[ {38.39648816,-6.40732711}],GeoPosition[{39.59333333,-0.46277778}],GeoPosition[{37.36090805,-5.98881202}],GeoPosition[ {40.55,-3.63333}],GeoPosition[{43.58457933,1.42715468}],GeoPosition[{40.50218,-3.66426}],GeoPosition[ {36.67692944,-4.49249625}],GeoPosition[{39.46603172,-0.36077134}],GeoPosition[{40.4167,-3.70325}],GeoPosition[ {51.51492075,-0.20395322}],GeoPosition[{37.3828,-5.97317}],GeoPosition[{40.0109011,-8.5935661}],GeoPosition[ {38.1667,-2.8}],GeoPosition[{37.37009646,-6.00201415}],GeoPosition[{39.4919557,-0.3637246}],GeoPosition[ {43.37090042,-8.39742498}],GeoPosition[{38.8894916,-6.8996685}],GeoPosition[{38.93849187,-6.36148792}],GeoPosition[ {36.6869698,-6.1387601}],GeoPosition[{40.3954764,-3.6902166}],GeoPosition[{42.5495491,-5.63869}],GeoPosition[ {38.19083622,-0.55931841}],GeoPosition[{39.871377,-3.9359617}],GeoPosition[{38.39707229,-6.40755996}],GeoPosition[ {39.4919168,-0.3638426}],GeoPosition[{37.40035837,-5.97982192}],GeoPosition[{42.53812,-7.53297}],GeoPosition[ {40.2667,-4.46667}],GeoPosition[{40.4231399,-3.71421}],GeoPosition[{46.94822793,7.42774853}],GeoPosition[ {38.93849187,-6.36148792}],GeoPosition[{40.44123,-3.72988}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {38.7167,-9.13333}],GeoPosition[{43.23530129,-2.88102701}],GeoPosition[{38.75,-2.86667}],GeoPosition[ {36.1833,-5.5}],GeoPosition[{48.8743515,2.2954299}],GeoPosition[{36.3454891,-5.81309795}],GeoPosition[ {37.8833,-4.76667}],GeoPosition[{37.66795097,-4.72669763}],GeoPosition[{51.5,5.4}],GeoPosition[ {37.7476807,-0.95312}],GeoPosition[{40.42733478,-3.7012704}],GeoPosition[{37.986015,-0.790846}],GeoPosition[ {52.45823375,-1.95830603}],GeoPosition[{39.0661091,-1.06572483}],GeoPosition[{43.35,-1.78333}],GeoPosition[ {42.10482,-8.69277}],GeoPosition[{39.63539813,2.64682137}],GeoPosition[{40.9667,-5.65}],GeoPosition[ {36.25,-5.96667}],GeoPosition[{42.23811213,-8.70350495}],GeoPosition[{40.4667,-3.86667}],GeoPosition[ {37.32551602,-5.96707821}],GeoPosition[{37.40872321,-1.58343355}],GeoPosition[{43.53712445,-5.6755043}],GeoPosition[ {41.38487035,2.17892814}],GeoPosition[{41.3673002,2.1107409}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {43.3715,-8.396}],GeoPosition[{40.55,-3.63333}],GeoPosition[{45.60304946,10.62768459}],GeoPosition[ {41.2650999,1.9797}],GeoPosition[{38.34602901,-0.48286651}],GeoPosition[{36.52412948,-4.89663357}],GeoPosition[ {40.55391,0.53095}],GeoPosition[{42.43115,-8.64518}],GeoPosition[{41.38658346,2.16342169}],GeoPosition[ {37.16902402,-3.60593219}],GeoPosition[{40.40936,-3.69799}],GeoPosition[{37.3333,-5.83333}],GeoPosition[ {40.44842534,-3.998299}],GeoPosition[{40.4167,-3.70325}],GeoPosition[{40.3816781,-3.6665437}],GeoPosition[ {39.06611111,-5.72277778}],GeoPosition[{42.2628517,3.1780901}],GeoPosition[{40.4667,-3.3667}],GeoPosition[ {42.8167,-6.73333}],GeoPosition[{42.84849,-2.67036}],GeoPosition[{40.462148,-3.6868699}],GeoPosition[ {40.30073792,-3.43906403}],GeoPosition[{38.74961652,-9.39324419}],GeoPosition[{38.2736816,-0.68651}],GeoPosition[ {36.80023165,-2.64155737}],GeoPosition[{37.3772,-5.98694}],GeoPosition[{38.5167,-1.68333}],GeoPosition[ {42.061518,-6.6264934}],GeoPosition[{36.9167,-6.06667}],GeoPosition[{40.51010841,-3.69071446}],GeoPosition[ {41.39424692,2.17560524}],GeoPosition[{37.1833,-3.6}],GeoPosition[{41.5402978,2.4349608}],GeoPosition[ {40.45281665,-3.68896181}],GeoPosition[{49.009952,2.548635}],GeoPosition[{40.3816851,-3.6665415}],GeoPosition[ {40.40703117,-3.71018761}],GeoPosition[{38.02834803,-1.15042992}],GeoPosition[{52.381905,13.1199934}],GeoPosition[ {39.92609894,-0.49511957}],GeoPosition[{40.4667,-3.3667}],GeoPosition[{41.3762817,2.1618299}],GeoPosition[ {36.65668032,-4.47859148}],GeoPosition[{41.64821966,-0.90859897}],GeoPosition[{40.4333,-3.53333}],GeoPosition[ {43.5510788,-5.9104199}],GeoPosition[{40.95223389,-5.62280549}],GeoPosition[{38.16999293,-0.84463144}],GeoPosition[ {38.34602901,-0.48286651}],GeoPosition[{40.42242,-3.69376}],GeoPosition[{37.85341838,-0.76286281}],GeoPosition[ {42.22704,-2.34652}],GeoPosition[{41.310177,2.0007347}],GeoPosition[{39.84168432,3.13369883}],GeoPosition[ {39.4702,-0.376805}],GeoPosition[{40.42541619,-3.70343878}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {42.56114179,-8.71386912}],GeoPosition[{36.589312,-4.52850833}],GeoPosition[{36.1897,-5.92167}],GeoPosition[ {38.72770488,-9.13275666}],GeoPosition[{39.35476701,2.9720567}],GeoPosition[{41.3964521,2.1257525}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{37.3772,-5.98694}],GeoPosition[{36.5333,-6.2833}],GeoPosition[ {39.25868652,-0.26365205}],GeoPosition[{36.71512932,-4.62918268}],GeoPosition[{37.151313,-3.6757163}],GeoPosition[ {39.48070879,-0.64752658}],GeoPosition[{37.74285,-0.84928}],GeoPosition[{43.76908569,11.25311892}],GeoPosition[ {40.4167,-3.70325}],GeoPosition[{40.4167,-3.70325}],GeoPosition[{40.4167,-3.70325}],GeoPosition[ {39.5780454,2.6461992}],GeoPosition[{36.25,-5.96667}],GeoPosition[{40.44955158,-3.6919387}],GeoPosition[ {41.18785841,1.5693812}],GeoPosition[{38.0160713,-3.36902}],GeoPosition[{40.41978374,-3.7055372}],GeoPosition[ {43.26626,-2.92958}],GeoPosition[{48.8793669,2.4052941}],GeoPosition[{45.55467631,9.21951157}],GeoPosition[ {41.65223128,-0.89384771}],GeoPosition[{39.46666667,-0.38333333}],GeoPosition[{39.8599807,-4.0227708}],GeoPosition[ {36.721949,-4.3760171}],GeoPosition[{45.597729,9.618914}],GeoPosition[{39.94276,-0.10263}],GeoPosition[ {37.8801489,-4.8138265}],GeoPosition[{40.3224106,-3.8496799}],GeoPosition[{38.38393962,-0.75921408}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.9254112,-4.638148}],GeoPosition[{40.44461671,-3.47081271}],GeoPosition[ {42.2391396,-8.7200603}],GeoPosition[{39.5420457,-0.3232966}],GeoPosition[{38.95318939,1.51953793}],GeoPosition[ {40.45525,-3.70122}],GeoPosition[{36.6167,-5.16667}],GeoPosition[{43.3667,-3.81667}],GeoPosition[ {40.42033246,-3.70207515}],GeoPosition[{40.4264079,-3.7146357}],GeoPosition[{42.31150587,-3.70366256}],GeoPosition[ {38.2333,-1.41667}],GeoPosition[{50.5874,11.1393}],GeoPosition[{40.46476275,-3.57002512}],GeoPosition[ {37.3772,-5.98694}],GeoPosition[{40.39905657,-3.66443224}],GeoPosition[{40.0288472,-6.09019532}],GeoPosition[ {37.8898478,-6.56148221}],GeoPosition[{43.3167,-1.98333}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {40.41355556,-3.68205556}],GeoPosition[{41.4173855,2.2169386}],GeoPosition[{39.9756,-4.86071}],GeoPosition[ {43.78736533,11.26120526}],GeoPosition[{55.9494,-3.1603}],GeoPosition[{40.3441679,-3.7505275}],GeoPosition[ {43.13280105,-9.18208225}],GeoPosition[{38.0167,-4.38333}],GeoPosition[{41.3667,2.08333}],GeoPosition[ {59.9494,10.7564}],GeoPosition[{41.40519,2.16294}],GeoPosition[{40.46768205,-3.61589919}],GeoPosition[ {36.8412644,-2.4402148}],GeoPosition[{40.54451289,-3.63903156}],GeoPosition[{37.20699384,-3.63276954}],GeoPosition[ {40.68423487,-3.61981872}],GeoPosition[{40.3976921,-3.8366563}],GeoPosition[{40.42559,-3.70495}],GeoPosition[ {37.34895308,-5.9874022}],GeoPosition[{39.9756,-4.86071}],GeoPosition[{40.3817007,-3.6665151}],GeoPosition[ {37.4047277,-5.9916854}],GeoPosition[{39.0232112,-5.249712}],GeoPosition[{43.4833,-8.23333}],GeoPosition[ {39.99503244,-5.45465569}],GeoPosition[{40.6333,-3.16667}],GeoPosition[{40.58677284,-4.15061923}],GeoPosition[ {40.55,-3.63333}],GeoPosition[{36.721949,-4.3760171}],GeoPosition[{40.426354,-3.714659}],GeoPosition[ {40.44274,-3.71318}],GeoPosition[{42.39388889,11.20361111}],GeoPosition[{43.31989924,-1.9853443}],GeoPosition[ {36.59584538,-4.6373532}],GeoPosition[{40.41649878,-3.6841619}],GeoPosition[{40.41649878,-3.6841619}],GeoPosition[ {36.53678077,-4.6230842}],GeoPosition[{38.87267461,-6.9805445}],GeoPosition[{40.4041915,-3.6760785}],GeoPosition[ {45.48006858,9.21010586}],GeoPosition[{40.44274,-3.71318}],GeoPosition[{40.3047,-3.7311}],GeoPosition[ {40.3946627,-3.6996531}],GeoPosition[{39.36321953,-9.1569843}],GeoPosition[{43.5333,-5.7}],GeoPosition[ {52.02989,5.139073}],GeoPosition[{40.4263709,-3.7146525}],GeoPosition[{43.72324048,11.21773897}],GeoPosition[ {43.0811772,-3.5565092}],GeoPosition[{38.7167,-9.13333}],GeoPosition[{40.44274,-3.71318}],GeoPosition[ {36.7010307,-6.1120501}],GeoPosition[{41.63845886,-0.90239171}],GeoPosition[{36.46125296,-6.20658405}],GeoPosition[ {42.21863556,2.97049761}],GeoPosition[{40.36198807,-3.77853203}],GeoPosition[{36.767731,-6.3544944}],GeoPosition[ {38.92590467,-6.35113246}],GeoPosition[{38.92342571,-6.34846246}],GeoPosition[{43.5269855,-5.66075945}],GeoPosition[ {51.815606,-0.8084}],GeoPosition[{39.47544058,-0.40824795}],GeoPosition[{37.3772,-5.98694}],GeoPosition[ {40.47377414,-3.68377026}],GeoPosition[{41.6260223,-4.7642331}],GeoPosition[{41.391923,2.15524}],GeoPosition[ {45.0814882,13.63282845}],GeoPosition[{41.65,-4.71667}],GeoPosition[{40.39419199,-3.70769007}],GeoPosition[ {40.44718017,-3.70580645}],GeoPosition[{42.67681047,-8.72488882}],GeoPosition[{38.51913,-3.56271}],GeoPosition[ {38.44872165,-0.36479066}],GeoPosition[{45.6273015,8.712779}],GeoPosition[{41.38751009,2.17078513}],GeoPosition[ {44.78412628,20.44964218}],GeoPosition[{41.24921441,-6.3871872}],GeoPosition[{38.9,1.43333}],GeoPosition[ {41.3833,2.18333}],GeoPosition[{37.3772,-5.98694}],GeoPosition[{40.47171493,-3.93997101}],GeoPosition[ {37.4047277,-5.9916854}],GeoPosition[{40.2833,-3.8}],GeoPosition[{37.38552744,-5.98624837}],GeoPosition[ {40.4085,-3.701}],GeoPosition[{36.52069515,-6.2866294}],GeoPosition[{40.55,-3.63333}],GeoPosition[ {37.3383958,-6.5354298}],GeoPosition[{38.81338916,-0.06743553}],GeoPosition[{43.5569,-5.92472}],GeoPosition[ {46.96295696,7.46285708}],GeoPosition[{40.42453,-3.71208}],GeoPosition[{36.71207429,-4.26601546}],GeoPosition[ {40.46677941,-3.61746661}],GeoPosition[{41.91292821,3.16071866}],GeoPosition[{39.56684,3.21013}],GeoPosition[ {39.4702,-0.3768}],GeoPosition[{40.3937807,-3.7013163}],GeoPosition[{40.39599776,-3.75400825}],GeoPosition[ {40.78869722,-4.00342222}],GeoPosition[{39.5780464,2.6461994}],GeoPosition[{40.98320263,-5.66154242}],GeoPosition[ {60.18419147,24.96498807}],GeoPosition[{41.44254674,2.07546184}],GeoPosition[{36.7235138,-4.41741484}],GeoPosition[ {42.26966325,2.95340532}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{36.83957,-2.46453}],GeoPosition[ {40.42520815,-3.71356593}],GeoPosition[{41.3879,2.16992}],GeoPosition[{36.71777966,-4.41052011}],GeoPosition[ {40.42979896,-3.69140625}],GeoPosition[{42.6015282,-5.5671601}],GeoPosition[{39.48629478,-0.32668767}],GeoPosition[ {40.94968,-4.12274}],GeoPosition[{38.56338244,-0.04988068}],GeoPosition[{40.42277319,-3.70080585}],GeoPosition[ {37.6217069,-0.7763333}],GeoPosition[{40.4,-3.68333}],GeoPosition[{37.88550161,-4.77763487}],GeoPosition[ {40.4211,-3.709}],GeoPosition[{41.35836611,2.12853901}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {36.5222997,-6.2789168}],GeoPosition[{38.17849277,-0.81018791}],GeoPosition[{39.47544058,-0.40824795}],GeoPosition[ {40.45,-3.48333}],GeoPosition[{40.4355489,-3.6973575}],GeoPosition[{40.43048848,29.15747689}],GeoPosition[ {39.06611111,-5.72277778}],GeoPosition[{40.36825111,-3.77733723}],GeoPosition[{41.5967,-4.11431}],GeoPosition[ {52.5148069,13.4361411}],GeoPosition[{43.48138889,-3.51861111}],GeoPosition[{40.35,-3.7}],GeoPosition[ {40.40100375,-3.68726555}],GeoPosition[{43.2687,-2.9461}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {36.7183,-4.4202}],GeoPosition[{39.5715,2.6469}],GeoPosition[{37.3877,-6.0018}],GeoPosition[ {39.4692,-0.3768}],GeoPosition[{41.6517,-0.8813}],GeoPosition[{43.26189043,-2.92757229}],GeoPosition[ {37.14808766,15.22130961}],GeoPosition[{41.39475058,2.16601758}],GeoPosition[{40.430909,-3.715489}],GeoPosition[ {40.4420013,-3.8342846}],GeoPosition[{37.3788331,-5.9906939}],GeoPosition[{36.83957,-2.46453}],GeoPosition[ {43.26064399,-2.94035438}],GeoPosition[{42.2833,-8.6}],GeoPosition[{36.73551189,-4.46649463}],GeoPosition[ {36.4248185,-5.1527675}],GeoPosition[{43.92047506,10.93455255}],GeoPosition[{40.43318958,-3.67242283}],GeoPosition[ {38.76204801,-3.38786061}],GeoPosition[{42.7972006,-1.63830777}],GeoPosition[{39.4919897,-0.3636582}],GeoPosition[ {37.59013262,-5.97289244}],GeoPosition[{38.28704814,-0.55225527}],GeoPosition[{36.41845292,25.43168144}],GeoPosition[ {37.38761957,-5.96959029}],GeoPosition[{38.08789201,-3.62307924}],GeoPosition[{36.83957,-2.46453}],GeoPosition[ {36.74856553,-6.337667}],GeoPosition[{40.9677821,-5.67801607}],GeoPosition[{43.29323156,-1.98039082}],GeoPosition[ {41.07688,1.18129}],GeoPosition[{39.4920445,-0.3637381}],GeoPosition[{37.17605438,-3.58720057}],GeoPosition[ {40.1333,-5.93333}],GeoPosition[{40.41319,-3.69688}],GeoPosition[{37.8833,-6.55}],GeoPosition[ {40.96563438,-5.67000189}],GeoPosition[{40.3800679,-3.7078376}],GeoPosition[{40.95134308,-4.11723375}],GeoPosition[ {44.43994693,11.49182625}],GeoPosition[{39.46851962,-0.33883103}],GeoPosition[{38.8789,-6.9669}],GeoPosition[ {39.9,-5.53333}],GeoPosition[{42.564,-2.75567}],GeoPosition[{40.45071651,-3.60233162}],GeoPosition[ {39.4702,-0.376805}],GeoPosition[{39.8667,-4.01667}],GeoPosition[{40.373785,-3.7646807}],GeoPosition[ {38.35267777,-0.5049854}],GeoPosition[{44.78412628,20.44964218}],GeoPosition[{39.99983,3.83896}],GeoPosition[ {37.2030057,-3.5961511}],GeoPosition[{52.3235398,-0.66083984}],GeoPosition[{39.4919974,-0.3637385}],GeoPosition[ {36.7167,-4.41667}],GeoPosition[{37.95,-6.95}],GeoPosition[{39.999,-4.76752}],GeoPosition[ {37.41944587,-5.96207143}],GeoPosition[{40.42166667,-3.69805556}],GeoPosition[{40.64245603,14.87789785}],GeoPosition[ {40.8667,-3.48333}],GeoPosition[{41.3833,2.18333}],GeoPosition[{53.43835,-2.2773}],GeoPosition[ {40.4167,-3.70325}],GeoPosition[{40.43438496,-3.68725902}],GeoPosition[{41.00678334,28.97219181}],GeoPosition[ {41.00992464,28.97980928}],GeoPosition[{37.386219,-5.9971199}],GeoPosition[{42.59622624,-5.60941924}],GeoPosition[ {41.3869497,2.16965425}],GeoPosition[{40.39366112,-3.71175958}],GeoPosition[{41.3074684,-4.9138098}],GeoPosition[ {48.4522695,22.7111142}],GeoPosition[{37.166978,-3.608354}],GeoPosition[{41.61754362,0.62620042}],GeoPosition[ {36.62236345,-4.49471488}],GeoPosition[{36.7658541,-2.8257715}],GeoPosition[{41.6552101,-4.7192612}],GeoPosition[ {40.4331647,-3.60968867}],GeoPosition[{37.17874937,-3.5895983}],GeoPosition[{40.51202507,-3.68043265}],GeoPosition[ {42.2833,-8.6}],GeoPosition[{40.96890132,39.83946051}],GeoPosition[{40.41704446,-3.70354074}],GeoPosition[ {38.870633,-6.971734}],GeoPosition[{43.54180863,-5.65550463}],GeoPosition[{37.36191052,-5.97905294}],GeoPosition[ {40.42435612,-3.66704036}],GeoPosition[{37.17605438,-3.58720057}],GeoPosition[{37.3772,-5.98694}],GeoPosition[ {36.71472762,-4.42527377}],GeoPosition[{40.45525,-3.70122}],GeoPosition[{36.54016789,-4.63507453}],GeoPosition[ {40.50329591,-3.69855957}],GeoPosition[{40.50329591,-3.69855957}],GeoPosition[{40.50329591,-3.69855957}],GeoPosition[ {40.50329591,-3.69855957}],GeoPosition[{40.50329591,-3.69855957}],GeoPosition[{40.50329591,-3.69855957}],GeoPosition[ {41.1197186,1.2511206}],GeoPosition[{37.3699766,-6.0704379}],GeoPosition[{38.98442325,1.53786935}],GeoPosition[ {37.39903277,-5.958233}],GeoPosition[{36.7502512,-3.0199471}],GeoPosition[{39.42125552,-0.3342376}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{41.38918412,2.1661748}],GeoPosition[{41.3963089,2.1634099}],GeoPosition[ {38.35,-0.483333}],GeoPosition[{38.7701348,-9.29899}],GeoPosition[{36.18682524,-5.92034675}],GeoPosition[ {37.2110133,-7.0639983}],GeoPosition[{38.39135205,-0.4078697}],GeoPosition[{56.2082078,-3.1495175}],GeoPosition[ {37.7833,-5.38333}],GeoPosition[{37.38628116,-6.00094519}],GeoPosition[{43.54186413,-5.66574276}],GeoPosition[ {41.65411846,-0.8785359}],GeoPosition[{50.0855,14.41397}],GeoPosition[{41.39115759,2.1806392}],GeoPosition[ {36.52905961,-6.1921086}],GeoPosition[{40.35538254,-3.547191}],GeoPosition[{40.4167,-3.70325}],GeoPosition[ {37.3828,-5.97317}],GeoPosition[{37.2,-4.46667}],GeoPosition[{39.4702,-0.376805}],GeoPosition[ {45.46732661,9.21001651}],GeoPosition[{37.08544703,-6.70749664}],GeoPosition[{43.5333,-5.7}],GeoPosition[ {37.88213082,-4.76966394}],GeoPosition[{39.9833,-0.0333333}],GeoPosition[{37.21419888,-3.61700914}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{37.36157608,-6.2714262}],GeoPosition[{40.42129898,-3.6016705}],GeoPosition[ {41.561,2.0104}],GeoPosition[{37.388502,-5.982264}],GeoPosition[{36.6833,-6.13333}],GeoPosition[ {42.81843175,-1.6441834}],GeoPosition[{37.9861,-1.1303}],GeoPosition[{40.15106552,-3.83292986}],GeoPosition[ {53.2,5.78333}],GeoPosition[{38.3265254,-0.5156222}],GeoPosition[{40.2667,-5.85}],GeoPosition[ {40.59497959,-3.70125521}],GeoPosition[{39.8933988,-5.5361052}],GeoPosition[{39.4716451,-0.34145669}],GeoPosition[ {39.67638889,-0.27333333}],GeoPosition[{37.3882,-6.00042}],GeoPosition[{36.70336199,-4.43325315}],GeoPosition[ {39.39415451,-0.40953035}],GeoPosition[{40.33318511,-3.86632233}],GeoPosition[{38.26968,-0.7031}],GeoPosition[ {40.42291,-3.75595}],GeoPosition[{36.8381615,-2.46261}],GeoPosition[{37.19681949,-7.32312441}],GeoPosition[ {36.73292824,-3.97884719}],GeoPosition[{37.9833,-4.28333}],GeoPosition[{41.3833,2.18333}],GeoPosition[ {40.4222432,-3.69547024}],GeoPosition[{40.41569491,-3.70838725}],GeoPosition[{39.8933988,-5.5361052}],GeoPosition[ {40.7303472,-3.6201483}],GeoPosition[{39.27668526,-0.27466113}],GeoPosition[{37.9848709,-1.12376}],GeoPosition[ {40.75,-2.7}],GeoPosition[{39.00120142,-3.36146107}],GeoPosition[{37.3667,-5.75}],GeoPosition[ {40.59689,-3.69988}],GeoPosition[{40.5423969,-3.6979155}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.41927222,-3.693125}],GeoPosition[{37.82138,22.66091}],GeoPosition[{41.38360775,2.16487674}],GeoPosition[ {40.42028,-3.70578}],GeoPosition[{38.13089538,13.33888973}],GeoPosition[{36.20537744,-5.42445052}],GeoPosition[ {40.0514716,-5.7531874}],GeoPosition[{39.8933988,-5.5361052}],GeoPosition[{39.5333,-0.516667}],GeoPosition[ {37.2512898,-7.2008441}],GeoPosition[{41.6226928,2.662508}],GeoPosition[{37.25461,-6.95304}],GeoPosition[ {41.3833,2.18333}],GeoPosition[{37.7667,-3.7711}],GeoPosition[{37.97659467,23.73264712}],GeoPosition[ {41.3869497,2.16965425}],GeoPosition[{41.635889,-0.8971651}],GeoPosition[{40.45,-3.48333}],GeoPosition[ {36.72159339,-4.43850318}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{43.37090042,-8.39742498}],GeoPosition[ {38.7167,-9.13333}],GeoPosition[{39.4457,-0.3199}],GeoPosition[{37.9167,-3.78333}],GeoPosition[ {42.2601752,-0.4493588}],GeoPosition[{37.18123523,-3.592605}],GeoPosition[{38.3833,-4.96667}],GeoPosition[ {43.2687,-2.9461}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{36.7183,-4.4202}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{39.5715,2.6469}],GeoPosition[{37.3877,-6.0018}],GeoPosition[ {39.4692,-0.3768}],GeoPosition[{41.6517,-0.8813}],GeoPosition[{36.75,-4.08333}],GeoPosition[ {43.53948136,-5.90838605}],GeoPosition[{42.84559634,-2.67237577}],GeoPosition[{43.2046824,-2.8918544}],GeoPosition[ {37.9833,23.6833}],GeoPosition[{37.983,-1.1302}],GeoPosition[{42.89155822,-8.54373325}],GeoPosition[ {41.37776,2.17415}],GeoPosition[{39.60729254,3.38855711}],GeoPosition[{39.2548737,-0.26685878}],GeoPosition[ {40.42250614,-3.70930531}],GeoPosition[{41.51340668,2.14297821}],GeoPosition[{57.43312463,25.93006974}],GeoPosition[ {37.35206226,-5.92886038}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[{41.13004885,1.36084631}],GeoPosition[ {40.45259027,-3.68536378}],GeoPosition[{50.8357215,4.3888687}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {43.41259285,-3.69924839}],GeoPosition[{41.3917618,2.1737399}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{36.72199338,-4.42334902}],GeoPosition[{39.52723312,-0.4667843}],GeoPosition[ {41.3879,2.16992}],GeoPosition[{36.7502908,-3.0199624}],GeoPosition[{36.7546,-4.11481383}],GeoPosition[ {37.2512941,-7.2008434}],GeoPosition[{40.9686214,-5.6779028}],GeoPosition[{40.42660048,-3.70330336}],GeoPosition[ {40.83748614,0.020305}],GeoPosition[{40.20387194,0.073916}],GeoPosition[{40.9686653,-5.677882}],GeoPosition[ {43.1705382,-2.5461752}],GeoPosition[{41.65411846,-0.8785359}],GeoPosition[{43.4656207,-3.8684995}],GeoPosition[ {39.56684,3.21013}],GeoPosition[{42.52805556,-1.67694444}],GeoPosition[{39.5753489,2.6436668}],GeoPosition[ {50.07198584,20.02691133}],GeoPosition[{37.1333,-1.85}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.42277778,-3.71194444}],GeoPosition[{37.7333,-0.95}],GeoPosition[{44.10670007,9.83789803}],GeoPosition[ {44.39556433,26.12295533}],GeoPosition[{39.5207012,2.47498979}],GeoPosition[{43.17674637,-5.35545015}],GeoPosition[ {37.34139247,-6.059158}],GeoPosition[{51.36824216,12.36788632}],GeoPosition[{37.97705216,-0.66960812}],GeoPosition[ {37.1833,-3.6}],GeoPosition[{40.17083333,-3.89694444}],GeoPosition[{40.4677856,-3.61544609}],GeoPosition[ {38.8894601,-6.8996978}],GeoPosition[{40.35046892,-3.81036758}],GeoPosition[{43.40655,-8.17049167}],GeoPosition[ {36.7294726,-6.4351943}],GeoPosition[{43.7833,11.25}],GeoPosition[{46.1913511,9.0118828}],GeoPosition[ {36.74026468,-3.99654731}],GeoPosition[{42.53261249,1.70088814}],GeoPosition[{36.7253832,-6.4364158}],GeoPosition[ {40.9738551,-5.6679812}],GeoPosition[{41.13004885,1.36084631}],GeoPosition[{40.4016263,-3.72061115}],GeoPosition[ {39.45777778,-0.35555556}],GeoPosition[{39.56684,3.21013}],GeoPosition[{40.4670386,-3.4369717}],GeoPosition[ {42.17144778,-6.65895286}],GeoPosition[{40.42405278,-3.71777778}],GeoPosition[{42.1258505,-2.8742431}],GeoPosition[ {40.96121,-5.66659}],GeoPosition[{40.4,-3.68333}],GeoPosition[{43.29414823,-5.6824929}],GeoPosition[ {41.3089,-4.90833}],GeoPosition[{42.85887675,-2.68467665}],GeoPosition[{40.7304842,-3.6201547}],GeoPosition[ {40.6956747,-3.37174657}],GeoPosition[{37.6167,-0.766667}],GeoPosition[{38.9122887,1.43459}],GeoPosition[ {41.4615747,2.0136402}],GeoPosition[{45.4837055,9.2287794}],GeoPosition[{42.340837,-3.701723}],GeoPosition[ {42.3408747,-3.699731}],GeoPosition[{42.340315,-3.70029}],GeoPosition[{41.37830234,2.16582942}],GeoPosition[ {40.422947,-3.6752964}],GeoPosition[{41.6572283,-0.8875004}],GeoPosition[{36.7151866,-4.4810556}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{43.26119534,-2.92375559}],GeoPosition[{38.00459697,-1.17504107}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{38.58060803,-0.09556375}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{38.8,-9.38333}],GeoPosition[ {38.9667,-0.183333}],GeoPosition[{36.4333,-5.45}],GeoPosition[{41.39372162,2.15723919}],GeoPosition[ {45.4836941,9.2286946}],GeoPosition[{41.6226928,2.662508}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.33909461,-3.87067519}],GeoPosition[{41.385281,2.164619}],GeoPosition[{37.40627,-5.97057}],GeoPosition[ {38.1054,-1.858845}],GeoPosition[{39.7667,2.7}],GeoPosition[{36.77053533,-6.37874371}],GeoPosition[ {40.50828635,-3.68261933}],GeoPosition[{40.50828635,-3.68261933}],GeoPosition[{40.50828635,-3.68261933}],GeoPosition[ {40.50828635,-3.68261933}],GeoPosition[{41.02880588,28.80762553}],GeoPosition[{45.08164597,13.63341045}],GeoPosition[ {40.47901042,-3.57210159}],GeoPosition[{38.92483735,-6.3432594}],GeoPosition[{38.1409814,23.84491135}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.4420586,-3.69965}],GeoPosition[{40.462955,-3.6162862}],GeoPosition[ {38.5333,-0.133333}],GeoPosition[{37.18433762,-6.98459339}],GeoPosition[{43.53984606,-5.66307641}],GeoPosition[ {37.38145846,-5.98909039}],GeoPosition[{40.4,-3.68333}],GeoPosition[{41.3964521,2.1257525}],GeoPosition[ {41.7,-4.76667}],GeoPosition[{36.69084123,-6.09962662}],GeoPosition[{51.2206917,4.4022698}],GeoPosition[ {41.41612117,2.13169682}],GeoPosition[{40.41516437,-3.71235688}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {37.3882498,-5.9848022}],GeoPosition[{41.65178504,-4.72860919}],GeoPosition[{36.71502025,-4.42740704}],GeoPosition[ {36.7074013,-4.4691401}],GeoPosition[{36.41845292,25.43168144}],GeoPosition[{40.43560918,-3.70220893}],GeoPosition[ {42.21228579,-8.73193425}],GeoPosition[{40.50769181,-3.37179864}],GeoPosition[{36.1301484,-5.84439639}],GeoPosition[ {41.1253,16.8667}],GeoPosition[{37.39311137,-5.99186384}],GeoPosition[{37.38397057,-5.95764171}],GeoPosition[ {37.536959,-5.076596}],GeoPosition[{37.9841399,-1.12815}],GeoPosition[{41.6572283,-0.8875004}],GeoPosition[ {45.60304946,10.62768459}],GeoPosition[{37.53718996,-5.0766166}],GeoPosition[{41.6553497,-4.7279501}],GeoPosition[ {37.53802986,-5.07599124}],GeoPosition[{39.65881358,2.87596077}],GeoPosition[{38.8789,-6.9669}],GeoPosition[ {37.20699384,-3.63276954}],GeoPosition[{40.4965539,-3.8861239}],GeoPosition[{43.53948136,-5.90838605}],GeoPosition[ {40.65804694,-4.70159927}],GeoPosition[{41.28467623,-3.43772374}],GeoPosition[{46.157094,-1.152579}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{36.72278565,-4.4121216}],GeoPosition[{39.35852071,-0.32071391}],GeoPosition[ {41.34770111,2.07808662}],GeoPosition[{40.6833,-4.08333}],GeoPosition[{40.41607537,-3.71122846}],GeoPosition[ {42.60163383,-5.57979473}],GeoPosition[{41.34655401,2.10886107}],GeoPosition[{43.3564987,-8.4246397}],GeoPosition[ {40.96837708,-5.67739406}],GeoPosition[{40.45365413,-3.6741903}],GeoPosition[{40.42199012,-3.70210189}],GeoPosition[ {38.3652106,-0.496632}],GeoPosition[{36.69088986,-4.44149859}],GeoPosition[{41.3833,2.18333}],GeoPosition[ {37.38593234,-6.00222932}],GeoPosition[{38.3459963,-0.4906855}],GeoPosition[{37.37037635,-6.00033119}],GeoPosition[ {40.394815,-3.6997512}],GeoPosition[{36.7833,-2.81667}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[ {43.30972222,-2.0075}],GeoPosition[{38.83038598,-5.1095681}],GeoPosition[{41.56638889,2.0825}],GeoPosition[ {38.61472222,-1.11972222}],GeoPosition[{42.84559634,-2.67237577}],GeoPosition[{43.73666667,-7.87722222}],GeoPosition[ {37.785,-3.9025}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.5320861,-3.6767437}],GeoPosition[ {37.19972222,-3.60472222}],GeoPosition[{37.3167,-4.36667}],GeoPosition[{43.3677267,-8.4089944}],GeoPosition[ {41.2833,-3.46667}],GeoPosition[{41.37982236,2.17925304}],GeoPosition[{40.5320861,-3.6767437}],GeoPosition[ {40.3609847,-3.7333834}],GeoPosition[{39.5285291,-0.4948358}],GeoPosition[{40.44012429,-3.64005104}],GeoPosition[ {41.3964521,2.1257525}],GeoPosition[{40.4231415,-3.7044499}],GeoPosition[{41.64766099,-4.72581433}],GeoPosition[ {40.4244585,-3.6990948}],GeoPosition[{38.05995735,-1.05301489}],GeoPosition[{41.3833,2.18333}],GeoPosition[ {43.3276033,-8.4069143}],GeoPosition[{40.47592866,-3.67249216}],GeoPosition[{59.32944444,18.06861111}],GeoPosition[ {45.60304946,10.62768459}],GeoPosition[{40.62951571,-4.00728526}],GeoPosition[{50.0614,19.9372}],GeoPosition[ {40.37851891,-3.62385268}],GeoPosition[{45.46416667,9.19138889}],GeoPosition[{41.9,12.5}],GeoPosition[ {37.60077442,-0.98578382}],GeoPosition[{40.41791,-3.70982}],GeoPosition[{38.73708839,-9.13319947}],GeoPosition[ {39.47164704,-0.48802109}],GeoPosition[{40.43694444,-3.72166667}],GeoPosition[{37.18331937,-6.98032316}],GeoPosition[ {36.71705697,-4.44176781}],GeoPosition[{40.9686945,-5.66217965}],GeoPosition[{41.3879,2.16992}],GeoPosition[ {36.7167,-4.41667}],GeoPosition[{38.25472222,-0.64611111}],GeoPosition[{36.51146,-4.88571}],GeoPosition[ {43.24818605,-2.92728492}],GeoPosition[{40.47390382,-3.63496093}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {40.462955,-3.6162862}],GeoPosition[{36.68580257,-4.90504926}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {45.7597,4.8422}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{42.6056,-5.57}],GeoPosition[ {53.43835,-2.2773}],GeoPosition[{37.17874937,-3.5895983}],GeoPosition[{37.07786755,-8.11900199}],GeoPosition[ {40.42379,-3.70223}],GeoPosition[{38.02568755,-1.67454533}],GeoPosition[{42.87390805,-8.54332387}],GeoPosition[ {43.3333,-6.}],GeoPosition[{37.3734932,-5.9780107}],GeoPosition[{41.39006155,2.16800922}],GeoPosition[ {40.40324709,-3.68735685}],GeoPosition[{36.495375,-4.72555556}],GeoPosition[{39.86135268,-3.9413089}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{41.38953514,2.16120972}],GeoPosition[{40.71111111,-4.07444444}],GeoPosition[ {43.54161512,-5.67266025}],GeoPosition[{38.8894601,-6.8996978}],GeoPosition[{40.41965607,-3.79748631}],GeoPosition[ {42.42212646,-8.63640788}],GeoPosition[{43.31856393,-2.98259871}],GeoPosition[{48.56486846,2.42161575}],GeoPosition[ {40.42412633,-3.67175755}],GeoPosition[{40.4167,-3.70325}],GeoPosition[{42.46000902,-2.45548393}],GeoPosition[ {40.45281665,-3.68896181}],GeoPosition[{40.9686101,-5.6778815}],GeoPosition[{40.07638,-2.13061}],GeoPosition[ {37.32163391,-5.96787452}],GeoPosition[{36.5111616,-4.8822057}],GeoPosition[{36.46637851,-5.41326529}],GeoPosition[ {39.46666667,-0.38333333}],GeoPosition[{39.95,-0.01666667}],GeoPosition[{41.3895916,2.163496}],GeoPosition[ {38.66882327,1.55619394}],GeoPosition[{41.64772928,-4.72578688}],GeoPosition[{40.4211,-3.709}],GeoPosition[ {37.39119795,-5.99176798}],GeoPosition[{43.97915484,15.38314462}],GeoPosition[{41.29612288,2.07624435}],GeoPosition[ {42.46376446,-2.44574265}],GeoPosition[{45.60304946,10.62768459}],GeoPosition[{37.2844,-5.92417}],GeoPosition[ {38.13244667,26.83429713}],GeoPosition[{41.63759167,-4.74074444}],GeoPosition[{48.56486846,2.42161575}],GeoPosition[ {41.3702305,1.8036026}],GeoPosition[{38.92469714,-6.34919747}],GeoPosition[{43.47264991,-3.50423526}],GeoPosition[ {37.40378,-1.58268}],GeoPosition[{40.40600522,-3.69980188}],GeoPosition[{37.1146492,-3.6179077}],GeoPosition[ {36.71983762,-4.45205895}],GeoPosition[{36.69088986,-4.44149859}],GeoPosition[{43.2864914,-2.1767199}],GeoPosition[ {39.01873057,-1.89044399}],GeoPosition[{42.23164,-8.72104}],GeoPosition[{39.8,-5.66666667}],GeoPosition[ {40.39202127,-3.69764135}],GeoPosition[{51.51330224,-0.13134784}],GeoPosition[{50.90302688,-1.4110181}],GeoPosition[ {47.3167,5.01667}],GeoPosition[{40.6253817,-3.1653825}],GeoPosition[{42.8520899,-2.65979}],GeoPosition[ {42.35,-3.7}],GeoPosition[{48.88383793,2.34713919}],GeoPosition[{37.32890514,-5.96881422}],GeoPosition[ {39.8667,-4.01667}],GeoPosition[{40.45,-3.48333}],GeoPosition[{40.4167,-3.70325}],GeoPosition[ {40.364475,-3.4858503}],GeoPosition[{42.92780324,-5.85814801}],GeoPosition[{40.4619713,-3.6937399}],GeoPosition[ {37.7667,-3.7711}],GeoPosition[{41.3833,2.18333}],GeoPosition[{40.4,-1.9}],GeoPosition[ {37.40156356,-5.98858292}],GeoPosition[{38.40011325,-0.47103315}],GeoPosition[{40.6583708,-4.6981732}],GeoPosition[ {36.7356921,-4.09653755}],GeoPosition[{40.40622283,-3.67733783}],GeoPosition[{37.98529747,-1.18931753}],GeoPosition[ {43.3475,-4.1025}],GeoPosition[{38.3431,-0.491}],GeoPosition[{39.9533739,-4.84320227}],GeoPosition[ {54.7363281,25.2936993}],GeoPosition[{40.4,-3.68333}],GeoPosition[{41.2086126,0.9679424}],GeoPosition[ {54.96394392,-1.62311118}],GeoPosition[{48.21303918,9.02827393}],GeoPosition[{36.59734,-4.5105}],GeoPosition[ {40.8167,-3.15}],GeoPosition[{41.37914322,2.14001656}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.41495,-3.7108}],GeoPosition[{40.41704446,-3.70354074}],GeoPosition[{37.39407682,-5.92934662}],GeoPosition[ {43.32373047,-1.98480241}],GeoPosition[{40.3581686,-3.6819338}],GeoPosition[{42.8,-4.78333}],GeoPosition[ {40.46929406,-3.65650612}],GeoPosition[{41.37914322,2.14001656}],GeoPosition[{38.8,-9.38333}],GeoPosition[ {55.,-3.}],GeoPosition[{41.06031849,28.98971398}],GeoPosition[{41.40319,2.17485}],GeoPosition[ {39.6667,-5.81667}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[{40.2333,-3.68333}],GeoPosition[ {40.21672213,44.44124666}],GeoPosition[{37.88472261,-4.77644205}],GeoPosition[{41.38512,2.18364}],GeoPosition[ {40.45496945,-3.67845492}],GeoPosition[{37.398825,-5.99413333}],GeoPosition[{39.46043428,-0.36184072}],GeoPosition[ {40.3667,-3.9}],GeoPosition[{37.68154984,-1.69202834}],GeoPosition[{40.0167,-3.}],GeoPosition[ {38.8833,-3.71667}],GeoPosition[{40.25,-5.91667}],GeoPosition[{40.4212896,-3.70354682}],GeoPosition[ {36.6167,-6.35}],GeoPosition[{41.5286598,2.1993563}],GeoPosition[{40.42486142,-3.70193787}],GeoPosition[ {43.37090042,-8.39742498}],GeoPosition[{42.00796709,-6.16963721}],GeoPosition[{37.26657016,-6.94608535}],GeoPosition[ {36.54016789,-4.63507453}],GeoPosition[{40.3833,-3.73333}],GeoPosition[{51.5245628,-0.0744008}],GeoPosition[ {37.47945525,-5.9514529}],GeoPosition[{39.49127995,-0.36420003}],GeoPosition[{42.2317115,-8.7013959}],GeoPosition[ {42.34080556,-3.70447222}],GeoPosition[{41.65536948,-4.7273327}],GeoPosition[{42.20820938,2.9894453}],GeoPosition[ {36.63978517,-6.16889298}],GeoPosition[{40.4201,-3.7028}],GeoPosition[{40.22579158,28.97038599}],GeoPosition[ {36.7167,-4.41667}],GeoPosition[{38.34613782,-0.4795151}],GeoPosition[{37.323992,-4.3674044}],GeoPosition[ {38.9833,-3.93333}],GeoPosition[{36.53490374,-6.29106586}],GeoPosition[{40.41649878,-3.6841619}],GeoPosition[ {43.26891,-2.91974}],GeoPosition[{42.36666667,-3.52222222}],GeoPosition[{40.44918416,-3.60817194}],GeoPosition[ {37.3772,-5.98694}],GeoPosition[{38.2369385,-1.41354}],GeoPosition[{42.00796709,-6.16963721}],GeoPosition[ {37.38466078,-5.97847772}],GeoPosition[{40.41862,-3.709}],GeoPosition[{39.24063501,-3.41834694}],GeoPosition[ {41.5404691,2.4394771}],GeoPosition[{52.5147951,13.436194}],GeoPosition[{39.80336821,-0.12916039}],GeoPosition[ {43.3333,-6.}],GeoPosition[{40.104386,-3.697152}],GeoPosition[{41.522408,1.906939}],GeoPosition[ {41.34651036,2.10890534}],GeoPosition[{42.4667,-5.63333}],GeoPosition[{36.7010307,-6.1120501}],GeoPosition[ {42.26895969,2.96372866}],GeoPosition[{36.7204053,-4.41826344}],GeoPosition[{42.53812,-7.53297}],GeoPosition[ {36.62453832,-5.16990736}],GeoPosition[{40.0167,-3.}],GeoPosition[{40.4173428,-3.7119897}],GeoPosition[ {40.41704446,-3.70354074}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{37.17605438,-3.58720057}],GeoPosition[ {43.77570708,7.50670585}],GeoPosition[{40.55,-3.63333}],GeoPosition[{39.9889818,-0.05104745}],GeoPosition[ {36.52633829,-6.29064197}],GeoPosition[{36.62300184,-4.49603363}],GeoPosition[{38.3705292,-0.41053}],GeoPosition[ {37.3978277,-5.98301855}],GeoPosition[{41.3879,2.16992}],GeoPosition[{39.45915,-0.36078}],GeoPosition[ {43.35633,-5.85321}],GeoPosition[{42.2667,-2.61667}],GeoPosition[{40.462955,-3.6162862}],GeoPosition[ {42.3512473,-3.6650962}],GeoPosition[{42.34425604,-3.68668556}],GeoPosition[{42.34248318,-3.70127288}],GeoPosition[ {37.3772,-5.98694}],GeoPosition[{37.3885,-5.99795}],GeoPosition[{41.3895405,2.1635466}],GeoPosition[ {37.17605438,-3.58720057}],GeoPosition[{43.5333,-5.7}],GeoPosition[{50.0547038,-5.67212393}],GeoPosition[ {39.4754729,-0.3931833}],GeoPosition[{37.,-3.26666667}],GeoPosition[{37.38593234,-6.00222932}],GeoPosition[ {39.4641459,-0.3467154}],GeoPosition[{39.45915,-0.36078}],GeoPosition[{40.9550095,-5.6442399}],GeoPosition[ {40.44123,-3.72988}],GeoPosition[{38.87173718,-6.97119154}],GeoPosition[{40.9365281,-4.1070527}],GeoPosition[ {37.323992,-4.3674044}],GeoPosition[{41.3895798,2.1634827}],GeoPosition[{38.77220607,0.19026944}],GeoPosition[ {42.00796709,-6.16963721}],GeoPosition[{40.4440819,-3.72396896}],GeoPosition[{39.93555,-0.09518}],GeoPosition[ {40.4054718,-4.70474}],GeoPosition[{40.4099312,-3.7008901}],GeoPosition[{41.95,3.21666667}],GeoPosition[ {40.7333,-3.16667}],GeoPosition[{39.4641393,-0.3466681}],GeoPosition[{40.41199176,-3.70979765}],GeoPosition[ {42.87058599,-8.54467571}],GeoPosition[{40.3967383,-3.7021083}],GeoPosition[{42.594173,-5.53337302}],GeoPosition[ {41.5167,1.9}],GeoPosition[{37.38054941,-5.99157983}],GeoPosition[{38.28002239,-0.71933589}],GeoPosition[ {40.319907,-4.524257}],GeoPosition[{39.5667,2.65}],GeoPosition[{41.3833,2.18333}],GeoPosition[ {40.45281665,-3.68896181}],GeoPosition[{51.51330224,-0.13134784}],GeoPosition[{36.82888782,-2.453107}],GeoPosition[ {40.3967383,-3.7021083}],GeoPosition[{43.21377996,-8.6913}],GeoPosition[{42.1174054,-8.8568069}],GeoPosition[ {41.3895798,2.1634827}],GeoPosition[{36.67369,-4.47963}],GeoPosition[{36.68336944,-6.14573729}],GeoPosition[ {42.00796709,-6.16963721}],GeoPosition[{40.41323,-3.69713}],GeoPosition[{40.31651575,-3.72026675}],GeoPosition[ {40.29479802,-3.78458012}],GeoPosition[{40.4,-3.68333}],GeoPosition[{39.9333,-0.1}],GeoPosition[ {36.42034162,-6.14996493}],GeoPosition[{37.48237,-5.95033}],GeoPosition[{40.65,-4.7}],GeoPosition[ {40.4358902,-3.71649}],GeoPosition[{39.71802554,2.90609619}],GeoPosition[{37.8333,-3.35}],GeoPosition[ {40.4053461,-3.89522313}],GeoPosition[{38.74961652,-9.39324419}],GeoPosition[{39.49005303,-6.36574243}],GeoPosition[ {37.39472222,-5.98916667}],GeoPosition[{42.1590691,-8.61765}],GeoPosition[{40.46768205,-3.61589919}],GeoPosition[ {41.38552304,2.16646783}],GeoPosition[{41.4667,2.2}],GeoPosition[{41.3895239,2.1635922}],GeoPosition[ {42.6129959,-5.56215268}],GeoPosition[{39.548646,2.732677}],GeoPosition[{37.25,-6.3}],GeoPosition[ {41.87737734,12.47568857}],GeoPosition[{43.15,-9.15}],GeoPosition[{39.893812,-0.121968}],GeoPosition[ {39.36462656,-1.5968818}],GeoPosition[{38.99101948,-3.91473764}],GeoPosition[{38.51326713,-0.22010002}],GeoPosition[ {36.71581144,-4.22765639}],GeoPosition[{40.42855838,-3.67652694}],GeoPosition[{37.41044228,-6.00632811}],GeoPosition[ {39.4641409,-0.3468232}],GeoPosition[{36.5558815,-4.61273}],GeoPosition[{41.380409,2.169564}],GeoPosition[ {36.71300538,-4.43953132}],GeoPosition[{40.4369392,-3.7320001}],GeoPosition[{55.7522,37.6156}],GeoPosition[ {41.9833,-6.16667}],GeoPosition[{39.45915,-0.36078}],GeoPosition[{39.6600907,20.8547615}],GeoPosition[ {39.47146583,-0.39939043}],GeoPosition[{41.65694444,-0.87833333}],GeoPosition[{36.4170428,25.4313636}],GeoPosition[ {43.27971285,-8.21027595}],GeoPosition[{46.95009164,17.88593309}],GeoPosition[{40.46768205,-3.61589919}],GeoPosition[ {40.42855838,-3.67652694}],GeoPosition[{42.8,-5.61667}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[ {37.17605438,-3.58720057}],GeoPosition[{40.47220395,-3.68241549}],GeoPosition[{40.42038672,-3.70331499}],GeoPosition[ {43.3333,-6.}],GeoPosition[{40.345211,-3.8283401}],GeoPosition[{37.1162536,-1.8439651}],GeoPosition[ {41.3275,19.8189}],GeoPosition[{38.7043346,-0.4772005}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {54.96394392,-1.62311118}],GeoPosition[{37.3893771,-6.01082583}],GeoPosition[{38.96888889,0.185}],GeoPosition[ {37.3828,-5.97317}],GeoPosition[{38.71118429,-9.27680705}],GeoPosition[{42.,-6.21667}],GeoPosition[ {38.8894601,-6.8996978}],GeoPosition[{36.4170428,25.4313636}],GeoPosition[{41.90220857,12.45713883}],GeoPosition[ {53.45369,-2.253763}],GeoPosition[{40.99914073,28.84220213}],GeoPosition[{42.6056,-5.57}],GeoPosition[ {43.264284,-2.950366}],GeoPosition[{41.4667,-4.76667}],GeoPosition[{45.4386,12.3267}],GeoPosition[ {41.3833,2.18333}],GeoPosition[{46.9167,7.46667}],GeoPosition[{36.60979634,-4.50413673}],GeoPosition[ {43.3197403,-3.01932}],GeoPosition[{41.63534758,-4.7213316}],GeoPosition[{40.49266922,-3.87414329}],GeoPosition[ {38.85,-6.45}],GeoPosition[{36.680969,-6.1280441}],GeoPosition[{48.8567,2.3508}],GeoPosition[ {42.0478543,-8.64424441}],GeoPosition[{42.,-6.21667}],GeoPosition[{41.08595054,1.15828745}],GeoPosition[ {37.8833,-4.76667}],GeoPosition[{50.0755381,14.4378005}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {42.6433486,-8.5591689}],GeoPosition[{36.233683,-5.314915}],GeoPosition[{41.4225,2.11861111}],GeoPosition[ {53.5956192,19.5654392}],GeoPosition[{38.9848687,1.53378989}],GeoPosition[{36.53678077,-4.6230842}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{37.7677193,-3.7920599}],GeoPosition[ {40.40698089,-3.63310279}],GeoPosition[{40.9667,-5.65}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {36.5064581,-4.90491003}],GeoPosition[{43.27267566,-2.9633187}],GeoPosition[{39.63353008,-0.31426702}],GeoPosition[ {53.43835,-2.2773}],GeoPosition[{36.7,-6.1167}],GeoPosition[{41.50027778,2.10777778}],GeoPosition[ {40.4167,-3.70325}],GeoPosition[{45.60304946,10.62768459}],GeoPosition[{40.639777,-3.233615}],GeoPosition[ {37.33333333,-5.84646845}],GeoPosition[{41.18143354,15.76841361}],GeoPosition[{38.9681015,-0.18243}],GeoPosition[ {37.34882098,-5.98779831}],GeoPosition[{36.4170428,25.4313636}],GeoPosition[{40.462955,-3.6162862}],GeoPosition[ {51.88986102,0.26049705}],GeoPosition[{37.8833,-4.76667}],GeoPosition[{41.6552101,-4.7192612}],GeoPosition[ {36.42034162,-6.14996493}],GeoPosition[{38.95318939,1.51953793}],GeoPosition[{41.3879,2.16992}],GeoPosition[ {41.65980957,-0.89410077}],GeoPosition[{43.26405162,-2.94922938}],GeoPosition[{43.2569,-2.9236}],GeoPosition[ {39.00116795,-0.16380291}],GeoPosition[{36.13190529,-5.35157975}],GeoPosition[{42.15,-5.6}],GeoPosition[ {43.0323608,-2.4003995}],GeoPosition[{41.37583333,2.05222222}],GeoPosition[{40.23777778,-4.02638889}],GeoPosition[ {41.38779,2.13601}],GeoPosition[{37.4067307,-5.93399}],GeoPosition[{41.54391054,2.43548547}],GeoPosition[ {37.1938308,-3.5956569}],GeoPosition[{37.1833,-3.6}],GeoPosition[{37.1833,-3.6}],GeoPosition[ {37.4063704,-5.9866006}],GeoPosition[{37.78735434,-3.77685667}],GeoPosition[{51.6979256,0.1106395}],GeoPosition[ {41.48442226,2.077157}],GeoPosition[{39.4900385,-0.3629983}],GeoPosition[{37.17584473,-3.5850211}],GeoPosition[ {43.51237282,-5.73614214}],GeoPosition[{40.41364251,-3.73938526}],GeoPosition[{36.48718805,-4.72412236}],GeoPosition[ {36.8366669,-2.3860238}],GeoPosition[{40.47390382,-3.63496093}],GeoPosition[{42.7833,-4.83333}],GeoPosition[ {40.1167,-3.8}],GeoPosition[{40.97088578,-5.66725497}],GeoPosition[{37.88988,-4.7585499}],GeoPosition[ {41.39843,2.1631505}],GeoPosition[{38.03668497,-4.0496977}],GeoPosition[{55.6761,12.5683}],GeoPosition[ {40.95,-4.11667}],GeoPosition[{40.42023261,-3.70582086}],GeoPosition[{41.3601189,2.1266201}],GeoPosition[ {38.34463737,-0.48506309}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.50329591,-3.69855957}],GeoPosition[ {40.50329591,-3.69855957}],GeoPosition[{40.50329591,-3.69855957}],GeoPosition[{40.50329591,-3.69855957}],GeoPosition[ {40.50329591,-3.69855957}],GeoPosition[{40.50329591,-3.69855957}],GeoPosition[{52.3739867,4.8939863}],GeoPosition[ {40.43203663,-3.69722128}],GeoPosition[{41.48442226,2.077157}],GeoPosition[{42.8,-4.16667}],GeoPosition[ {44.14681886,9.65486092}],GeoPosition[{39.47384605,-0.39994736}],GeoPosition[{37.37415,-6.05013}],GeoPosition[ {41.28786378,2.07567165}],GeoPosition[{37.59831791,-0.98501841}],GeoPosition[{41.47630241,12.90323789}],GeoPosition[ {37.6167,-4.31667}],GeoPosition[{41.56097779,2.00754703}],GeoPosition[{40.43568569,-3.55805395}],GeoPosition[ {37.90139362,-4.77364374}],GeoPosition[{50.02693,19.2032}],GeoPosition[{40.43275401,-3.55596646}],GeoPosition[ {42.87995368,-8.54462963}],GeoPosition[{37.41754244,-6.1054179}],GeoPosition[{41.6857961,2.4934211}],GeoPosition[ {39.5667,3.2}],GeoPosition[{37.2052816,-3.6282476}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {48.8242755,2.2892866}],GeoPosition[{40.46768205,-3.61589919}],GeoPosition[{38.7167,-9.13333}],GeoPosition[ {38.06072304,-3.43469133}],GeoPosition[{40.46476275,-3.57002512}],GeoPosition[{38.2026277,-1.4001525}],GeoPosition[ {40.6583577,-4.6984964}],GeoPosition[{40.41185525,-3.69248392}],GeoPosition[{36.5167,-4.88333}],GeoPosition[ {37.38849541,-5.99457633}],GeoPosition[{41.38025704,2.12378838}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {38.7167,-9.13333}],GeoPosition[{41.91810753,12.50017161}],GeoPosition[{39.58395,2.65679}],GeoPosition[ {41.37592589,2.18813652}],GeoPosition[{41.48442226,2.077157}],GeoPosition[{37.99818981,-1.13698312}],GeoPosition[ {41.3984593,2.1631916}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[{40.4030532,-3.6469155}],GeoPosition[ {43.032348,-2.4004127}],GeoPosition[{38.9663478,-0.18667519}],GeoPosition[{50.4167,-5.08333}],GeoPosition[ {39.6600958,20.8547176}],GeoPosition[{36.49142838,-4.70347938}],GeoPosition[{36.7060865,-6.1158963}],GeoPosition[ {52.5167,13.3667}],GeoPosition[{36.7333,-5.16667}],GeoPosition[{39.94046,-0.11501}],GeoPosition[ {41.6552101,-4.7192612}],GeoPosition[{40.2,-5.08333}],GeoPosition[{41.3793176,2.1574762}],GeoPosition[ {40.3047,-3.7311}],GeoPosition[{36.41845292,25.43168144}],GeoPosition[{40.43178,-3.69657}],GeoPosition[ {41.28156,1.97815}],GeoPosition[{40.3057369,-3.7343672}],GeoPosition[{37.39966741,-5.98606939}],GeoPosition[ {37.17874937,-3.5895983}],GeoPosition[{40.4085,-3.701}],GeoPosition[{43.58110568,-5.96655232}],GeoPosition[ {40.3167,-3.85}],GeoPosition[{40.45679,-3.66075}],GeoPosition[{41.68103407,-0.89156805}],GeoPosition[ {40.42930002,-3.66616048}],GeoPosition[{41.3833,2.18333}],GeoPosition[{40.418596,-3.69650446}],GeoPosition[ {40.38835907,-3.76449919}],GeoPosition[{42.60412409,-8.64752652}],GeoPosition[{38.34802827,-0.48650975}],GeoPosition[ {38.0398712,-1.49423}],GeoPosition[{36.83071,-2.44376}],GeoPosition[{39.6600548,20.8546891}],GeoPosition[ {41.3903618,2.16224}],GeoPosition[{41.3879,2.16992}],GeoPosition[{40.4724168,-3.3758961}],GeoPosition[ {42.8167,-1.63333}],GeoPosition[{43.37090042,-8.39742498}],GeoPosition[{38.87267461,-6.9805445}],GeoPosition[ {38.3869865,-2.5826633}],GeoPosition[{45.7914912,12.5057626}],GeoPosition[{48.8253153,3.4040897}],GeoPosition[ {37.6667,-1.7}],GeoPosition[{43.5251022,-5.6268364}],GeoPosition[{40.4167,-3.70325}],GeoPosition[ {40.4167,-3.70325}],GeoPosition[{40.4167,-3.70325}],GeoPosition[{38.39664632,-6.40717439}],GeoPosition[ {39.6601294,20.8546838}],GeoPosition[{40.1077108,-3.6881235}],GeoPosition[{41.3667,2.16667}],GeoPosition[ {37.19594542,-3.80353769}],GeoPosition[{41.56097779,2.00754703}],GeoPosition[{39.6601163,20.8545875}],GeoPosition[ {37.77644807,30.54517965}],GeoPosition[{40.42250614,-3.70930531}],GeoPosition[{37.38054941,-5.99157983}],GeoPosition[ {36.7059509,-6.116013}],GeoPosition[{53.2719,-9.04889}],GeoPosition[{40.9667,-5.65}],GeoPosition[ {41.5121727,2.14090109}],GeoPosition[{41.51039124,2.13798594}],GeoPosition[{37.4049717,-5.9885023}],GeoPosition[ {42.02038956,2.99150991}],GeoPosition[{38.26871719,-0.66393264}],GeoPosition[{40.4449648,-3.7065812}],GeoPosition[ {40.4248884,-3.6957805}],GeoPosition[{40.45259027,-3.68536378}],GeoPosition[{38.08797826,-3.62326331}],GeoPosition[ {43.5261584,-5.6291148}],GeoPosition[{37.9714,23.7265}],GeoPosition[{41.56149,2.02188}],GeoPosition[ {42.340837,-3.701723}],GeoPosition[{42.3400803,-3.7029099}],GeoPosition[{38.39664632,-6.40717439}],GeoPosition[ {37.97719968,-1.19893423}],GeoPosition[{41.395203,2.189965}],GeoPosition[{38.1,-3.76667}],GeoPosition[ {40.19045708,-3.68511693}],GeoPosition[{42.401382,-8.8096733}],GeoPosition[{37.3915482,-5.99545}],GeoPosition[ {51.81295901,0.14738082}],GeoPosition[{40.4,-3.68333}],GeoPosition[{37.16884366,-5.92711918}],GeoPosition[ {38.00053695,-1.14547907}],GeoPosition[{40.61241123,-3.70819426}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {42.8833,-8.55}],GeoPosition[{37.3,-5.96667}],GeoPosition[{36.70372518,-3.4880376}],GeoPosition[ {38.39659712,-6.40735486}],GeoPosition[{40.42659,-3.68781}],GeoPosition[{41.37228791,2.15041787}],GeoPosition[ {41.65509,-0.88197}],GeoPosition[{41.37526007,2.19036903}],GeoPosition[{37.4049714,-5.9885018}],GeoPosition[ {38.9133682,-6.3449202}],GeoPosition[{40.0288472,-6.09019532}],GeoPosition[{37.39127167,-6.01}],GeoPosition[ {41.65,-4.71667}],GeoPosition[{40.40655215,-3.6329049}],GeoPosition[{37.38412623,-6.00889694}],GeoPosition[ {37.6,-0.983333}],GeoPosition[{38.35,-0.483333}],GeoPosition[{37.404972,-5.9885005}],GeoPosition[ {37.1755714,-3.58884}],GeoPosition[{42.84559634,-2.67237577}],GeoPosition[{40.45095,-2.31348}],GeoPosition[ {37.05563989,27.39707761}],GeoPosition[{36.71666667,-4.41666667}],GeoPosition[{40.42672,-3.714529}],GeoPosition[ {37.5667,-6.75}],GeoPosition[{41.40666667,2.15805556}],GeoPosition[{40.19317341,-5.80702617}],GeoPosition[ {39.5091209,2.5302801}],GeoPosition[{41.25903,1.77278}],GeoPosition[{41.38025704,2.12378838}],GeoPosition[ {38.3705292,-0.41053}],GeoPosition[{41.3833,2.18333}],GeoPosition[{36.84489002,-2.94786215}],GeoPosition[ {37.7738603,-3.7886324}],GeoPosition[{41.40982618,2.16446349}],GeoPosition[{41.40776825,2.12268686}],GeoPosition[ {45.60304946,10.62768459}],GeoPosition[{40.15,-5.23333}],GeoPosition[{41.4696094,2.0831756}],GeoPosition[ {43.55517304,-5.92306852}],GeoPosition[{41.6552101,-4.7192612}],GeoPosition[{37.4667,-4.45}],GeoPosition[ {40.50828635,-3.68261933}],GeoPosition[{40.50828635,-3.68261933}],GeoPosition[{40.50828635,-3.68261933}],GeoPosition[ {37.9861,-1.1303}],GeoPosition[{41.3793417,2.1575418}],GeoPosition[{41.18785841,1.5693812}],GeoPosition[ {41.28156,1.97815}],GeoPosition[{41.6428108,-0.88467}],GeoPosition[{40.03483308,-3.61868332}],GeoPosition[ {38.38981228,-0.44274914}],GeoPosition[{37.38593234,-6.00222932}],GeoPosition[{37.3657765,-6.3280616}],GeoPosition[ {36.7223252,-4.4836007}],GeoPosition[{36.7167,-4.41667}],GeoPosition[{39.4699075,-0.3762881}],GeoPosition[ {41.18746338,1.57661376}],GeoPosition[{40.28486316,-3.20658199}],GeoPosition[{40.4333,-3.53333}],GeoPosition[ {40.43203663,-3.69722128}],GeoPosition[{40.4205128,-3.62612385}],GeoPosition[{41.114109,1.24194}],GeoPosition[ {36.7167,-4.41667}],GeoPosition[{41.3833,2.18333}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {40.4167,-3.70325}],GeoPosition[{41.66915383,-0.83746999}],GeoPosition[{41.4833,-7.18333}],GeoPosition[ {38.7167,-9.13333}],GeoPosition[{39.4817893,-0.3562247}],GeoPosition[{41.9035606,12.4765301}],GeoPosition[ {40.46768205,-3.61589919}],GeoPosition[{41.72369355,-1.03490153}],GeoPosition[{41.60407624,-0.82209848}],GeoPosition[ {39.4702,-0.376805}],GeoPosition[{41.5333,2.45}],GeoPosition[{36.61513253,-4.50625361}],GeoPosition[ {40.9667,-5.65}],GeoPosition[{41.3947846,2.14731709}],GeoPosition[{37.17686144,-3.59002549}],GeoPosition[ {41.4349502,2.1774389}],GeoPosition[{41.14002886,-8.6133698}],GeoPosition[{41.3833,2.18333}],GeoPosition[ {38.39664389,-6.40744303}],GeoPosition[{41.6072407,0.62259226}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[ {41.6715889,-0.88501}],GeoPosition[{38.39661079,-6.40737212}],GeoPosition[{40.86498424,-0.51727948}],GeoPosition[ {40.41649878,-3.6841619}],GeoPosition[{43.76095687,7.46446609}],GeoPosition[{36.1897,-5.92167}],GeoPosition[ {43.30972222,-2.0075}],GeoPosition[{41.4833,-7.18333}],GeoPosition[{38.61472222,-1.11972222}],GeoPosition[ {41.56638889,2.0825}],GeoPosition[{38.39661079,-6.40737212}],GeoPosition[{43.73666667,-7.87722222}],GeoPosition[ {37.785,-3.9025}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {37.38412623,-6.00889694}],GeoPosition[{40.44700241,-3.65374637}],GeoPosition[{41.44044113,2.1635201}],GeoPosition[ {41.36854172,2.1735723}],GeoPosition[{41.45503616,2.18825746}],GeoPosition[{37.19972222,-3.60472222}],GeoPosition[ {39.46666667,-0.38333333}],GeoPosition[{38.35281051,-0.4137092}],GeoPosition[{40.49357,-3.70939}],GeoPosition[ {38.39661079,-6.40737212}],GeoPosition[{42.96237187,13.87833696}],GeoPosition[{41.38025704,2.12378838}],GeoPosition[ {41.224216,1.724874}],GeoPosition[{53.7167,11.9167}],GeoPosition[{36.5333,-6.18333}],GeoPosition[ {51.42706362,6.994077}],GeoPosition[{38.8894751,-6.8996944}],GeoPosition[{40.4258003,-3.5395401}],GeoPosition[ {40.46768205,-3.61589919}],GeoPosition[{48.885851,2.293487}],GeoPosition[{54.5259614,15.2551187}],GeoPosition[ {43.56158505,-5.9746395}],GeoPosition[{41.39083333,2.18055556}],GeoPosition[{40.48354721,-3.85894918}],GeoPosition[ {40.46916962,-3.81607008}],GeoPosition[{40.42129898,-3.6016705}],GeoPosition[{40.4235039,-3.6088736}],GeoPosition[ {57.65321326,-3.3340542}],GeoPosition[{48.85403318,2.34812112}],GeoPosition[{39.9,-5.76667}],GeoPosition[ {40.3511319,-3.8819249}],GeoPosition[{42.34192464,-3.69934559}],GeoPosition[{53.3474756,-6.2608002}],GeoPosition[ {37.41915522,-5.98599965}],GeoPosition[{38.39643192,-6.40757136}],GeoPosition[{39.4856939,-0.36211967}],GeoPosition[ {40.46768205,-3.61589919}],GeoPosition[{36.71905361,-4.41957209}],GeoPosition[{41.3833,2.18333}],GeoPosition[ {39.4546915,-0.3787292}],GeoPosition[{37.09428594,-3.3987036}],GeoPosition[{43.3774734,-8.4031811}],GeoPosition[ {41.4033037,2.1635974}],GeoPosition[{36.5333,-6.18333}],GeoPosition[{41.6184804,-4.7630926}],GeoPosition[ {42.1667,-1.7}],GeoPosition[{39.96476336,-4.8341666}],GeoPosition[{38.39681589,-6.40728956}],GeoPosition[ {41.3879,2.16992}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{43.3774734,-8.4031811}],GeoPosition[ {39.4594,-0.391606}],GeoPosition[{41.409831,2.215012}],GeoPosition[{48.8727989,2.2969799}],GeoPosition[ {39.4833,-6.36667}],GeoPosition[{43.75007832,-7.72252586}],GeoPosition[{41.37913978,2.19221977}],GeoPosition[ {40.462955,-3.6162862}],GeoPosition[{38.39681589,-6.40728956}],GeoPosition[{39.4674,-0.37576}],GeoPosition[ {41.64649,-0.880018}],GeoPosition[{40.4280891,-3.6677699}],GeoPosition[{40.41507458,-3.69429494}],GeoPosition[ {41.10622008,1.14807665}],GeoPosition[{40.46768205,-3.61589919}],GeoPosition[{41.4139448,1.9979506}],GeoPosition[ {47.49040173,19.07030449}],GeoPosition[{37.3772,-5.98694}],GeoPosition[{41.59344737,-4.83063497}],GeoPosition[ {41.55608017,2.03218631}],GeoPosition[{41.16855363,-8.54427606}],GeoPosition[{40.42028,-3.70578}],GeoPosition[ {39.46860105,-0.36600397}],GeoPosition[{39.95604669,-3.93115762}],GeoPosition[{39.59515217,2.64847281}],GeoPosition[ {36.5333,-6.2833}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.56932626,-3.25802539}],GeoPosition[ {41.3833,2.18333}],GeoPosition[{43.54502847,-5.66344877}],GeoPosition[{41.37269476,2.16140429}],GeoPosition[ {37.1446915,-3.6050999}],GeoPosition[{53.43835,-2.2773}],GeoPosition[{40.476906,-3.61427}],GeoPosition[ {38.5263835,-6.44764237}],GeoPosition[{42.35,-3.7}],GeoPosition[{43.14415083,-4.81169823}],GeoPosition[ {40.6422195,-8.6551399}],GeoPosition[{36.6718597,-5.4460502}],GeoPosition[{40.42209784,-3.69906751}],GeoPosition[ {42.40194,-8.80973}],GeoPosition[{49.3713141,6.2864193}],GeoPosition[{40.42293899,-3.69744963}],GeoPosition[ {45.06576409,7.68142729}],GeoPosition[{36.7004832,-3.41673446}],GeoPosition[{40.42277319,-3.70080585}],GeoPosition[ {41.224227,1.724856}],GeoPosition[{35.16899726,-5.25678501}],GeoPosition[{40.3921394,-3.73122}],GeoPosition[ {42.60163383,-5.57979473}],GeoPosition[{42.51286069,-8.8147315}],GeoPosition[{41.41954,2.16072}],GeoPosition[ {41.14767508,-8.6112595}],GeoPosition[{40.2932481,-3.7457669}],GeoPosition[{37.3833,-2.13333}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{36.49034829,-4.95158902}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.47498665,-3.83677413}],GeoPosition[{40.48226421,-3.71748238}],GeoPosition[ {39.06611111,-5.72277778}],GeoPosition[{39.98257299,-4.27929124}],GeoPosition[{40.462955,-3.6162862}],GeoPosition[ {40.33318511,-3.86632233}],GeoPosition[{38.39662621,-6.40747312}],GeoPosition[{41.72369355,-1.03490153}],GeoPosition[ {40.4,-1.9}],GeoPosition[{48.9338758,2.3067431}],GeoPosition[{37.39291969,-5.98688863}],GeoPosition[ {43.16840192,-2.5735428}],GeoPosition[{42.8014,-1.65972}],GeoPosition[{37.11160524,-3.64170898}],GeoPosition[ {41.4022339,2.14669042}],GeoPosition[{37.9333,-4.5}],GeoPosition[{37.3828,-5.97317}],GeoPosition[ {68.2319031,14.5652199}],GeoPosition[{42.2890546,1.8542072}],GeoPosition[{40.41147196,-3.7507313}],GeoPosition[ {37.3979059,-5.97599012}],GeoPosition[{39.47985,-0.3464999}],GeoPosition[{41.5333,2.45}],GeoPosition[ {38.39661908,-6.40746868}],GeoPosition[{41.55608017,2.03218631}],GeoPosition[{40.48775826,-3.65080833}],GeoPosition[ {36.73212222,-4.56277778}],GeoPosition[{40.4064828,-3.69036763}],GeoPosition[{40.48462484,-3.66295338}],GeoPosition[ {43.34135248,-8.40358392}],GeoPosition[{37.38943,-6.0008}],GeoPosition[{41.87387387,12.51022731}],GeoPosition[ {36.7167,-4.41667}],GeoPosition[{36.0125,-5.60556}],GeoPosition[{40.35473945,-5.17385845}],GeoPosition[ {39.4694405,-6.38026}],GeoPosition[{41.752,1.8745}],GeoPosition[{36.70405,-6.42883}],GeoPosition[ {40.36169665,0.40217726}],GeoPosition[{41.3673246,2.1107471}],GeoPosition[{40.96343,-5.66454}],GeoPosition[ {40.43052088,-3.53918216}],GeoPosition[{38.89207647,1.40930872}],GeoPosition[{40.42715,-3.67445}],GeoPosition[ {40.43149701,-3.68684557}],GeoPosition[{36.16105839,-5.34923287}],GeoPosition[{40.34751,-3.90794}],GeoPosition[ {43.0323419,-2.400418}],GeoPosition[{41.41372201,2.15326408}],GeoPosition[{38.01540648,-1.17311298}],GeoPosition[ {48.87784344,2.36513527}],GeoPosition[{39.46666667,-0.38333333}],GeoPosition[{37.98790611,-1.12581841}],GeoPosition[ {40.38234788,-3.69520294}],GeoPosition[{41.6295481,27.5094855}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {45.60304946,10.62768459}],GeoPosition[{40.4167,-3.70325}],GeoPosition[{39.50819418,-0.32197844}],GeoPosition[ {42.0240534,-4.537383}],GeoPosition[{41.38001,2.14664}],GeoPosition[{36.7332189,-4.3789568}],GeoPosition[ {41.3879,2.16992}],GeoPosition[{40.415364,-3.707398}],GeoPosition[{40.41649878,-3.6841619}],GeoPosition[ {37.32150947,-5.41912155}],GeoPosition[{41.5404699,2.4395095}],GeoPosition[{37.37146919,-5.98893693}],GeoPosition[ {39.1955627,-0.4322353}],GeoPosition[{37.36732439,-5.75599185}],GeoPosition[{36.7332475,-4.3789465}],GeoPosition[ {37.8833,-4.76667}],GeoPosition[{37.381516,-5.965823}],GeoPosition[{46.15874,13.19389}],GeoPosition[ {40.438366,-3.6767437}],GeoPosition[{40.3281,-3.7644}],GeoPosition[{36.733256,-4.3789266}],GeoPosition[ {39.1955741,-0.4322351}],GeoPosition[{41.9866791,2.8229401}],GeoPosition[{51.9167,4.5}],GeoPosition[ {37.7425799,-0.95403}],GeoPosition[{37.9861,-1.1303}],GeoPosition[{43.47152904,-3.78045655}],GeoPosition[ {41.97895,-6.16966}],GeoPosition[{41.5415,2.26885}],GeoPosition[{41.48249,2.14305}],GeoPosition[ {51.4939003,7.45296}],GeoPosition[{37.3834114,-5.9937501}],GeoPosition[{40.47901042,-3.57210159}],GeoPosition[ {41.61277847,-4.68727137}],GeoPosition[{41.65727195,-0.88164551}],GeoPosition[{36.7332563,-4.3788709}],GeoPosition[ {43.2569,-2.9236}],GeoPosition[{40.96343,-5.66454}],GeoPosition[{41.1200683,-7.7298081}],GeoPosition[ {42.25548679,-8.80074637}],GeoPosition[{36.7332482,-4.3788915}],GeoPosition[{39.03746956,-5.23849636}],GeoPosition[ {42.06069563,-6.64031075}],GeoPosition[{40.45259027,-3.68536378}],GeoPosition[{40.41888723,-3.800776}],GeoPosition[ {37.2844,-5.92417}],GeoPosition[{38.33096042,-0.51113871}],GeoPosition[{39.614607,2.707745}],GeoPosition[ {41.40771587,2.20581651}],GeoPosition[{43.25834486,-2.92409829}],GeoPosition[{38.9,-6.33333333}],GeoPosition[ {40.4818916,-3.36712}],GeoPosition[{36.8333,-2.45}],GeoPosition[{50.11899,8.733825}],GeoPosition[ {39.4634878,-0.3918354}],GeoPosition[{40.58888889,-4.14777778}],GeoPosition[{36.71769346,-4.41354459}],GeoPosition[ {38.88869109,-3.71188946}],GeoPosition[{41.224212,1.724859}],GeoPosition[{41.6552096,-4.7192796}],GeoPosition[ {41.4614583,2.0241111}],GeoPosition[{43.5333,-5.83333}],GeoPosition[{43.4,-3.71667}],GeoPosition[ {36.4163717,-6.1517883}],GeoPosition[{43.2964,5.37}],GeoPosition[{42.81920026,-2.77861753}],GeoPosition[ {42.52953961,-9.00028188}],GeoPosition[{37.3819958,-5.9731961}],GeoPosition[{40.4167,-3.70325}],GeoPosition[ {36.7332531,-4.3789224}],GeoPosition[{37.3828,-5.97317}],GeoPosition[{43.32425669,-1.97852612}],GeoPosition[ {36.7332306,-4.3789469}],GeoPosition[{40.41633464,-3.69494677}],GeoPosition[{39.4635054,-0.3916986}],GeoPosition[ {45.44121619,12.33421047}],GeoPosition[{36.71201272,-4.43176547}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {41.43483853,2.14807711}],GeoPosition[{41.224202,1.724835}],GeoPosition[{40.45036048,-3.69824007}],GeoPosition[ {41.65,-4.71667}],GeoPosition[{38.7167,0.05}],GeoPosition[{37.3167,-4.36667}],GeoPosition[ {40.9667,-5.65}],GeoPosition[{39.57524248,2.71628472}],GeoPosition[{39.9833,-4.61667}],GeoPosition[ {39.46666667,-0.38333333}],GeoPosition[{37.6013499,-0.97965}],GeoPosition[{39.85760285,-4.02100872}],GeoPosition[ {40.42104358,-3.72034192}],GeoPosition[{40.42702232,-3.68672031}],GeoPosition[{40.3907697,-3.6327048}],GeoPosition[ {40.47592636,-3.67217572}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.6264211,14.37920785}],GeoPosition[ {42.,-6.21667}],GeoPosition[{40.46239711,-3.81081647}],GeoPosition[{37.2588501,-6.9339399}],GeoPosition[ {39.224154,-0.516736}],GeoPosition[{38.38994247,-0.44423691}],GeoPosition[{37.94092108,-0.7306267}],GeoPosition[ {43.3715,-8.396}],GeoPosition[{41.5333,2.45}],GeoPosition[{39.4594,-0.391606}],GeoPosition[ {37.182637,-3.5939744}],GeoPosition[{39.4333,-0.466667}],GeoPosition[{40.42922,-3.70723}],GeoPosition[ {39.5780542,2.6461941}],GeoPosition[{35.34953461,33.25709772}],GeoPosition[{40.638415,-8.5477983}],GeoPosition[ {41.224215,1.724877}],GeoPosition[{43.2687,-2.9461}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {37.983,-1.1302}],GeoPosition[{37.3877,-6.0018}],GeoPosition[{39.4692,-0.3768}],GeoPosition[ {41.6517,-0.8813}],GeoPosition[{41.1833,1.56667}],GeoPosition[{39.4634785,-0.3917292}],GeoPosition[ {39.06611111,-5.72277778}],GeoPosition[{42.2355919,-8.7164097}],GeoPosition[{48.94110986,2.1932199}],GeoPosition[ {37.55984239,-1.27587659}],GeoPosition[{42.,-6.21667}],GeoPosition[{36.13506458,-5.46241353}],GeoPosition[ {37.360152,-5.9876598}],GeoPosition[{40.42538952,-3.70395309}],GeoPosition[{40.7333,-4.06667}],GeoPosition[ {37.3572197,-6.00280905}],GeoPosition[{36.48718805,-4.72412236}],GeoPosition[{39.463449,-0.3916638}],GeoPosition[ {42.87719444,-8.54684948}],GeoPosition[{41.3873598,2.1594735}],GeoPosition[{41.4003983,2.1500001}],GeoPosition[ {38.3705292,-0.41053}],GeoPosition[{38.82907894,0.12557407}],GeoPosition[{38.3646339,-0.4605819}],GeoPosition[ {40.4064828,-3.69036763}],GeoPosition[{41.145,-8.61}],GeoPosition[{37.385849,-5.99927}],GeoPosition[ {42.97705021,-1.85125303}],GeoPosition[{42.,-6.21667}],GeoPosition[{41.6552002,-4.719248}],GeoPosition[ {43.0083458,-1.89365514}],GeoPosition[{38.38994247,-0.44423691}],GeoPosition[{41.3860893,2.1747301}],GeoPosition[ {36.4333,-5.45}],GeoPosition[{42.77374707,-0.36675453}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {41.70611111,-4.85194444}],GeoPosition[{47.3167,5.01667}],GeoPosition[{41.224209,1.724835}],GeoPosition[ {43.5324146,-5.6679341}],GeoPosition[{36.5333,-6.2833}],GeoPosition[{40.2,-3.66667}],GeoPosition[ {40.3907697,-3.6327048}],GeoPosition[{42.2890546,1.8542072}],GeoPosition[{40.4167,-3.70325}],GeoPosition[ {40.3990956,-3.6004129}],GeoPosition[{36.72078605,-4.40629772}],GeoPosition[{36.71238555,-4.4296818}],GeoPosition[ {42.81353676,-1.64578527}],GeoPosition[{45.75459255,21.22536433}],GeoPosition[{43.0323719,-2.4004214}],GeoPosition[ {41.6109601,0.6167322}],GeoPosition[{42.2355919,-8.7164097}],GeoPosition[{43.25004858,-2.90435926}],GeoPosition[ {40.43602,-3.64901}],GeoPosition[{41.65106687,-0.87024271}],GeoPosition[{40.3943783,-3.5054083}],GeoPosition[ {40.0572895,-3.5283741}],GeoPosition[{40.0650925,-3.5255086}],GeoPosition[{40.4507878,-3.7398483}],GeoPosition[ {40.2661525,-3.6906806}],GeoPosition[{40.4497494,-3.5733501}],GeoPosition[{40.53264,-3.61694}],GeoPosition[ {40.56029,-3.59884}],GeoPosition[{37.2,-4.65}],GeoPosition[{40.4234333,-3.8849138}],GeoPosition[ {40.55627,-3.7104556}],GeoPosition[{40.8248637,-3.9456019}],GeoPosition[{40.3228748,-3.7303445}],GeoPosition[ {40.3688812,-3.7979584}],GeoPosition[{40.55627,-3.7104556}],GeoPosition[{53.43835,-2.2773}],GeoPosition[ {40.51021796,-3.34806565}],GeoPosition[{37.9905301,-1.1617221}],GeoPosition[{40.1108189,0.15086889}],GeoPosition[ {41.91116433,12.61823203}],GeoPosition[{46.7712101,23.6236353}],GeoPosition[{39.46538104,-0.37062739}],GeoPosition[ {38.35,-0.483333}],GeoPosition[{43.0323822,-2.4004331}],GeoPosition[{39.8833,4.25}],GeoPosition[ {37.1881754,-3.6224605}],GeoPosition[{41.65254681,-4.72129014}],GeoPosition[{40.43773569,-3.6870083}],GeoPosition[ {40.39419894,-3.79642901}],GeoPosition[{42.8833,-8.55}],GeoPosition[{42.0333,-6.33333}],GeoPosition[ {40.4497945,-3.7317525}],GeoPosition[{41.38131714,2.10107636}],GeoPosition[{41.224216,1.724841}],GeoPosition[ {37.18331937,-6.98032316}],GeoPosition[{42.2355919,-8.7164097}],GeoPosition[{45.02895739,11.64360068}],GeoPosition[ {40.40600522,-3.69980188}],GeoPosition[{41.38013665,2.17483993}],GeoPosition[{36.75962407,-3.86726228}],GeoPosition[ {44.43537569,26.09778292}],GeoPosition[{39.66189,-0.21087}],GeoPosition[{37.6667,-1.7}],GeoPosition[ {40.03846288,0.05050801}],GeoPosition[{39.1956214,-0.4320038}],GeoPosition[{37.8833,-4.76667}],GeoPosition[ {37.1878473,-3.6224279}],GeoPosition[{42.21472958,-8.77550853}],GeoPosition[{39.0333,-9.4}],GeoPosition[ {40.3846131,-3.6260547}],GeoPosition[{38.4716395,-0.7932554}],GeoPosition[{45.02895739,11.64360068}],GeoPosition[ {43.36685728,-8.41349042}],GeoPosition[{39.93804873,-0.09997986}],GeoPosition[{41.3745613,2.1672699}],GeoPosition[ {40.42494967,-3.67654091}],GeoPosition[{37.37195,-5.95112}],GeoPosition[{37.9333,-1.15}],GeoPosition[ {37.5738716,-4.6599898}],GeoPosition[{40.3281,-3.7644}],GeoPosition[{48.84611111,2.34583333}],GeoPosition[ {40.41649878,-3.6841619}],GeoPosition[{39.4833,-6.36667}],GeoPosition[{40.4648982,-3.5703558}],GeoPosition[ {40.4124417,-3.7106693}],GeoPosition[{38.29875346,-0.67824262}],GeoPosition[{41.50614904,-5.74529811}],GeoPosition[ {40.4729481,-3.6437996}],GeoPosition[{37.6,-0.983333}],GeoPosition[{38.38966501,27.15588739}],GeoPosition[ {41.15,-8.61667}],GeoPosition[{52.75,5.13333}],GeoPosition[{51.3574493,1.4371859}],GeoPosition[ {42.2355919,-8.7164097}],GeoPosition[{40.4631194,-3.8075638}],GeoPosition[{37.37043825,-5.99123419}],GeoPosition[ {45.09349267,7.66562437}],GeoPosition[{40.41501124,-3.71091991}],GeoPosition[{41.68333333,-3.68333333}],GeoPosition[ {42.0333,-6.33333}],GeoPosition[{43.49945166,13.15243009}],GeoPosition[{43.35088642,-4.06495296}],GeoPosition[ {36.7167,-4.41667}],GeoPosition[{36.51788694,-6.28615288}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.42168127,-3.53305469}],GeoPosition[{40.4544799,-3.69403}],GeoPosition[ {36.6,-6.23333}],GeoPosition[{41.45503616,2.18825746}],GeoPosition[{38.471976,-0.792066}],GeoPosition[ {41.39114,2.1568999}],GeoPosition[{41.3611412,2.13092136}],GeoPosition[{40.49633789,-3.72628808}],GeoPosition[ {40.4085124,-3.700908}],GeoPosition[{36.76333611,-2.10864129}],GeoPosition[{40.40954065,-3.69317219}],GeoPosition[ {37.375278,-5.999444}],GeoPosition[{51.49974047,-0.12828507}],GeoPosition[{41.3943819,2.1131154}],GeoPosition[ {41.3943819,2.1131154}],GeoPosition[{41.020252,-1.267944}],GeoPosition[{41.38025704,2.12378838}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{51.48180563,-3.1806911}],GeoPosition[{37.8833,-4.76667}],GeoPosition[ {40.0605927,-6.6640029}],GeoPosition[{39.3617312,-7.1372153}],GeoPosition[{36.70396501,-4.43506175}],GeoPosition[ {43.55,7.01667}],GeoPosition[{43.77590989,11.24639527}],GeoPosition[{43.3787805,-5.8294078}],GeoPosition[ {43.36838528,-8.39237308}],GeoPosition[{40.41386695,-3.70365584}],GeoPosition[{40.40947014,-3.70016052}],GeoPosition[ {39.48910502,2.47767764}],GeoPosition[{39.13761485,-5.62769288}],GeoPosition[{36.70396501,-4.43506175}],GeoPosition[ {42.0167,-6.38333}],GeoPosition[{41.38740241,2.12375164}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {40.59005114,-4.04868358}],GeoPosition[{37.8074755,-2.5431451}],GeoPosition[{44.82916667,-0.59777778}],GeoPosition[ {40.42277778,-3.71194444}],GeoPosition[{43.3167,-1.98333}],GeoPosition[{38.82360236,-3.39587473}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.50329591,-3.69855957}],GeoPosition[{40.50329591,-3.69855957}],GeoPosition[ {40.50329591,-3.69855957}],GeoPosition[{41.54859167,2.1075}],GeoPosition[{41.5833,2.58333}],GeoPosition[ {40.4888775,-3.3669652}],GeoPosition[{41.6411333,2.7121609}],GeoPosition[{40.50329591,-3.69855957}],GeoPosition[ {40.50329591,-3.69855957}],GeoPosition[{40.50329591,-3.69855957}],GeoPosition[{42.3167,-8.78333}],GeoPosition[ {41.56097779,2.00754703}],GeoPosition[{43.2687,-2.9461}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {37.983,-1.1302}],GeoPosition[{39.5715,2.6469}],GeoPosition[{37.3877,-6.0018}],GeoPosition[ {39.4692,-0.3768}],GeoPosition[{41.6517,-0.8813}],GeoPosition[{41.5404758,2.4394802}],GeoPosition[ {40.55249111,-3.61714044}],GeoPosition[{43.1560839,-5.8293127}],GeoPosition[{39.46666667,-0.38333333}],GeoPosition[ {41.29710007,2.07845998}],GeoPosition[{37.3667,-6.06667}],GeoPosition[{37.8833,-4.76667}],GeoPosition[ {41.3888806,2.12872655}],GeoPosition[{40.42,-3.68888889}],GeoPosition[{36.5167,-4.88333}],GeoPosition[ {39.06611111,-5.72277778}],GeoPosition[{40.2667,-5.85}],GeoPosition[{40.09154,0.13746}],GeoPosition[ {38.28756186,-0.55259943}],GeoPosition[{43.1560832,-5.8293118}],GeoPosition[{38.9861,-3.92726}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{42.0167,-6.38333}],GeoPosition[{37.199383,-7.3182719}],GeoPosition[ {38.7017517,-0.48398}],GeoPosition[{42.81679419,-1.64278243}],GeoPosition[{40.43159,-3.69814}],GeoPosition[ {42.65056127,-2.04362678}],GeoPosition[{37.19179037,-3.59559559}],GeoPosition[{40.31764953,-3.72298574}],GeoPosition[ {39.866724,-4.0277445}],GeoPosition[{40.55,-3.46667}],GeoPosition[{40.46677941,-3.61746661}],GeoPosition[ {40.40013,-3.69714}],GeoPosition[{43.4462697,-4.9321096}],GeoPosition[{38.87267461,-6.9805445}],GeoPosition[ {42.8334891,-1.6722164}],GeoPosition[{37.27443,-6.0627136}],GeoPosition[{37.4736958,-5.6366749}],GeoPosition[ {37.92105718,-2.98776794}],GeoPosition[{45.46344,9.19014}],GeoPosition[{36.53231,-6.29704}],GeoPosition[ {40.42396377,-3.6720743}],GeoPosition[{41.3833,2.18333}],GeoPosition[{40.41865966,-3.73402802}],GeoPosition[ {37.18331937,-6.98032316}],GeoPosition[{39.55691361,2.68276668}],GeoPosition[{41.65869353,-0.9109211}],GeoPosition[ {43.3774734,-8.4031811}],GeoPosition[{38.3634088,-0.495259}],GeoPosition[{42.14360371,-8.82360183}],GeoPosition[ {39.9827174,-0.0400393}],GeoPosition[{41.3879,2.16992}],GeoPosition[{38.3705292,-0.41053}],GeoPosition[ {43.2644081,-2.9342501}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{38.84063649,0.1098303}],GeoPosition[ {41.39252,2.14084}],GeoPosition[{51.8834551,4.4883539}],GeoPosition[{41.3672888,2.1107505}],GeoPosition[ {40.591045,-4.148589}],GeoPosition[{41.9749718,2.81902}],GeoPosition[{42.5,-8.8}],GeoPosition[ {37.18501393,-3.77673849}],GeoPosition[{40.46416097,-3.95311313}],GeoPosition[{37.17149,-3.60726}],GeoPosition[ {40.4833,-3.58333}],GeoPosition[{40.4064282,-3.60035407}],GeoPosition[{39.4693824,-6.3815853}],GeoPosition[ {38.55638906,-0.96385441}],GeoPosition[{42.1293503,-2.234018}],GeoPosition[{41.8802419,-1.7819714}],GeoPosition[ {37.9667,23.7167}],GeoPosition[{42.5578979,0.0518154}],GeoPosition[{41.72369355,-1.03490153}],GeoPosition[ {41.61519108,-0.91308637}],GeoPosition[{41.64827536,-0.87764625}],GeoPosition[{41.60407624,-0.82209848}],GeoPosition[ {41.72369355,-1.03490153}],GeoPosition[{41.64827536,-0.87764625}],GeoPosition[{42.77374707,-0.36675453}],GeoPosition[ {41.42324736,2.18695635}],GeoPosition[{41.5225511,0.3882459}],GeoPosition[{40.42023261,-3.70582086}],GeoPosition[ {43.0323958,-2.4003092}],GeoPosition[{35.3167,-2.95}],GeoPosition[{37.3772,-5.98694}],GeoPosition[ {48.86148756,2.33529121}],GeoPosition[{41.6552101,-4.7192612}],GeoPosition[{39.19615,-2.16372}],GeoPosition[ {40.424221,-3.7012501}],GeoPosition[{37.8833,-4.76667}],GeoPosition[{42.3412354,-3.696055}],GeoPosition[ {41.7112367,1.8356687}],GeoPosition[{42.60163383,-5.57979473}],GeoPosition[{40.56505365,-3.26516796}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{40.4201012,-3.7028}],GeoPosition[{45.75766024,4.83311067}],GeoPosition[ {43.37090042,-8.39742498}],GeoPosition[{37.41144,-4.48778}],GeoPosition[{36.7463195,-4.08211399}],GeoPosition[ {41.3672895,2.1107478}],GeoPosition[{42.34718,-3.68115}],GeoPosition[{52.50483075,13.44444736}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{42.44052929,-8.63658428}],GeoPosition[{49.51362998,5.77930251}],GeoPosition[ {40.78577497,-4.00070742}],GeoPosition[{38.9905371,-3.9196717}],GeoPosition[{41.3879,2.16992}],GeoPosition[ {52.3731,4.8922}],GeoPosition[{37.8877187,-4.7692729}],GeoPosition[{40.3167,-3.85}],GeoPosition[ {36.53563963,-6.30098758}],GeoPosition[{38.25,-0.7}],GeoPosition[{39.9833,-0.0333333}],GeoPosition[ {43.77570708,7.50670585}],GeoPosition[{39.4791803,-0.3371708}],GeoPosition[{38.6833,-6.4}],GeoPosition[ {37.3843498,-6.00424}],GeoPosition[{40.53023618,-3.38886608}],GeoPosition[{42.80457376,-1.63732336}],GeoPosition[ {40.44388889,-3.58611111}],GeoPosition[{40.70574322,-3.42666771}],GeoPosition[{39.0103658,-1.8691185}],GeoPosition[ {36.7835463,-6.3573595}],GeoPosition[{37.34895308,-5.9874022}],GeoPosition[{41.15,1.4}],GeoPosition[ {38.97761701,1.30102262}],GeoPosition[{40.4915807,-3.5930475}],GeoPosition[{37.3772,-5.98694}],GeoPosition[ {40.42910005,-3.67530011}],GeoPosition[{36.71811886,-4.4208225}],GeoPosition[{39.47370556,-0.35601416}],GeoPosition[ {41.38647477,2.16373174}],GeoPosition[{39.14905425,-0.44045279}],GeoPosition[{41.1150093,1.2514499}],GeoPosition[ {40.1079736,-3.3847199}],GeoPosition[{40.4069722,-3.6704034}],GeoPosition[{38.5103416,-6.78302}],GeoPosition[ {38.0833,-6.41667}],GeoPosition[{40.4168091,-3.70456}],GeoPosition[{38.90917,1.43287}],GeoPosition[ {37.34383011,-5.98705912}],GeoPosition[{39.47544058,-0.40824795}],GeoPosition[{42.6037789,-5.5829814}],GeoPosition[ {42.8667,-2.16667}],GeoPosition[{40.469706,-3.6871866}],GeoPosition[{41.00682023,28.97582984}],GeoPosition[ {36.6653772,-4.5516081}],GeoPosition[{40.41704446,-3.70354074}],GeoPosition[{41.3869497,2.16965425}],GeoPosition[ {40.45259027,-3.68536378}],GeoPosition[{40.41198,-3.70104}],GeoPosition[{43.459259,-3.8271899}],GeoPosition[ {37.28584,-6.05373}],GeoPosition[{38.90446484,1.42883427}],GeoPosition[{39.4757124,-6.3903759}],GeoPosition[ {37.39029776,-5.99825245}],GeoPosition[{40.44343,-3.7026}],GeoPosition[{37.3167,-4.36667}],GeoPosition[ {41.54859167,2.1075}],GeoPosition[{40.4234788,-3.69112658}],GeoPosition[{36.6333,-5.2}],GeoPosition[ {40.4426308,-3.70205}],GeoPosition[{50.94708374,6.97965582}],GeoPosition[{42.01666667,-4.53333333}],GeoPosition[ {43.46883131,-3.82924811}],GeoPosition[{40.4,-3.68333}],GeoPosition[{39.48090959,-0.34301324}],GeoPosition[ {37.9899497,-0.68681734}],GeoPosition[{51.48582258,-0.17309974}],GeoPosition[{41.38684519,2.16994041}],GeoPosition[ {39.45620535,-0.3521486}],GeoPosition[{52.47567955,-1.88724569}],GeoPosition[{39.98333333,-4.28138889}],GeoPosition[ {38.78931412,0.1663791}],GeoPosition[{42.25050358,3.07385445}],GeoPosition[{39.86485635,-0.1236399}],GeoPosition[ {40.45706502,-3.6920281}],GeoPosition[{39.4255,-0.4201}],GeoPosition[{36.17553824,-5.43657313}],GeoPosition[ {40.34453,-3.84434}],GeoPosition[{36.9995839,-3.26527708}],GeoPosition[{39.49262985,-0.4585835}],GeoPosition[ {40.50828635,-3.68261933}],GeoPosition[{40.50828635,-3.68261933}],GeoPosition[{40.50828635,-3.68261933}],GeoPosition[ {40.50828635,-3.68261933}],GeoPosition[{36.69231758,-4.47049872}],GeoPosition[{37.32150947,-5.41912155}],GeoPosition[ {36.4551439,-6.2040565}],GeoPosition[{51.46535279,-0.11480406}],GeoPosition[{39.4922818,-0.3831293}],GeoPosition[ {39.4833,-6.58333}],GeoPosition[{39.48090959,-0.34301324}],GeoPosition[{43.7833,11.25}],GeoPosition[ {36.13480222,-5.46253179}],GeoPosition[{42.6151683,-7.970096}],GeoPosition[{53.71468796,-1.86634943}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[{35.90495,14.49626}],GeoPosition[ {48.94116683,2.19327956}],GeoPosition[{40.70784442,0.57979057}],GeoPosition[{39.4913386,-0.4735739}],GeoPosition[ {40.4539719,-3.6940601}],GeoPosition[{43.30972222,-2.0075}],GeoPosition[{36.7910449,-4.163419}],GeoPosition[ {41.56638889,2.0825}],GeoPosition[{38.61472222,-1.11972222}],GeoPosition[{40.4127475,-3.7182339}],GeoPosition[ {43.73666667,-7.87722222}],GeoPosition[{45.43372,12.33346}],GeoPosition[{37.785,-3.9025}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{37.19972222,-3.60472222}],GeoPosition[ {37.09998,-3.44547}],GeoPosition[{50.2122,-5.29444}],GeoPosition[{40.6344308,-4.0178426}],GeoPosition[ {40.41865808,-3.69173378}],GeoPosition[{37.16917032,-3.5887004}],GeoPosition[{38.471976,-0.792066}],GeoPosition[ {40.45199179,-3.69452971}],GeoPosition[{38.8894751,-6.8996944}],GeoPosition[{38.7167,-9.13333}],GeoPosition[ {38.02701818,23.81597317}],GeoPosition[{36.73631644,-4.48424953}],GeoPosition[{38.9833,-1.85}],GeoPosition[ {43.4094,-3.42444}],GeoPosition[{45.4352875,12.3330345}],GeoPosition[{42.00962616,-4.53287194}],GeoPosition[ {41.3819518,2.1757278}],GeoPosition[{48.88677456,2.34078359}],GeoPosition[{36.7166015,-4.45347026}],GeoPosition[ {40.4244585,-3.6990948}],GeoPosition[{40.4729443,-3.6438054}],GeoPosition[{38.76666667,-9.15}],GeoPosition[ {37.98349606,-1.11367174}],GeoPosition[{37.6302515,-0.9314041}],GeoPosition[{42.2654719,-8.6695925}],GeoPosition[ {40.3921066,-3.85508976}],GeoPosition[{43.36,-5.845}],GeoPosition[{39.8669707,-4.0275996}],GeoPosition[ {38.7,-0.466667}],GeoPosition[{38.25,-0.7}],GeoPosition[{40.41663279,-3.70355129}],GeoPosition[ {40.4327781,-3.7124625}],GeoPosition[{39.8833,4.25}],GeoPosition[{39.4702,-0.376805}],GeoPosition[ {52.24970635,21.01226977}],GeoPosition[{41.37913978,2.19221977}],GeoPosition[{40.4167,-3.70325}],GeoPosition[ {37.3828,-5.97317}],GeoPosition[{39.46666667,-0.38333333}],GeoPosition[{41.4915695,2.1373799}],GeoPosition[ {40.407911,-3.647349}],GeoPosition[{43.5428305,-5.6609158}],GeoPosition[{39.47781111,-0.38034167}],GeoPosition[ {38.25472222,-0.64611111}],GeoPosition[{38.471976,-0.792066}],GeoPosition[{39.67638889,-0.27333333}],GeoPosition[ {41.678466,2.784316}],GeoPosition[{41.683449,2.491277}],GeoPosition[{37.6833,-6.65}],GeoPosition[ {41.23382,1.8039}],GeoPosition[{38.3426289,-0.4787045}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {43.3,-0.366667}],GeoPosition[{53.55474198,9.99134149}],GeoPosition[{40.5471017,-3.6307474}],GeoPosition[ {48.85858011,2.33771922}],GeoPosition[{36.96361111,-4.54555556}],GeoPosition[{41.3883514,2.1600599}],GeoPosition[ {40.486721,-3.70066}],GeoPosition[{37.3745865,-5.9486283}],GeoPosition[{53.43835,-2.2773}],GeoPosition[ {41.6351771,-0.8996711}],GeoPosition[{37.16498627,-3.58061516}],GeoPosition[{41.34770111,2.07808662}],GeoPosition[ {40.4255409,-3.69646}],GeoPosition[{40.46621801,-3.69031384}],GeoPosition[{36.7167,-4.41667}],GeoPosition[ {42.13498359,-0.4070697}],GeoPosition[{42.61273988,-5.55912139}],GeoPosition[{37.9333,-1.15}],GeoPosition[ {48.86198,2.35919}],GeoPosition[{40.4,-3.68333}],GeoPosition[{41.61025297,-4.75804108}],GeoPosition[ {37.9330512,-5.7580031}],GeoPosition[{52.5147966,13.4361288}],GeoPosition[{40.96984783,-5.66729033}],GeoPosition[ {40.0667,-2.13333}],GeoPosition[{38.88584964,-7.01166875}],GeoPosition[{42.33966992,-3.70805401}],GeoPosition[ {42.33966992,-3.70805401}],GeoPosition[{38.3705292,-0.41053}],GeoPosition[{40.50194669,-3.38954864}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{40.486721,-3.70066}],GeoPosition[{40.4331647,-3.60968867}],GeoPosition[ {40.494906,-3.68791}],GeoPosition[{40.45,-3.48333}],GeoPosition[{40.36864267,-3.71234161}],GeoPosition[ {40.4667,-3.3667}],GeoPosition[{38.53923888,-1.2997195}],GeoPosition[{52.5147966,13.4361288}],GeoPosition[ {52.3731,4.8922}],GeoPosition[{49.74851,13.37683}],GeoPosition[{41.389955,2.136567}],GeoPosition[ {40.35521547,-5.69033677}],GeoPosition[{41.3879,2.16992}],GeoPosition[{45.47576727,9.26319731}],GeoPosition[ {36.5333,-6.2833}],GeoPosition[{41.6720195,-3.687382}],GeoPosition[{37.18564495,-3.60994802}],GeoPosition[ {37.3908997,-6.00211}],GeoPosition[{38.6819115,-6.40978}],GeoPosition[{52.5006,13.3989}],GeoPosition[ {40.4252586,-3.7137201}],GeoPosition[{43.4560246,-3.82882963}],GeoPosition[{47.9176622,1.8981016}],GeoPosition[ {36.84489002,-2.94786215}],GeoPosition[{39.46955854,-0.41187089}],GeoPosition[{41.6944103,-4.6870065}],GeoPosition[ {43.560661,10.3301024}],GeoPosition[{41.9071224,0.2245913}],GeoPosition[{45.4983495,9.2328029}],GeoPosition[ {42.8167,-6.73333}],GeoPosition[{38.87267461,-6.9805445}],GeoPosition[{41.63539536,-0.90072274}],GeoPosition[ {36.1681,-5.35167}],GeoPosition[{36.13506458,-5.46241353}],GeoPosition[{41.38282,2.10563}],GeoPosition[ {41.9996712,2.2483658}],GeoPosition[{41.5895236,1.7728474}],GeoPosition[{43.3715,-8.396}],GeoPosition[ {43.3465042,-8.3883704}],GeoPosition[{43.36004006,-5.8425808}],GeoPosition[{39.71945,2.87216}],GeoPosition[ {43.4014346,-6.2367317}],GeoPosition[{42.2305412,-8.7036896}],GeoPosition[{45.8176365,12.6277476}],GeoPosition[ {39.47297655,-0.37746787}],GeoPosition[{37.199383,-7.3182719}],GeoPosition[{54.96394392,-1.62311118}],GeoPosition[ {37.4251621,-5.96343966}],GeoPosition[{40.9650635,-5.6527175}],GeoPosition[{35.90890577,14.50588139}],GeoPosition[ {41.627865,-0.91175}],GeoPosition[{40.42707736,-3.69683792}],GeoPosition[{42.6038302,-5.5828797}],GeoPosition[ {54.96394392,-1.62311118}],GeoPosition[{38.7333,-9.11667}],GeoPosition[{40.4092213,-3.7021632}],GeoPosition[ {42.19144907,0.33835102}],GeoPosition[{39.52027778,2.73944444}],GeoPosition[{39.5620458,-1.9078732}],GeoPosition[ {42.8335775,-3.7918374}],GeoPosition[{45.6333,10.1833}],GeoPosition[{43.3475,-4.1025}],GeoPosition[ {39.4634209,-0.3917797}],GeoPosition[{41.48097668,1.91637844}],GeoPosition[{38.38994247,-0.44423691}],GeoPosition[ {35.8869688,-5.3098829}],GeoPosition[{41.9004628,12.482636}],GeoPosition[{39.85,-0.316667}],GeoPosition[ {41.48097668,1.91637844}],GeoPosition[{41.29710007,2.07845998}],GeoPosition[{38.537698,-0.11875403}],GeoPosition[ {41.36877348,2.18954086}],GeoPosition[{36.48680153,-4.98706162}],GeoPosition[{40.41371586,-3.70236528}],GeoPosition[ {39.4634264,-0.3917836}],GeoPosition[{39.96476336,-4.8341666}],GeoPosition[{52.3731,4.8922}],GeoPosition[ {40.36169665,0.40217726}],GeoPosition[{40.43856,-3.70991}],GeoPosition[{43.3166497,-1.93804478}],GeoPosition[ {43.36769444,-5.83725}],GeoPosition[{36.76212582,-3.88808922}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[ {40.4088513,-3.6924845}],GeoPosition[{42.84109433,-2.68501018}],GeoPosition[{42.87861,-8.5445499}],GeoPosition[ {38.37932759,-0.43909771}],GeoPosition[{38.53929153,-0.1321058}],GeoPosition[{39.98943,-0.06691}],GeoPosition[ {38.87267461,-6.9805445}],GeoPosition[{45.60304946,10.62768459}],GeoPosition[{41.890419,12.4905901}],GeoPosition[ {39.045324,-0.3114826}],GeoPosition[{38.03921713,-4.79609515}],GeoPosition[{37.74816,-0.8688}],GeoPosition[ {42.4304039,-8.646453}],GeoPosition[{41.3833,2.18333}],GeoPosition[{41.6552016,-4.719295}],GeoPosition[ {36.73186544,-4.4184969}],GeoPosition[{41.3866692,2.0909436}],GeoPosition[{43.27971285,-8.21027595}],GeoPosition[ {37.39210521,-5.99560039}],GeoPosition[{40.42649,-3.68928}],GeoPosition[{40.33153394,-3.7679177}],GeoPosition[ {41.4127262,2.1683288}],GeoPosition[{40.64472222,-4.76666667}],GeoPosition[{40.32761264,-3.88471411}],GeoPosition[ {40.4200961,-3.70204926}],GeoPosition[{41.88404004,13.02309669}],GeoPosition[{40.40700964,-3.68899808}],GeoPosition[ {36.5296819,-6.29476382}],GeoPosition[{41.4127205,2.1683289}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {37.,-5.56667}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{36.7333,-5.16667}],GeoPosition[ {40.444909,-3.635338}],GeoPosition[{40.3047,-3.7311}],GeoPosition[{37.9867007,-1.1307533}],GeoPosition[ {40.1,-3.38333}],GeoPosition[{45.02895739,11.64360068}],GeoPosition[{41.6202011,0.63153}],GeoPosition[ {40.55,-3.63333}],GeoPosition[{37.80352653,-5.01795746}],GeoPosition[{41.4127192,2.1682923}],GeoPosition[ {37.1162536,-1.8439651}],GeoPosition[{45.64537,9.20468}],GeoPosition[{51.69058011,-0.41833395}],GeoPosition[ {40.03384146,-3.60617638}],GeoPosition[{42.413042,-2.740741}],GeoPosition[{42.0833,2.81667}],GeoPosition[ {42.8833,-8.55}],GeoPosition[{37.08780579,-8.42621181}],GeoPosition[{41.658405,-0.911206}],GeoPosition[ {39.4795113,-0.37922}],GeoPosition[{40.41169444,-3.69904444}],GeoPosition[{51.52717686,-0.08239387}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{43.26324376,-2.95268726}],GeoPosition[{40.41172022,-3.69920625}],GeoPosition[ {41.37448188,2.16498256}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {41.4127253,2.1683252}],GeoPosition[{38.0167,-3.71667}],GeoPosition[{38.86991157,-1.09989616}],GeoPosition[ {42.5,1.51667}],GeoPosition[{40.4,-1.9}],GeoPosition[{40.41185525,-3.69248392}],GeoPosition[ {40.45027778,-3.6925}],GeoPosition[{36.48864571,-4.95209764}],GeoPosition[{36.7667,-2.6}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.96454635,-5.66463478}],GeoPosition[ {41.3761,2.15415}],GeoPosition[{38.0039323,-0.6552745}],GeoPosition[{45.70377685,9.66271418}],GeoPosition[ {42.3412354,-3.696055}],GeoPosition[{40.62025,-4.00470278}],GeoPosition[{42.3408747,-3.699731}],GeoPosition[ {42.3408747,-3.699731}],GeoPosition[{42.3408747,-3.699731}],GeoPosition[{40.41844122,-3.87103593}],GeoPosition[ {42.3408747,-3.699731}],GeoPosition[{40.47385402,-3.67795444}],GeoPosition[{40.38374,-3.72583}],GeoPosition[ {38.9626711,1.22067318}],GeoPosition[{40.41656169,-3.69090908}],GeoPosition[{41.5547177,2.2678093}],GeoPosition[ {40.55249111,-3.61714044}],GeoPosition[{37.385849,-5.99927}],GeoPosition[{42.6018651,-5.5817685}],GeoPosition[ {37.8967113,-4.8103366}],GeoPosition[{40.25406664,0.28837891}],GeoPosition[{36.718177,-4.420208}],GeoPosition[ {40.4167,-3.70325}],GeoPosition[{41.61014,2.2881}],GeoPosition[{42.1675552,2.89030458}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{36.7111246,-4.4402038}],GeoPosition[{44.83766951,-0.57356781}],GeoPosition[ {41.38946154,2.13520992}],GeoPosition[{48.86059281,2.35244751}],GeoPosition[{36.1333,-5.35}],GeoPosition[ {40.3816,-3.66797}],GeoPosition[{41.4126988,2.1683628}],GeoPosition[{41.40273605,2.19223486}],GeoPosition[ {41.86987541,12.63217885}],GeoPosition[{42.457755,-2.4307816}],GeoPosition[{39.89338514,-5.54641838}],GeoPosition[ {48.85483,2.37738}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{41.5286598,2.1993563}],GeoPosition[ {38.71418689,-9.34857455}],GeoPosition[{36.22658145,-6.06693797}],GeoPosition[{41.37976425,2.16932873}],GeoPosition[ {40.42707736,-3.69683792}],GeoPosition[{41.359229,2.136184}],GeoPosition[{42.61666667,-7.76666667}],GeoPosition[ {38.38994247,-0.44423691}],GeoPosition[{48.13748327,11.57987783}],GeoPosition[{39.46474804,-0.39422714}],GeoPosition[ {36.4282389,-5.14981}],GeoPosition[{39.515559,-0.44739134}],GeoPosition[{40.44606794,-3.67775658}],GeoPosition[ {40.42239,-3.6926301}],GeoPosition[{39.5700798,-1.20278}],GeoPosition[{37.41006984,-6.00618713}],GeoPosition[ {42.6094491,-1.6395656}],GeoPosition[{40.41951,-3.69934}],GeoPosition[{37.9861,-1.1303}],GeoPosition[ {51.51330224,-0.13134784}],GeoPosition[{38.0115972,-3.3675475}],GeoPosition[{37.18141299,-3.59344216}],GeoPosition[ {37.8877189,-4.7699904}],GeoPosition[{41.560583,2.007736}],GeoPosition[{43.26583333,-2.94111111}],GeoPosition[ {41.30191029,1.35369114}],GeoPosition[{43.37090042,-8.39742498}],GeoPosition[{40.44961166,-3.60804009}],GeoPosition[ {38.25,-0.7}],GeoPosition[{41.9607674,-0.7209432}],GeoPosition[{39.4741949,-0.3472502}],GeoPosition[ {38.03025697,-1.24385928}],GeoPosition[{37.39957812,-5.99094015}],GeoPosition[{37.3896068,-5.92394}],GeoPosition[ {40.9578213,0.5102578}],GeoPosition[{42.2890546,1.8542072}],GeoPosition[{42.2890546,1.8542072}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {36.5104822,-4.877471}],GeoPosition[{41.39166667,2.16361111}],GeoPosition[{41.57876732,1.62932336}],GeoPosition[ {42.18333333,-7.8}],GeoPosition[{45.40767349,11.87132136}],GeoPosition[{41.4126824,2.1683556}],GeoPosition[ {37.40161848,-5.99059039}],GeoPosition[{36.7206474,-4.4321095}],GeoPosition[{41.15,-8.61667}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{38.4093553,-6.4096074}],GeoPosition[{40.40194281,-3.72035717}],GeoPosition[ {52.746,-2.001}],GeoPosition[{43.4635,-3.79877}],GeoPosition[{39.4833,-6.36667}],GeoPosition[ {41.30191029,1.35369114}],GeoPosition[{38.8833,-3.71667}],GeoPosition[{36.7833,-5.56667}],GeoPosition[ {40.30736427,-4.71458349}],GeoPosition[{43.5368,-7.04134}],GeoPosition[{41.65884263,-0.91088854}],GeoPosition[ {40.64426429,-8.646073}],GeoPosition[{37.3667,-4.96667}],GeoPosition[{38.80551,-0.87901}],GeoPosition[ {38.9833,-3.93333}],GeoPosition[{39.8934196,-5.536131}],GeoPosition[{42.5587616,-2.58688}],GeoPosition[ {38.9667,-0.583333}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{37.6084557,-0.9843011}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{41.9,12.5}],GeoPosition[{37.40412188,-5.93221276}],GeoPosition[ {37.9887813,-1.1297105}],GeoPosition[{45.277208,9.4561741}],GeoPosition[{42.55593266,1.80589319}],GeoPosition[ {41.4126533,2.168311}],GeoPosition[{37.6084642,-0.9843307}],GeoPosition[{48.8567,2.3508}],GeoPosition[ {38.5201301,27.0591225}],GeoPosition[{39.5667,2.65}],GeoPosition[{37.6084315,-0.9843072}],GeoPosition[ {38.04710442,-1.21470684}],GeoPosition[{38.62954169,-4.06598089}],GeoPosition[{48.86148756,2.33529121}],GeoPosition[ {49.00578754,2.57685294}],GeoPosition[{37.383878,-5.970467}],GeoPosition[{43.5327231,-5.66160441}],GeoPosition[ {41.6720047,-3.6873849}],GeoPosition[{37.6084375,-0.9843045}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[ {40.41649878,-3.6841619}],GeoPosition[{39.9509459,-0.110316}],GeoPosition[{40.45565,-3.67613}],GeoPosition[ {39.8681532,-4.02476955}],GeoPosition[{37.27951261,-7.19743957}],GeoPosition[{37.39957812,-5.99094015}],GeoPosition[ {37.37227249,-6.02291059}],GeoPosition[{37.76588612,30.55511986}],GeoPosition[{43.4414,-3.4575}],GeoPosition[ {41.4126542,2.1683107}],GeoPosition[{38.8894587,-6.8997019}],GeoPosition[{41.4225,2.11861111}],GeoPosition[ {37.402258,-1.592949}],GeoPosition[{41.3814134,2.1760869}],GeoPosition[{41.4817883,-2.5286165}],GeoPosition[ {41.30191029,1.35369114}],GeoPosition[{43.5453186,-5.6424398}],GeoPosition[{36.8167,-4.03333}],GeoPosition[ {37.38761957,-5.96959029}],GeoPosition[{59.92822293,10.75115162}],GeoPosition[{42.90166667,-1.82888889}],GeoPosition[ {36.8167,-2.56667}],GeoPosition[{42.23737895,-8.71525595}],GeoPosition[{43.,-9.11667}],GeoPosition[ {37.1833,-3.6}],GeoPosition[{37.38540581,-5.97805341}],GeoPosition[{40.03308023,-3.60309415}],GeoPosition[ {39.6333,-4.78333}],GeoPosition[{39.9,-5.53333}],GeoPosition[{40.2,-3.66667}],GeoPosition[ {41.4086716,2.1504756}],GeoPosition[{37.36732439,-5.75599185}],GeoPosition[{37.4667,-3.93333}],GeoPosition[ {57.6868521,11.9858458}],GeoPosition[{41.64789029,-5.0251373}],GeoPosition[{36.9333,-4.51667}],GeoPosition[ {51.21263358,2.87164456}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{42.8547453,-2.6628127}],GeoPosition[ {37.6763682,-5.9888887}],GeoPosition[{42.8509216,-2.3892}],GeoPosition[{36.52154955,-6.27647775}],GeoPosition[ {44.0646095,12.5645504}],GeoPosition[{37.89109,-4.7779}],GeoPosition[{41.8408881,12.6544125}],GeoPosition[ {40.42997419,-3.70863842}],GeoPosition[{41.30191029,1.35369114}],GeoPosition[{41.38773,2.16645}],GeoPosition[ {36.53008392,-6.29233051}],GeoPosition[{53.43835,-2.2773}],GeoPosition[{40.41398846,-3.66840738}],GeoPosition[ {42.55697634,-6.60286411}],GeoPosition[{42.82880829,-1.58404543}],GeoPosition[{38.9,-6.33333333}],GeoPosition[ {40.15311595,-3.60592976}],GeoPosition[{40.32614008,-3.87979703}],GeoPosition[{48.64995492,-2.02401024}],GeoPosition[ {42.25087958,-8.86608834}],GeoPosition[{37.80084036,-3.74574393}],GeoPosition[{37.8967447,-4.810348}],GeoPosition[ {40.28876161,-3.79997755}],GeoPosition[{36.7206409,-4.4320975}],GeoPosition[{39.4704954,-6.3725688}],GeoPosition[ {43.53948136,-5.90838605}],GeoPosition[{41.9,12.5}],GeoPosition[{38.5252286,-6.4495109}],GeoPosition[ {45.89374036,11.04367817}],GeoPosition[{38.9876,-1.85703333}],GeoPosition[{40.67835609,-3.61596361}],GeoPosition[ {41.40384119,2.17477799}],GeoPosition[{40.42023261,-3.70582086}],GeoPosition[{38.97485,-3.937515}],GeoPosition[ {41.38848564,9.16337938}],GeoPosition[{41.36854172,2.1735723}],GeoPosition[{41.37913978,2.19221977}],GeoPosition[ {37.9667,-4.53333}],GeoPosition[{39.03579253,-4.17276856}],GeoPosition[{40.41070873,-3.71371638}],GeoPosition[ {40.47901042,-3.57210159}],GeoPosition[{41.0703697,1.15382}],GeoPosition[{41.22075251,-6.56978978}],GeoPosition[ {52.5148137,13.4361562}],GeoPosition[{41.875762,12.4824424}],GeoPosition[{42.83044877,-1.62543558}],GeoPosition[ {41.6529861,-0.88169038}],GeoPosition[{43.56423863,-5.92554899}],GeoPosition[{43.75568111,5.20410329}],GeoPosition[ {42.8549314,-2.6629244}],GeoPosition[{40.3281,-3.7644}],GeoPosition[{41.4817906,-2.5286236}],GeoPosition[ {39.55459502,-0.52979795}],GeoPosition[{37.6084148,-0.9844391}],GeoPosition[{40.42396377,-3.6720743}],GeoPosition[ {36.75,-5.8}],GeoPosition[{43.29601,-3.02696}],GeoPosition[{37.97825,-0.68124}],GeoPosition[ {40.42609809,-3.68950076}],GeoPosition[{42.8799599,-8.54133}],GeoPosition[{36.2542037,-5.96553556}],GeoPosition[ {41.3922312,2.15971818}],GeoPosition[{40.42141443,-3.70556363}],GeoPosition[{38.597569,-0.19292435}],GeoPosition[ {40.6344246,-4.0178801}],GeoPosition[{40.41355556,-3.68205556}],GeoPosition[{40.81299406,14.75598981}],GeoPosition[ {43.26165,-2.94082}],GeoPosition[{40.96985358,-5.66356642}],GeoPosition[{40.21740784,-3.58624421}],GeoPosition[ {38.58465534,-3.06237648}],GeoPosition[{40.65324,-4.68901}],GeoPosition[{51.5347641,-0.2913445}],GeoPosition[ {48.93286415,2.56725693}],GeoPosition[{36.06483535,-5.72197996}],GeoPosition[{43.76822725,11.2531587}],GeoPosition[ {40.634411,-4.0178811}],GeoPosition[{40.44243701,-3.68720695}],GeoPosition[{40.65,-0.516667}],GeoPosition[ {41.65106687,-0.87024271}],GeoPosition[{40.34059289,-1.10507083}],GeoPosition[{40.2333,-3.68333}],GeoPosition[ {39.5982384,2.6935111}],GeoPosition[{39.48928396,-0.3246428}],GeoPosition[{40.42110747,-3.70816355}],GeoPosition[ {48.64985922,-2.02369658}],GeoPosition[{38.35,-0.483333}],GeoPosition[{40.4261047,-3.68947688}],GeoPosition[ {39.98448378,-0.04157305}],GeoPosition[{39.4643593,-0.34472}],GeoPosition[{38.38966501,27.15588739}],GeoPosition[ {40.92668889,-8.54581389}],GeoPosition[{41.3895918,2.12173462}],GeoPosition[{45.4667,9.2}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{41.22075251,-6.56978978}],GeoPosition[ {40.4656883,-3.4504248}],GeoPosition[{40.81299406,14.75598981}],GeoPosition[{42.59526829,-5.57633949}],GeoPosition[ {40.48808329,-3.35812395}],GeoPosition[{39.53802311,-2.25467083}],GeoPosition[{40.41704446,-3.70354074}],GeoPosition[ {40.4118991,-3.7016519}],GeoPosition[{37.1833,-3.6}],GeoPosition[{38.737545,-9.1336}],GeoPosition[ {40.4544799,-3.69403}],GeoPosition[{43.26277778,-2.92833333}],GeoPosition[{42.235785,-8.71339}],GeoPosition[ {42.55036088,-6.58155242}],GeoPosition[{39.45045628,-0.39094269}],GeoPosition[{43.54566627,-6.53298032}],GeoPosition[ {37.17605438,-3.58720057}],GeoPosition[{43.2631435,-2.9344303}],GeoPosition[{37.3828,-5.97317}],GeoPosition[ {41.412681,2.1683567}],GeoPosition[{37.22081408,-1.80849278}],GeoPosition[{40.42665,-3.6139927}],GeoPosition[ {40.34198779,-1.10687602}],GeoPosition[{40.4630194,-3.6891687}],GeoPosition[{42.01666667,-4.53333333}],GeoPosition[ {36.53277412,-6.29446296}],GeoPosition[{41.6282427,-4.78501797}],GeoPosition[{42.5614936,-0.5841443}],GeoPosition[ {41.3023186,-7.7392902}],GeoPosition[{40.41865966,-3.73402802}],GeoPosition[{37.90481944,-4.77816389}],GeoPosition[ {40.3785175,-3.773047}],GeoPosition[{37.98730139,-1.12918251}],GeoPosition[{36.7206493,-4.4321254}],GeoPosition[ {37.3722757,-6.0229102}],GeoPosition[{37.2057148,-5.9089944}],GeoPosition[{40.09040033,0.13426009}],GeoPosition[ {37.13062252,-3.67034055}],GeoPosition[{39.46666667,-0.38333333}],GeoPosition[{40.41372478,-3.6922431}],GeoPosition[ {40.4085,-3.701}],GeoPosition[{41.3930999,2.13558}],GeoPosition[{39.39369891,-3.23338814}],GeoPosition[ {41.4127196,2.1683618}],GeoPosition[{36.05,14.25}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {41.4615871,1.6679505}],GeoPosition[{40.44118,-3.81441}],GeoPosition[{43.11666667,-2.66666667}],GeoPosition[ {41.4225,2.11861111}],GeoPosition[{41.3879,2.16992}],GeoPosition[{40.96500928,-5.66411734}],GeoPosition[ {38.39357612,-0.5182757}],GeoPosition[{40.42692,-3.65496}],GeoPosition[{43.2687,-2.9461}],GeoPosition[ {36.7183,-4.4202}],GeoPosition[{37.983,-1.1302}],GeoPosition[{41.3930999,2.13558}],GeoPosition[ {39.5715,2.6469}],GeoPosition[{37.3877,-6.0018}],GeoPosition[{39.4692,-0.3768}],GeoPosition[ {41.6517,-0.8813}],GeoPosition[{39.46447486,-0.32298262}],GeoPosition[{37.4100552,-5.9815825}],GeoPosition[ {42.87345,-8.55282}],GeoPosition[{36.58069633,-6.26124432}],GeoPosition[{45.43139357,10.98819432}],GeoPosition[ {41.4026529,2.18755969}],GeoPosition[{40.43835293,-3.73278434}],GeoPosition[{36.7798989,-6.36084214}],GeoPosition[ {39.06611111,-5.72277778}],GeoPosition[{42.,-5.68333}],GeoPosition[{43.17101463,-2.62407609}],GeoPosition[ {41.55,2.21667}],GeoPosition[{40.46293984,-3.63637805}],GeoPosition[{38.91056881,-6.61959509}],GeoPosition[ {40.41882,-3.72145}],GeoPosition[{36.50657915,-4.90292008}],GeoPosition[{36.6868153,-6.110791}],GeoPosition[ {39.55459502,-0.52979795}],GeoPosition[{41.4126849,2.1683615}],GeoPosition[{36.1275,-5.45389}],GeoPosition[ {42.81288,-1.59777}],GeoPosition[{50.06166667,19.93722222}],GeoPosition[{43.3167,-3.95}],GeoPosition[ {40.4077016,-3.70362958}],GeoPosition[{45.47577952,9.20188908}],GeoPosition[{41.17693688,-8.60607046}],GeoPosition[ {44.36175821,8.57025763}],GeoPosition[{40.4731178,-3.6833507}],GeoPosition[{38.7,-0.466667}],GeoPosition[ {41.4126918,2.1683616}],GeoPosition[{40.06707,-2.1340699}],GeoPosition[{37.4100509,-5.9814298}],GeoPosition[ {41.39224868,2.16212884}],GeoPosition[{38.9833,-3.93333}],GeoPosition[{40.50329591,-3.69855957}],GeoPosition[ {40.50329591,-3.69855957}],GeoPosition[{40.50329591,-3.69855957}],GeoPosition[{43.2680999,-2.9345}],GeoPosition[ {40.41124178,-3.70875069}],GeoPosition[{37.3772,-5.98694}],GeoPosition[{40.50329591,-3.69855957}],GeoPosition[ {38.4064755,-0.4062316}],GeoPosition[{40.50329591,-3.69855957}],GeoPosition[{40.50329591,-3.69855957}],GeoPosition[ {42.52805556,-1.67694444}],GeoPosition[{39.9897,-5.61007}],GeoPosition[{40.34472762,-3.69109236}],GeoPosition[ {38.88416073,-6.98467105}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{38.9,1.43333}],GeoPosition[ {40.4167,-3.70325}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{37.88850175,-4.79022474}],GeoPosition[ {38.5333,-3.28333}],GeoPosition[{42.80844007,-1.66423297}],GeoPosition[{40.2826772,-3.7989045}],GeoPosition[ {40.4204614,-3.718362}],GeoPosition[{51.89018727,-8.61825582}],GeoPosition[{40.20946216,-8.42037025}],GeoPosition[ {40.6333,-8.71667}],GeoPosition[{38.6226883,-0.57559}],GeoPosition[{37.28847715,-5.94200711}],GeoPosition[ {45.515,25.36722222}],GeoPosition[{37.4100868,-5.9814007}],GeoPosition[{41.4126694,2.1683244}],GeoPosition[ {41.36906934,2.18976722}],GeoPosition[{43.4833,-6.11667}],GeoPosition[{42.38215491,20.39631159}],GeoPosition[ {39.41323152,-0.49190133}],GeoPosition[{38.763116,-3.39578882}],GeoPosition[{40.42649,-3.68928}],GeoPosition[ {38.87267461,-6.9805445}],GeoPosition[{40.40751319,-3.90163721}],GeoPosition[{42.86070358,-8.65097773}],GeoPosition[ {45.60304946,10.62768459}],GeoPosition[{40.41978374,-3.7055372}],GeoPosition[{40.9667,-5.65}],GeoPosition[ {38.73843867,-9.14999993}],GeoPosition[{41.4126496,2.1683332}],GeoPosition[{36.8333,-2.45}],GeoPosition[ {37.65,-1.}],GeoPosition[{45.46475,9.18728}],GeoPosition[{37.96248572,-1.12677287}],GeoPosition[ {39.55944444,-1.27944444}],GeoPosition[{37.8710875,-4.7922353}],GeoPosition[{37.39419114,-6.00755651}],GeoPosition[ {39.4659165,-0.3938478}],GeoPosition[{37.398825,-5.99413333}],GeoPosition[{40.41085,-3.6211125}],GeoPosition[ {37.4101,-5.981439}],GeoPosition[{40.32475281,-3.89397621}],GeoPosition[{45.738781,4.81494}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{40.6333,-8.71667}],GeoPosition[{36.4282354,-5.1498045}],GeoPosition[ {40.41203847,-3.71992439}],GeoPosition[{42.340837,-3.701723}],GeoPosition[{42.3425483,-3.68838809}],GeoPosition[ {42.3425483,-3.68838809}],GeoPosition[{42.3425483,-3.68838809}],GeoPosition[{38.88567,1.27158}],GeoPosition[ {41.42293333,2.18691389}],GeoPosition[{39.2647896,-2.6045301}],GeoPosition[{37.9897875,-1.1303222}],GeoPosition[ {40.49679722,-3.69781974}],GeoPosition[{52.3731,4.8922}],GeoPosition[{41.36936937,2.13681473}],GeoPosition[ {36.5333,-6.2833}],GeoPosition[{48.2083,16.3731}],GeoPosition[{40.49046989,-3.59118408}],GeoPosition[ {40.3579579,-3.6813686}],GeoPosition[{48.86080989,2.3472637}],GeoPosition[{40.96534803,-5.66491548}],GeoPosition[ {40.71751,-3.79337}],GeoPosition[{38.96557948,-1.86540456}],GeoPosition[{40.3840103,-3.6726899}],GeoPosition[ {41.88657503,1.0225923}],GeoPosition[{38.9,1.43333}],GeoPosition[{41.4029198,2.19414}],GeoPosition[ {40.96534803,-5.66491548}],GeoPosition[{45.9918055,8.9441613}],GeoPosition[{40.4167,-3.70325}],GeoPosition[ {37.3828,-5.97317}],GeoPosition[{39.5667,2.65}],GeoPosition[{43.31312146,-2.67737716}],GeoPosition[ {42.46000902,-2.45548393}],GeoPosition[{42.9667,-5.01667}],GeoPosition[{36.70399994,-4.47486406}],GeoPosition[ {45.45186336,9.17472014}],GeoPosition[{40.57566286,-4.00223327}],GeoPosition[{37.5167,-4.65}],GeoPosition[ {43.83446656,10.5219191}],GeoPosition[{37.37102499,-6.00575691}],GeoPosition[{41.38080948,2.15688747}],GeoPosition[ {37.45,-4.28333}],GeoPosition[{43.35,-8.25}],GeoPosition[{41.54517,2.1095799}],GeoPosition[ {42.4167,0.433333}],GeoPosition[{37.37777232,-5.96401029}],GeoPosition[{43.38278408,-3.73979068}],GeoPosition[ {39.18966,-0.44106}],GeoPosition[{36.1681,-5.35167}],GeoPosition[{40.4500525,-3.7867646}],GeoPosition[ {43.45940934,-3.84597279}],GeoPosition[{51.5245628,-0.0744008}],GeoPosition[{41.3879,2.16992}],GeoPosition[ {40.25406664,0.28837891}],GeoPosition[{39.4634349,-0.3917462}],GeoPosition[{36.7333,-5.16667}],GeoPosition[ {40.45636495,-3.68998702}],GeoPosition[{37.35659799,-5.97826407}],GeoPosition[{38.9,1.43333}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{40.4,-3.68333}],GeoPosition[{41.39152673,2.16535334}],GeoPosition[ {38.58220065,-2.21309314}],GeoPosition[{41.29710007,2.07845998}],GeoPosition[{38.94043972,1.23605908}],GeoPosition[ {41.4127299,2.1682791}],GeoPosition[{40.4500525,-3.7867646}],GeoPosition[{43.37090042,-8.39742498}],GeoPosition[ {39.1639129,-3.013934}],GeoPosition[{42.8373847,-8.5462689}],GeoPosition[{37.41851425,-6.00687218}],GeoPosition[ {40.3517952,-3.55019331}],GeoPosition[{40.5027504,-3.71824169}],GeoPosition[{40.44485855,-3.82763958}],GeoPosition[ {37.2333,-5.11667}],GeoPosition[{40.4064282,-3.60035407}],GeoPosition[{36.7385257,-4.4877276}],GeoPosition[ {36.85285368,-2.35508195}],GeoPosition[{40.57750424,-3.93223726}],GeoPosition[{40.17083333,-3.89694444}],GeoPosition[ {40.87122201,29.23385989}],GeoPosition[{42.0122778,-4.5328251}],GeoPosition[{41.38482113,2.1965525}],GeoPosition[ {39.69073592,2.51552843}],GeoPosition[{41.29612288,2.07624435}],GeoPosition[{39.8668416,-4.0277211}],GeoPosition[ {36.74213128,-5.16586605}],GeoPosition[{40.462635,-3.692395}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {45.60304946,10.62768459}],GeoPosition[{38.81831377,-0.61063108}],GeoPosition[{37.25721406,-6.94783437}],GeoPosition[ {40.42023261,-3.70582086}],GeoPosition[{37.15191176,-3.59164468}],GeoPosition[{40.42023261,-3.70582086}],GeoPosition[ {43.3833,-3.21667}],GeoPosition[{41.4126666,2.1683225}],GeoPosition[{40.94893194,-4.12363924}],GeoPosition[ {37.37106115,-5.97184285}],GeoPosition[{36.4726427,-6.1956348}],GeoPosition[{37.34895,-5.97421}],GeoPosition[ {43.3750998,-8.4035485}],GeoPosition[{48.86316381,2.22276354}],GeoPosition[{36.13527778,-5.84555556}],GeoPosition[ {42.84109433,-2.68501018}],GeoPosition[{51.5066924,-0.12748003}],GeoPosition[{41.7,-3.91667}],GeoPosition[ {37.39275436,-5.99845845}],GeoPosition[{53.3478,-6.2597}],GeoPosition[{43.032379,-2.4004195}],GeoPosition[ {41.4126786,2.1683558}],GeoPosition[{43.26338,-2.9468311}],GeoPosition[{43.34922206,-8.41838035}],GeoPosition[ {39.4750355,-6.3903276}],GeoPosition[{43.25998554,-2.93052762}],GeoPosition[{42.4880675,-0.372496}],GeoPosition[ {40.31529,-3.7271}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[{43.44020674,13.62072945}],GeoPosition[ {37.3438657,-5.9870098}],GeoPosition[{39.4633937,-0.3915568}],GeoPosition[{41.3899002,2.16395}],GeoPosition[ {43.30972222,-2.0075}],GeoPosition[{38.7741325,0.18906109}],GeoPosition[{41.3879,2.16992}],GeoPosition[ {41.56638889,2.0825}],GeoPosition[{38.61472222,-1.11972222}],GeoPosition[{43.73666667,-7.87722222}],GeoPosition[ {37.785,-3.9025}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {37.19972222,-3.60472222}],GeoPosition[{54.971104,-1.610066}],GeoPosition[{41.4108556,2.17724109}],GeoPosition[ {41.44023003,2.19833872}],GeoPosition[{39.5667,2.65}],GeoPosition[{37.18108,-3.6063}],GeoPosition[ {40.41918167,-3.70674482}],GeoPosition[{40.4656883,-3.4504248}],GeoPosition[{40.4288643,-3.6798693}],GeoPosition[ {38.9667,-0.183333}],GeoPosition[{51.92816038,-0.49536068}],GeoPosition[{40.42551845,-3.70415071}],GeoPosition[ {36.68972488,-4.44804112}],GeoPosition[{38.87267461,-6.9805445}],GeoPosition[{37.17605438,-3.58720057}],GeoPosition[ {37.61147052,-0.99415556}],GeoPosition[{40.45259027,-3.68536378}],GeoPosition[{37.1833,-3.6}],GeoPosition[ {40.4064828,-3.69036763}],GeoPosition[{39.45,-4.4}],GeoPosition[{40.139898,-3.422365}],GeoPosition[ {38.19332822,26.78483689}],GeoPosition[{40.4244585,-3.6990948}],GeoPosition[{40.41842,-3.69659}],GeoPosition[ {41.3761778,2.14935595}],GeoPosition[{38.7056,-8.97443}],GeoPosition[{36.71201272,-4.43176547}],GeoPosition[ {38.3869856,-2.5826585}],GeoPosition[{41.39017536,2.15934455}],GeoPosition[{41.4126905,2.1683504}],GeoPosition[ {42.4580367,-2.4567908}],GeoPosition[{41.42241,2.17894}],GeoPosition[{40.6344413,-4.0179109}],GeoPosition[ {40.416599,-3.70573474}],GeoPosition[{37.35905781,-5.98648277}],GeoPosition[{40.3285647,-3.7603234}],GeoPosition[ {37.17605438,-3.58720057}],GeoPosition[{51.51330224,-0.13134784}],GeoPosition[{38.35,-0.483333}],GeoPosition[ {40.4167,-3.70325}],GeoPosition[{40.4295339,-3.7243109}],GeoPosition[{38.0002707,-1.1228491}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{41.678466,2.784316}],GeoPosition[{41.683449,2.491277}],GeoPosition[ {40.50828635,-3.68261933}],GeoPosition[{40.50828635,-3.68261933}],GeoPosition[{47.984289,8.817484}],GeoPosition[ {36.7176272,-4.4570245}],GeoPosition[{36.51697302,-6.27768384}],GeoPosition[{45.21042341,6.59839152}],GeoPosition[ {40.48658127,-3.65534615}],GeoPosition[{37.8440186,-3.06833078}],GeoPosition[{42.4579989,-2.4567736}],GeoPosition[ {39.6167,-5.41667}],GeoPosition[{37.18331937,-6.98032316}],GeoPosition[{40.43706,-3.71286}],GeoPosition[ {53.43835,-2.2773}],GeoPosition[{55.9494,-3.1603}],GeoPosition[{42.4580226,-2.456783}],GeoPosition[ {37.38244167,-5.99646667}],GeoPosition[{40.65,-3.98333}],GeoPosition[{36.6833,-6.13333}],GeoPosition[ {39.47313776,-6.37551688}],GeoPosition[{36.7167,-4.41667}],GeoPosition[{42.4580299,-2.4567899}],GeoPosition[ {36.68495565,-4.45382586}],GeoPosition[{40.310152,-3.7217216}],GeoPosition[{40.42833333,-3.72416667}],GeoPosition[ {41.4127046,2.1683103}],GeoPosition[{37.40902973,-4.48733722}],GeoPosition[{40.46216965,-3.77027345}],GeoPosition[ {40.42129898,-3.6016705}],GeoPosition[{40.48354721,-3.85894918}],GeoPosition[{39.4572705,-0.387607}],GeoPosition[ {40.420202,-3.705783}],GeoPosition[{42.4580217,-2.456793}],GeoPosition[{36.46125296,-6.20658405}],GeoPosition[ {40.8127899,0.52083}],GeoPosition[{37.1333,-6.48778}],GeoPosition[{37.39291969,-5.98688863}],GeoPosition[ {43.2936692,5.3595823}],GeoPosition[{47.984289,8.817484}],GeoPosition[{42.4580384,-2.4567939}],GeoPosition[ {38.7156556,-9.14600049}],GeoPosition[{40.4950199,-3.86959}],GeoPosition[{40.6344284,-4.0178633}],GeoPosition[ {39.61593054,2.77240854}],GeoPosition[{43.4647,-3.80444}],GeoPosition[{50.94138889,6.96555556}],GeoPosition[ {42.4580414,-2.4568017}],GeoPosition[{43.3789332,-8.40128228}],GeoPosition[{42.60063064,-5.58723046}],GeoPosition[ {41.4025474,2.1922959}],GeoPosition[{38.3705292,-0.41053}],GeoPosition[{38.038896,-1.148766}],GeoPosition[ {39.4833,-6.36667}],GeoPosition[{42.4580404,-2.4567929}],GeoPosition[{46.9167,7.46667}],GeoPosition[ {36.5171301,-5.59511197}],GeoPosition[{40.35731265,0.40525794}],GeoPosition[{41.9,12.5}],GeoPosition[ {37.88076065,-4.79334572}],GeoPosition[{40.41242065,-3.70430975}],GeoPosition[{36.7167,-4.41667}],GeoPosition[ {40.43153055,-3.70319996}],GeoPosition[{43.7167,12.6333}],GeoPosition[{41.40948,2.18321}],GeoPosition[ {41.65332305,-0.87879721}],GeoPosition[{40.4898338,-3.3603072}],GeoPosition[{37.9876539,-1.12434122}],GeoPosition[ {41.4126787,2.1683255}],GeoPosition[{37.9861,-1.1303}],GeoPosition[{41.6,-4.11666667}],GeoPosition[ {37.39472222,-5.98916667}],GeoPosition[{51.05416944,3.72250175}],GeoPosition[{43.5419159,-5.6622128}],GeoPosition[ {38.7167,-9.13333}],GeoPosition[{36.7880086,-5.5563078}],GeoPosition[{45.4386,12.3267}],GeoPosition[ {40.42872301,-3.70313071}],GeoPosition[{37.18331937,-6.98032316}],GeoPosition[{40.28310219,-3.81961128}],GeoPosition[ {43.34035608,-8.35797273}],GeoPosition[{45.45084,9.19715}],GeoPosition[{42.23247246,2.63283935}],GeoPosition[ {42.4579887,-2.4567978}],GeoPosition[{38.64213684,0.05276328}],GeoPosition[{37.355,-5.994722}],GeoPosition[ {40.48123324,-3.36356395}],GeoPosition[{41.36093903,2.16730976}],GeoPosition[{40.40253109,-3.77586576}],GeoPosition[ {39.6629041,-0.20898125}],GeoPosition[{37.51833333,-5.97833333}],GeoPosition[{37.377295,-5.977315}],GeoPosition[ {42.8833,-8.55}],GeoPosition[{37.41144,-4.48778}],GeoPosition[{39.8579946,-4.020738}],GeoPosition[ {53.2775,-6.26972222}],GeoPosition[{39.38739982,-3.22587075}],GeoPosition[{51.5104874,-0.0974824}],GeoPosition[ {43.5419159,-5.6622128}],GeoPosition[{37.6227989,-0.77901}],GeoPosition[{35.2873583,-2.9481919}],GeoPosition[ {37.7722206,-3.79038}],GeoPosition[{41.4127083,2.1682883}],GeoPosition[{43.4833,-8.23333}],GeoPosition[ {40.6344208,-4.0178828}],GeoPosition[{49.44182,1.09223}],GeoPosition[{40.40891935,-3.69403867}],GeoPosition[ {40.18916,-3.67477}],GeoPosition[{40.48448743,-3.35130969}],GeoPosition[{39.4629479,-0.3185764}],GeoPosition[ {43.5419159,-5.6622128}],GeoPosition[{39.6,-9.06666667}],GeoPosition[{38.8855467,-6.97586155}],GeoPosition[ {41.9669251,2.8158388}],GeoPosition[{51.55817848,-0.28220621}],GeoPosition[{41.26751287,1.97110535}],GeoPosition[ {37.97081837,-1.21971745}],GeoPosition[{41.551499,2.085225}],GeoPosition[{36.72996431,-2.88611241}],GeoPosition[ {37.28847715,-5.94200711}],GeoPosition[{40.43330077,-3.64818621}],GeoPosition[{37.25,-6.95}],GeoPosition[ {37.8884583,-4.77529}],GeoPosition[{43.5419159,-5.6622128}],GeoPosition[{37.6118359,-0.97859028}],GeoPosition[ {37.2902985,-5.4963498}],GeoPosition[{42.48254186,-8.60864387}],GeoPosition[{37.2654606,-6.9243186}],GeoPosition[ {39.2647896,-2.6045301}],GeoPosition[{38.24857615,-0.63411263}],GeoPosition[{38.0549,-1.213135}],GeoPosition[ {44.48255,11.26991}],GeoPosition[{43.54266,-7.05249}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {41.65411846,-0.8785359}],GeoPosition[{39.4702,-0.376805}],GeoPosition[{38.46490662,27.22093595}],GeoPosition[ {37.1833,-3.6}],GeoPosition[{37.9667,-4.1}],GeoPosition[{43.5419159,-5.6622128}],GeoPosition[ {38.87267461,-6.9805445}],GeoPosition[{43.5746498,-5.9598098}],GeoPosition[{37.386,-5.9983}],GeoPosition[ {48.85403318,2.34812112}],GeoPosition[{35.2873528,-2.9482047}],GeoPosition[{39.1167,-1.55}],GeoPosition[ {50.95,6.9667}],GeoPosition[{43.5419159,-5.6622128}],GeoPosition[{38.4833,-1.28333}],GeoPosition[ {41.63369,-0.89521}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[{47.64608951,23.58952273}],GeoPosition[ {37.99147871,-1.18515053}],GeoPosition[{39.47396903,-0.37258475}],GeoPosition[{43.26405162,-2.94922938}],GeoPosition[ {43.26372,-2.92805}],GeoPosition[{39.47992,-6.35683}],GeoPosition[{43.5419159,-5.6622128}],GeoPosition[ {39.7202797,2.90956}],GeoPosition[{36.72059939,-4.44792976}],GeoPosition[{37.4333,-6.03333}],GeoPosition[ {40.44296256,-3.6831665}],GeoPosition[{49.9812407,8.3978853}],GeoPosition[{43.5419159,-5.6622128}],GeoPosition[ {40.95979,-5.66571}],GeoPosition[{38.99147504,-1.85310339}],GeoPosition[{40.4286499,-3.6861701}],GeoPosition[ {38.6434347,0.05078499}],GeoPosition[{39.7202797,2.90956}],GeoPosition[{43.37324184,-8.42022997}],GeoPosition[ {37.3167,-4.36667}],GeoPosition[{40.41280777,-3.70904297}],GeoPosition[{37.7667,-3.7711}],GeoPosition[ {41.38401,2.16342}],GeoPosition[{40.4233894,-3.67823}],GeoPosition[{42.8636866,-2.6784203}],GeoPosition[ {37.378823,-5.990792}],GeoPosition[{40.40028,-3.6938}],GeoPosition[{40.4544799,-3.69403}],GeoPosition[ {40.8167,-5.51667}],GeoPosition[{40.0869794,-2.12917351}],GeoPosition[{37.24637032,-3.67998402}],GeoPosition[ {43.18198,-2.9017}],GeoPosition[{36.1575584,-5.4489899}],GeoPosition[{40.41806543,-3.70270446}],GeoPosition[ {43.5419159,-5.6622128}],GeoPosition[{48.14694444,11.57222222}],GeoPosition[{38.0962924,-3.6409393}],GeoPosition[ {41.5760067,-0.6633382}],GeoPosition[{42.3040003,-0.4283097}],GeoPosition[{50.827712,-0.1375022}],GeoPosition[ {37.2057148,-5.9089944}],GeoPosition[{36.9788928,-5.9519306}],GeoPosition[{37.3790249,-6.0264565}],GeoPosition[ {37.871227,-4.762658}],GeoPosition[{36.9788928,-5.9519306}],GeoPosition[{40.42649,-3.68928}],GeoPosition[ {37.3571224,-6.0029255}],GeoPosition[{49.9813526,8.4012007}],GeoPosition[{39.46666667,-0.38333333}],GeoPosition[ {39.94416667,-0.10361111}],GeoPosition[{37.38768336,-5.97996729}],GeoPosition[{37.18331937,-6.98032316}],GeoPosition[ {37.388163,-5.982399}],GeoPosition[{40.1917,29.0611}],GeoPosition[{45.08333333,13.63333333}],GeoPosition[ {45.8369904,7.73102}],GeoPosition[{41.1943448,-8.1431579}],GeoPosition[{40.42997419,-3.70863842}],GeoPosition[ {51.8898296,0.2603815}],GeoPosition[{37.5011101,15.0817499}],GeoPosition[{40.41649878,-3.6841619}],GeoPosition[ {35.2873759,-2.9482097}],GeoPosition[{41.4126878,2.1683403}],GeoPosition[{38.71486975,34.83702107}],GeoPosition[ {40.462841,-3.69207}],GeoPosition[{43.26354,-2.94083}],GeoPosition[{36.50839068,-6.2805105}],GeoPosition[ {38.9833,-3.93333}],GeoPosition[{36.9167,-6.06667}],GeoPosition[{41.13004885,1.36084631}],GeoPosition[ {36.30779298,-6.1495167}],GeoPosition[{37.5011101,15.0817499}],GeoPosition[{38.3869852,-2.5826572}],GeoPosition[ {42.51476835,-8.8145735}],GeoPosition[{52.5147922,13.4361382}],GeoPosition[{40.45281665,-3.68896181}],GeoPosition[ {42.8746699,-8.5616177}],GeoPosition[{43.3163953,-5.7041133}],GeoPosition[{41.3869497,2.16965425}],GeoPosition[ {40.42649,-3.68928}],GeoPosition[{38.7749012,-9.3295817}],GeoPosition[{40.33603606,-3.75474216}],GeoPosition[ {43.3163874,-5.7041169}],GeoPosition[{40.4217682,-3.6828101}],GeoPosition[{45.405308,10.9990346}],GeoPosition[ {41.20567556,1.62353901}],GeoPosition[{37.6148923,-0.9799278}],GeoPosition[{40.4345398,-3.7101099}],GeoPosition[ {39.86501444,-0.06822162}],GeoPosition[{40.42396377,-3.6720743}],GeoPosition[{40.91006663,29.16311523}],GeoPosition[ {40.43153055,-3.70319996}],GeoPosition[{40.5833,-4.15}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{38.9833,-3.93333}],GeoPosition[{41.36093903,2.16730976}],GeoPosition[ {43.264284,-2.950366}],GeoPosition[{41.6552001,-4.7192706}],GeoPosition[{37.38583333,-5.99305556}],GeoPosition[ {37.3167,-6.66667}],GeoPosition[{41.6552366,-4.7194342}],GeoPosition[{38.99307,-1.85284}],GeoPosition[ {37.87722222,-4.78194444}],GeoPosition[{40.42157759,-3.70883738}],GeoPosition[{40.63264484,22.94747192}],GeoPosition[ {37.3,-2.43333}],GeoPosition[{41.65,-0.8833}],GeoPosition[{40.0711424,-2.1348085}],GeoPosition[ {43.3159046,-5.7020998}],GeoPosition[{40.42023261,-3.70582086}],GeoPosition[{43.46312,-3.81302}],GeoPosition[ {37.39223146,-6.00247476}],GeoPosition[{37.3167,-6.66667}],GeoPosition[{37.398825,-5.99413333}],GeoPosition[ {37.97463909,-0.67672704}],GeoPosition[{36.606,-4.54223}],GeoPosition[{38.99702224,-1.85592501}],GeoPosition[ {36.1897,-5.92167}],GeoPosition[{37.3780463,-5.9906482}],GeoPosition[{40.40606661,-3.6900754}],GeoPosition[ {40.46768205,-3.61589919}],GeoPosition[{45.4333,10.9833}],GeoPosition[{37.3294973,-5.414027}],GeoPosition[ {41.38973515,2.17616857}],GeoPosition[{39.9509459,-0.110316}],GeoPosition[{40.4,-1.9}],GeoPosition[ {43.37062,-8.39798}],GeoPosition[{39.6167,-6.65}],GeoPosition[{42.7667,-3.28333}],GeoPosition[ {41.40024973,2.15758961}],GeoPosition[{45.405308,10.9990346}],GeoPosition[{41.4274771,2.2215804}],GeoPosition[ {36.59633899,-4.51694222}],GeoPosition[{43.3105446,-5.6955212}],GeoPosition[{37.3167,-6.66667}],GeoPosition[ {41.4174147,2.2169685}],GeoPosition[{41.40003871,2.2118783}],GeoPosition[{37.350307,-6.985052}],GeoPosition[ {43.3103885,-5.6958007}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{39.45620535,-0.3521486}],GeoPosition[ {52.36225021,4.88381199}],GeoPosition[{38.7167,-9.13333}],GeoPosition[{42.08402459,13.54641276}],GeoPosition[ {37.3294972,-5.414028}],GeoPosition[{40.40581576,-3.69846799}],GeoPosition[{40.4204614,-3.718362}],GeoPosition[ {39.4833,-6.36667}],GeoPosition[{42.81708617,-1.60995829}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {39.40351679,-2.42431404}],GeoPosition[{39.36101268,3.21003575}],GeoPosition[{40.42391044,-3.67178321}],GeoPosition[ {42.8009902,0.70474055}],GeoPosition[{42.8674529,-5.3170811}],GeoPosition[{37.18156911,-6.96914978}],GeoPosition[ {40.4233894,-3.67823}],GeoPosition[{40.4676559,-3.6898788}],GeoPosition[{37.7979871,-0.80372547}],GeoPosition[ {36.721949,-4.3760171}],GeoPosition[{40.46476275,-3.57002512}],GeoPosition[{41.43023,2.18866}],GeoPosition[ {37.3828,-5.97317}],GeoPosition[{42.45696039,-2.46149386}],GeoPosition[{36.7167,-4.41667}],GeoPosition[ {36.51697302,-6.27768384}],GeoPosition[{38.19623123,26.83839505}],GeoPosition[{36.4832611,-4.98912}],GeoPosition[ {37.35206226,-5.92886038}],GeoPosition[{42.2628517,3.1780901}],GeoPosition[{40.42649,-3.68928}],GeoPosition[ {45.40767349,11.87132136}],GeoPosition[{40.45143751,-3.68617058}],GeoPosition[{41.15,-8.61667}],GeoPosition[ {38.88018918,-7.02757064}],GeoPosition[{37.3833,-6.06667}],GeoPosition[{41.9,12.5}],GeoPosition[ {40.42391044,-3.67178321}],GeoPosition[{38.9833,-1.85}],GeoPosition[{37.20411325,-7.23684053}],GeoPosition[ {40.36128527,-3.75021578}],GeoPosition[{40.41704446,-3.70354074}],GeoPosition[{39.4629479,-0.3185764}],GeoPosition[ {40.29131928,-4.01125147}],GeoPosition[{37.378823,-5.990792}],GeoPosition[{40.03204424,-3.60315578}],GeoPosition[ {36.7167,-4.41667}],GeoPosition[{41.29710007,2.07845998}],GeoPosition[{37.38417514,-5.99679077}],GeoPosition[ {37.121866,-4.65291983}],GeoPosition[{38.427812,-6.421812}],GeoPosition[{36.911296,30.692467}],GeoPosition[ {36.721949,-4.3760171}],GeoPosition[{36.7315082,-4.56566135}],GeoPosition[{36.69715775,-4.49898163}],GeoPosition[ {40.25446407,-8.43497421}],GeoPosition[{38.115,-1.29916667}],GeoPosition[{37.9861,-1.1303}],GeoPosition[ {40.65,-4.7}],GeoPosition[{40.3800683,-3.7789484}],GeoPosition[{37.37443027,-5.97206001}],GeoPosition[ {42.9,-3.66667}],GeoPosition[{41.53317938,2.08571048}],GeoPosition[{37.60666279,-0.97593616}],GeoPosition[ {41.90833,12.48214}],GeoPosition[{45.66539333,9.69881706}],GeoPosition[{39.68941635,2.51354744}],GeoPosition[ {37.3844719,-5.9731798}],GeoPosition[{40.4226162,-3.6976649}],GeoPosition[{41.40732258,2.18058868}],GeoPosition[ {41.1167,1.25}],GeoPosition[{40.37783044,-3.61550516}],GeoPosition[{41.4173953,2.216926}],GeoPosition[ {42.4652405,-2.43541}],GeoPosition[{42.69572221,0.93544859}],GeoPosition[{41.55964451,2.08289347}],GeoPosition[ {40.1917,29.0611}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.3800596,-3.7789246}],GeoPosition[ {41.4173953,2.216926}],GeoPosition[{45.4386,12.3267}],GeoPosition[{48.86300181,2.36410247}],GeoPosition[ {40.3936,-3.68538}],GeoPosition[{40.40171944,-3.72060556}],GeoPosition[{40.4380225,-3.67657846}],GeoPosition[ {41.3972129,2.1695104}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.4203682,-3.6987}],GeoPosition[ {37.32942759,-5.41620869}],GeoPosition[{45.405308,10.9990346}],GeoPosition[{37.3932034,-5.9695905}],GeoPosition[ {37.38521372,-6.82703531}],GeoPosition[{41.3709488,2.13273}],GeoPosition[{41.6583093,-4.7079161}],GeoPosition[ {37.385703,-5.993853}],GeoPosition[{39.5667,2.65}],GeoPosition[{37.5206604,-5.9828}],GeoPosition[ {43.32184675,-1.98020296}],GeoPosition[{36.61681439,-4.50862336}],GeoPosition[{43.259925,-2.926869}],GeoPosition[ {37.5333,-5.08333}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[{41.29710007,2.07845998}],GeoPosition[ {41.90833,12.48214}],GeoPosition[{39.4634209,-0.3915873}],GeoPosition[{38.427812,-6.421812}],GeoPosition[ {37.37901073,-5.98079713}],GeoPosition[{40.10977856,-3.64360519}],GeoPosition[{40.42391044,-3.67178321}],GeoPosition[ {41.49017,2.14115}],GeoPosition[{42.4652405,-2.43541}],GeoPosition[{39.46666667,-0.38333333}],GeoPosition[ {37.3772,-5.98694}],GeoPosition[{37.25990984,-5.54067026}],GeoPosition[{43.37373542,-8.4304415}],GeoPosition[ {41.6513531,-0.8817461}],GeoPosition[{39.5233917,2.47103}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {45.60304946,10.62768459}],GeoPosition[{44.65,-1.16667}],GeoPosition[{38.35,-0.483333}],GeoPosition[ {36.71507808,-4.47724156}],GeoPosition[{37.37227249,-6.02291059}],GeoPosition[{38.3705292,-0.41053}],GeoPosition[ {38.96888889,0.185}],GeoPosition[{39.463373,-0.3915693}],GeoPosition[{40.4656883,-3.4504248}],GeoPosition[ {42.8635698,-2.6787121}],GeoPosition[{41.39018227,2.17595028}],GeoPosition[{41.4174257,2.2169743}],GeoPosition[ {36.47775206,-5.02696435}],GeoPosition[{40.39202127,-3.69764135}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {41.4049831,27.35409316}],GeoPosition[{37.1775101,-5.7756329}],GeoPosition[{40.3,-4.}],GeoPosition[ {36.52069515,-6.2866294}],GeoPosition[{40.45578272,-3.86436648}],GeoPosition[{39.4634065,-0.3915724}],GeoPosition[ {40.4202289,-3.70613451}],GeoPosition[{37.37037635,-6.00033119}],GeoPosition[{37.1869564,-5.784023}],GeoPosition[ {36.4,25.4}],GeoPosition[{40.47826041,-3.70507227}],GeoPosition[{41.6525749,-4.7211242}],GeoPosition[ {36.7422694,-4.4809937}],GeoPosition[{38.45103449,27.21171856}],GeoPosition[{45.405308,10.9990346}],GeoPosition[ {40.50460115,-3.67679221}],GeoPosition[{36.41882008,25.4317268}],GeoPosition[{36.7167,-4.41667}],GeoPosition[ {40.7333,-3.16667}],GeoPosition[{42.5095594,1.5480382}],GeoPosition[{39.07057525,-3.61327896}],GeoPosition[ {36.7093154,-4.46084966}],GeoPosition[{42.2628517,3.1780901}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {41.0667,1.13333}],GeoPosition[{39.46338,-0.3915821}],GeoPosition[{40.4380225,-3.67657846}],GeoPosition[ {41.40730613,2.18056922}],GeoPosition[{38.0002765,-1.1227977}],GeoPosition[{40.4173428,-3.7119897}],GeoPosition[ {40.42303403,-3.61441868}],GeoPosition[{39.4661327,-0.3936301}],GeoPosition[{40.2167,-6.8}],GeoPosition[ {36.73525755,-4.91828398}],GeoPosition[{36.5026688,-4.7458844}],GeoPosition[{38.427698,-6.421804}],GeoPosition[ {36.49569552,-4.70927262}],GeoPosition[{40.04929,0.04972}],GeoPosition[{37.5187195,-5.9784503}],GeoPosition[ {36.4,25.4}],GeoPosition[{42.4579835,-2.4568128}],GeoPosition[{40.7184,-4.0072}],GeoPosition[ {37.18331937,-6.98032316}],GeoPosition[{39.99046025,-6.53931792}],GeoPosition[{45.405308,10.9990346}],GeoPosition[ {41.3879,2.16992}],GeoPosition[{52.38895,16.9243}],GeoPosition[{40.7882189,-0.814855}],GeoPosition[ {40.7882189,-0.814855}],GeoPosition[{42.7195895,0.1989331}],GeoPosition[{42.7470668,-0.5178936}],GeoPosition[ {41.65281063,-0.91181379}],GeoPosition[{40.18333333,-3.78333333}],GeoPosition[{41.65094651,-0.8711177}],GeoPosition[ {41.65089885,-0.87121894}],GeoPosition[{39.98537677,-3.76796822}],GeoPosition[{41.69327693,-0.82168107}],GeoPosition[ {51.46321803,-0.16917761}],GeoPosition[{40.42157759,-3.70883738}],GeoPosition[{41.64488994,-0.88624511}],GeoPosition[ {41.65281063,-0.91181379}],GeoPosition[{38.427812,-6.421812}],GeoPosition[{41.65094651,-0.8711177}],GeoPosition[ {41.65089885,-0.87121894}],GeoPosition[{40.42382,-3.68707}],GeoPosition[{41.417448,2.2169714}],GeoPosition[ {40.26463865,-4.46503915}],GeoPosition[{37.78207432,29.08772639}],GeoPosition[{37.39027,-6.02805}],GeoPosition[ {37.37165,-6.02821}],GeoPosition[{37.36538,-6.03213}],GeoPosition[{36.5026674,-4.7458839}],GeoPosition[ {53.43835,-2.2773}],GeoPosition[{37.39117215,-6.00363135}],GeoPosition[{37.28708452,-5.94297049}],GeoPosition[ {40.30767424,-3.44461083}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {41.3869497,2.16965425}],GeoPosition[{51.51236425,-0.13336332}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {39.4634049,-0.3915467}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {39.47503736,-6.36929737}],GeoPosition[{37.44643,-5.94024}],GeoPosition[{40.4167,-3.70325}],GeoPosition[ {37.28708452,-5.94297049}],GeoPosition[{40.43008951,-3.68408307}],GeoPosition[{38.35,-0.483333}],GeoPosition[ {40.7333,-3.16667}],GeoPosition[{42.8881067,-8.5265546}],GeoPosition[{36.41882008,25.4317268}],GeoPosition[ {38.63171599,-0.86679063}],GeoPosition[{40.42250614,-3.70930531}],GeoPosition[{36.73038727,-4.43180231}],GeoPosition[ {40.5738211,-8.44607234}],GeoPosition[{40.42129898,-3.6016705}],GeoPosition[{41.4469883,2.2450325}],GeoPosition[ {40.4331647,-3.60968867}],GeoPosition[{40.8833,-4.46667}],GeoPosition[{40.43673165,-3.72917792}],GeoPosition[ {43.5575902,-5.9295783}],GeoPosition[{43.34614796,-5.08562843}],GeoPosition[{41.4174346,2.2169381}],GeoPosition[ {42.4580042,-2.4568147}],GeoPosition[{41.6610449,-0.8829542}],GeoPosition[{39.4661211,-0.3936508}],GeoPosition[ {41.16881136,1.48112311}],GeoPosition[{38.24641507,-1.69439471}],GeoPosition[{43.42633015,-4.04196815}],GeoPosition[ {40.41694444,-3.69194444}],GeoPosition[{41.4404276,2.19813513}],GeoPosition[{41.6538086,-0.87918}],GeoPosition[ {41.6636646,-0.8836888}],GeoPosition[{43.34437265,-3.01217074}],GeoPosition[{40.42391044,-3.67178321}],GeoPosition[ {51.45049557,-2.59788475}],GeoPosition[{39.45620535,-0.3521486}],GeoPosition[{43.5575902,-5.9295783}],GeoPosition[ {41.6636646,-0.8836888}],GeoPosition[{39.4633926,-0.3916071}],GeoPosition[{37.388163,-5.982399}],GeoPosition[ {37.2333,-3.63333}],GeoPosition[{40.4,-3.68333}],GeoPosition[{52.3731,4.8922}],GeoPosition[ {38.3705292,-0.41053}],GeoPosition[{40.50428761,-3.70337583}],GeoPosition[{45.405308,10.9990346}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{39.5693092,2.6452}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{43.55611111,-5.92222222}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {41.37249,2.16661}],GeoPosition[{36.72448519,-4.41872133}],GeoPosition[{41.8,-4.53333}],GeoPosition[ {41.61019249,2.28788493}],GeoPosition[{36.16300379,-5.33823035}],GeoPosition[{36.73145,-3.69029}],GeoPosition[ {40.50453471,-3.67695887}],GeoPosition[{38.35,-0.483333}],GeoPosition[{40.48695841,-3.65708349}],GeoPosition[ {43.21916667,-8.98}],GeoPosition[{41.3880615,2.17313}],GeoPosition[{41.56727516,-4.80580005}],GeoPosition[ {39.4633984,-0.3915426}],GeoPosition[{38.9333,-6.7}],GeoPosition[{44.2167,11.6167}],GeoPosition[ {41.0667,-2.63333}],GeoPosition[{39.4660824,-0.3936586}],GeoPosition[{36.7315082,-4.56566135}],GeoPosition[ {36.7452813,-5.1646811}],GeoPosition[{38.86851441,1.33189042}],GeoPosition[{41.4404276,2.19813513}],GeoPosition[ {39.46447486,-0.32298262}],GeoPosition[{38.42767363,-6.42187326}],GeoPosition[{36.7167,-4.41667}],GeoPosition[ {38.25,-6.3}],GeoPosition[{36.74514136,-3.87620373}],GeoPosition[{40.4348,-3.71187}],GeoPosition[ {37.410085,-5.981443}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{39.46955854,-0.41187089}],GeoPosition[ {39.56014,2.70031}],GeoPosition[{40.4,-3.68333}],GeoPosition[{39.44306939,-0.33701181}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {36.52069515,-6.2866294}],GeoPosition[{37.25,-6.95}],GeoPosition[{51.40567246,-0.50986613}],GeoPosition[ {39.4872768,-0.4069241}],GeoPosition[{40.32761264,-3.88471411}],GeoPosition[{40.3238881,-3.7655827}],GeoPosition[ {41.61296396,-4.74923516}],GeoPosition[{40.96534803,-5.66491548}],GeoPosition[{36.5025,-4.78361111}],GeoPosition[ {39.7,3.41667}],GeoPosition[{41.9,12.5}],GeoPosition[{42.54535881,-6.58342295}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{42.01666667,-4.53333333}],GeoPosition[{40.48465729,-3.7430284}],GeoPosition[ {40.28244781,-3.74639201}],GeoPosition[{40.42396377,-3.6720743}],GeoPosition[{41.4404276,2.19813513}],GeoPosition[ {40.3819636,-3.6744702}],GeoPosition[{40.41268758,-3.71248185}],GeoPosition[{41.29612288,2.07624435}],GeoPosition[ {43.54059624,-5.65515363}],GeoPosition[{36.22658145,-6.06693797}],GeoPosition[{39.75224808,30.49060188}],GeoPosition[ {38.80149995,-9.38027526}],GeoPosition[{40.40096157,-3.7389063}],GeoPosition[{37.15,-5.71667}],GeoPosition[ {40.42250614,-3.70930531}],GeoPosition[{43.3715,-8.396}],GeoPosition[{36.16300379,-5.33823035}],GeoPosition[ {39.46666667,-0.38333333}],GeoPosition[{38.91305556,-6.35083333}],GeoPosition[{40.41687784,-3.70354056}],GeoPosition[ {41.4174235,2.216981}],GeoPosition[{41.5167,-5.4}],GeoPosition[{41.3882904,2.16751}],GeoPosition[ {43.26742803,-2.49855961}],GeoPosition[{40.48705418,-3.65716792}],GeoPosition[{37.39223146,-6.00247476}],GeoPosition[ {48.768,9.06835}],GeoPosition[{44.8546148,-0.56469429}],GeoPosition[{36.7167,-4.41667}],GeoPosition[ {60.43049336,5.1764228}],GeoPosition[{40.3238975,-3.7656104}],GeoPosition[{41.3527915,2.1190965}],GeoPosition[ {37.8711401,-4.7921959}],GeoPosition[{42.8635562,-2.6787357}],GeoPosition[{36.7167,-4.41667}],GeoPosition[ {40.39202127,-3.69764135}],GeoPosition[{41.4173989,2.2169254}],GeoPosition[{41.38312,2.16529369}],GeoPosition[ {42.26032199,2.96211694}],GeoPosition[{41.8126533,-5.4723746}],GeoPosition[{39.5724244,2.6466598}],GeoPosition[ {43.26405162,-2.94922938}],GeoPosition[{37.1758194,-3.5974801}],GeoPosition[{40.5932386,-4.1475748}],GeoPosition[ {40.4244711,-3.61478034}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{45.405308,10.9990346}],GeoPosition[ {38.33229515,-0.48517931}],GeoPosition[{43.4738945,-3.79135765}],GeoPosition[{43.3167,-1.98333}],GeoPosition[ {37.39291969,-5.98688863}],GeoPosition[{48.86316381,2.22276354}],GeoPosition[{41.3833,2.18333}],GeoPosition[ {40.42396377,-3.6720743}],GeoPosition[{48.13187698,-1.69057957}],GeoPosition[{45.4386,12.3267}],GeoPosition[ {37.398884,-5.977852}],GeoPosition[{42.46117897,-2.4476167}],GeoPosition[{40.0288472,-6.09019532}],GeoPosition[ {39.90840623,3.0843007}],GeoPosition[{41.88149801,3.0725524}],GeoPosition[{38.9833,-3.93333}],GeoPosition[ {40.48814992,-3.87310982}],GeoPosition[{36.7235138,-4.41741484}],GeoPosition[{43.60649552,1.44671664}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.6,-3.5}],GeoPosition[{40.2833,-3.8}],GeoPosition[ {40.46499325,-4.09453005}],GeoPosition[{40.4041688,-3.70641847}],GeoPosition[{38.4064998,-0.4062506}],GeoPosition[ {41.56213846,2.01119024}],GeoPosition[{40.412281,-3.70749}],GeoPosition[{40.6563164,-4.6979404}],GeoPosition[ {41.6942437,-0.8676808}],GeoPosition[{39.1883,27.6089}],GeoPosition[{45.405308,10.9990346}],GeoPosition[ {41.37706798,2.17722741}],GeoPosition[{40.53800416,-3.64057005}],GeoPosition[{40.418,-3.721}],GeoPosition[ {43.2687,-2.9461}],GeoPosition[{39.4167,-0.783333}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {52.3731,4.8922}],GeoPosition[{36.7183,-4.4202}],GeoPosition[{39.5715,2.6469}],GeoPosition[ {37.3877,-6.0018}],GeoPosition[{39.4692,-0.3768}],GeoPosition[{41.6517,-0.8813}],GeoPosition[ {38.4697,27.2211}],GeoPosition[{40.44043,-3.69014}],GeoPosition[{41.29710007,2.07845998}],GeoPosition[ {40.41704446,-3.70354074}],GeoPosition[{37.6,-0.983333}],GeoPosition[{42.8636049,-2.6786371}],GeoPosition[ {37.6964104,-5.2736781}],GeoPosition[{40.31412816,-3.86013454}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[ {36.7889108,-5.5574481}],GeoPosition[{45.4945887,9.1827503}],GeoPosition[{46.0264032,8.96334071}],GeoPosition[ {36.0125,-5.60556}],GeoPosition[{40.29975336,-3.92472483}],GeoPosition[{41.3879,2.16992}],GeoPosition[ {41.71580858,-0.862494}],GeoPosition[{40.47205,-3.86894}],GeoPosition[{40.39926395,-3.99677663}],GeoPosition[ {40.3819642,-3.6744665}],GeoPosition[{39.8581386,-4.02175547}],GeoPosition[{37.4100581,-5.9814623}],GeoPosition[ {40.67996,31.620757}],GeoPosition[{38.05,-1.5}],GeoPosition[{36.7167,-4.41667}],GeoPosition[ {51.5011248,-0.1257026}],GeoPosition[{36.43333333,-5.13333333}],GeoPosition[{40.0288472,-6.09019532}],GeoPosition[ {40.4227295,-3.6880901}],GeoPosition[{42.,-5.53333}],GeoPosition[{41.56097779,2.00754703}],GeoPosition[ {43.52359357,-8.30934156}],GeoPosition[{39.1883,27.6089}],GeoPosition[{45.405308,10.9990346}],GeoPosition[ {43.81772623,7.77782283}],GeoPosition[{43.3646698,-8.4191399}],GeoPosition[{41.4173924,2.2169534}],GeoPosition[ {43.16878412,-2.61408149}],GeoPosition[{52.08714595,4.41870134}],GeoPosition[{38.29583991,-0.5735206}],GeoPosition[ {42.54806976,-2.57830199}],GeoPosition[{41.54391054,2.43548547}],GeoPosition[{54.0633,-2.88424}],GeoPosition[ {40.23180336,-3.76963073}],GeoPosition[{37.17906,-3.59232}],GeoPosition[{36.7799642,-6.36802226}],GeoPosition[ {38.9864958,-3.9166177}],GeoPosition[{43.7167,10.3833}],GeoPosition[{40.46319656,-3.68126153}],GeoPosition[ {42.8167,-1.63333}],GeoPosition[{43.4726871,-3.91714405}],GeoPosition[{39.65,-0.883333}],GeoPosition[ {55.74916667,37.62444444}],GeoPosition[{37.3828,-5.97317}],GeoPosition[{37.56756757,-4.27357845}],GeoPosition[ {41.91240075,12.55357972}],GeoPosition[{53.58029366,9.93493955}],GeoPosition[{43.2633428,-2.9499367}],GeoPosition[ {42.6520309,-8.8187399}],GeoPosition[{39.98537677,-3.76796822}],GeoPosition[{41.3167,-5.21667}],GeoPosition[ {40.42932795,-3.64368373}],GeoPosition[{52.3731,4.8922}],GeoPosition[{35.2873718,-2.9482162}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{39.68336094,3.45117939}],GeoPosition[{41.36586771,2.15534338}],GeoPosition[ {38.27326035,-0.53860457}],GeoPosition[{52.36225021,4.88381199}],GeoPosition[{41.5833,-4.58333}],GeoPosition[ {42.2,2.7}],GeoPosition[{36.8333,-2.45}],GeoPosition[{37.6167,-0.866667}],GeoPosition[ {37.40174126,-5.99494977}],GeoPosition[{36.718177,-4.420208}],GeoPosition[{39.1,-9.26667}],GeoPosition[ {39.8667,-4.01667}],GeoPosition[{40.32849701,-3.86384761}],GeoPosition[{40.41782128,-3.6844646}],GeoPosition[ {41.01406944,28.96892353}],GeoPosition[{37.3667,-6.06667}],GeoPosition[{52.60281813,-0.26825083}],GeoPosition[ {37.8,-1.}],GeoPosition[{38.08159568,-0.9456485}],GeoPosition[{40.548546,0.52388669}],GeoPosition[ {41.65,-0.8833}],GeoPosition[{40.4054,-3.71114}],GeoPosition[{39.56328248,-0.53077341}],GeoPosition[ {38.8694718,-6.9893305}],GeoPosition[{40.3819505,-3.6744082}],GeoPosition[{39.47028,-0.37557}],GeoPosition[ {50.982275,-0.68076}],GeoPosition[{50.94150627,6.95746293}],GeoPosition[{37.17666667,-3.59444444}],GeoPosition[ {52.3731,4.8922}],GeoPosition[{40.50329591,-3.69855957}],GeoPosition[{40.50329591,-3.69855957}],GeoPosition[ {40.50329591,-3.69855957}],GeoPosition[{41.56213846,2.01119024}],GeoPosition[{40.50329591,-3.69855957}],GeoPosition[ {40.50329591,-3.69855957}],GeoPosition[{40.50329591,-3.69855957}],GeoPosition[{36.7167,-4.41667}],GeoPosition[ {37.4674399,-6.011699}],GeoPosition[{37.28630692,-4.87966827}],GeoPosition[{40.417777,-3.700228}],GeoPosition[ {38.84249,-1.11089}],GeoPosition[{39.47028,-0.37557}],GeoPosition[{42.2686742,-8.7600234}],GeoPosition[ {40.4167599,-3.71018}],GeoPosition[{40.4266555,-3.6139969}],GeoPosition[{38.88343767,-6.99314548}],GeoPosition[ {41.64593934,-4.72791457}],GeoPosition[{40.4233894,-3.67823}],GeoPosition[{40.9652143,-5.6572126}],GeoPosition[ {48.8567,2.3508}],GeoPosition[{43.2639368,-2.94945271}],GeoPosition[{42.5449362,-6.585316}],GeoPosition[ {51.15783681,-0.16927437}],GeoPosition[{37.3446031,-5.9667655}],GeoPosition[{43.26405162,-2.94922938}],GeoPosition[ {48.89573441,2.25106554}],GeoPosition[{41.6360573,-0.9410468}],GeoPosition[{39.18972222,-0.43777778}],GeoPosition[ {41.4174007,2.2169489}],GeoPosition[{50.1167,8.68333}],GeoPosition[{40.4796677,-3.3632984}],GeoPosition[ {36.50769491,-4.69025947}],GeoPosition[{38.65,0.05}],GeoPosition[{37.673309,-4.9299445}],GeoPosition[ {54.8345186,-2.97566648}],GeoPosition[{43.26405162,-2.94922938}],GeoPosition[{43.3,-3.}],GeoPosition[ {43.4833,-8.23333}],GeoPosition[{37.8884583,-4.77529}],GeoPosition[{38.26962,-0.70867}],GeoPosition[ {40.43015,-3.71428}],GeoPosition[{41.64389481,-4.72797207}],GeoPosition[{37.15,-5.71667}],GeoPosition[ {40.41583863,-3.66321847}],GeoPosition[{40.47755586,-3.51356539}],GeoPosition[{41.6780947,-0.8919105}],GeoPosition[ {38.73708839,-9.13319947}],GeoPosition[{40.29987051,-3.80839918}],GeoPosition[{39.47028,-0.37557}],GeoPosition[ {40.2395949,-3.7658342}],GeoPosition[{43.144277,-2.959591}],GeoPosition[{37.6,-2.7}],GeoPosition[ {40.4266675,-3.6140934}],GeoPosition[{39.58459005,2.62154818}],GeoPosition[{40.42396377,-3.6720743}],GeoPosition[ {40.41280777,-3.70904297}],GeoPosition[{40.03171744,-6.08122252}],GeoPosition[{41.5,-5.75}],GeoPosition[ {40.42560886,-3.7138086}],GeoPosition[{40.41123749,-3.64834127}],GeoPosition[{40.2333,-3.76667}],GeoPosition[ {37.67340741,-1.69843592}],GeoPosition[{37.1833,-3.6}],GeoPosition[{40.4167,-3.70325}],GeoPosition[ {44.69251496,11.14251064}],GeoPosition[{36.5333,-6.18333}],GeoPosition[{39.6167,-2.26667}],GeoPosition[ {43.36135,-8.41002}],GeoPosition[{41.3688907,2.1532228}],GeoPosition[{40.7817466,-3.7014199}],GeoPosition[ {42.6129959,-5.56215268}],GeoPosition[{52.4231,10.7872}],GeoPosition[{43.26701122,-2.9465391}],GeoPosition[ {41.3871,2.16239}],GeoPosition[{41.40540541,2.18604431}],GeoPosition[{43.4129043,-5.79748998}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{38.9,-6.33333333}],GeoPosition[{39.47028,-0.37557}],GeoPosition[ {40.90472222,-3.87944444}],GeoPosition[{51.11201249,0.63045003}],GeoPosition[{39.03444254,-4.173516}],GeoPosition[ {41.9816674,2.8247063}],GeoPosition[{40.18916,-3.67477}],GeoPosition[{40.3819881,-3.6744635}],GeoPosition[ {43.4,-3.76667}],GeoPosition[{42.6,-8.75}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {40.41519842,-3.70032604}],GeoPosition[{38.3705292,-0.41053}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {45.44121619,12.33421047}],GeoPosition[{40.45563598,-3.67722285}],GeoPosition[{40.41649878,-3.6841619}],GeoPosition[ {41.61348176,2.65746163}],GeoPosition[{39.47955153,-0.37621477}],GeoPosition[{37.16546778,-3.58204047}],GeoPosition[ {44.801247,3.275454}],GeoPosition[{37.9897405,-1.1303134}],GeoPosition[{37.7667,-3.7711}],GeoPosition[ {38.38994247,-0.44423691}],GeoPosition[{40.42668134,-3.68715548}],GeoPosition[{39.46353,-0.37243}],GeoPosition[ {37.4100711,-5.9814498}],GeoPosition[{41.65,-4.71667}],GeoPosition[{36.98755073,-4.46918102}],GeoPosition[ {41.6479384,-4.7230826}],GeoPosition[{37.99298095,-1.11222053}],GeoPosition[{40.42021996,-3.70618184}],GeoPosition[ {41.6552455,-4.719317}],GeoPosition[{36.1833,-5.5}],GeoPosition[{39.92844919,-4.00244789}],GeoPosition[ {41.3928986,2.14112}],GeoPosition[{39.52554408,2.49983943}],GeoPosition[{51.4548358,-0.33219388}],GeoPosition[ {43.3484306,-4.0457201}],GeoPosition[{42.18402555,-8.51213358}],GeoPosition[{42.69600733,-8.24206977}],GeoPosition[ {37.97777778,-0.68333333}],GeoPosition[{38.08075325,-1.27350421}],GeoPosition[{45.60304946,10.62768459}],GeoPosition[ {39.96590864,-4.84074727}],GeoPosition[{40.2333,-3.31667}],GeoPosition[{48.85483,2.34738}],GeoPosition[ {37.385849,-5.99927}],GeoPosition[{40.41704446,-3.70354074}],GeoPosition[{38.8,-9.38333}],GeoPosition[ {40.6048738,-3.5833013}],GeoPosition[{37.410063,-5.9814655}],GeoPosition[{40.41355556,-3.68205556}],GeoPosition[ {43.31572262,-1.9767408}],GeoPosition[{37.15638121,-5.91921814}],GeoPosition[{40.54672319,-3.63468425}],GeoPosition[ {40.4530411,-3.6851001}],GeoPosition[{36.1275,-5.45389}],GeoPosition[{41.6410195,-0.92801784}],GeoPosition[ {41.65,-0.8833}],GeoPosition[{41.3833,2.18333}],GeoPosition[{41.0667,1.13333}],GeoPosition[ {40.41416199,-3.69248583}],GeoPosition[{40.4833,-3.86667}],GeoPosition[{36.72016976,-4.42406874}],GeoPosition[ {40.39924281,-3.65345278}],GeoPosition[{43.4833,-8.23333}],GeoPosition[{39.3066007,-0.41257222}],GeoPosition[ {37.3772,-5.98694}],GeoPosition[{36.45677192,-6.21436481}],GeoPosition[{40.54594824,-3.45845171}],GeoPosition[ {40.45699602,-3.47409338}],GeoPosition[{37.75,-1.1}],GeoPosition[{40.95,-4.11667}],GeoPosition[ {42.59916103,-5.58545891}],GeoPosition[{39.4622688,-0.37273}],GeoPosition[{42.2,-5.98333}],GeoPosition[ {39.53522094,2.71540597}],GeoPosition[{37.8833,-4.76667}],GeoPosition[{37.08780579,-8.42621181}],GeoPosition[ {40.4331647,-3.60968867}],GeoPosition[{41.9833,-5.91667}],GeoPosition[{41.38666667,2.17}],GeoPosition[ {44.6018,11.9517}],GeoPosition[{43.31401,-2.98734}],GeoPosition[{40.4350132,-3.7056619}],GeoPosition[ {36.72103179,-4.4218972}],GeoPosition[{41.38412,2.17225}],GeoPosition[{41.4053917,2.1570499}],GeoPosition[ {36.73216032,-2.61805974}],GeoPosition[{42.6,-8.75}],GeoPosition[{41.3833,2.18333}],GeoPosition[ {40.41066054,-3.65752893}],GeoPosition[{40.411319,-3.618117}],GeoPosition[{37.3772,-5.98694}],GeoPosition[ {40.411319,-3.618117}],GeoPosition[{40.52766235,-3.66088855}],GeoPosition[{36.54266525,-6.27973788}],GeoPosition[ {36.5167,-4.88333}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[{40.41834171,-3.70940386}],GeoPosition[ {36.9833,-1.9}],GeoPosition[{40.7817659,-3.7014036}],GeoPosition[{37.9897355,-1.1303006}],GeoPosition[ {40.33442113,-3.87868624}],GeoPosition[{38.87515118,-6.96948318}],GeoPosition[{43.37090042,-8.39742498}],GeoPosition[ {41.378093,2.188515}],GeoPosition[{40.42396377,-3.6720743}],GeoPosition[{45.5645027,12.1962233}],GeoPosition[ {40.42396377,-3.6720743}],GeoPosition[{52.52919718,13.40198468}],GeoPosition[{40.34361111,-1.10722222}],GeoPosition[ {41.8887,12.4808}],GeoPosition[{43.30972222,-2.0075}],GeoPosition[{38.61472222,-1.11972222}],GeoPosition[ {41.384445,2.133314}],GeoPosition[{41.384445,2.133314}],GeoPosition[{43.73666667,-7.87722222}],GeoPosition[ {37.785,-3.9025}],GeoPosition[{40.42023261,-3.70582086}],GeoPosition[{39.46666667,-0.38333333}],GeoPosition[ {41.40878227,2.20257043}],GeoPosition[{37.19972222,-3.60472222}],GeoPosition[{42.3281664,-8.7894525}],GeoPosition[ {41.9,12.5}],GeoPosition[{40.42277778,-3.71194444}],GeoPosition[{50.0833,14.4167}],GeoPosition[ {43.36,-5.845}],GeoPosition[{40.7333,-4.}],GeoPosition[{41.65663807,-0.8704282}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{40.4656883,-3.4504248}],GeoPosition[{37.09462754,-4.39034419}],GeoPosition[ {40.5029044,-3.6757928}],GeoPosition[{41.45095834,2.20716717}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.48687644,-3.65711157}],GeoPosition[{40.551045,-3.6298488}],GeoPosition[{37.17288826,-3.60079684}],GeoPosition[ {37.3782883,-5.9544301}],GeoPosition[{40.4722595,-3.6302199}],GeoPosition[{43.43985156,-3.94548822}],GeoPosition[ {40.42009,-3.70082}],GeoPosition[{38.0468707,-0.9965579}],GeoPosition[{36.49694583,-6.27232034}],GeoPosition[ {37.38593234,-6.00222932}],GeoPosition[{37.59898429,-1.31485514}],GeoPosition[{40.44887199,-3.73031891}],GeoPosition[ {41.6581026,-3.6922091}],GeoPosition[{40.43309214,-3.71525645}],GeoPosition[{40.41640847,-3.69893112}],GeoPosition[ {43.32184489,-3.85551066}],GeoPosition[{42.863303,-2.689634}],GeoPosition[{40.48604322,-4.05545342}],GeoPosition[ {40.3819787,-3.6744643}],GeoPosition[{40.5510031,-3.6298712}],GeoPosition[{42.8637389,-2.678389}],GeoPosition[ {39.0176315,-1.893278}],GeoPosition[{40.39246167,-3.65901535}],GeoPosition[{36.25,-5.96667}],GeoPosition[ {39.4833,-6.36667}],GeoPosition[{36.71769346,-4.41354459}],GeoPosition[{43.4733621,-3.7952794}],GeoPosition[ {41.89402768,12.50302076}],GeoPosition[{40.42156779,-3.71999354}],GeoPosition[{37.40028516,-5.99125137}],GeoPosition[ {37.38027778,-6.01083333}],GeoPosition[{43.26405162,-2.94922938}],GeoPosition[{39.4333,-0.466667}],GeoPosition[ {40.49287159,-3.36197474}],GeoPosition[{37.9897876,-1.1303728}],GeoPosition[{38.7167,-5.55}],GeoPosition[ {43.0323929,-2.4004734}],GeoPosition[{39.4702,-0.376805}],GeoPosition[{39.4702,-0.376805}],GeoPosition[ {51.51330224,-0.13134784}],GeoPosition[{40.42016895,-3.70186926}],GeoPosition[{43.30888889,-2.03722222}],GeoPosition[ {40.5510226,-3.6298569}],GeoPosition[{40.42872301,-3.70313071}],GeoPosition[{38.18972222,-0.55555556}],GeoPosition[ {36.71533,-4.43027}],GeoPosition[{40.35581163,-3.78057953}],GeoPosition[{41.7167,44.7833}],GeoPosition[ {42.68826762,-8.49119333}],GeoPosition[{40.4201317,-3.69787}],GeoPosition[{43.26405162,-2.94922938}],GeoPosition[ {40.3819831,-3.6745167}],GeoPosition[{38.25472222,-0.64611111}],GeoPosition[{45.4768791,9.2024403}],GeoPosition[ {37.27770172,-5.93673168}],GeoPosition[{42.06101706,-1.60742143}],GeoPosition[{40.426682,-3.614072}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{40.39982,-3.701303}],GeoPosition[{41.683449,2.491277}],GeoPosition[ {40.4379164,-3.69204182}],GeoPosition[{45.60304946,10.62768459}],GeoPosition[{39.48390207,-0.34299151}],GeoPosition[ {40.42690565,-3.6997945}],GeoPosition[{45.45525,12.257401}],GeoPosition[{40.42156779,-3.71999354}],GeoPosition[ {41.48277184,2.03108111}],GeoPosition[{37.3815132,-5.9851617}],GeoPosition[{41.38401,2.16342}],GeoPosition[ {40.96922503,-5.66411769}],GeoPosition[{36.5333,-6.2833}],GeoPosition[{43.7833,11.25}],GeoPosition[ {39.4634111,-0.3915782}],GeoPosition[{40.4169387,-3.6805474}],GeoPosition[{40.4667,-3.3667}],GeoPosition[ {40.42690565,-3.6997945}],GeoPosition[{36.7833,-2.81667}],GeoPosition[{41.5768982,2.0140047}],GeoPosition[ {42.80498106,-1.66835351}],GeoPosition[{37.3772,-5.98694}],GeoPosition[{41.43087,2.16956308}],GeoPosition[ {45.62,-1.03}],GeoPosition[{40.96479854,-5.66481152}],GeoPosition[{36.7833,-6.35}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{40.6725311,-4.0997961}],GeoPosition[{40.399853,-3.701284}],GeoPosition[ {40.41664815,-3.70148797}],GeoPosition[{36.665334,-4.5516396}],GeoPosition[{39.4634097,-0.3915743}],GeoPosition[ {42.6112945,-5.6160622}],GeoPosition[{40.37623038,-3.69775741}],GeoPosition[{37.3772202,-5.9865699}],GeoPosition[ {40.50460354,-3.6767762}],GeoPosition[{43.26405162,-2.94922938}],GeoPosition[{40.8333,14.25}],GeoPosition[ {41.79278752,3.04748827}],GeoPosition[{42.8637372,-2.6784824}],GeoPosition[{41.2333,1.81667}],GeoPosition[ {40.89099,25.91906}],GeoPosition[{41.3468485,2.0364209}],GeoPosition[{36.7,-6.1167}],GeoPosition[ {43.2639368,-2.94945271}],GeoPosition[{43.6129739,-5.7986855}],GeoPosition[{41.417405,2.2169249}],GeoPosition[ {43.5564404,-7.06438065}],GeoPosition[{40.4,-3.68333}],GeoPosition[{37.3772,-5.98694}],GeoPosition[ {39.94416667,-0.10361111}],GeoPosition[{40.4204614,-3.718362}],GeoPosition[{41.417405,2.2169249}],GeoPosition[ {42.88657226,13.91377448}],GeoPosition[{39.46447486,-0.32298262}],GeoPosition[{40.4064828,-3.69036763}],GeoPosition[ {36.35753717,-6.17301163}],GeoPosition[{40.4431654,-3.6733797}],GeoPosition[{40.31856859,-3.77663374}],GeoPosition[ {50.06190614,19.93797727}],GeoPosition[{40.48697313,-3.6571602}],GeoPosition[{40.38333333,-5.76666667}],GeoPosition[ {43.11220546,12.38876231}],GeoPosition[{40.43035372,-3.68285539}],GeoPosition[{43.26405162,-2.94922938}],GeoPosition[ {39.42612603,-0.3941903}],GeoPosition[{39.5333,-5.63333}],GeoPosition[{41.5769555,2.22486675}],GeoPosition[ {37.9167,-6.7}],GeoPosition[{40.81658922,29.3169115}],GeoPosition[{43.17378391,-2.63462754}],GeoPosition[ {39.0052499,-0.16564}],GeoPosition[{40.4,-3.68333}],GeoPosition[{40.51612865,-3.89801852}],GeoPosition[ {41.1635513,-8.6306295}],GeoPosition[{41.14136358,1.34624933}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {41.65411846,-0.8785359}],GeoPosition[{43.3167,-1.98333}],GeoPosition[{43.97915484,15.38314462}],GeoPosition[ {41.4174058,2.2169425}],GeoPosition[{40.42391044,-3.67178321}],GeoPosition[{41.3879,2.16992}],GeoPosition[ {39.94416667,-0.10361111}],GeoPosition[{37.3892118,-6.0133787}],GeoPosition[{40.47018238,-4.63598265}],GeoPosition[ {43.5333,-5.7}],GeoPosition[{36.5333,-6.2833}],GeoPosition[{40.41927222,-3.693125}],GeoPosition[ {35.26647479,-2.93322483}],GeoPosition[{40.41378653,-3.69682939}],GeoPosition[{42.8637212,-2.6784148}],GeoPosition[ {43.6132642,-5.800943}],GeoPosition[{37.99172,-1.13408}],GeoPosition[{36.1977968,-6.04457816}],GeoPosition[ {39.4633816,-0.3916408}],GeoPosition[{40.5046387,-3.6993599}],GeoPosition[{40.7167,0.583333}],GeoPosition[ {39.14896714,-0.44062977}],GeoPosition[{36.5167,-4.88333}],GeoPosition[{36.7333,-5.16667}],GeoPosition[ {40.36815287,-3.3220236}],GeoPosition[{41.6528363,-0.87699377}],GeoPosition[{41.5768982,2.0140047}],GeoPosition[ {38.389865,27.02248633}],GeoPosition[{46.3167,44.2667}],GeoPosition[{36.52297833,-5.04579381}],GeoPosition[ {36.72098,-4.37472}],GeoPosition[{43.0324154,-2.4003193}],GeoPosition[{38.7,-0.466667}],GeoPosition[ {40.3819826,-3.6744428}],GeoPosition[{41.08168379,1.14654279}],GeoPosition[{37.3908667,-5.9957843}],GeoPosition[ {37.3833,-6.03333}],GeoPosition[{38.7167,-9.13333}],GeoPosition[{40.38611111,-3.73888889}],GeoPosition[ {38.8291462,-3.58199125}],GeoPosition[{41.88797007,12.52589789}],GeoPosition[{52.48349958,-1.90685914}],GeoPosition[ {37.13084247,-6.48522904}],GeoPosition[{36.5167,-4.88333}],GeoPosition[{40.33277619,-3.74496844}],GeoPosition[ {41.6691486,-0.8832457}],GeoPosition[{43.85871308,18.42223295}],GeoPosition[{40.41704446,-3.70354074}],GeoPosition[ {40.28310219,-3.81961128}],GeoPosition[{41.3833,2.18333}],GeoPosition[{38.88429293,-7.00058997}],GeoPosition[ {40.7333,-4.}],GeoPosition[{40.4000462,-3.6215607}],GeoPosition[{40.43318898,-3.71609497}],GeoPosition[ {40.0577125,-5.7561504}],GeoPosition[{40.2684708,-3.7581401}],GeoPosition[{37.871121,-4.7922338}],GeoPosition[ {36.721949,-4.3760171}],GeoPosition[{43.4647,-3.80444}],GeoPosition[{39.40265614,-0.41246181}],GeoPosition[ {40.6167,0.6}],GeoPosition[{40.399853,-3.701284}],GeoPosition[{37.09843918,-2.12393157}],GeoPosition[ {40.39795064,-3.64790777}],GeoPosition[{39.4679985,-0.37977}],GeoPosition[{43.7225109,10.3960052}],GeoPosition[ {40.98339334,-5.71137633}],GeoPosition[{39.50058746,-0.407379}],GeoPosition[{40.45947429,-3.69487945}],GeoPosition[ {36.69705,-6.11586}],GeoPosition[{41.8167,2.9}],GeoPosition[{37.87722222,-4.78194444}],GeoPosition[ {40.42474689,-3.7011612}],GeoPosition[{39.14899103,-0.44049255}],GeoPosition[{38.95,-8.51667}],GeoPosition[ {39.4587367,-0.3385167}],GeoPosition[{37.96750774,-3.80547225}],GeoPosition[{40.57898197,-3.95663589}],GeoPosition[ {51.51330224,-0.13134784}],GeoPosition[{40.45212204,-3.69089075}],GeoPosition[{51.4946,-0.210835}],GeoPosition[ {42.35171724,-3.68738018}],GeoPosition[{39.94416667,-0.10361111}],GeoPosition[{40.42306386,-3.70028791}],GeoPosition[ {38.29466246,-0.61175986}],GeoPosition[{40.32821316,-3.86369314}],GeoPosition[{42.13867575,-8.80875697}],GeoPosition[ {40.43855463,-3.68530385}],GeoPosition[{43.77956739,11.25719672}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {38.3833,-0.433333}],GeoPosition[{37.3828,-5.97317}],GeoPosition[{42.3833,-8.68333}],GeoPosition[ {42.4,-6.36667}],GeoPosition[{42.0167,-6.41667}],GeoPosition[{41.40693081,2.18465379}],GeoPosition[ {37.17605438,-3.58720057}],GeoPosition[{42.8936,-3.63333}],GeoPosition[{43.3475,-4.1025}],GeoPosition[ {40.41649878,-3.6841619}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.40443545,-3.68056422}],GeoPosition[ {36.84765035,-2.4554497}],GeoPosition[{37.8333,-3.35}],GeoPosition[{40.4192799,-3.69230103}],GeoPosition[ {41.6667,-3.98333}],GeoPosition[{41.39972789,2.18595751}],GeoPosition[{37.88194444,-4.79472222}],GeoPosition[ {36.7167,-4.41667}],GeoPosition[{40.399853,-3.701284}],GeoPosition[{40.5510399,-3.6299002}],GeoPosition[ {37.9894295,-0.67471}],GeoPosition[{36.48851192,-4.95304491}],GeoPosition[{42.8936,-3.63333}],GeoPosition[ {41.96480092,-8.88324819}],GeoPosition[{43.5431033,-5.6660087}],GeoPosition[{40.41423124,-3.68325233}],GeoPosition[ {40.3452652,-3.71137787}],GeoPosition[{38.25,-3.61667}],GeoPosition[{36.48674072,-4.95323104}],GeoPosition[ {40.416599,-3.70573474}],GeoPosition[{36.5727243,-6.22383795}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {38.3705292,-0.41053}],GeoPosition[{41.6581265,-3.6922756}],GeoPosition[{40.35631662,-3.89650034}],GeoPosition[ {37.3893,-4.77782}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{39.9667,0.0166667}],GeoPosition[ {39.52990903,-0.44104965}],GeoPosition[{42.35,-3.7}],GeoPosition[{41.79053793,12.87719085}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.42872301,-3.70313071}],GeoPosition[{36.70586919,-4.43622699}],GeoPosition[ {39.06611111,-5.72277778}],GeoPosition[{36.8456675,-2.4581714}],GeoPosition[{37.88271,-4.78305}],GeoPosition[ {40.95,-4.11667}],GeoPosition[{42.0263405,2.8798001}],GeoPosition[{42.1207999,-8.8591519}],GeoPosition[ {40.4660814,-3.6167615}],GeoPosition[{40.94282405,-4.1141102}],GeoPosition[{40.5509843,-3.6298912}],GeoPosition[ {40.41252764,-3.69853735}],GeoPosition[{37.1833,-3.6}],GeoPosition[{38.5333,-0.133333}],GeoPosition[ {38.04694413,-0.99984017}],GeoPosition[{45.60304946,10.62768459}],GeoPosition[{40.29876709,-3.73802161}],GeoPosition[ {40.41782128,-3.6844646}],GeoPosition[{40.40853,-3.69401}],GeoPosition[{36.69921667,-4.44660837}],GeoPosition[ {38.35,-0.483333}],GeoPosition[{41.890419,12.4905901}],GeoPosition[{38.73708839,-9.13319947}],GeoPosition[ {40.2667,-4.46667}],GeoPosition[{42.85716507,-8.64696083}],GeoPosition[{37.97081837,-1.21971745}],GeoPosition[ {41.71718608,21.7748358}],GeoPosition[{41.6552366,-4.7194342}],GeoPosition[{37.9861,-1.1303}],GeoPosition[ {35.887276,-5.319802}],GeoPosition[{40.3445669,-3.6904119}],GeoPosition[{43.32888889,-2.98472222}],GeoPosition[ {37.16398782,-4.1301319}],GeoPosition[{43.5431033,-5.6660087}],GeoPosition[{37.9861,-1.1303}],GeoPosition[ {43.3333,-6.}],GeoPosition[{43.3239784,-1.97507}],GeoPosition[{37.38444,-5.98062}],GeoPosition[ {42.80402724,-1.67351911}],GeoPosition[{40.50151283,-3.36612256}],GeoPosition[{36.59584538,-4.6373532}],GeoPosition[ {41.88797007,12.52589789}],GeoPosition[{40.3446588,-3.6904151}],GeoPosition[{41.37448188,2.16498256}],GeoPosition[ {37.1833,-3.6}],GeoPosition[{40.4438705,-3.6561899}],GeoPosition[{37.9861,-1.1303}],GeoPosition[ {36.6757464,-6.1412215}],GeoPosition[{37.41727778,-5.99723333}],GeoPosition[{41.38701576,2.18196468}],GeoPosition[ {40.42879,-3.70439}],GeoPosition[{42.83616161,-1.6738335}],GeoPosition[{40.43513,-3.68414}],GeoPosition[ {39.47616,-0.37916}],GeoPosition[{40.3281,-3.7644}],GeoPosition[{41.5037308,-5.74681}],GeoPosition[ {38.65,0.05}],GeoPosition[{41.39196064,2.1777736}],GeoPosition[{38.35,-0.483333}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{40.05399438,0.06186411}],GeoPosition[{41.07072309,1.05191995}],GeoPosition[ {43.2772626,-8.2113259}],GeoPosition[{51.5149199,-0.14474}],GeoPosition[{43.49979785,-8.22442069}],GeoPosition[ {42.0333,-3.75}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{37.1889499,-3.619996}],GeoPosition[ {41.4174326,2.2169842}],GeoPosition[{55.7663859,52.0090701}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {43.36375,-8.40657}],GeoPosition[{36.70456,-4.43617}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {41.4174307,2.2169824}],GeoPosition[{37.1828,-6.96194}],GeoPosition[{42.49727334,1.50207812}],GeoPosition[ {42.2314407,-8.7310819}],GeoPosition[{40.43207138,-3.69930517}],GeoPosition[{36.48851192,-4.95304491}],GeoPosition[ {42.62647533,-0.11151595}],GeoPosition[{51.5298558,-3.0969223}],GeoPosition[{39.9507388,-0.056782}],GeoPosition[ {39.4692155,-0.37667052}],GeoPosition[{41.9,12.5}],GeoPosition[{43.3715,-8.396}],GeoPosition[ {37.65452445,-6.8805908}],GeoPosition[{41.55560717,-4.71458277}],GeoPosition[{40.8186378,14.3498583}],GeoPosition[ {41.3827203,2.1768705}],GeoPosition[{40.42894281,-3.67553212}],GeoPosition[{42.0333,-6.46667}],GeoPosition[ {38.90447795,-6.61943804}],GeoPosition[{36.50385875,-6.27160558}],GeoPosition[{37.40397959,-5.96560498}],GeoPosition[ {41.4108556,2.17724109}],GeoPosition[{55.9369069,-3.2229777}],GeoPosition[{45.77472,21.243993}],GeoPosition[ {53.993936,-1.5410016}],GeoPosition[{37.7667,-3.7711}],GeoPosition[{43.2875,-5.63889}],GeoPosition[ {40.41810837,-3.6994639}],GeoPosition[{42.43264201,-8.64201494}],GeoPosition[{38.99606119,-1.85416717}],GeoPosition[ {43.2744154,-2.9748454}],GeoPosition[{43.6692501,-7.5942105}],GeoPosition[{40.18916,-3.67477}],GeoPosition[ {40.42023261,-3.70582086}],GeoPosition[{43.0833,-3.45}],GeoPosition[{41.6908832,2.2868584}],GeoPosition[ {36.7833,-2.23333}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {37.38415912,-6.04698359}],GeoPosition[{37.386222,-6.002333}],GeoPosition[{36.7521733,-3.8761891}],GeoPosition[ {37.35,-4.98333}],GeoPosition[{38.68333333,-7.1}],GeoPosition[{37.3772202,-5.9865699}],GeoPosition[ {40.4209518,-3.68502}],GeoPosition[{43.4635,-3.79877}],GeoPosition[{39.95,-0.05}],GeoPosition[ {37.60135453,-1.03047376}],GeoPosition[{43.4833,-5.75}],GeoPosition[{40.415233,-3.69429066}],GeoPosition[ {44.81978151,20.44802505}],GeoPosition[{43.29527778,-2.35}],GeoPosition[{36.71751,-4.42068}],GeoPosition[ {42.05,-6.48333}],GeoPosition[{40.43513,-3.68414}],GeoPosition[{43.34175302,-8.35285052}],GeoPosition[ {38.93118741,1.4501099}],GeoPosition[{37.388163,-5.982399}],GeoPosition[{52.5006,13.3989}],GeoPosition[ {40.20802035,-3.57333249}],GeoPosition[{41.37944713,2.10201347}],GeoPosition[{40.399817,-3.701244}],GeoPosition[ {40.38423907,-3.76426}],GeoPosition[{38.0006353,-1.1394944}],GeoPosition[{40.71111111,-4.07444444}],GeoPosition[ {55.936911,-3.222992}],GeoPosition[{42.01666667,-4.53333333}],GeoPosition[{37.3772,-5.98694}],GeoPosition[ {36.75855072,-5.36563416}],GeoPosition[{40.9667,-5.65}],GeoPosition[{40.41842,-3.69659}],GeoPosition[ {40.6956747,-3.37174657}],GeoPosition[{40.63583333,-3.16861111}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {52.5006,13.3989}],GeoPosition[{37.9833412,-1.0486686}],GeoPosition[{37.1833,-3.6}],GeoPosition[ {37.9869499,-1.13244}],GeoPosition[{39.9682768,-4.8314702}],GeoPosition[{39.95884324,-0.11565674}],GeoPosition[ {40.42250614,-3.70930531}],GeoPosition[{36.8333,-2.45}],GeoPosition[{41.2145805,1.72489}],GeoPosition[ {40.45527804,-3.71128969}],GeoPosition[{41.39659,2.16217}],GeoPosition[{38.63963895,0.07217179}],GeoPosition[ {37.9833,-3.55}],GeoPosition[{36.7198085,-4.47502947}],GeoPosition[{38.1919507,-4.516826}],GeoPosition[ {43.4436993,-3.4531845}],GeoPosition[{35.78095913,-5.8207563}],GeoPosition[{42.56105833,-2.16361389}],GeoPosition[ {40.4331647,-3.60968867}],GeoPosition[{39.15,-0.435}],GeoPosition[{40.0738204,-2.1489018}],GeoPosition[ {39.4,-3.2}],GeoPosition[{42.05,-6.48333}],GeoPosition[{38.38994247,-0.44423691}],GeoPosition[ {49.46779026,11.08900131}],GeoPosition[{37.40289556,-6.03335992}],GeoPosition[{40.46011,-3.60605}],GeoPosition[ {40.544239,-3.69203}],GeoPosition[{43.2895541,-8.70675841}],GeoPosition[{36.6992171,36.4870141}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{39.8333,-3.}],GeoPosition[{39.95833333,-4.83277778}],GeoPosition[ {43.72324048,11.21773897}],GeoPosition[{42.57977723,-5.6423487}],GeoPosition[{37.33333333,-5.84646845}],GeoPosition[ {39.4833,-0.45}],GeoPosition[{42.8833,-8.55}],GeoPosition[{40.89723935,-4.17093596}],GeoPosition[ {41.38025704,2.12378838}],GeoPosition[{41.28786,-4.68574}],GeoPosition[{37.64505351,-0.76838701}],GeoPosition[ {43.26280975,-2.95677934}],GeoPosition[{51.2054704,3.2172886}],GeoPosition[{40.41039594,-3.78803331}],GeoPosition[ {41.3888092,2.16682}],GeoPosition[{42.01173889,-4.51613611}],GeoPosition[{37.3674219,-5.9842842}],GeoPosition[ {38.00289415,-1.14217572}],GeoPosition[{37.3571224,-6.0029255}],GeoPosition[{36.65227,-4.6985421}],GeoPosition[ {36.51966,-4.87509}],GeoPosition[{36.51989,-4.8752}],GeoPosition[{36.5333,-6.2833}],GeoPosition[ {39.46666667,-0.38333333}],GeoPosition[{38.5115882,-1.7090238}],GeoPosition[{37.17446885,-3.59409105}],GeoPosition[ {37.3818817,-6.0055599}],GeoPosition[{42.81679419,-1.64278243}],GeoPosition[{40.3281,-3.7644}],GeoPosition[ {37.87975069,-4.77523243}],GeoPosition[{43.54275193,-5.66244373}],GeoPosition[{41.39133072,2.20451564}],GeoPosition[ {40.5113697,-3.34443542}],GeoPosition[{47.901387,1.903976}],GeoPosition[{38.3705292,-0.41053}],GeoPosition[ {41.15,-8.61667}],GeoPosition[{37.8833,-4.76667}],GeoPosition[{37.59831791,-0.98501841}],GeoPosition[ {40.4333,-3.56667}],GeoPosition[{39.4701745,-0.36513885}],GeoPosition[{42.05,-6.48333}],GeoPosition[ {41.7667,-4.7}],GeoPosition[{43.41504682,-3.40886194}],GeoPosition[{41.3879,2.16992}],GeoPosition[ {42.5864253,-8.5804284}],GeoPosition[{43.36599692,-5.86243935}],GeoPosition[{40.2693552,-6.10511707}],GeoPosition[ {37.38680711,-5.97277945}],GeoPosition[{40.48029,-3.72147}],GeoPosition[{38.0006435,-1.1395759}],GeoPosition[ {43.40692143,-3.41136155}],GeoPosition[{40.3159594,-3.879751}],GeoPosition[{42.35,-3.7}],GeoPosition[ {52.3731,4.8922}],GeoPosition[{39.00312,-0.16846}],GeoPosition[{41.7193985,1.8415114}],GeoPosition[ {37.1833,-3.6}],GeoPosition[{37.7667,-3.7711}],GeoPosition[{38.8828,-6.9683}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{36.7167,-4.41667}],GeoPosition[{40.43878501,-3.6918088}],GeoPosition[ {43.4667,-6.41667}],GeoPosition[{41.14002886,-8.6133698}],GeoPosition[{40.4667,-3.86667}],GeoPosition[ {42.56771,1.641663}],GeoPosition[{38.97888507,1.30489108}],GeoPosition[{40.41656169,-3.69090908}],GeoPosition[ {36.48718805,-4.72412236}],GeoPosition[{40.399817,-3.701244}],GeoPosition[{40.5132017,-3.65043323}],GeoPosition[ {38.6333,-0.566667}],GeoPosition[{38.79333333,0.18}],GeoPosition[{43.4647,-3.80444}],GeoPosition[ {40.50619107,-3.53360611}],GeoPosition[{40.4,-3.68333}],GeoPosition[{43.7689301,11.26199439}],GeoPosition[ {40.96534803,-5.66491548}],GeoPosition[{40.4131011,-3.5589704}],GeoPosition[{36.46125296,-6.20658405}],GeoPosition[ {42.00284708,-4.52570135}],GeoPosition[{38.41020524,-0.40381802}],GeoPosition[{42.49894943,-1.21507794}],GeoPosition[ {40.4,-1.9}],GeoPosition[{41.65613567,-0.87621063}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {42.7833,-4.83333}],GeoPosition[{40.3721492,-3.5416131}],GeoPosition[{42.53812,-7.53297}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.4667,-3.86667}],GeoPosition[{36.85163971,-2.44708082}],GeoPosition[ {39.9667,-4.5}],GeoPosition[{41.3833,2.18333}],GeoPosition[{39.46447486,-0.32298262}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{41.9,12.5}],GeoPosition[{48.15,11.5833}],GeoPosition[ {40.42595421,-3.6080484}],GeoPosition[{40.47222222,-3.56083333}],GeoPosition[{40.406528,-3.689373}],GeoPosition[ {41.60794588,-0.8869712}],GeoPosition[{43.35,-8.25}],GeoPosition[{40.4470793,-3.6706112}],GeoPosition[ {41.15,-8.61667}],GeoPosition[{41.0649109,1.05419}],GeoPosition[{37.38593234,-6.00222932}],GeoPosition[ {36.75323,3.041962}],GeoPosition[{36.64719484,-4.68200585}],GeoPosition[{40.3827662,-3.61010422}],GeoPosition[ {37.2758,-6.83556}],GeoPosition[{39.5459301,-0.3265146}],GeoPosition[{39.5679512,2.6480899}],GeoPosition[ {36.67206439,-6.12012302}],GeoPosition[{40.544239,-3.69203}],GeoPosition[{52.35787,4.8915}],GeoPosition[ {41.1167,1.25}],GeoPosition[{40.418596,-3.69650446}],GeoPosition[{40.41355556,-3.68205556}],GeoPosition[ {41.5087219,2.3964501}],GeoPosition[{38.95759336,-5.86113957}],GeoPosition[{40.47137661,-3.58326214}],GeoPosition[ {40.46849557,-3.85302875}],GeoPosition[{37.3772202,-5.9865699}],GeoPosition[{38.87267461,-6.9805445}],GeoPosition[ {40.42406376,-3.67195783}],GeoPosition[{40.49266922,-3.87414329}],GeoPosition[{37.6,-1.31667}],GeoPosition[ {40.3786473,-3.4119862}],GeoPosition[{44.1433,12.2497}],GeoPosition[{36.2542037,-5.96553556}],GeoPosition[ {39.06611111,-5.72277778}],GeoPosition[{41.65,-0.8833}],GeoPosition[{38.08555556,-0.94694444}],GeoPosition[ {37.18123523,-3.592605}],GeoPosition[{41.80377666,-2.54235571}],GeoPosition[{41.2989069,1.77857373}],GeoPosition[ {43.20812364,-2.88604027}],GeoPosition[{38.85683328,0.07383029}],GeoPosition[{40.9667,-5.65}],GeoPosition[ {42.84559634,-2.67237577}],GeoPosition[{36.71658296,-3.55839211}],GeoPosition[{40.41649878,-3.6841619}],GeoPosition[ {40.460331,-3.7095201}],GeoPosition[{40.48029,-3.72147}],GeoPosition[{38.02307824,-6.42164397}],GeoPosition[ {43.3585968,-4.04894829}],GeoPosition[{40.43513,-3.68414}],GeoPosition[{36.59584538,-4.6373532}],GeoPosition[ {40.42272,-3.70946}],GeoPosition[{42.59426361,0.54055779}],GeoPosition[{38.3705292,-0.41053}],GeoPosition[ {48.8833931,2.3250723}],GeoPosition[{40.08001847,-2.1301565}],GeoPosition[{41.26590525,1.97594355}],GeoPosition[ {42.0333,-6.33333}],GeoPosition[{36.6,-4.56667}],GeoPosition[{36.3807423,-6.19456649}],GeoPosition[ {43.3702108,-5.8449206}],GeoPosition[{40.46677941,-3.61746661}],GeoPosition[{48.87403,2.29486}],GeoPosition[ {43.48346213,-8.23027945}],GeoPosition[{40.05384526,-2.12312992}],GeoPosition[{41.30151418,2.07191743}],GeoPosition[ {40.399835,-3.701281}],GeoPosition[{48.8315013,2.3719661}],GeoPosition[{39.50277778,-0.44055556}],GeoPosition[ {40.2833,-3.8}],GeoPosition[{39.48756,-0.35959}],GeoPosition[{40.38423907,-3.76426}],GeoPosition[ {40.41865966,-3.73402802}],GeoPosition[{38.7750632,0.0840401}],GeoPosition[{41.2167,-1.15}],GeoPosition[ {37.3695002,-5.9472304}],GeoPosition[{41.37711739,2.15429777}],GeoPosition[{41.5467164,2.1279782}],GeoPosition[ {36.6258766,-4.49406259}],GeoPosition[{40.35236579,-3.8247173}],GeoPosition[{51.93184067,-8.56756024}],GeoPosition[ {39.9682768,-4.8314702}],GeoPosition[{46.8,7.15}],GeoPosition[{40.95,-4.06667}],GeoPosition[ {41.65,-0.8833}],GeoPosition[{42.34080556,-3.70447222}],GeoPosition[{36.795157,-6.333324}],GeoPosition[ {37.3772,-5.98694}],GeoPosition[{40.96709931,-5.68133729}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {43.2680999,-2.9345}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{36.6,-6.23333}],GeoPosition[ {39.46713361,-0.39379759}],GeoPosition[{40.0957317,0.1427361}],GeoPosition[{40.42250614,-3.70930531}],GeoPosition[ {38.35934584,-0.48708286}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.48837525,-3.59053723}],GeoPosition[ {37.09,-3.4}],GeoPosition[{40.42250614,-3.70930531}],GeoPosition[{39.9009446,-0.08793233}],GeoPosition[ {40.42649,-3.68928}],GeoPosition[{38.09614066,-0.66285034}],GeoPosition[{37.15881247,-3.60383742}],GeoPosition[ {38.6,-0.05}],GeoPosition[{40.46768205,-3.61589919}],GeoPosition[{36.72483657,-5.9306154}],GeoPosition[ {40.9667,-5.65}],GeoPosition[{40.0956868,0.1427385}],GeoPosition[{36.1908161,-5.92263192}],GeoPosition[ {36.7167,-4.41667}],GeoPosition[{42.05,-6.48333}],GeoPosition[{42.86187796,-2.68288956}],GeoPosition[ {40.463342,-3.671715}],GeoPosition[{43.39929322,-4.19922164}],GeoPosition[{43.54056223,-5.65603869}],GeoPosition[ {39.53519046,-0.36918936}],GeoPosition[{43.35816603,-5.86087571}],GeoPosition[{39.9833,-0.0333333}],GeoPosition[ {41.4167,1.78333}],GeoPosition[{41.20340278,-3.47234444}],GeoPosition[{39.45899297,-0.32735825}],GeoPosition[ {55.671536,12.5620857}],GeoPosition[{43.0323775,-2.4004623}],GeoPosition[{43.6135756,-5.7989337}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{43.,12.}],GeoPosition[{37.98817907,-1.12410369}],GeoPosition[ {38.59311369,-0.11504051}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{43.26189043,-2.92757229}],GeoPosition[ {51.3833,0.516667}],GeoPosition[{36.6,-6.23333}],GeoPosition[{39.463417,-0.3916243}],GeoPosition[ {38.02834803,-1.15042992}],GeoPosition[{37.18156911,-6.96914978}],GeoPosition[{41.9,12.5}],GeoPosition[ {53.3478,-6.2597}],GeoPosition[{41.3833,2.18333}],GeoPosition[{52.3731,4.8922}],GeoPosition[ {39.4617195,-0.36475}],GeoPosition[{41.38739049,2.1363325}],GeoPosition[{41.39683492,2.20101847}],GeoPosition[ {41.4115074,2.17423978}],GeoPosition[{37.3828,-5.97317}],GeoPosition[{40.4314995,-3.6935401}],GeoPosition[ {41.64794594,-4.72940686}],GeoPosition[{53.43835,-2.2773}],GeoPosition[{40.45281665,-3.68896181}],GeoPosition[ {37.34538239,-5.93709856}],GeoPosition[{41.36179143,2.10467267}],GeoPosition[{36.57303995,-5.2762332}],GeoPosition[ {40.0288472,-6.09019532}],GeoPosition[{41.362979,2.129425}],GeoPosition[{40.35,-3.83333333}],GeoPosition[ {41.3869497,2.16965425}],GeoPosition[{51.08992136,4.38233155}],GeoPosition[{38.87267461,-6.9805445}],GeoPosition[ {40.42624434,-3.7008955}],GeoPosition[{39.00759672,-5.50505922}],GeoPosition[{38.0852812,-3.6237448}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{43.3131518,-1.9862528}],GeoPosition[{43.303705,-8.5087228}],GeoPosition[ {38.38994247,-0.44423691}],GeoPosition[{39.49360641,2.74300502}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {42.46000902,-2.45548393}],GeoPosition[{37.38593234,-6.00222932}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{43.3,-2.95}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{42.25633795,-8.78574051}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {38.3633055,-0.4952201}],GeoPosition[{52.5006,13.3989}],GeoPosition[{36.13252984,-5.44966741}],GeoPosition[ {40.500014,-3.671923}],GeoPosition[{39.46666667,-0.38333333}],GeoPosition[{37.35199152,-5.98114342}],GeoPosition[ {38.954463,-5.8618982}],GeoPosition[{41.4056975,2.13483898}],GeoPosition[{42.8637478,-2.6784383}],GeoPosition[ {43.3224983,-8.38377}],GeoPosition[{52.09443279,1.53148331}],GeoPosition[{39.4833,-0.45}],GeoPosition[ {41.8968391,12.4989796}],GeoPosition[{38.3705292,-0.41053}],GeoPosition[{37.41944587,-5.96207143}],GeoPosition[ {37.8333,-6.33333}],GeoPosition[{43.295517,-2.97340652}],GeoPosition[{40.40574646,-3.65246084}],GeoPosition[ {40.49187197,-3.59163041}],GeoPosition[{37.388163,-5.982399}],GeoPosition[{36.7167,-4.41667}],GeoPosition[ {40.8379747,-3.7546498}],GeoPosition[{38.57430884,-0.06662379}],GeoPosition[{37.38148627,-5.99048082}],GeoPosition[ {40.415364,-3.707398}],GeoPosition[{42.05,-6.48333}],GeoPosition[{38.90446484,1.42883427}],GeoPosition[ {36.7255718,-4.8598315}],GeoPosition[{40.3833,-3.61667}],GeoPosition[{51.51945883,-0.09388557}],GeoPosition[ {37.41352891,-6.16044654}],GeoPosition[{43.39333333,-4.10472222}],GeoPosition[{37.37960578,-5.9759769}],GeoPosition[ {41.15,-8.61667}],GeoPosition[{36.5296819,-6.29476382}],GeoPosition[{40.44876329,-3.69695682}],GeoPosition[ {54.01666667,37.51666667}],GeoPosition[{36.52452136,-6.28540979}],GeoPosition[{41.08271582,14.34965479}],GeoPosition[ {41.37448188,2.16498256}],GeoPosition[{38.6936047,-9.20679413}],GeoPosition[{36.4178479,-6.1387025}],GeoPosition[ {40.41704446,-3.70354074}],GeoPosition[{43.2569,-2.9236}],GeoPosition[{39.46666667,-0.38333333}],GeoPosition[ {39.6167,-5.41667}],GeoPosition[{37.09428594,-3.3987036}],GeoPosition[{40.50804851,-3.64521861}],GeoPosition[ {40.42996909,-3.65632355}],GeoPosition[{39.36375203,22.93946905}],GeoPosition[{40.46768205,-3.61589919}],GeoPosition[ {41.38218476,2.17195607}],GeoPosition[{36.8333,-2.45}],GeoPosition[{40.4152255,-3.69984919}],GeoPosition[ {40.38115018,-3.94476375}],GeoPosition[{41.2989069,1.77857373}],GeoPosition[{40.43828831,-3.68579154}],GeoPosition[ {42.3705143,1.77614067}],GeoPosition[{43.35,-5.11667}],GeoPosition[{40.45259027,-3.68536378}],GeoPosition[ {39.5178793,-0.414138}],GeoPosition[{40.37529218,-3.74038962}],GeoPosition[{40.48029,-3.72147}],GeoPosition[ {36.6777382,-5.4479899}],GeoPosition[{41.62973539,-0.90799589}],GeoPosition[{43.137319,3.02386439}],GeoPosition[ {38.406478,-0.406227}],GeoPosition[{40.42526,-3.70348}],GeoPosition[{51.5087167,-0.12810758}],GeoPosition[ {43.4560246,-3.82882963}],GeoPosition[{43.2611581,-2.928364}],GeoPosition[{52.35787,4.8915}],GeoPosition[ {37.25820521,-6.94080995}],GeoPosition[{37.4027481,-5.9895802}],GeoPosition[{40.43790503,-3.72192998}],GeoPosition[ {53.7529266,-6.9434544}],GeoPosition[{42.5222826,0.83461093}],GeoPosition[{41.69222667,-0.86176259}],GeoPosition[ {41.24205392,1.80730901}],GeoPosition[{43.54025558,-5.67209066}],GeoPosition[{43.36,-5.845}],GeoPosition[ {37.33884931,-5.92710838}],GeoPosition[{37.386,-5.9983}],GeoPosition[{40.4180745,-3.71132433}],GeoPosition[ {40.55666273,-3.32406499}],GeoPosition[{39.47616,-0.37916}],GeoPosition[{40.42250614,-3.70930531}],GeoPosition[ {40.96491568,-5.66416223}],GeoPosition[{39.45899297,-0.32735825}],GeoPosition[{41.3833,2.18333}],GeoPosition[ {38.91538889,-6.3385}],GeoPosition[{39.5178793,-0.414138}],GeoPosition[{52.381905,13.1199934}],GeoPosition[ {36.7833,-2.81667}],GeoPosition[{40.48700962,-3.65716291}],GeoPosition[{41.15,-8.61667}],GeoPosition[ {51.7469,-8.7425}],GeoPosition[{40.4,-3.68333}],GeoPosition[{40.40954065,-3.69317219}],GeoPosition[ {42.8167,-1.63333}],GeoPosition[{39.13273786,-0.37301084}],GeoPosition[{40.42147081,-3.70807399}],GeoPosition[ {40.44566047,-3.80847202}],GeoPosition[{43.3333,-6.}],GeoPosition[{51.5080414,0.02394}],GeoPosition[ {37.34490974,-5.98009215}],GeoPosition[{44.6018,11.9517}],GeoPosition[{38.87267461,-6.9805445}],GeoPosition[ {43.5333,-5.7}],GeoPosition[{38.7409917,-5.6769411}],GeoPosition[{51.5080414,0.02394}],GeoPosition[ {43.3052292,-2.21561}],GeoPosition[{45.54633,2.308483}],GeoPosition[{44.853273,0.48295}],GeoPosition[ {40.3,-4.}],GeoPosition[{45.217885,5.77967}],GeoPosition[{37.98994081,-1.09902898}],GeoPosition[ {38.3705292,-0.41053}],GeoPosition[{37.26588,-6.9221}],GeoPosition[{39.2167,-4.28333}],GeoPosition[ {51.5080414,0.02394}],GeoPosition[{43.2667,-1.96667}],GeoPosition[{40.46768205,-3.61589919}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{42.2333,-8.71667}],GeoPosition[{41.7372563,-4.0909407}],GeoPosition[ {38.11657189,-1.29834943}],GeoPosition[{48.2083,16.3731}],GeoPosition[{39.47853027,-6.36876874}],GeoPosition[ {40.6333,-3.16667}],GeoPosition[{38.4458923,-0.5716693}],GeoPosition[{41.9119801,12.4378523}],GeoPosition[ {38.0035521,-0.6560053}],GeoPosition[{40.13289575,-5.87946091}],GeoPosition[{39.45935195,-0.3583864}],GeoPosition[ {43.24678123,-5.77311035}],GeoPosition[{43.2680999,-2.9345}],GeoPosition[{40.4333,-3.56667}],GeoPosition[ {41.35958071,2.12339872}],GeoPosition[{37.17605438,-3.58720057}],GeoPosition[{40.42250614,-3.70930531}],GeoPosition[ {39.35,-9.38333}],GeoPosition[{37.3557915,-5.93851254}],GeoPosition[{39.47530544,-0.38423717}],GeoPosition[ {41.2333,1.73333}],GeoPosition[{40.08619864,-4.47956851}],GeoPosition[{41.66199305,-4.73620517}],GeoPosition[ {48.62274506,-1.51037339}],GeoPosition[{36.717413,-4.5595364}],GeoPosition[{38.18972222,-0.55555556}],GeoPosition[ {41.39083333,2.18055556}],GeoPosition[{40.49808358,-3.68824367}],GeoPosition[{43.53236648,-5.65834937}],GeoPosition[ {43.32330447,-1.98540866}],GeoPosition[{39.4145899,-0.401}],GeoPosition[{41.65,-0.8833}],GeoPosition[ {38.23155628,-0.52577385}],GeoPosition[{37.9833,12.9667}],GeoPosition[{37.38358056,-6.0052}],GeoPosition[ {40.42023261,-3.70582086}],GeoPosition[{40.42547459,-3.66524686}],GeoPosition[{41.5888607,2.58204914}],GeoPosition[ {39.8667,-4.01667}],GeoPosition[{43.44071549,-3.45493182}],GeoPosition[{40.43869187,-3.70497383}],GeoPosition[ {39.129076,-3.091951}],GeoPosition[{40.4,-3.68333}],GeoPosition[{40.41992972,-3.70626396}],GeoPosition[ {42.41556448,-6.98416666}],GeoPosition[{40.48691224,-3.65707015}],GeoPosition[{37.39478615,-5.98398449}],GeoPosition[ {41.70476689,-0.99926849}],GeoPosition[{36.13506458,-5.46241353}],GeoPosition[{43.35428329,-8.40110827}],GeoPosition[ {39.46666667,-0.38333333}],GeoPosition[{38.26666284,-0.69619491}],GeoPosition[{40.54300948,-3.64418298}],GeoPosition[ {36.72154024,-4.37505288}],GeoPosition[{42.07972222,0.03111111}],GeoPosition[{42.3525,-3.518333}],GeoPosition[ {45.43425153,12.33876135}],GeoPosition[{38.3705292,-0.41053}],GeoPosition[{50.80084567,-3.17989104}],GeoPosition[ {39.4702,-0.376805}],GeoPosition[{38.25,-0.7}],GeoPosition[{43.35757706,-5.86977179}],GeoPosition[ {37.3557915,-5.93851254}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{36.6833,-6.13333}],GeoPosition[ {39.44619259,-0.32541275}],GeoPosition[{56.95,24.1}],GeoPosition[{40.04464029,-5.14300714}],GeoPosition[ {38.7750632,0.0840399}],GeoPosition[{40.46768205,-3.61589919}],GeoPosition[{36.5141376,-6.2836827}],GeoPosition[ {40.7308928,-3.6197857}],GeoPosition[{43.2687,-2.9461}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {36.7183,-4.4202}],GeoPosition[{37.983,-1.1302}],GeoPosition[{39.5715,2.6469}],GeoPosition[ {37.3877,-6.0018}],GeoPosition[{39.4692,-0.3768}],GeoPosition[{39.46447486,-0.32298262}],GeoPosition[ {37.37737563,-5.97533321}],GeoPosition[{40.4351311,-3.69717}],GeoPosition[{41.8986,12.4768}],GeoPosition[ {50.0833,14.4167}],GeoPosition[{49.28808298,19.94804675}],GeoPosition[{40.43513,-3.68414}],GeoPosition[ {42.2321898,-8.7314147}],GeoPosition[{40.3291796,-3.508314}],GeoPosition[{40.43870285,-3.70975918}],GeoPosition[ {37.4,-6.46667}],GeoPosition[{37.1833,-3.6}],GeoPosition[{37.5667,-6.75}],GeoPosition[ {41.14726132,-8.61130362}],GeoPosition[{40.9667,-5.65}],GeoPosition[{38.8828,-6.9683}],GeoPosition[ {40.42250614,-3.70930531}],GeoPosition[{38.3705292,-0.41053}],GeoPosition[{42.9333,-3.48333}],GeoPosition[ {39.06611111,-5.72277778}],GeoPosition[{40.48692721,-3.65712204}],GeoPosition[{37.89340593,-6.56350986}],GeoPosition[ {36.80541996,-2.61897774}],GeoPosition[{42.14159273,12.59916615}],GeoPosition[{38.09411528,-1.16714025}],GeoPosition[ {38.8789,-6.9669}],GeoPosition[{41.73480147,1.83008181}],GeoPosition[{41.5333,2.45}],GeoPosition[ {40.329164,-3.5083182}],GeoPosition[{37.46486277,-5.64903166}],GeoPosition[{41.65207,-0.91031}],GeoPosition[ {38.25742445,-0.64715139}],GeoPosition[{42.32851498,-7.8639286}],GeoPosition[{37.67648072,-1.69935694}],GeoPosition[ {41.6261225,2.6819081}],GeoPosition[{37.38179745,-6.55222718}],GeoPosition[{45.4386,12.3267}],GeoPosition[ {53.9605375,-1.0829395}],GeoPosition[{39.5667,2.65}],GeoPosition[{37.38778433,-5.98006577}],GeoPosition[ {40.3280636,-3.5079361}],GeoPosition[{40.19454822,-2.16264622}],GeoPosition[{41.6552064,-4.7192756}],GeoPosition[ {40.37055556,-3.785}],GeoPosition[{41.5,-5.75}],GeoPosition[{36.72141148,-4.42109585}],GeoPosition[ {37.3333,-6.53333}],GeoPosition[{40.8112453,-4.9057265}],GeoPosition[{41.37517,2.15692}],GeoPosition[ {38.92009586,-5.67313012}],GeoPosition[{36.7839548,-4.10898755}],GeoPosition[{39.4833,-6.36667}],GeoPosition[ {40.3280636,-3.5079361}],GeoPosition[{52.36225021,4.88381199}],GeoPosition[{50.94536919,6.98018334}],GeoPosition[ {38.38994247,-0.44423691}],GeoPosition[{40.42534481,-3.56135035}],GeoPosition[{39.5367568,-0.7090181}],GeoPosition[ {50.005154,23.500708}],GeoPosition[{40.4757516,-3.3888166}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {40.13289575,-5.87946091}],GeoPosition[{40.1121069,-3.6560405}],GeoPosition[{39.00116795,-0.16380291}],GeoPosition[ {43.44071549,-3.45493182}],GeoPosition[{40.433228,-3.689733}],GeoPosition[{40.4206085,-3.6990499}],GeoPosition[ {39.46955854,-0.41187089}],GeoPosition[{43.314991,-1.98051}],GeoPosition[{48.8707143,2.78089352}],GeoPosition[ {39.5771449,2.6778421}],GeoPosition[{41.15,-8.53333}],GeoPosition[{41.03499729,28.98030357}],GeoPosition[ {42.2710991,-8.7756844}],GeoPosition[{41.4618583,2.06303866}],GeoPosition[{40.5667,-4.}],GeoPosition[ {39.66893628,-1.26177267}],GeoPosition[{42.55,-6.18333}],GeoPosition[{43.3564987,-8.4246397}],GeoPosition[ {42.60158595,-5.5705676}],GeoPosition[{42.39747353,-8.69775625}],GeoPosition[{42.8633373,-2.6895846}],GeoPosition[ {39.6175988,-0.52590385}],GeoPosition[{40.6333,-3.16667}],GeoPosition[{44.0600319,12.56567}],GeoPosition[ {37.37219636,-5.99146359}],GeoPosition[{37.3204,-2.39916}],GeoPosition[{36.41882008,25.4317268}],GeoPosition[ {42.266554,-8.7804985}],GeoPosition[{43.3922941,-2.9879272}],GeoPosition[{37.3869277,-5.99410891}],GeoPosition[ {43.35691,-8.4223199}],GeoPosition[{39.45620535,-0.3521486}],GeoPosition[{37.97777778,-0.68333333}],GeoPosition[ {40.9833,-4.9}],GeoPosition[{41.50473,-5.74372}],GeoPosition[{42.40249857,-8.75730339}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{37.8881751,-4.7793835}],GeoPosition[{40.3291737,-3.5083039}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{55.7663859,52.0090701}],GeoPosition[{39.8,-4.03333}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{36.7167,-4.41667}],GeoPosition[{37.88451565,-4.77822513}],GeoPosition[ {40.44351623,-3.72569631}],GeoPosition[{38.7159,-9.14008}],GeoPosition[{42.5657387,-5.4984498}],GeoPosition[ {37.8881751,-4.7793835}],GeoPosition[{37.3557915,-5.93851254}],GeoPosition[{40.35176874,-3.8338114}],GeoPosition[ {40.3,-5.08333333}],GeoPosition[{40.41925973,-3.69791696}],GeoPosition[{40.46768205,-3.61589919}],GeoPosition[ {37.3667,-5.75}],GeoPosition[{39.53183213,2.7296499}],GeoPosition[{36.71181099,-4.25430947}],GeoPosition[ {38.7139723,-9.2380764}],GeoPosition[{41.38603535,2.20052247}],GeoPosition[{36.72113151,-4.37386611}],GeoPosition[ {40.34949102,-3.6771019}],GeoPosition[{44.7583259,20.4263547}],GeoPosition[{43.53948136,-5.90838605}],GeoPosition[ {40.544239,-3.69203}],GeoPosition[{40.435234,-3.719264}],GeoPosition[{40.41928357,-3.69808301}],GeoPosition[ {40.45481284,-3.59842007}],GeoPosition[{36.65,-5.65}],GeoPosition[{39.858084,-4.020631}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{36.68495565,-4.45382586}],GeoPosition[{37.1814854,-3.6121264}],GeoPosition[ {40.4304,-3.7158}],GeoPosition[{39.48744107,-0.368357}],GeoPosition[{37.3826,-5.9935}],GeoPosition[ {38.3705292,-0.41053}],GeoPosition[{40.40286348,-3.65407267}],GeoPosition[{42.17750132,-8.68675294}],GeoPosition[ {38.67966112,-7.09561187}],GeoPosition[{36.84858,-2.46396}],GeoPosition[{43.3167,-1.98333}],GeoPosition[ {39.3333,3.05}],GeoPosition[{39.45620535,-0.3521486}],GeoPosition[{41.409317,2.140352}],GeoPosition[ {37.16814,-3.60226}],GeoPosition[{40.372935,-3.629559}],GeoPosition[{41.42477813,2.14455229}],GeoPosition[ {52.293867,4.97939913}],GeoPosition[{40.3667715,-3.5472758}],GeoPosition[{40.4089317,-3.6993401}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{39.498857,-0.472291}],GeoPosition[{41.4695972,2.0831574}],GeoPosition[ {37.3667,-6.06667}],GeoPosition[{41.92865,12.50587}],GeoPosition[{40.50329591,-3.69855957}],GeoPosition[ {40.50329591,-3.69855957}],GeoPosition[{40.50329591,-3.69855957}],GeoPosition[{40.50329591,-3.69855957}],GeoPosition[ {40.50329591,-3.69855957}],GeoPosition[{40.50329591,-3.69855957}],GeoPosition[{37.7082946,-1.5974613}],GeoPosition[ {37.38652511,-5.99719634}],GeoPosition[{37.26431158,-6.94873548}],GeoPosition[{37.3828,-5.97317}],GeoPosition[ {36.725615,-4.8598046}],GeoPosition[{40.05384526,-2.12312992}],GeoPosition[{41.36476111,2.15565833}],GeoPosition[ {41.3833,2.18333}],GeoPosition[{43.53947194,-6.50426867}],GeoPosition[{38.3705292,-0.41053}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{41.6576762,-4.71327927}],GeoPosition[{40.35,-3.83333333}],GeoPosition[ {42.13333333,-0.41666667}],GeoPosition[{36.4711549,-6.20982613}],GeoPosition[{38.7139618,-9.2380809}],GeoPosition[ {46.2856,12.0375}],GeoPosition[{40.34806708,-3.70454373}],GeoPosition[{36.51697302,-6.27768384}],GeoPosition[ {40.41317915,-3.6698131}],GeoPosition[{38.34239149,-0.48798385}],GeoPosition[{41.37531774,2.18278122}],GeoPosition[ {38.72664521,-9.1465066}],GeoPosition[{38.26567319,-0.69668741}],GeoPosition[{45.8167,15.9833}],GeoPosition[ {49.9816685,8.4012955}],GeoPosition[{37.37219636,-5.99146359}],GeoPosition[{37.18719,-3.6022818}],GeoPosition[ {39.71945,2.87216}],GeoPosition[{40.41280777,-3.70904297}],GeoPosition[{40.40286348,-3.65407267}],GeoPosition[ {42.4627386,-8.7900733}],GeoPosition[{40.965,-5.66416667}],GeoPosition[{41.21959993,1.53239415}],GeoPosition[ {37.7667,-3.7711}],GeoPosition[{38.7333,-0.05}],GeoPosition[{37.26431158,-6.94873548}],GeoPosition[ {43.3132046,-1.9861425}],GeoPosition[{43.48346213,-8.23027945}],GeoPosition[{48.8567,2.3508}],GeoPosition[ {42.8833,-8.55}],GeoPosition[{36.4667,-6.2}],GeoPosition[{43.5418045,-5.40677226}],GeoPosition[ {40.43513,-3.68414}],GeoPosition[{51.523914,-0.123531}],GeoPosition[{41.39972789,2.18595751}],GeoPosition[ {42.87557843,27.88542977}],GeoPosition[{37.38244167,-5.99646667}],GeoPosition[{42.52459833,-8.63956823}],GeoPosition[ {37.6312294,-0.73509}],GeoPosition[{40.42215586,-3.60003948}],GeoPosition[{42.87839108,-8.53364225}],GeoPosition[ {40.3975906,-3.7155399}],GeoPosition[{41.65411846,-0.8785359}],GeoPosition[{40.49173733,-3.36367447}],GeoPosition[ {41.3833,2.18333}],GeoPosition[{41.15,-8.61667}],GeoPosition[{40.47901042,-3.57210159}],GeoPosition[ {43.369841,-8.39873734}],GeoPosition[{40.75352117,-3.78662673}],GeoPosition[{38.6865931,1.44365082}],GeoPosition[ {40.41704446,-3.70354074}],GeoPosition[{42.465,-2.44555556}],GeoPosition[{41.4188499,2.1803999}],GeoPosition[ {39.5667,2.65}],GeoPosition[{40.4473944,-3.62794021}],GeoPosition[{37.879631,-4.78021}],GeoPosition[ {48.82967175,2.33062681}],GeoPosition[{37.1833,-3.6}],GeoPosition[{41.42317416,2.18459966}],GeoPosition[ {42.4627386,-8.7900733}],GeoPosition[{42.86782658,-8.56055851}],GeoPosition[{40.48692309,-3.6571581}],GeoPosition[ {38.95759336,-5.86113957}],GeoPosition[{40.44388889,-3.69138889}],GeoPosition[{40.2833,-3.8}],GeoPosition[ {36.77878773,-6.35382468}],GeoPosition[{36.41882008,25.4317268}],GeoPosition[{43.26405162,-2.94922938}],GeoPosition[ {41.29710007,2.07845998}],GeoPosition[{49.28808298,19.94804675}],GeoPosition[{37.8952622,-4.7819229}],GeoPosition[ {43.48113896,-8.23862971}],GeoPosition[{43.33067919,-4.04797694}],GeoPosition[{39.84168432,3.13369883}],GeoPosition[ {36.70234661,-4.47780581}],GeoPosition[{40.42690565,-3.6997945}],GeoPosition[{41.481775,-2.5286275}],GeoPosition[ {40.4272614,-3.6946299}],GeoPosition[{40.41704446,-3.70354074}],GeoPosition[{40.,-4.}],GeoPosition[ {43.26119534,-2.92375559}],GeoPosition[{38.9833,-3.93333}],GeoPosition[{41.65,-4.71667}],GeoPosition[ {43.65402034,-7.86979916}],GeoPosition[{39.46705795,-0.35457672}],GeoPosition[{39.71945,2.87216}],GeoPosition[ {42.23143025,-8.72633291}],GeoPosition[{45.163483,0.572225}],GeoPosition[{44.853273,0.48295}],GeoPosition[ {41.5833,1.63333}],GeoPosition[{47.5377603,19.04636208}],GeoPosition[{39.93333333,-0.46666667}],GeoPosition[ {37.65,-3.45}],GeoPosition[{39.53001581,-0.44137339}],GeoPosition[{43.4647,-3.80444}],GeoPosition[ {40.2968089,-3.8376865}],GeoPosition[{40.41925973,-3.69791696}],GeoPosition[{38.09614066,-0.66285034}],GeoPosition[ {38.8789,-6.9669}],GeoPosition[{39.99349945,-0.02394493}],GeoPosition[{40.42028,-3.70578}],GeoPosition[ {38.9263337,-9.2327273}],GeoPosition[{40.4,-3.68333}],GeoPosition[{40.18384336,29.06662268}],GeoPosition[ {38.3705292,-0.41053}],GeoPosition[{40.4224957,-3.5691925}],GeoPosition[{41.61025297,-4.75804108}],GeoPosition[ {36.844428,-2.4606813}],GeoPosition[{37.24243481,-3.56629415}],GeoPosition[{43.2744059,-2.9748784}],GeoPosition[ {37.32314121,-5.41730607}],GeoPosition[{51.8572,-8.29917}],GeoPosition[{39.0430412,-0.19203}],GeoPosition[ {40.3090277,-3.95259403}],GeoPosition[{42.60063064,-5.58723046}],GeoPosition[{37.7667,-3.7711}],GeoPosition[ {43.4833,-8.23333}],GeoPosition[{40.41777277,-3.70611999}],GeoPosition[{38.18972222,-0.55555556}],GeoPosition[ {38.3869859,-2.5826414}],GeoPosition[{49.28808298,19.94804675}],GeoPosition[{40.39274,-3.69184}],GeoPosition[ {45.60304946,10.62768459}],GeoPosition[{43.22233598,-2.58279185}],GeoPosition[{41.9004628,12.482636}],GeoPosition[ {38.67029477,34.83706565}],GeoPosition[{40.46054989,-3.66152959}],GeoPosition[{55.8127128,51.9949518}],GeoPosition[ {40.5333,-3.63333}],GeoPosition[{41.89677919,12.49934915}],GeoPosition[{40.555821,-3.654166}],GeoPosition[ {40.96404854,-5.67514927}],GeoPosition[{36.85285368,-2.35508195}],GeoPosition[{56.0478516,12.6945601}],GeoPosition[ {38.87267461,-6.9805445}],GeoPosition[{43.31401,-2.98734}],GeoPosition[{41.89677919,12.49934915}],GeoPosition[ {37.18837237,-3.62969468}],GeoPosition[{41.64988,-0.88447}],GeoPosition[{36.85,-5.31667}],GeoPosition[ {39.8831494,-6.8560734}],GeoPosition[{39.71945,2.87216}],GeoPosition[{39.56396203,2.62778729}],GeoPosition[ {38.3043316,-0.6688366}],GeoPosition[{41.14745841,-8.61299491}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.07226195,-3.09113788}],GeoPosition[{48.8567,2.3508}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{37.35206226,-5.92886038}],GeoPosition[{51.51330224,-0.13134784}],GeoPosition[ {40.45281665,-3.68896181}],GeoPosition[{40.43194814,-3.66331054}],GeoPosition[{41.9,12.5}],GeoPosition[ {39.45620535,-0.3521486}],GeoPosition[{42.39747353,-8.69775625}],GeoPosition[{48.8653199,2.32956}],GeoPosition[ {38.38666667,-0.48888889}],GeoPosition[{42.60163383,-5.57979473}],GeoPosition[{37.3667,-6.03333}],GeoPosition[ {39.4735188,-0.3305751}],GeoPosition[{37.32314912,-5.41732224}],GeoPosition[{53.55,10.0014}],GeoPosition[ {37.63129292,-0.73059897}],GeoPosition[{41.05673623,-2.61721301}],GeoPosition[{38.7904694,-9.3541435}],GeoPosition[ {40.42872301,-3.70313071}],GeoPosition[{41.4995225,2.3656381}],GeoPosition[{37.35983,-5.9558}],GeoPosition[ {51.5586957,-1.78370973}],GeoPosition[{40.41704446,-3.70354074}],GeoPosition[{40.67055556,-3.20055556}],GeoPosition[ {37.3772,-5.98694}],GeoPosition[{37.2579068,-5.9176697}],GeoPosition[{37.3446031,-5.9667655}],GeoPosition[ {37.3571224,-6.0029255}],GeoPosition[{36.9388897,-5.9689698}],GeoPosition[{37.416434,-6.155644}],GeoPosition[ {41.65699218,-0.88533551}],GeoPosition[{59.4327357,18.3483407}],GeoPosition[{37.7082526,-1.5975051}],GeoPosition[ {41.3869781,2.1823499}],GeoPosition[{40.45912177,-3.69766136}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.38423907,-3.76426}],GeoPosition[{40.4768864,-3.7031628}],GeoPosition[{39.75186007,2.62921171}],GeoPosition[ {38.4833,-4.95}],GeoPosition[{37.3890924,-5.9844589}],GeoPosition[{37.3890924,-5.9844589}],GeoPosition[ {41.5533412,1.8408229}],GeoPosition[{38.3705292,-0.41053}],GeoPosition[{37.4833,-2.76667}],GeoPosition[ {43.3167,-6.01667}],GeoPosition[{35.92413765,14.48905851}],GeoPosition[{38.0134392,-1.10365}],GeoPosition[ {39.4,-3.11667}],GeoPosition[{50.95,6.9667}],GeoPosition[{36.1456223,-5.45548388}],GeoPosition[ {40.51186845,-3.34508099}],GeoPosition[{43.43934409,-4.0455794}],GeoPosition[{37.5904866,-3.8219783}],GeoPosition[ {43.3128284,-2.00102572}],GeoPosition[{43.2065349,-5.7428693}],GeoPosition[{39.4735283,-0.3305946}],GeoPosition[ {36.8,-4.7}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[{43.3650485,-5.8300586}],GeoPosition[ {36.60252,-4.5226}],GeoPosition[{39.642969,2.741121}],GeoPosition[{40.40581576,-3.69846799}],GeoPosition[ {39.46474804,-0.39422714}],GeoPosition[{39.98257299,-4.27929124}],GeoPosition[{41.14745841,-8.61299491}],GeoPosition[ {37.36732439,-5.75599185}],GeoPosition[{37.32314129,-5.41730628}],GeoPosition[{35.06141544,33.96336436}],GeoPosition[ {36.2106877,-5.38810651}],GeoPosition[{40.31529,-3.7271}],GeoPosition[{38.414,-9.222}],GeoPosition[ {39.46666667,-0.38333333}],GeoPosition[{40.29570025,-3.79717364}],GeoPosition[{41.44888889,2.24611111}],GeoPosition[ {38.61472222,-1.11972222}],GeoPosition[{41.56638889,2.0825}],GeoPosition[{41.384445,2.133314}],GeoPosition[ {43.30972222,-2.0075}],GeoPosition[{43.73666667,-7.87722222}],GeoPosition[{41.384445,2.133314}],GeoPosition[ {42.5632016,-2.836034}],GeoPosition[{37.785,-3.9025}],GeoPosition[{52.2502594,4.9672642}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{39.54303834,-0.45108566}],GeoPosition[{37.19972222,-3.60472222}],GeoPosition[ {41.64442035,-0.88042155}],GeoPosition[{36.27600932,-6.08844409}],GeoPosition[{39.95573,-4.83597}],GeoPosition[ {37.388163,-5.982399}],GeoPosition[{37.3871899,-6.00704}],GeoPosition[{40.2,-3.66667}],GeoPosition[ {36.7224876,-4.4838851}],GeoPosition[{36.72483657,-5.9306154}],GeoPosition[{38.6834512,-7.0994352}],GeoPosition[ {36.77511842,-6.35317034}],GeoPosition[{36.53097362,-6.30591694}],GeoPosition[{36.7,-6.1167}],GeoPosition[ {40.4204102,-3.70381}],GeoPosition[{37.3871899,-6.00704}],GeoPosition[{37.8729348,-4.7773408}],GeoPosition[ {40.4333,-3.81667}],GeoPosition[{43.3597,-7.2544}],GeoPosition[{41.6908654,2.2868881}],GeoPosition[ {40.45910645,-3.69763657}],GeoPosition[{37.3871899,-6.00704}],GeoPosition[{39.47835677,-0.41921893}],GeoPosition[ {36.5333,-6.18333}],GeoPosition[{37.208087,-3.6195498}],GeoPosition[{36.4515558,-6.2070952}],GeoPosition[ {37.38593234,-6.00222932}],GeoPosition[{43.4309,-8.24182}],GeoPosition[{40.3167,-3.85}],GeoPosition[ {53.8322088,-1.9580554}],GeoPosition[{43.26166667,-4.06527778}],GeoPosition[{37.5205116,-5.9805698}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{38.38994247,-0.44423691}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{40.41649878,-3.6841619}],GeoPosition[{36.5333,-6.2833}],GeoPosition[ {41.3927917,2.14569}],GeoPosition[{36.74880175,-4.42420825}],GeoPosition[{40.46768205,-3.61589919}],GeoPosition[ {43.27764912,-8.32363174}],GeoPosition[{38.35934584,-0.48708286}],GeoPosition[{38.90813913,-6.33633743}],GeoPosition[ {40.55,-3.63333}],GeoPosition[{40.4167,-3.70325}],GeoPosition[{38.68333333,-4.11666667}],GeoPosition[ {43.5333,-5.7}],GeoPosition[{36.7,-6.1167}],GeoPosition[{40.48315,-3.36267}],GeoPosition[ {43.364,-8.41499}],GeoPosition[{38.38666667,-0.48888889}],GeoPosition[{41.05379,0.43815}],GeoPosition[ {37.9788208,-1.1332}],GeoPosition[{40.4,-3.68333}],GeoPosition[{36.69334607,-4.4494931}],GeoPosition[ {37.8640586,-0.7909879}],GeoPosition[{37.98556577,-1.17530262}],GeoPosition[{43.17736485,-8.47035523}],GeoPosition[ {41.38787218,2.16127151}],GeoPosition[{40.4667,0.483333}],GeoPosition[{42.00758475,-4.5285996}],GeoPosition[ {43.25256245,-2.93826342}],GeoPosition[{40.4091099,-3.73680478}],GeoPosition[{40.50769181,-3.37179864}],GeoPosition[ {38.38994247,-0.44423691}],GeoPosition[{40.4,-3.68333}],GeoPosition[{40.0570499,0.0878}],GeoPosition[ {39.8667,-4.01667}],GeoPosition[{38.87619816,1.36825128}],GeoPosition[{40.4387617,-3.692176}],GeoPosition[ {41.655173,-4.7192122}],GeoPosition[{42.24973865,-8.79443773}],GeoPosition[{41.6541164,-4.7174163}],GeoPosition[ {41.65055241,-0.9089835}],GeoPosition[{37.98730139,-1.12918251}],GeoPosition[{41.3744373,2.16968919}],GeoPosition[ {41.683449,2.491277}],GeoPosition[{37.6167,-0.866667}],GeoPosition[{40.32577214,-3.89402202}],GeoPosition[ {36.72070288,-4.40244448}],GeoPosition[{40.49266922,-3.87414329}],GeoPosition[{37.39703859,-1.59958266}],GeoPosition[ {41.3833,2.18333}],GeoPosition[{41.2659111,1.9703701}],GeoPosition[{37.37570067,-6.01390747}],GeoPosition[ {40.45909981,-3.69771583}],GeoPosition[{36.53597209,-6.30248915}],GeoPosition[{51.43353413,-0.15506379}],GeoPosition[ {38.38994247,-0.44423691}],GeoPosition[{38.3043316,-0.6688366}],GeoPosition[{36.7167,-4.41667}],GeoPosition[ {41.44254674,2.07546184}],GeoPosition[{37.20515832,-7.23581984}],GeoPosition[{39.9682851,-4.8315129}],GeoPosition[ {46.15126709,24.33284}],GeoPosition[{50.08644722,14.41185556}],GeoPosition[{50.84839,4.35121}],GeoPosition[ {40.4478533,-3.6261546}],GeoPosition[{37.9093548,-6.8207107}],GeoPosition[{43.42233736,-4.75323168}],GeoPosition[ {40.43513,-3.68414}],GeoPosition[{36.6737429,-6.1209732}],GeoPosition[{41.3833,2.18333}],GeoPosition[ {41.7,-8.83333}],GeoPosition[{37.1446915,-3.6050999}],GeoPosition[{43.36599244,-8.41461395}],GeoPosition[ {40.4173428,-3.7119897}],GeoPosition[{55.61081,12.99498}],GeoPosition[{38.8333,-6.1}],GeoPosition[ {43.31770398,-5.21437056}],GeoPosition[{40.96534803,-5.66491548}],GeoPosition[{48.8167,2.41667}],GeoPosition[ {42.42212646,-8.63640788}],GeoPosition[{39.4767456,-0.3934508}],GeoPosition[{37.91422768,-4.72132781}],GeoPosition[ {45.46212173,9.10187093}],GeoPosition[{57.55,25.4}],GeoPosition[{40.2833,-3.8}],GeoPosition[ {38.3705292,-0.41053}],GeoPosition[{38.14042835,-0.6355998}],GeoPosition[{40.51993102,-2.19163869}],GeoPosition[ {38.5833,-0.316667}],GeoPosition[{43.35,-8.25}],GeoPosition[{40.446876,-3.452777}],GeoPosition[ {43.22012943,-2.731875}],GeoPosition[{37.8833,-4.76667}],GeoPosition[{44.39883,0.22059667}],GeoPosition[ {39.48910502,2.47767764}],GeoPosition[{41.4404503,2.1982986}],GeoPosition[{41.36586771,2.15534338}],GeoPosition[ {43.4667,-3.91667}],GeoPosition[{40.42649,-3.68928}],GeoPosition[{39.38756289,-0.32622743}],GeoPosition[ {39.3895292,-3.2010865}],GeoPosition[{37.37009646,-6.00201415}],GeoPosition[{38.05,-1.23333}],GeoPosition[ {43.3656006,-8.4075298}],GeoPosition[{40.45909981,-3.69771583}],GeoPosition[{41.3833,2.18333}],GeoPosition[ {38.38666667,-0.48888889}],GeoPosition[{43.40445328,-3.82148194}],GeoPosition[{41.3601189,2.1266201}],GeoPosition[ {40.44903183,-3.87940288}],GeoPosition[{40.35,-3.83333333}],GeoPosition[{39.45935195,-0.3583864}],GeoPosition[ {43.4692917,-3.78110727}],GeoPosition[{39.473146,-6.37541258}],GeoPosition[{36.7,-6.1167}],GeoPosition[ {40.41704446,-3.70354074}],GeoPosition[{38.34942,-0.49603}],GeoPosition[{43.364,-8.41499}],GeoPosition[ {36.7010307,-6.1120501}],GeoPosition[{41.6552602,-4.7197059}],GeoPosition[{43.32081138,-3.85649781}],GeoPosition[ {43.44295126,-3.94370506}],GeoPosition[{40.42148967,-3.71969784}],GeoPosition[{37.44410493,-6.04428763}],GeoPosition[ {36.77364,-4.11708}],GeoPosition[{38.3705292,-0.41053}],GeoPosition[{40.36834693,-5.74562518}],GeoPosition[ {48.86535821,2.3683745}],GeoPosition[{38.3967889,-6.4022206}],GeoPosition[{37.7082277,-1.5975052}],GeoPosition[ {37.28847715,-5.94200711}],GeoPosition[{37.38846383,-6.003628}],GeoPosition[{37.38451668,-6.0010016}],GeoPosition[ {37.7667,-3.7711}],GeoPosition[{41.65053511,-0.90901288}],GeoPosition[{40.3881943,-3.6437901}],GeoPosition[ {36.74301257,-3.88340692}],GeoPosition[{39.5998565,2.69600426}],GeoPosition[{38.3705292,-0.41053}],GeoPosition[ {40.9144492,8.7118722}],GeoPosition[{40.33603606,-3.75474216}],GeoPosition[{40.0667,-2.13333}],GeoPosition[ {41.9,12.5}],GeoPosition[{40.46721802,-3.61671203}],GeoPosition[{40.35,-3.83333333}],GeoPosition[ {40.4438,-3.68398}],GeoPosition[{36.72644217,-4.41954157}],GeoPosition[{41.65,-0.8833}],GeoPosition[ {42.5667,-2.18333}],GeoPosition[{40.34806708,-3.70454373}],GeoPosition[{37.3557915,-5.93851254}],GeoPosition[ {36.53597209,-6.30248915}],GeoPosition[{41.11475525,1.26275109}],GeoPosition[{40.43127431,-3.67701369}],GeoPosition[ {39.14899632,-0.44049335}],GeoPosition[{39.48297823,-0.37734717}],GeoPosition[{40.43513,-3.68414}],GeoPosition[ {39.99349945,-0.02394493}],GeoPosition[{40.44020266,-3.70685577}],GeoPosition[{40.27057156,-3.92044901}],GeoPosition[ {40.4148712,-3.72082}],GeoPosition[{37.15181947,-3.60005376}],GeoPosition[{36.097874,-5.516594}],GeoPosition[ {49.4157755,1.0511777}],GeoPosition[{43.4430479,-3.4583616}],GeoPosition[{43.367045,-8.415095}],GeoPosition[ {36.475779,-5.1023363}],GeoPosition[{46.42021,4.8667366}],GeoPosition[{41.88797007,12.52589789}],GeoPosition[ {40.40635345,-3.61006868}],GeoPosition[{43.49378407,-8.19976509}],GeoPosition[{41.3856316,2.1772101}],GeoPosition[ {40.31022519,-3.85993352}],GeoPosition[{36.75,-5.8}],GeoPosition[{36.51697302,-6.27768384}],GeoPosition[ {37.17679702,-3.59623639}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.34949102,-3.6771019}],GeoPosition[ {50.8429,-0.1313}],GeoPosition[{43.39907063,-5.80315614}],GeoPosition[{40.2950535,-3.7906654}],GeoPosition[ {40.416599,-3.70573474}],GeoPosition[{40.45911999,-3.69766165}],GeoPosition[{37.88453491,-4.77971935}],GeoPosition[ {38.34748,-0.4853}],GeoPosition[{38.65,-5.6}],GeoPosition[{41.38684519,2.16994041}],GeoPosition[ {43.14836169,-8.9650398}],GeoPosition[{36.6869698,-6.1387601}],GeoPosition[{40.3328937,-3.8228675}],GeoPosition[ {39.79936527,-5.24679031}],GeoPosition[{42.42149816,-8.67841781}],GeoPosition[{45.4386,12.3267}],GeoPosition[ {37.38583333,-5.99305556}],GeoPosition[{36.7,-6.1167}],GeoPosition[{40.44141408,-3.69410205}],GeoPosition[ {43.111431,12.38864499}],GeoPosition[{40.4,-3.68333}],GeoPosition[{37.3667,-4.85}],GeoPosition[ {39.50601281,-0.41266553}],GeoPosition[{39.8667,-4.01667}],GeoPosition[{40.41024652,-3.8882116}],GeoPosition[ {62.3888893,17.3067303}],GeoPosition[{37.8333,-6.33333}],GeoPosition[{45.46193866,9.09918078}],GeoPosition[ {41.3879,2.16992}],GeoPosition[{41.3879,2.16992}],GeoPosition[{41.41359698,-4.78992975}],GeoPosition[ {40.4284117,-3.64229123}],GeoPosition[{38.8789,-6.9669}],GeoPosition[{36.69810768,-2.79235506}],GeoPosition[ {38.0532851,-1.20840914}],GeoPosition[{41.65057951,-0.90898095}],GeoPosition[{40.8333,14.25}],GeoPosition[ {43.22233598,-2.58279185}],GeoPosition[{37.61268733,-0.98810372}],GeoPosition[{37.55,-4.35}],GeoPosition[ {41.1167,1.25}],GeoPosition[{37.7667,-3.7711}],GeoPosition[{43.48201326,-3.788818}],GeoPosition[ {40.45259027,-3.68536378}],GeoPosition[{41.6109357,0.6167714}],GeoPosition[{43.42971828,-5.98182304}],GeoPosition[ {39.3895259,-3.2010459}],GeoPosition[{40.33460581,-3.77430505}],GeoPosition[{52.50650775,13.27436153}],GeoPosition[ {37.9976367,-1.1408153}],GeoPosition[{38.8789,-6.9669}],GeoPosition[{43.46141903,-3.84422157}],GeoPosition[ {50.83977793,4.37439911}],GeoPosition[{42.4167,-2.73333}],GeoPosition[{39.7,-5.18333}],GeoPosition[ {42.44182706,-8.63607466}],GeoPosition[{36.37444657,-6.18908789}],GeoPosition[{36.720927,-4.42553848}],GeoPosition[ {38.87267461,-6.9805445}],GeoPosition[{43.35,-3.00916667}],GeoPosition[{38.7167,-9.13333}],GeoPosition[ {42.51826374,-8.81393736}],GeoPosition[{37.39773527,-5.98104169}],GeoPosition[{38.3424117,-0.7661342}],GeoPosition[ {43.46666667,-3.8}],GeoPosition[{37.25784,-5.5494199}],GeoPosition[{40.42406376,-3.67195783}],GeoPosition[ {38.99329217,-1.85698024}],GeoPosition[{40.43766691,-3.69366122}],GeoPosition[{40.63248445,-4.79225185}],GeoPosition[ {37.97777778,-0.68333333}],GeoPosition[{40.41461552,-3.70114264}],GeoPosition[{51.51330224,-0.13134784}],GeoPosition[ {39.4667,-3.53333}],GeoPosition[{39.8933947,-5.5360834}],GeoPosition[{35.8712971,14.5127179}],GeoPosition[ {40.29131928,-4.01125147}],GeoPosition[{38.239984,-1.4236759}],GeoPosition[{43.36854686,-1.79263076}],GeoPosition[ {42.51666667,-4.73333333}],GeoPosition[{37.98498517,-4.29994069}],GeoPosition[{37.988076,-1.123643}],GeoPosition[ {41.3513303,-1.6295575}],GeoPosition[{41.65362919,-0.88025292}],GeoPosition[{39.44998,-0.404198}],GeoPosition[ {42.48994156,-6.77502629}],GeoPosition[{40.3,-4.}],GeoPosition[{37.44399061,-6.0446043}],GeoPosition[ {43.6129482,-5.7986449}],GeoPosition[{40.42486142,-3.70193787}],GeoPosition[{36.8429,-2.46241}],GeoPosition[ {41.12021889,1.25823778}],GeoPosition[{45.4386,12.3267}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {39.74903654,-0.99630384}],GeoPosition[{41.40057129,2.17261552}],GeoPosition[{54.96394392,-1.62311118}],GeoPosition[ {37.3772,-5.98694}],GeoPosition[{41.8935279,12.482619}],GeoPosition[{38.1115593,-3.6347761}],GeoPosition[ {36.42034162,-6.14996493}],GeoPosition[{37.88858432,-4.78943233}],GeoPosition[{37.2597571,-6.92816164}],GeoPosition[ {36.95,-2.4}],GeoPosition[{40.46011,-3.60605}],GeoPosition[{38.0833,-3.63333}],GeoPosition[ {41.3833,2.18333}],GeoPosition[{36.800728,-2.634546}],GeoPosition[{43.53948136,-5.90838605}],GeoPosition[ {37.17675897,-3.59606333}],GeoPosition[{42.0104071,-4.5242693}],GeoPosition[{42.61225487,-5.5572842}],GeoPosition[ {37.43333333,-2.71666667}],GeoPosition[{45.4519691,9.2520504}],GeoPosition[{40.6253817,-3.1653824}],GeoPosition[ {43.36918154,-8.39560088}],GeoPosition[{38.87221977,-6.95466751}],GeoPosition[{39.56729223,2.63798613}],GeoPosition[ {37.3557915,-5.93851254}],GeoPosition[{37.3772,-5.98694}],GeoPosition[{40.43513,-3.68414}],GeoPosition[ {41.02654027,0.92199522}],GeoPosition[{43.3470297,-8.38631186}],GeoPosition[{36.46125296,-6.20658405}],GeoPosition[ {49.4157737,1.0511186}],GeoPosition[{40.45909836,-3.69771901}],GeoPosition[{41.6428986,-0.88299}],GeoPosition[ {40.62926958,14.48113284}],GeoPosition[{37.65452445,-6.8805908}],GeoPosition[{40.41782128,-3.6844646}],GeoPosition[ {39.47805633,-0.40994346}],GeoPosition[{40.1063776,-5.72462894}],GeoPosition[{41.54859167,2.1075}],GeoPosition[ {40.42833333,-3.72416667}],GeoPosition[{36.59584538,-4.6373532}],GeoPosition[{50.08644722,14.41185556}],GeoPosition[ {40.41782128,-3.6844646}],GeoPosition[{38.22652372,-1.32380502}],GeoPosition[{40.45911568,-3.69764239}],GeoPosition[ {40.3167,-3.63333}],GeoPosition[{39.96590864,-4.84074727}],GeoPosition[{43.31318758,11.32719566}],GeoPosition[ {39.06611111,-5.72277778}],GeoPosition[{37.71177508,-5.07015338}],GeoPosition[{40.330993,-3.757902}],GeoPosition[ {40.40797447,-3.69310279}],GeoPosition[{40.4052999,-3.70582}],GeoPosition[{43.52741599,6.46460329}],GeoPosition[ {37.17551853,-3.59973053}],GeoPosition[{36.1275,-5.45389}],GeoPosition[{39.5178793,-0.414138}],GeoPosition[ {45.4519691,9.2520504}],GeoPosition[{40.4576201,-3.6988366}],GeoPosition[{43.2833,-2.16667}],GeoPosition[ {40.6333,-3.16667}],GeoPosition[{38.09411528,-1.16714025}],GeoPosition[{36.7333,-3.98333}],GeoPosition[ {37.3772,-5.98694}],GeoPosition[{39.4754734,-0.3931669}],GeoPosition[{37.08309584,-3.80839334}],GeoPosition[ {38.2333,-1.41667}],GeoPosition[{39.4735095,-0.3305756}],GeoPosition[{36.14472086,-5.35293258}],GeoPosition[ {40.86959311,-2.84769871}],GeoPosition[{37.18156911,-6.96914978}],GeoPosition[{36.72160318,-4.47921259}],GeoPosition[ {36.52448004,-6.28420556}],GeoPosition[{40.4207191,-3.6998899}],GeoPosition[{37.25,-6.95}],GeoPosition[ {38.8833,-3.71667}],GeoPosition[{42.1667,-8.61667}],GeoPosition[{40.31529,-3.7271}],GeoPosition[ {36.7139657,-4.3102853}],GeoPosition[{38.99609686,-1.85643069}],GeoPosition[{41.91026416,12.47978905}],GeoPosition[ {52.35787,4.8915}],GeoPosition[{38.7958316,-9.39603559}],GeoPosition[{43.48925066,-8.22656452}],GeoPosition[ {37.40416667,-5.99027778}],GeoPosition[{40.40100375,-3.68726555}],GeoPosition[{36.64278107,-4.47888067}],GeoPosition[ {41.68333333,-3.68333333}],GeoPosition[{42.13226341,-0.40705558}],GeoPosition[{37.18156911,-6.96914978}],GeoPosition[ {42.17919326,-1.748732}],GeoPosition[{41.6703186,-0.88899}],GeoPosition[{43.34013333,-8.40886774}],GeoPosition[ {43.36866552,-8.41094936}],GeoPosition[{40.42251,-3.6977}],GeoPosition[{36.5005339,-6.2754147}],GeoPosition[ {45.60304946,10.62768459}],GeoPosition[{40.41782128,-3.6844646}],GeoPosition[{40.23183815,-3.769605}],GeoPosition[ {42.0686899,0.0645}],GeoPosition[{40.45999203,-3.64339405}],GeoPosition[{36.7167,-4.41667}],GeoPosition[ {52.35787,4.8915}],GeoPosition[{40.46768205,-3.61589919}],GeoPosition[{45.4667,9.2}],GeoPosition[ {37.3790694,-5.9809895}],GeoPosition[{41.7539509,-1.1707494}],GeoPosition[{40.3595825,-3.6936297}],GeoPosition[ {37.13091568,-6.48524696}],GeoPosition[{53.34545119,-6.26418119}],GeoPosition[{39.4707301,-0.3707211}],GeoPosition[ {42.8833,-8.55}],GeoPosition[{37.4667,-4.45}],GeoPosition[{36.71201272,-4.43176547}],GeoPosition[ {36.6833,-6.13333}],GeoPosition[{40.47577615,-3.63969519}],GeoPosition[{37.2801346,-5.9312281}],GeoPosition[ {41.51666667,-8.61666667}],GeoPosition[{40.44745205,-3.70129225}],GeoPosition[{40.5525527,-3.6235372}],GeoPosition[ {40.4364319,-3.68838}],GeoPosition[{42.0174253,-6.3256688}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {36.69188831,-6.15542797}],GeoPosition[{40.41515931,-3.69528265}],GeoPosition[{41.3683088,2.10707023}],GeoPosition[ {36.77915298,-6.35424018}],GeoPosition[{40.5509201,-3.6298584}],GeoPosition[{40.9501813,-5.6479267}],GeoPosition[ {40.41510432,-3.70817285}],GeoPosition[{41.9667,-1.68333}],GeoPosition[{40.47874576,-3.65293087}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{40.4148712,-3.72082}],GeoPosition[{37.8833,-4.76667}],GeoPosition[ {40.6725689,-4.0998401}],GeoPosition[{37.6084217,-0.9843198}],GeoPosition[{40.45913549,-3.69768576}],GeoPosition[ {40.4167,-3.70325}],GeoPosition[{40.4167,-3.70325}],GeoPosition[{40.35,-3.83333333}],GeoPosition[ {40.416599,-3.70573474}],GeoPosition[{39.87121605,-4.0238942}],GeoPosition[{37.38846383,-6.003628}],GeoPosition[ {40.430069,-3.7008901}],GeoPosition[{36.81428976,-2.56532541}],GeoPosition[{37.3772,-5.98694}],GeoPosition[ {40.3047,-3.7311}],GeoPosition[{51.51277778,-0.13111111}],GeoPosition[{42.6129959,-5.56215268}],GeoPosition[ {50.0833,14.4167}],GeoPosition[{37.6084891,-0.9842973}],GeoPosition[{38.3705292,-0.41053}],GeoPosition[ {41.30361728,2.08157758}],GeoPosition[{40.5509458,-3.6298852}],GeoPosition[{40.639777,-3.233615}],GeoPosition[ {37.17605438,-3.58720057}],GeoPosition[{39.5178793,-0.414138}],GeoPosition[{39.77143406,-3.17922225}],GeoPosition[ {37.4178783,-5.9617274}],GeoPosition[{41.4167,2.18333}],GeoPosition[{39.4707367,-0.3707079}],GeoPosition[ {42.8833,-8.55}],GeoPosition[{41.3869497,2.16965425}],GeoPosition[{36.729853,-4.4181682}],GeoPosition[ {39.97550945,-0.05048033}],GeoPosition[{41.64662,-0.88624}],GeoPosition[{36.74199746,-3.5293543}],GeoPosition[ {48.87117936,2.30369428}],GeoPosition[{36.5333,-6.18333}],GeoPosition[{40.104386,-3.697152}],GeoPosition[ {41.55775872,2.09807451}],GeoPosition[{40.41925973,-3.69791696}],GeoPosition[{40.55732529,-3.61627924}],GeoPosition[ {40.7167,-4.25}],GeoPosition[{37.39027,-6.02805}],GeoPosition[{37.6466635,-3.9157893}],GeoPosition[ {36.9455703,-5.9663513}],GeoPosition[{37.2050737,-3.7234575}],GeoPosition[{41.24201425,1.80732792}],GeoPosition[ {40.4167,-3.70325}],GeoPosition[{40.4167,-3.70325}],GeoPosition[{40.4167,-3.70325}],GeoPosition[ {40.4167,-3.70325}],GeoPosition[{41.228902,1.747798}],GeoPosition[{40.45908221,-3.69768227}],GeoPosition[ {39.58167062,2.67346085}],GeoPosition[{37.6084449,-0.984315}],GeoPosition[{41.97115454,3.144326}],GeoPosition[ {40.33318511,-3.86632233}],GeoPosition[{41.89369289,12.48928706}],GeoPosition[{40.6254122,-3.1652679}],GeoPosition[ {40.42692824,-3.69980082}],GeoPosition[{40.4,-3.68333}],GeoPosition[{40.5833,-4.15}],GeoPosition[ {36.71666667,-4.41666667}],GeoPosition[{37.6084409,-0.9842664}],GeoPosition[{51.50339185,-0.11954853}],GeoPosition[ {37.67300522,-1.70022255}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{41.5285503,2.0400424}],GeoPosition[ {41.2833,-3.8}],GeoPosition[{41.65411846,-0.8785359}],GeoPosition[{39.4833,-0.433333}],GeoPosition[ {40.6436851,-3.1484009}],GeoPosition[{44.89063935,-0.54825382}],GeoPosition[{37.98413565,-1.1111597}],GeoPosition[ {41.3879,2.16992}],GeoPosition[{41.37846449,2.15347576}],GeoPosition[{39.24524586,-0.25685257}],GeoPosition[ {40.48164179,-3.36568905}],GeoPosition[{41.6551889,-4.7192678}],GeoPosition[{41.348007,2.073938}],GeoPosition[ {40.35,-3.83333333}],GeoPosition[{53.33813891,-6.25834553}],GeoPosition[{40.48885247,-3.18063414}],GeoPosition[ {36.12873745,-5.4508122}],GeoPosition[{41.652883,-0.881757}],GeoPosition[{36.7329216,-6.4398398}],GeoPosition[ {41.52879998,2.18551315}],GeoPosition[{40.5333,-3.48333}],GeoPosition[{40.45910451,-3.69788355}],GeoPosition[ {37.3,-3.13333333}],GeoPosition[{42.46963,-2.43274}],GeoPosition[{41.4174221,2.2169612}],GeoPosition[ {40.42213981,-3.70440408}],GeoPosition[{42.90556743,-8.36086111}],GeoPosition[{41.1430206,1.40202}],GeoPosition[ {40.2915039,-3.7910881}],GeoPosition[{40.6437017,-3.148393}],GeoPosition[{40.487683,-3.36864774}],GeoPosition[ {40.45027778,-3.6925}],GeoPosition[{40.46917,-3.63917}],GeoPosition[{40.42101,-3.70202}],GeoPosition[ {38.53338164,-0.82052138}],GeoPosition[{36.7167,-4.41667}],GeoPosition[{37.0264756,-4.53828037}],GeoPosition[ {38.3705292,-0.41053}],GeoPosition[{37.3333,-6.53333}],GeoPosition[{51.52610383,-0.12982738}],GeoPosition[ {37.424714,-4.518216}],GeoPosition[{36.74514136,-3.87620373}],GeoPosition[{39.71945,2.87216}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{37.08804179,-2.26934539}],GeoPosition[{43.15253861,11.15501401}],GeoPosition[ {36.75309278,-2.60791593}],GeoPosition[{40.4,-3.68333}],GeoPosition[{40.2,-6.16667}],GeoPosition[ {39.0333,-9.4}],GeoPosition[{37.9976408,-1.1408638}],GeoPosition[{39.56334121,2.62745536}],GeoPosition[ {40.45911404,-3.69768171}],GeoPosition[{36.7440124,-3.5827406}],GeoPosition[{37.1789398,-3.5931201}],GeoPosition[ {39.7770882,30.5112991}],GeoPosition[{41.3833,2.18333}],GeoPosition[{37.53907,-5.0888184}],GeoPosition[ {40.4331647,-3.60968867}],GeoPosition[{51.52607565,-0.12985639}],GeoPosition[{36.1897,-5.92167}],GeoPosition[ {40.50680317,-3.66370093}],GeoPosition[{38.0927914,-5.8119285}],GeoPosition[{40.41280777,-3.70904297}],GeoPosition[ {41.76578,2.24965}],GeoPosition[{52.35787,4.8915}],GeoPosition[{41.31225143,2.02374084}],GeoPosition[ {37.38451668,-6.0010016}],GeoPosition[{38.25,-0.7}],GeoPosition[{41.2833,-3.8}],GeoPosition[ {38.00385291,-0.65161485}],GeoPosition[{38.88591257,-6.98265992}],GeoPosition[{41.24202792,1.80734694}],GeoPosition[ {40.07807189,-2.12964444}],GeoPosition[{35.2873537,-2.9481928}],GeoPosition[{42.9667,-7.71667}],GeoPosition[ {36.7143977,-4.4366865}],GeoPosition[{45.60304946,10.62768459}],GeoPosition[{42.20626777,-8.77670577}],GeoPosition[ {36.7833,-6.35}],GeoPosition[{41.5087132,2.3964726}],GeoPosition[{41.4618583,2.06303866}],GeoPosition[ {38.40003701,-0.53262044}],GeoPosition[{39.8667,-4.01667}],GeoPosition[{40.41925973,-3.69791696}],GeoPosition[ {40.35,-5.31667}],GeoPosition[{39.47121097,-0.48779123}],GeoPosition[{37.37009646,-6.00201415}],GeoPosition[ {41.383514,2.16885}],GeoPosition[{37.3828,-5.97317}],GeoPosition[{42.6612293,-3.6128627}],GeoPosition[ {38.1,-0.65}],GeoPosition[{43.47081018,-3.80668809}],GeoPosition[{52.3731,4.8922}],GeoPosition[ {40.4290543,-3.7021816}],GeoPosition[{40.4889949,-3.89670063}],GeoPosition[{43.5354142,-5.6623937}],GeoPosition[ {38.98246869,1.30370652}],GeoPosition[{43.3715,-8.396}],GeoPosition[{42.8546319,-1.6897149}],GeoPosition[ {51.52605481,-0.12987461}],GeoPosition[{40.4544799,-3.69403}],GeoPosition[{38.0384293,-4.0558901}],GeoPosition[ {36.8565636,-5.644809}],GeoPosition[{38.406502,-0.4062586}],GeoPosition[{39.58167062,2.67346085}],GeoPosition[ {37.3833,-6.05}],GeoPosition[{40.00283573,-6.1140516}],GeoPosition[{43.36638824,-5.85215048}],GeoPosition[ {37.74390334,-0.91528946}],GeoPosition[{37.35536078,-5.97819296}],GeoPosition[{42.8881067,-8.5265546}],GeoPosition[ {53.54336,8.575}],GeoPosition[{41.5310777,2.18521276}],GeoPosition[{43.46301229,-3.80499948}],GeoPosition[ {41.65,-4.71667}],GeoPosition[{40.43075045,-3.71904}],GeoPosition[{38.38994247,-0.44423691}],GeoPosition[ {49.36622766,8.25015692}],GeoPosition[{37.32756678,-4.36963375}],GeoPosition[{37.6466635,-3.9157893}],GeoPosition[ {51.49666667,19.78138889}],GeoPosition[{52.35787,4.8915}],GeoPosition[{43.368714,-8.417516}],GeoPosition[ {36.83957,-2.46453}],GeoPosition[{41.2581916,1.7718447}],GeoPosition[{36.74199746,-3.5293543}],GeoPosition[ {51.5260652,-0.12985559}],GeoPosition[{40.4331647,-3.60968867}],GeoPosition[{42.83344421,-2.69605771}],GeoPosition[ {36.5569742,-4.6154106}],GeoPosition[{43.5333,-5.7}],GeoPosition[{40.41649878,-3.6841619}],GeoPosition[ {50.8484784,4.3537959}],GeoPosition[{40.35,-3.7}],GeoPosition[{43.24974,-5.77381}],GeoPosition[ {48.86110017,2.39150944}],GeoPosition[{41.2581916,1.7718447}],GeoPosition[{41.37497945,2.13205279}],GeoPosition[ {39.90186134,-3.32336455}],GeoPosition[{55.7663859,52.0090701}],GeoPosition[{39.01857783,-0.17688792}],GeoPosition[ {41.2,1.63333}],GeoPosition[{37.433861,25.40648144}],GeoPosition[{57.42990026,-6.77782773}],GeoPosition[ {40.9,-3.38333}],GeoPosition[{37.086903,-5.859277}],GeoPosition[{37.35669143,-5.93798432}],GeoPosition[ {42.0240507,-4.537387}],GeoPosition[{41.3879,2.16992}],GeoPosition[{36.5569686,-4.6154636}],GeoPosition[ {39.43727845,-0.60328623}],GeoPosition[{41.90655611,12.45454418}],GeoPosition[{41.4618583,2.06303866}],GeoPosition[ {36.52923,-6.29168}],GeoPosition[{40.43878501,-3.6918088}],GeoPosition[{40.4192799,-3.69230103}],GeoPosition[ {40.43513,-3.68414}],GeoPosition[{40.41782128,-3.6844646}],GeoPosition[{41.24204072,1.80730868}],GeoPosition[ {40.5012042,-3.6952016}],GeoPosition[{40.05384526,-2.12312992}],GeoPosition[{37.1833,-3.6}],GeoPosition[ {40.85,-3.7}],GeoPosition[{42.6129959,-5.56215268}],GeoPosition[{37.60749624,-0.99900775}],GeoPosition[ {41.39972789,2.18595751}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{51.52605692,-0.12985815}],GeoPosition[ {37.98349606,-1.11367174}],GeoPosition[{42.22696209,-3.69986554}],GeoPosition[{51.39972865,-0.19173277}],GeoPosition[ {36.72159228,-4.46483776}],GeoPosition[{40.5833,-4.11667}],GeoPosition[{39.98417848,-4.23729818}],GeoPosition[ {40.44478471,-3.70149045}],GeoPosition[{43.7167,10.3833}],GeoPosition[{38.7056,-8.97443}],GeoPosition[ {41.69433923,2.7198725}],GeoPosition[{37.086903,-5.859277}],GeoPosition[{37.918943,-4.827232}],GeoPosition[ {39.4735135,-0.3306485}],GeoPosition[{40.39044169,-3.73958613}],GeoPosition[{36.78246896,-6.35423667}],GeoPosition[ {37.30716779,-6.59858358}],GeoPosition[{41.90638889,12.45444444}],GeoPosition[{43.2569,-2.9236}],GeoPosition[ {41.6581187,-3.6922533}],GeoPosition[{39.4899405,-0.3628022}],GeoPosition[{37.17746333,-3.59783582}],GeoPosition[ {40.42364315,-3.70923685}],GeoPosition[{37.3097,-6.11528}],GeoPosition[{41.24204072,1.80730868}],GeoPosition[ {45.4895284,9.1869531}],GeoPosition[{41.6555901,-4.7146902}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {39.45620535,-0.3521486}],GeoPosition[{36.75,-5.8}],GeoPosition[{37.8833,-4.76667}],GeoPosition[ {36.5980389,-6.2373082}],GeoPosition[{40.41666667,-3.70388889}],GeoPosition[{39.467369,-0.347278}],GeoPosition[ {51.52606518,-0.129842}],GeoPosition[{39.85980922,-4.02497362}],GeoPosition[{41.5138236,2.1916661}],GeoPosition[ {41.6581129,-3.6922445}],GeoPosition[{41.2582227,1.7718031}],GeoPosition[{48.85577062,2.36562178}],GeoPosition[ {39.4735178,-0.3306443}],GeoPosition[{39.7167,-6.55}],GeoPosition[{39.4900298,-0.3630042}],GeoPosition[ {41.65,-0.8833}],GeoPosition[{37.3779765,-5.9952767}],GeoPosition[{40.4085,-3.701}],GeoPosition[ {43.0324223,-2.4004398}],GeoPosition[{52.50618251,13.27574336}],GeoPosition[{40.3773689,-3.9288499}],GeoPosition[ {37.16543156,-3.58199253}],GeoPosition[{39.4276288,-0.38470497}],GeoPosition[{36.75266,-3.8718}],GeoPosition[ {40.4270294,-3.69990161}],GeoPosition[{37.9333,-4.05}],GeoPosition[{41.2582227,1.7718031}],GeoPosition[ {37.4473007,25.32715707}],GeoPosition[{46.7712101,23.6236353}],GeoPosition[{36.6209287,-4.4983173}],GeoPosition[ {51.52606518,-0.129842}],GeoPosition[{43.26742803,-2.49855961}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[ {37.3333,-6.53333}],GeoPosition[{38.78931412,0.1663791}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {43.5569,-5.92472}],GeoPosition[{41.2582125,1.7718294}],GeoPosition[{39.47160965,-0.34855415}],GeoPosition[ {40.42349655,-3.70145384}],GeoPosition[{43.4647,-3.80444}],GeoPosition[{41.65811,-3.692228}],GeoPosition[ {40.4,-1.9}],GeoPosition[{37.8833,-6.55}],GeoPosition[{41.88797007,12.52589789}],GeoPosition[ {40.94878342,-5.68288784}],GeoPosition[{40.425,-3.69027778}],GeoPosition[{40.4231415,-3.7044499}],GeoPosition[ {37.5333,-5.08333}],GeoPosition[{38.26835275,-0.71029186}],GeoPosition[{41.9004628,12.482636}],GeoPosition[ {41.9,12.5}],GeoPosition[{45.4350478,12.33821701}],GeoPosition[{43.1878699,-8.73572}],GeoPosition[ {41.94950652,-4.50485864}],GeoPosition[{51.5260516,-0.12986819}],GeoPosition[{37.25,-6.95}],GeoPosition[ {43.52446667,-5.61504444}],GeoPosition[{52.35787,4.8915}],GeoPosition[{38.7167,-9.13333}],GeoPosition[ {40.42416,-3.7007401}],GeoPosition[{37.9783883,-1.1332263}],GeoPosition[{42.2333,-8.71667}],GeoPosition[ {37.28681283,-5.94321758}],GeoPosition[{36.5569299,-4.6154086}],GeoPosition[{43.25793042,-2.95170435}],GeoPosition[ {41.3833,2.18333}],GeoPosition[{41.890419,12.4905901}],GeoPosition[{40.30387125,-3.72757921}],GeoPosition[ {42.3,-1.9}],GeoPosition[{41.07121,1.14744}],GeoPosition[{38.68232371,-6.411656}],GeoPosition[ {39.42777778,-0.41833333}],GeoPosition[{36.5569268,-4.6154017}],GeoPosition[{42.81580759,-1.64901653}],GeoPosition[ {43.26853451,-2.8378472}],GeoPosition[{39.55288227,2.63107122}],GeoPosition[{45.4895284,9.1869531}],GeoPosition[ {40.0167,-3.85}],GeoPosition[{39.94416667,-0.10361111}],GeoPosition[{45.1,7.76666667}],GeoPosition[ {45.5460433,10.1837945}],GeoPosition[{38.9667,-5.8}],GeoPosition[{42.8833,-8.55}],GeoPosition[ {40.43679,-3.66962}],GeoPosition[{41.65,-4.71667}],GeoPosition[{37.9667,-1.21667}],GeoPosition[ {37.26651525,-6.94566128}],GeoPosition[{51.52606517,-0.12984201}],GeoPosition[{52.35787,4.8915}],GeoPosition[ {40.4091682,-3.61326}],GeoPosition[{37.38638288,-5.72308583}],GeoPosition[{40.7208234,-4.2459425}],GeoPosition[ {41.5138269,2.1916592}],GeoPosition[{36.72322106,-4.49146787}],GeoPosition[{41.11583551,1.25611566}],GeoPosition[ {41.2581366,1.7718225}],GeoPosition[{37.15,-3.61667}],GeoPosition[{38.38549,-0.76667}],GeoPosition[ {37.9,-1.8}],GeoPosition[{40.9667,-5.65}],GeoPosition[{36.5363312,-6.2958298}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{37.3772202,-5.9865699}],GeoPosition[{39.908288,3.101792}],GeoPosition[ {42.23811213,-8.70350495}],GeoPosition[{40.41280777,-3.70904297}],GeoPosition[{40.2938692,-3.7554122}],GeoPosition[ {38.3705292,-0.41053}],GeoPosition[{40.39406271,-3.79573387}],GeoPosition[{36.7167,-4.41667}],GeoPosition[ {50.0833,14.4167}],GeoPosition[{37.39112,-5.99128}],GeoPosition[{40.2833,-3.8}],GeoPosition[ {40.4227,-3.697515}],GeoPosition[{41.6260087,-4.7514884}],GeoPosition[{59.32915275,18.09401781}],GeoPosition[ {40.4667,-3.3667}],GeoPosition[{41.39114,2.1568999}],GeoPosition[{40.4167,-3.70325}],GeoPosition[ {40.2667,-3.9}],GeoPosition[{37.8833,-4.76667}],GeoPosition[{40.4667,-3.3667}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{41.2581787,1.7718339}],GeoPosition[{39.4979706,-0.43426}],GeoPosition[ {38.890649,1.4079936}],GeoPosition[{43.3884905,-3.22716681}],GeoPosition[{40.42250614,-3.70930531}],GeoPosition[ {41.6167,2.3}],GeoPosition[{41.65,-0.8833}],GeoPosition[{40.78458712,-2.62190368}],GeoPosition[ {37.37037635,-6.00033119}],GeoPosition[{39.4833,-6.36667}],GeoPosition[{40.6,-3.25}],GeoPosition[ {36.7463195,-4.08211399}],GeoPosition[{41.37626482,2.19030502}],GeoPosition[{37.44600981,25.32850157}],GeoPosition[ {41.29710007,2.07845998}],GeoPosition[{40.4677856,-3.61544609}],GeoPosition[{39.45354416,-0.35432618}],GeoPosition[ {41.3833,2.18333}],GeoPosition[{42.6056,-5.57}],GeoPosition[{37.90398,-4.76925}],GeoPosition[ {43.3333,-6.}],GeoPosition[{51.52606487,-0.12994922}],GeoPosition[{41.9004628,12.482636}],GeoPosition[ {52.0437088,-0.74957}],GeoPosition[{43.25,-7.01667}],GeoPosition[{39.0167,-0.533333}],GeoPosition[ {38.50721227,-0.22792585}],GeoPosition[{41.2581614,1.7718453}],GeoPosition[{36.7209984,-4.4242133}],GeoPosition[ {40.3167,-3.85}],GeoPosition[{37.43954078,-6.03898743}],GeoPosition[{40.44733,-3.7177}],GeoPosition[ {42.2396393,-8.7214203}],GeoPosition[{38.93849187,-6.36148792}],GeoPosition[{43.2506,-5.77476}],GeoPosition[ {37.4104805,-5.9330802}],GeoPosition[{38.99744063,-3.93605125}],GeoPosition[{40.41928357,-3.69808301}],GeoPosition[ {41.2581646,1.7718354}],GeoPosition[{40.30218349,-4.04888381}],GeoPosition[{43.48858189,-8.24602156}],GeoPosition[ {41.7193985,1.8415114}],GeoPosition[{41.89889,12.492}],GeoPosition[{42.22916667,-8.6275}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{36.6833,-6.13333}],GeoPosition[{43.53948136,-5.90838605}],GeoPosition[ {42.39490839,-8.70595424}],GeoPosition[{40.4333,-3.53333}],GeoPosition[{51.52607764,-0.12993002}],GeoPosition[ {40.83715196,14.2470019}],GeoPosition[{41.6552443,-4.7192912}],GeoPosition[{43.26109,-2.9251299}],GeoPosition[ {36.7667,-2.6}],GeoPosition[{38.73380491,1.41664136}],GeoPosition[{41.6111162,2.6513979}],GeoPosition[ {37.17086,-3.60441}],GeoPosition[{42.54773991,-6.60304997}],GeoPosition[{40.45281665,-3.68896181}],GeoPosition[ {45.67547996,13.38872935}],GeoPosition[{42.61273988,-5.55912139}],GeoPosition[{41.3869497,2.16965425}],GeoPosition[ {41.65,-0.8833}],GeoPosition[{41.42892222,2.14379167}],GeoPosition[{39.00781667,-1.7959}],GeoPosition[ {36.7889056,-5.5573727}],GeoPosition[{51.52606651,-0.13008138}],GeoPosition[{40.53938123,-4.92957652}],GeoPosition[ {41.9,12.45}],GeoPosition[{37.25,-2.26667}],GeoPosition[{42.2333,-8.71667}],GeoPosition[ {37.393219,-5.853964}],GeoPosition[{41.65046,-0.9048}],GeoPosition[{41.38025704,2.12378838}],GeoPosition[ {36.70399994,-4.47486406}],GeoPosition[{39.2167,-7.}],GeoPosition[{38.48923383,-0.77744339}],GeoPosition[ {42.8333,-9.06667}],GeoPosition[{39.7072088,-6.5500366}],GeoPosition[{38.35934584,-0.48708286}],GeoPosition[ {40.42,-3.68888889}],GeoPosition[{40.46239293,-3.68701816}],GeoPosition[{39.4833,-0.683333}],GeoPosition[ {40.4333,-3.53333}],GeoPosition[{43.3771859,-8.4031445}],GeoPosition[{38.4752757,-0.7899847}],GeoPosition[ {40.9667,-5.65}],GeoPosition[{40.2950621,-3.7906946}],GeoPosition[{42.87972164,-8.54053573}],GeoPosition[ {41.6399694,-0.7539794}],GeoPosition[{39.4702,-0.376805}],GeoPosition[{39.4702,-0.376805}],GeoPosition[ {40.2833,-3.8}],GeoPosition[{37.38943,-6.0008}],GeoPosition[{38.35,-0.483333}],GeoPosition[ {40.13607564,-0.28022643}],GeoPosition[{37.3772,-5.98694}],GeoPosition[{38.3705292,-0.41053}],GeoPosition[ {42.33716073,-7.86308506}],GeoPosition[{43.00194444,-4.13777778}],GeoPosition[{40.42250614,-3.70930531}],GeoPosition[ {38.3,-5.26667}],GeoPosition[{40.45913191,-3.69772573}],GeoPosition[{40.70574322,-3.42666771}],GeoPosition[ {41.38871595,2.16934936}],GeoPosition[{41.41642,2.1954401}],GeoPosition[{36.71104251,-4.44083641}],GeoPosition[ {36.5569349,-4.6154077}],GeoPosition[{40.42376,-3.702}],GeoPosition[{37.3828,-5.97317}],GeoPosition[ {41.24202817,1.80728908}],GeoPosition[{40.45915899,-3.69765215}],GeoPosition[{38.09449192,-1.08879431}],GeoPosition[ {42.60163383,-5.57979473}],GeoPosition[{37.32942759,-5.41620869}],GeoPosition[{37.18156911,-6.96914978}],GeoPosition[ {52.35787,4.8915}],GeoPosition[{40.4743207,-3.6372761}],GeoPosition[{51.51330224,-0.13134784}],GeoPosition[ {39.46434488,-6.37092422}],GeoPosition[{38.1,-0.71666667}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {48.85372,2.34845}],GeoPosition[{37.29064874,-6.99835815}],GeoPosition[{36.722453,-4.4838832}],GeoPosition[ {43.1560493,-5.8293251}],GeoPosition[{40.4,-3.68333}],GeoPosition[{39.46666667,-0.38333333}],GeoPosition[ {38.38994247,-0.44423691}],GeoPosition[{40.4390025,-3.7259061}],GeoPosition[{36.5333,-6.2833}],GeoPosition[ {41.39342553,2.09408005}],GeoPosition[{43.30424604,-2.04673329}],GeoPosition[{40.69670593,14.71047217}],GeoPosition[ {40.3820096,-3.6744017}],GeoPosition[{40.5333,-3.63333}],GeoPosition[{40.45911825,-3.69768316}],GeoPosition[ {38.115,-1.29916667}],GeoPosition[{42.61063,-1.639025}],GeoPosition[{40.3859099,-3.7299933}],GeoPosition[ {41.4130299,-4.1612799}],GeoPosition[{53.77319019,-1.07805262}],GeoPosition[{43.56656157,-6.95083361}],GeoPosition[ {40.45911828,-3.6976832}],GeoPosition[{37.9998788,-1.1734903}],GeoPosition[{37.6667,-1.7}],GeoPosition[ {42.2396393,-8.7214203}],GeoPosition[{37.5667,-1.25}],GeoPosition[{40.2333,-3.76667}],GeoPosition[ {41.47140853,2.08971013}],GeoPosition[{38.6833,-6.4}],GeoPosition[{46.987187,3.161842}],GeoPosition[ {43.297521,-0.374362}],GeoPosition[{43.48613554,-3.78819973}],GeoPosition[{37.3438657,-5.9870098}],GeoPosition[ {37.3571224,-6.0029255}],GeoPosition[{36.717413,-4.5595364}],GeoPosition[{37.3446031,-5.9667655}],GeoPosition[ {37.3487112,-6.4683363}],GeoPosition[{36.9455703,-5.9663513}],GeoPosition[{37.7833,-5.38333}],GeoPosition[ {41.41642,2.1954401}],GeoPosition[{51.5322849,-0.12354946}],GeoPosition[{36.53097362,-6.30591694}],GeoPosition[ {35.3167,-2.95}],GeoPosition[{42.46561883,-2.44861684}],GeoPosition[{36.4282368,-5.1498143}],GeoPosition[ {37.8884583,-4.77529}],GeoPosition[{40.4064282,-3.60035407}],GeoPosition[{37.38894,-6.0062}],GeoPosition[ {43.46337479,-3.80175419}],GeoPosition[{40.23186624,-3.76974393}],GeoPosition[{36.39828493,-6.17120573}],GeoPosition[ {40.416599,-3.70573474}],GeoPosition[{41.76578,2.24965}],GeoPosition[{40.46239293,-3.68701816}],GeoPosition[ {39.5667,2.65}],GeoPosition[{40.4364319,-3.68838}],GeoPosition[{38.38994247,-0.44423691}],GeoPosition[ {52.3731,4.8922}],GeoPosition[{36.7167,-4.41667}],GeoPosition[{37.38217864,-5.99545598}],GeoPosition[ {43.4647,-3.80444}],GeoPosition[{36.8,-4.7}],GeoPosition[{37.417853,-5.9617468}],GeoPosition[ {39.67638889,-0.27333333}],GeoPosition[{37.39293204,-5.99186838}],GeoPosition[{40.45908523,-3.69770825}],GeoPosition[ {51.50861111,-0.11694444}],GeoPosition[{40.33603606,-3.75474216}],GeoPosition[{37.38628116,-6.00094519}],GeoPosition[ {39.45501269,-0.32661757}],GeoPosition[{36.71579489,-4.44365356}],GeoPosition[{43.2463212,-2.930028}],GeoPosition[ {37.9784556,-1.1327614}],GeoPosition[{52.50305556,13.44472222}],GeoPosition[{42.56985649,-0.55116703}],GeoPosition[ {40.44092611,-3.60917667}],GeoPosition[{40.47012948,-3.57798436}],GeoPosition[{38.35934584,-0.48708286}],GeoPosition[ {41.9333,-5.13333}],GeoPosition[{38.7167,-9.13333}],GeoPosition[{40.19317341,-5.80702617}],GeoPosition[ {40.4064282,-3.60035407}],GeoPosition[{40.43333661,-3.90339168}],GeoPosition[{37.16509826,28.38709906}],GeoPosition[ {43.3771859,-8.4031445}],GeoPosition[{43.36004481,-3.98242417}],GeoPosition[{40.3815337,-3.770653}],GeoPosition[ {40.43513,-3.68414}],GeoPosition[{36.61996,-5.3412}],GeoPosition[{41.3833,2.18333}],GeoPosition[ {40.45259027,-3.68536378}],GeoPosition[{40.4212418,-3.7364399}],GeoPosition[{38.38994247,-0.44423691}],GeoPosition[ {40.41910601,-3.69781893}],GeoPosition[{54.0633,-2.88424}],GeoPosition[{40.0663664,-6.65409821}],GeoPosition[ {40.45907352,-3.69763002}],GeoPosition[{37.2754959,-6.9324867}],GeoPosition[{37.39680737,-5.97835886}],GeoPosition[ {41.61640734,-4.72782631}],GeoPosition[{37.89629683,-4.7901383}],GeoPosition[{40.4289017,-3.7163899}],GeoPosition[ {39.47921004,-0.40040548}],GeoPosition[{37.1965834,-5.9117798}],GeoPosition[{41.6581149,-3.6922547}],GeoPosition[ {39.484743,-0.38213}],GeoPosition[{48.86148756,2.33529121}],GeoPosition[{40.30910257,-3.93491368}],GeoPosition[ {36.8333,-2.45}],GeoPosition[{39.0167,-3.75}],GeoPosition[{40.0663664,-6.65409821}],GeoPosition[ {42.8833,-8.55}],GeoPosition[{40.42673,-3.70846}],GeoPosition[{40.32581,-3.86266}],GeoPosition[ {41.56727516,-4.80580005}],GeoPosition[{43.26109,-2.9251299}],GeoPosition[{41.67225789,-3.68118542}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{52.35787,4.8915}],GeoPosition[{37.09428594,-3.3987036}],GeoPosition[ {48.8713303,2.39135}],GeoPosition[{41.6552443,-4.7192912}],GeoPosition[{36.5429214,-4.62229161}],GeoPosition[ {41.3752324,2.1563728}],GeoPosition[{40.42303403,-3.61441868}],GeoPosition[{40.40406491,-3.74661802}],GeoPosition[ {38.3803216,-0.7741334}],GeoPosition[{40.2938692,-3.7554122}],GeoPosition[{43.302263,-2.990657}],GeoPosition[ {36.5569639,-4.615444}],GeoPosition[{40.0388985,0.05361}],GeoPosition[{41.93503,-4.24659}],GeoPosition[ {39.41139087,-5.88646181}],GeoPosition[{40.41977678,-3.70364363}],GeoPosition[{42.35,-3.7}],GeoPosition[ {37.89629683,-4.7901383}],GeoPosition[{57.71333333,11.96777778}],GeoPosition[{38.3459687,-0.48766315}],GeoPosition[ {39.3373871,-1.9252688}],GeoPosition[{41.6390011,-0.8752189}],GeoPosition[{42.2,-4.3}],GeoPosition[ {36.7293916,-4.43341255}],GeoPosition[{43.3715,-8.396}],GeoPosition[{43.29615436,-5.68302959}],GeoPosition[ {37.8952557,-4.781914}],GeoPosition[{39.46666667,-0.38333333}],GeoPosition[{40.42023261,-3.70582086}],GeoPosition[ {41.65,-0.8833}],GeoPosition[{39.87121605,-4.0238942}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[ {43.26589068,-2.94499795}],GeoPosition[{43.2846413,-2.9841399}],GeoPosition[{40.3281,-3.7644}],GeoPosition[ {37.6733811,-4.9297744}],GeoPosition[{39.8667,-4.01667}],GeoPosition[{50.08714143,14.40754673}],GeoPosition[ {43.36,-5.845}],GeoPosition[{38.9098511,1.43437}],GeoPosition[{39.98513,-0.04564}],GeoPosition[ {41.2833,-3.46667}],GeoPosition[{37.6733945,-4.9298098}],GeoPosition[{40.42785,-3.68861}],GeoPosition[ {40.6333,-3.16667}],GeoPosition[{40.41355556,-3.68205556}],GeoPosition[{38.5333,-0.133333}],GeoPosition[ {36.8833,-2.43333}],GeoPosition[{39.62771329,-0.59548362}],GeoPosition[{43.3706977,-8.3979701}],GeoPosition[ {53.45354,-2.25385}],GeoPosition[{41.5385094,2.09881}],GeoPosition[{36.5569346,-4.6154106}],GeoPosition[ {43.38129807,-3.7478931}],GeoPosition[{40.4227486,-3.607696}],GeoPosition[{40.3815152,-3.7706425}],GeoPosition[ {35.3167,-2.95}],GeoPosition[{37.38849541,-5.99457633}],GeoPosition[{42.60255687,-5.57911911}],GeoPosition[ {40.48164179,-3.36568905}],GeoPosition[{41.89888889,12.47305556}],GeoPosition[{37.2750841,-5.9305122}],GeoPosition[ {42.8134918,-1.6411099}],GeoPosition[{42.41499598,-6.8271293}],GeoPosition[{36.5333,-6.2833}],GeoPosition[ {38.6167,-0.116667}],GeoPosition[{38.87871406,-6.97216297}],GeoPosition[{38.29888745,-0.71824734}],GeoPosition[ {38.9667,-0.183333}],GeoPosition[{40.4191902,-3.70524707}],GeoPosition[{37.2754959,-6.9324867}],GeoPosition[ {41.94546521,2.26837224}],GeoPosition[{36.59655679,-4.53199808}],GeoPosition[{40.51415447,-3.73708267}],GeoPosition[ {43.37860154,-2.98956596}],GeoPosition[{37.4178536,-5.9618654}],GeoPosition[{38.3676427,-0.4265516}],GeoPosition[ {52.35787,4.8915}],GeoPosition[{57.42990026,-6.77782773}],GeoPosition[{37.4178536,-5.9618654}],GeoPosition[ {37.96848206,-3.80925149}],GeoPosition[{36.7167,-4.41667}],GeoPosition[{36.70757865,-4.43044769}],GeoPosition[ {41.33333333,2.1}],GeoPosition[{45.464441,9.19019546}],GeoPosition[{40.4630172,-3.59253272}],GeoPosition[ {41.3833,2.18333}],GeoPosition[{42.2321751,-8.7314203}],GeoPosition[{36.83859453,-2.46473065}],GeoPosition[ {38.7750458,0.084098}],GeoPosition[{41.24205003,1.80736748}],GeoPosition[{42.52805556,-1.67694444}],GeoPosition[ {38.679466,29.4042453}],GeoPosition[{52.5006,13.3989}],GeoPosition[{39.5,2.75}],GeoPosition[ {40.4210681,-3.7203687}],GeoPosition[{37.6,-0.983333}],GeoPosition[{41.38684519,2.16994041}],GeoPosition[ {40.4167,-3.36667}],GeoPosition[{43.2540593,-2.9461609}],GeoPosition[{40.123515,-3.84873266}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{43.1560835,-5.8293128}],GeoPosition[{37.3772,-5.98694}],GeoPosition[ {36.7326012,-3.73981}],GeoPosition[{37.39481886,-5.95212779}],GeoPosition[{41.63771712,-4.74588462}],GeoPosition[ {45.777476,8.821233}],GeoPosition[{39.56819491,2.62784681}],GeoPosition[{41.5327399,2.43}],GeoPosition[ {40.0736273,-2.1486223}],GeoPosition[{39.4234097,-0.4790287}],GeoPosition[{37.8808759,-4.7839386}],GeoPosition[ {42.33716073,-7.86308506}],GeoPosition[{41.3833,2.18333}],GeoPosition[{40.29131928,-4.01125147}],GeoPosition[ {40.3333,-2.85}],GeoPosition[{37.34166667,-5.93444444}],GeoPosition[{39.4657,-0.39104}],GeoPosition[ {39.4738693,-0.37831}],GeoPosition[{40.65676,29.27057}],GeoPosition[{52.35787,4.8915}],GeoPosition[ {37.2750821,-5.9305171}],GeoPosition[{40.45909335,-3.69769344}],GeoPosition[{40.4466209,-3.62731}],GeoPosition[ {41.2582271,1.7718465}],GeoPosition[{35.89217042,-5.30428446}],GeoPosition[{40.42250614,-3.70930531}],GeoPosition[ {41.2582271,1.7718465}],GeoPosition[{42.01666667,-4.53333333}],GeoPosition[{41.29710007,2.07845998}],GeoPosition[ {42.11532023,-1.79425894}],GeoPosition[{38.3705292,-0.41053}],GeoPosition[{39.4333,-0.466667}],GeoPosition[ {41.2582271,1.7718465}],GeoPosition[{38.3705292,-0.41053}],GeoPosition[{39.45501269,-0.32661757}],GeoPosition[ {41.41123835,2.22184364}],GeoPosition[{37.3606776,-5.9623088}],GeoPosition[{42.83280787,-1.6605179}],GeoPosition[ {37.303201,-6.30178}],GeoPosition[{40.29131928,-4.01125147}],GeoPosition[{41.3833,2.18333}],GeoPosition[ {41.90250733,12.45764482}],GeoPosition[{41.0333,-2.36667}],GeoPosition[{37.9785556,-1.1328313}],GeoPosition[ {39.4764344,-0.3486942}],GeoPosition[{38.7833,0.166667}],GeoPosition[{42.26192438,2.97255625}],GeoPosition[ {45.60304946,10.62768459}],GeoPosition[{40.45909125,-3.6976604}],GeoPosition[{37.25,-6.95}],GeoPosition[ {38.9,-6.33333333}],GeoPosition[{40.,-4.}],GeoPosition[{45.47213777,9.18612671}],GeoPosition[ {41.6538086,-0.87918}],GeoPosition[{38.0833,-6.26667}],GeoPosition[{36.49262623,-6.13148152}],GeoPosition[ {38.87891845,-6.95492712}],GeoPosition[{42.6,-8.75}],GeoPosition[{37.3772,-5.98694}],GeoPosition[ {36.71744074,-4.40936382}],GeoPosition[{43.4726871,-3.91714405}],GeoPosition[{37.1828,-6.96194}],GeoPosition[ {38.73272637,-3.01230382}],GeoPosition[{43.39226497,-5.6540395}],GeoPosition[{41.3833,2.18333}],GeoPosition[ {39.461945,-0.369467}],GeoPosition[{38.3705292,-0.41053}],GeoPosition[{41.29710007,2.07845998}],GeoPosition[ {41.6551942,-4.7192697}],GeoPosition[{36.7167,-4.41667}],GeoPosition[{42.81341221,-1.63948542}],GeoPosition[ {41.40384119,2.17477799}],GeoPosition[{37.9998791,-1.1734899}],GeoPosition[{37.03741378,-4.72766811}],GeoPosition[ {40.41043,-3.71042}],GeoPosition[{40.65,-3.98333}],GeoPosition[{39.4667,-0.416667}],GeoPosition[ {36.7013893,-4.4676499}],GeoPosition[{43.4514694,-3.8280599}],GeoPosition[{47.52997,21.63916}],GeoPosition[ {40.4829023,-3.3508049}],GeoPosition[{36.52980073,-6.29319415}],GeoPosition[{38.3893147,-0.43903921}],GeoPosition[ {40.45912186,-3.69777765}],GeoPosition[{51.5032967,-0.1194435}],GeoPosition[{39.13489804,-9.38170307}],GeoPosition[ {40.41670678,-3.70332389}],GeoPosition[{40.21666667,-3.85}],GeoPosition[{39.86128554,-3.94131315}],GeoPosition[ {49.00464254,2.58500482}],GeoPosition[{43.38458535,-4.29605858}],GeoPosition[{41.3833,2.18333}],GeoPosition[ {36.6737546,-6.1209651}],GeoPosition[{40.77111111,-3.87555556}],GeoPosition[{40.90763284,-3.73883752}],GeoPosition[ {40.41992972,-3.70626396}],GeoPosition[{40.2833,-4.58333}],GeoPosition[{37.6,-0.983333}],GeoPosition[ {42.55,-2.58333}],GeoPosition[{45.47430157,9.18791733}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{37.9998803,-1.173488}],GeoPosition[{40.41998478,-3.70061838}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{43.30655387,-1.97689606}],GeoPosition[{37.49896,-6.06894667}],GeoPosition[ {38.3705292,-0.41053}],GeoPosition[{37.3828,-5.97317}],GeoPosition[{40.65,-4.7}],GeoPosition[ {40.0098055,-3.5812563}],GeoPosition[{47.25324184,-1.66346494}],GeoPosition[{40.4088513,-3.6924845}],GeoPosition[ {39.5649681,-1.2101099}],GeoPosition[{36.9201088,-6.0805001}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {40.42486142,-3.70193787}],GeoPosition[{41.63355777,-4.7467343}],GeoPosition[{36.1681,-5.35167}],GeoPosition[ {41.3833,2.18333}],GeoPosition[{43.35963,-5.84502}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {38.6852679,-4.1052123}],GeoPosition[{40.47901042,-3.57210159}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {43.2817497,-2.1751788}],GeoPosition[{38.3705292,-0.41053}],GeoPosition[{37.40313115,-5.98921027}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.41567775,-3.70587129}],GeoPosition[{42.70294711,0.79530012}],GeoPosition[ {40.43513,-3.68414}],GeoPosition[{40.4064282,-3.60035407}],GeoPosition[{37.3772,-5.98694}],GeoPosition[ {41.4404503,2.1982986}],GeoPosition[{37.25864673,-6.94961724}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.095795,0.1427884}],GeoPosition[{38.08530483,-0.94318856}],GeoPosition[ {40.6502829,-4.6971804}],GeoPosition[{42.22888366,-8.6912175}],GeoPosition[{48.8578186,2.2951701}],GeoPosition[ {41.3833,2.18333}],GeoPosition[{40.3047,-3.7311}],GeoPosition[{40.47182,-3.63986}],GeoPosition[ {40.41280777,-3.70904297}],GeoPosition[{40.45910691,-3.69776706}],GeoPosition[{52.35787,4.8915}],GeoPosition[ {42.5771953,-5.6564135}],GeoPosition[{42.232209,-8.7314041}],GeoPosition[{40.42618816,-3.68986746}],GeoPosition[ {40.37546505,-3.63977443}],GeoPosition[{42.01409726,-4.53676112}],GeoPosition[{43.1560674,-5.8293001}],GeoPosition[ {41.91026416,12.47978905}],GeoPosition[{40.37096157,-3.62133614}],GeoPosition[{41.65513261,-4.72703757}],GeoPosition[ {40.18792253,-3.88275725}],GeoPosition[{40.42032845,-3.71373554}],GeoPosition[{41.2581733,1.7718945}],GeoPosition[ {38.93700874,-9.32803673}],GeoPosition[{55.68542,12.55242}],GeoPosition[{37.7081887,-1.5974906}],GeoPosition[ {37.2135583,-3.6239654}],GeoPosition[{43.4647,-3.80444}],GeoPosition[{37.39291969,-5.98688863}],GeoPosition[ {43.32479858,-2.98539996}],GeoPosition[{40.44101854,-3.60923326}],GeoPosition[{35.2873511,-2.9482001}],GeoPosition[ {41.3833,2.18333}],GeoPosition[{37.3772202,-5.9865699}],GeoPosition[{48.8567,2.3508}],GeoPosition[ {41.3833,2.18333}],GeoPosition[{37.708217,-1.5974771}],GeoPosition[{38.26291264,-0.72083477}],GeoPosition[ {38.0833,-3.63333}],GeoPosition[{37.8528189,-4.8726576}],GeoPosition[{37.3879,-6.00198}],GeoPosition[ {39.1955298,-0.4322112}],GeoPosition[{36.83975029,-2.4074167}],GeoPosition[{37.7082231,-1.5975048}],GeoPosition[ {38.72505,-9.13706}],GeoPosition[{40.3,-4.}],GeoPosition[{40.45906918,-3.6978252}],GeoPosition[ {41.3833,2.18333}],GeoPosition[{41.2581741,1.7718376}],GeoPosition[{36.7203949,-4.40505582}],GeoPosition[ {43.39507924,-3.29722942}],GeoPosition[{51.52607029,-0.12996702}],GeoPosition[{40.41782128,-3.6844646}],GeoPosition[ {41.64091792,-0.89621171}],GeoPosition[{40.42396377,-3.6720743}],GeoPosition[{41.24205361,1.80734224}],GeoPosition[ {37.33333333,-5.84646845}],GeoPosition[{37.18156911,-6.96914978}],GeoPosition[{37.4067108,-4.4907953}],GeoPosition[ {41.38802628,2.14356436}],GeoPosition[{38.3705292,-0.41053}],GeoPosition[{43.1560747,-5.8292956}],GeoPosition[ {41.29710007,2.07845998}],GeoPosition[{37.4178701,-5.9617619}],GeoPosition[{48.8567,2.3508}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{51.52605207,-0.12993452}],GeoPosition[{39.47265317,-0.37206796}],GeoPosition[ {37.3899803,-5.9906301}],GeoPosition[{48.8567,2.3508}],GeoPosition[{37.2579068,-5.9176697}],GeoPosition[ {41.3833,2.18333}],GeoPosition[{37.2844,-5.92417}],GeoPosition[{36.7643984,-3.8796725}],GeoPosition[ {39.46666667,-0.38333333}],GeoPosition[{37.3446031,-5.9667655}],GeoPosition[{37.3571224,-6.0029255}],GeoPosition[ {41.14136358,1.34624933}],GeoPosition[{39.2255899,-0.52354}],GeoPosition[{51.51277778,-0.13111111}],GeoPosition[ {43.0323346,-2.4004001}],GeoPosition[{40.45909653,-3.69768296}],GeoPosition[{38.7833,-0.0333333}],GeoPosition[ {52.35787,4.8915}],GeoPosition[{41.3833,2.18333}],GeoPosition[{37.4178681,-5.9617613}],GeoPosition[ {36.6667,-4.75}],GeoPosition[{36.52824285,-6.29348861}],GeoPosition[{37.1889487,-3.6200023}],GeoPosition[ {45.60304946,10.62768459}],GeoPosition[{41.38703381,2.14108126}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {37.4082743,-5.95176072}],GeoPosition[{42.2,-8.7}],GeoPosition[{41.38168,2.16794}],GeoPosition[ {41.3,-4.1}],GeoPosition[{36.8333,-2.45}],GeoPosition[{37.9785448,-1.1328143}],GeoPosition[ {40.4071953,-3.6150547}],GeoPosition[{42.56565762,1.59723668}],GeoPosition[{42.22809,-8.7032}],GeoPosition[ {51.52604334,-0.13000695}],GeoPosition[{41.54859167,2.1075}],GeoPosition[{40.33603606,-3.75474216}],GeoPosition[ {41.65,-0.8833}],GeoPosition[{41.3833,2.18333}],GeoPosition[{43.273141,-5.620724}],GeoPosition[ {40.40636431,-3.87782323}],GeoPosition[{38.9719727,-0.5965889}],GeoPosition[{40.46529673,-3.78061333}],GeoPosition[ {40.45913567,-3.69768456}],GeoPosition[{42.80724353,-1.62559909}],GeoPosition[{40.30750486,-6.48266324}],GeoPosition[ {37.15741063,-3.58410918}],GeoPosition[{42.5449158,-6.5853351}],GeoPosition[{38.9127975,-6.2176572}],GeoPosition[ {38.23698,-1.49569}],GeoPosition[{43.3194582,-8.3541073}],GeoPosition[{37.3809291,-6.04600753}],GeoPosition[ {37.0714049,-3.38832113}],GeoPosition[{55.1185303,36.6016197}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[ {37.6,-0.983333}],GeoPosition[{42.06288573,-7.72594537}],GeoPosition[{42.2306879,-8.7096457}],GeoPosition[ {55.75472222,37.62138889}],GeoPosition[{41.3833,2.18333}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {37.38156,-6.13016}],GeoPosition[{40.4,-3.68333}],GeoPosition[{41.24204292,1.80734587}],GeoPosition[ {38.97405807,-5.79690839}],GeoPosition[{43.30972222,-2.0075}],GeoPosition[{39.41139087,-5.88646181}],GeoPosition[ {36.7307184,-2.14576841}],GeoPosition[{38.61472222,-1.11972222}],GeoPosition[{40.25818048,-3.69501029}],GeoPosition[ {43.73666667,-7.87722222}],GeoPosition[{43.32888889,-2.98472222}],GeoPosition[{41.39080539,2.13521277}],GeoPosition[ {37.9781658,-1.1329983}],GeoPosition[{37.785,-3.9025}],GeoPosition[{41.5390071,2.0960975}],GeoPosition[ {40.51415447,-3.73708267}],GeoPosition[{36.429769,-6.231762}],GeoPosition[{40.29886,-3.83719}],GeoPosition[ {40.6436962,-3.148396}],GeoPosition[{37.19972222,-3.60472222}],GeoPosition[{41.903064,12.466355}],GeoPosition[ {49.0002532,2.5188894}],GeoPosition[{41.3833,2.18333}],GeoPosition[{42.6,-8.63333}],GeoPosition[ {36.5167,-5.05}],GeoPosition[{40.64449449,-4.69569328}],GeoPosition[{40.39623257,-3.70850891}],GeoPosition[ {42.23079667,-8.70954493}],GeoPosition[{38.6167,-6.5}],GeoPosition[{43.3018664,-1.76140423}],GeoPosition[ {37.8667,-0.783333}],GeoPosition[{36.68955612,-6.12273073}],GeoPosition[{45.54604,10.1837449}],GeoPosition[ {42.60163383,-5.57979473}],GeoPosition[{37.3772,-5.99135}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {49.4157704,1.0511646}],GeoPosition[{40.60014409,-3.24801816}],GeoPosition[{41.7193985,1.8415114}],GeoPosition[ {40.23041245,-4.01286288}],GeoPosition[{40.6502863,-4.6972693}],GeoPosition[{41.39273378,2.1623444}],GeoPosition[ {41.9122581,12.4113798}],GeoPosition[{37.4667,-4.45}],GeoPosition[{37.38027778,-6.01083333}],GeoPosition[ {37.3772,-5.98694}],GeoPosition[{41.6552096,-4.7192796}],GeoPosition[{42.42212646,-8.63640788}],GeoPosition[ {43.31867,-3.85867}],GeoPosition[{49.0002488,2.5188479}],GeoPosition[{40.42995654,-3.68720563}],GeoPosition[ {35.2873493,-2.9482023}],GeoPosition[{41.68333333,-3.68333333}],GeoPosition[{51.52605028,-0.13000473}],GeoPosition[ {50.79959831,-0.6661897}],GeoPosition[{41.35811643,2.12905512}],GeoPosition[{36.7,-6.1167}],GeoPosition[ {43.13333333,12.28333333}],GeoPosition[{40.41896,-3.70161}],GeoPosition[{43.3194266,-8.3541299}],GeoPosition[ {42.4636404,-2.4520342}],GeoPosition[{38.25472222,-0.64611111}],GeoPosition[{37.97726284,-1.10684366}],GeoPosition[ {36.7220182,-4.4335957}],GeoPosition[{40.44159668,-3.669705}],GeoPosition[{36.5455998,-4.63972902}],GeoPosition[ {36.1303676,-5.4599974}],GeoPosition[{41.683449,2.491277}],GeoPosition[{41.678466,2.784316}],GeoPosition[ {38.53590198,-0.12678487}],GeoPosition[{39.5708836,2.6444867}],GeoPosition[{37.202125,-6.9208837}],GeoPosition[ {41.65,-4.71667}],GeoPosition[{40.15,-5.23333}],GeoPosition[{38.35934584,-0.48708286}],GeoPosition[ {40.2580809,-3.69502111}],GeoPosition[{38.39357612,-0.5182757}],GeoPosition[{41.3688907,2.1532228}],GeoPosition[ {52.35787,4.8915}],GeoPosition[{45.65711405,9.12610282}],GeoPosition[{43.3031808,-2.9712796}],GeoPosition[ {50.3333,3.25}],GeoPosition[{48.8713351,2.30348902}],GeoPosition[{37.8833,-4.76667}],GeoPosition[ {40.45731,-3.68164}],GeoPosition[{46.15352069,-1.15021978}],GeoPosition[{41.4235549,2.1755975}],GeoPosition[ {37.8833,-4.76667}],GeoPosition[{51.52610628,-0.12986205}],GeoPosition[{40.4482193,-3.58201}],GeoPosition[ {36.725498,-6.4362528}],GeoPosition[{40.45910823,-3.69796572}],GeoPosition[{37.986775,-1.508892}],GeoPosition[ {36.7255183,-6.4362498}],GeoPosition[{45.4667,9.2}],GeoPosition[{51.52610932,-0.12979947}],GeoPosition[ {43.1560833,-5.8293131}],GeoPosition[{40.4,-3.68333}],GeoPosition[{41.40136144,2.1648013}],GeoPosition[ {41.6297798,-4.7750001}],GeoPosition[{40.3947746,-3.6252612}],GeoPosition[{37.8884583,-4.77529}],GeoPosition[ {42.42509449,-2.41873528}],GeoPosition[{41.6389749,-0.875254}],GeoPosition[{38.5333,-0.133333}],GeoPosition[ {40.4167,-3.70325}],GeoPosition[{38.,-4.76667}],GeoPosition[{40.4237709,-3.7145901}],GeoPosition[ {40.4307807,-3.6142273}],GeoPosition[{43.27010653,-2.94647366}],GeoPosition[{43.40889,-8.16535}],GeoPosition[ {37.29024,-5.93474}],GeoPosition[{45.47837,9.18797}],GeoPosition[{40.45910823,-3.69796572}],GeoPosition[ {38.36816389,-0.42671389}],GeoPosition[{37.986775,-1.508892}],GeoPosition[{42.35,-3.7}],GeoPosition[ {37.37694444,-5.98694444}],GeoPosition[{51.52610424,-0.12991142}],GeoPosition[{36.71810362,-4.42461424}],GeoPosition[ {37.38628116,-6.00094519}],GeoPosition[{36.6667126,-4.4748516}],GeoPosition[{45.0667,7.7}],GeoPosition[ {36.77169176,-5.48258917}],GeoPosition[{43.46027382,-3.80624739}],GeoPosition[{37.8333,-3.35}],GeoPosition[ {52.36225021,4.88381199}],GeoPosition[{40.4,-3.68333}],GeoPosition[{40.47368847,-3.63396375}],GeoPosition[ {51.52609877,-0.12986942}],GeoPosition[{38.7215653,-5.21468}],GeoPosition[{36.59588419,-4.6371022}],GeoPosition[ {40.3,-3.43333}],GeoPosition[{40.45911411,-3.69770006}],GeoPosition[{37.2667,-4.53333}],GeoPosition[ {42.71825,-8.32122}],GeoPosition[{37.3797798,-6.1275501}],GeoPosition[{37.3772,-5.98694}],GeoPosition[ {38.87267461,-6.9805445}],GeoPosition[{36.5333,-6.2833}],GeoPosition[{36.16573638,-5.36114392}],GeoPosition[ {43.1560786,-5.8293277}],GeoPosition[{40.46082,-3.68082}],GeoPosition[{37.2588501,-6.9339399}],GeoPosition[ {36.5041604,-6.274117}],GeoPosition[{40.41782128,-3.6844646}],GeoPosition[{38.38994247,-0.44423691}],GeoPosition[ {39.5119242,-0.3214353}],GeoPosition[{40.4277687,-3.6872001}],GeoPosition[{36.5333,-6.2833}],GeoPosition[ {37.986775,-1.508892}],GeoPosition[{40.15104998,-5.35650114}],GeoPosition[{42.60163383,-5.57979473}],GeoPosition[ {36.0125,-5.60556}],GeoPosition[{40.4197884,-3.7070601}],GeoPosition[{39.7,-5.18333}],GeoPosition[ {36.52942488,-6.29519828}],GeoPosition[{40.42690565,-3.6997945}],GeoPosition[{39.4505132,-0.3166158}],GeoPosition[ {48.62004333,2.26949036}],GeoPosition[{40.43719019,-3.70394511}],GeoPosition[{40.41658423,-3.69914477}],GeoPosition[ {40.03204424,-3.60315578}],GeoPosition[{37.16546163,-3.58203555}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{48.0143986,-4.4863132}],GeoPosition[{42.34127,-3.69992}],GeoPosition[ {41.4096263,2.1969778}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{35.2873474,-2.9481935}],GeoPosition[ {37.3772,-5.98694}],GeoPosition[{41.3833,2.18333}],GeoPosition[{40.33460581,-3.77430505}],GeoPosition[ {37.38593234,-6.00222932}],GeoPosition[{43.75,-7.86667}],GeoPosition[{40.4333,-3.56667}],GeoPosition[ {40.4731966,-3.6335745}],GeoPosition[{43.4094,-3.42444}],GeoPosition[{40.42783,-3.69737}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{40.604177,-4.89927}],GeoPosition[{41.4108556,2.17724109}],GeoPosition[ {41.9,12.5}],GeoPosition[{40.2833,-3.8}],GeoPosition[{43.297521,-0.374362}],GeoPosition[ {49.116127,6.172695}],GeoPosition[{41.3833,2.18333}],GeoPosition[{40.5509261,-3.6299364}],GeoPosition[ {42.70294711,0.79530012}],GeoPosition[{36.7090503,-4.4635648}],GeoPosition[{36.4167,-6.13333}],GeoPosition[ {37.94409597,23.64884377}],GeoPosition[{40.33460581,-3.77430505}],GeoPosition[{41.7671321,-2.4812481}],GeoPosition[ {37.17651513,-3.5964076}],GeoPosition[{40.42606322,-3.71162205}],GeoPosition[{40.47222222,-3.56083333}],GeoPosition[ {42.1392104,3.11914033}],GeoPosition[{40.40622283,-3.67733783}],GeoPosition[{40.77826849,30.36551077}],GeoPosition[ {36.75,-5.8}],GeoPosition[{39.54676614,-0.3860847}],GeoPosition[{40.34878259,-3.84272418}],GeoPosition[ {37.1861,-5.78667}],GeoPosition[{41.6552096,-4.7192796}],GeoPosition[{42.8,-1.66667}],GeoPosition[ {42.34080556,-3.70447222}],GeoPosition[{43.1560834,-5.8293138}],GeoPosition[{40.47901042,-3.57210159}],GeoPosition[ {37.3772,-5.98694}],GeoPosition[{40.42649,-3.68928}],GeoPosition[{38.7167,0.05}],GeoPosition[ {36.5333,-6.2833}],GeoPosition[{38.38994247,-0.44423691}],GeoPosition[{43.36565277,-5.84425568}],GeoPosition[ {39.4833,-6.36667}],GeoPosition[{40.4204486,-3.5401073}],GeoPosition[{52.3731,4.8922}],GeoPosition[ {43.3032147,-2.9710659}],GeoPosition[{43.48276564,3.6890342}],GeoPosition[{40.1142727,0.15328655}],GeoPosition[ {36.53368649,-6.19369591}],GeoPosition[{37.388163,-5.982399}],GeoPosition[{40.31168897,-3.7286469}],GeoPosition[ {37.1833,-3.6}],GeoPosition[{37.3809291,-6.04600753}],GeoPosition[{37.25,-6.95}],GeoPosition[ {41.36415223,2.15273174}],GeoPosition[{38.34613,-0.47982}],GeoPosition[{43.55365675,-5.92627559}],GeoPosition[ {38.6667,-6.98333}],GeoPosition[{40.4,-3.68333}],GeoPosition[{40.42690565,-3.6997945}],GeoPosition[ {48.86393173,2.36083003}],GeoPosition[{43.3475,-4.1025}],GeoPosition[{40.42164772,-3.6979625}],GeoPosition[ {38.78708409,0.18287851}],GeoPosition[{41.3833,2.18333}],GeoPosition[{39.570902,2.6445195}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{48.8590256,2.29811714}],GeoPosition[{41.65,-4.71667}],GeoPosition[ {38.7069335,-0.4636533}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{36.69879142,-6.10682478}],GeoPosition[ {51.51086831,-0.11379319}],GeoPosition[{48.84892996,2.42382577}],GeoPosition[{37.7082248,-1.5975071}],GeoPosition[ {36.9167,-6.06667}],GeoPosition[{38.38994247,-0.44423691}],GeoPosition[{36.1833,-5.5}],GeoPosition[ {40.45919905,-3.69767373}],GeoPosition[{40.42690565,-3.6997945}],GeoPosition[{41.2581787,1.7718541}],GeoPosition[ {39.4539266,-0.462115}],GeoPosition[{43.259925,-2.926869}],GeoPosition[{41.90029311,12.51886066}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.42250614,-3.70930531}],GeoPosition[{36.7090598,-4.4635637}],GeoPosition[ {40.2996844,-3.7539945}],GeoPosition[{40.49398275,-3.69213025}],GeoPosition[{40.45906405,-3.69787352}],GeoPosition[ {38.3705292,-0.41053}],GeoPosition[{43.29178,-2.9971903}],GeoPosition[{40.41649878,-3.6841619}],GeoPosition[ {39.98243,-0.03316}],GeoPosition[{38.9833,-3.93333}],GeoPosition[{43.26446,-2.93456}],GeoPosition[ {41.39613193,2.15130939}],GeoPosition[{38.3705292,-0.41053}],GeoPosition[{38.3623033,-0.4515803}],GeoPosition[ {40.42406376,-3.67195783}],GeoPosition[{40.43275401,-3.55596646}],GeoPosition[{38.00167199,-1.14863541}],GeoPosition[ {37.18156911,-6.96914978}],GeoPosition[{37.2333,-5.31667}],GeoPosition[{40.45259027,-3.68536378}],GeoPosition[ {41.38805556,2.1875}],GeoPosition[{40.41782128,-3.6844646}],GeoPosition[{41.2581755,1.7718686}],GeoPosition[ {39.06611111,-5.72277778}],GeoPosition[{41.5333,-4.75}],GeoPosition[{40.15104998,-5.35650114}],GeoPosition[ {41.38720793,2.1679354}],GeoPosition[{39.46666667,-0.38333333}],GeoPosition[{36.9403495,-4.4394382}],GeoPosition[ {37.3446031,-5.9667655}],GeoPosition[{37.3892118,-6.0133787}],GeoPosition[{37.39027,-6.02805}],GeoPosition[ {36.5464401,-4.6323937}],GeoPosition[{40.446435,-3.7194254}],GeoPosition[{39.5780372,2.6462057}],GeoPosition[ {40.8333,14.25}],GeoPosition[{36.7,-6.1167}],GeoPosition[{41.3879,2.16992}],GeoPosition[ {41.3879,2.16992}],GeoPosition[{40.4,-3.68333}],GeoPosition[{40.45911664,-3.69769667}],GeoPosition[ {35.2873572,-2.9481918}],GeoPosition[{37.3,-3.13333333}],GeoPosition[{38.0002428,-1.1227825}],GeoPosition[ {41.3786444,2.1608752}],GeoPosition[{40.0329278,-6.0803353}],GeoPosition[{38.3995395,-0.4334274}],GeoPosition[ {40.4591365,-3.69768519}],GeoPosition[{40.40720118,-3.70106803}],GeoPosition[{43.2918027,-2.9972095}],GeoPosition[ {43.2545491,-2.9155119}],GeoPosition[{36.73357766,-4.42618039}],GeoPosition[{38.60172112,-0.04675984}],GeoPosition[ {37.164978,-5.9348426}],GeoPosition[{40.4203,-3.70734}],GeoPosition[{38.35934584,-0.48708286}],GeoPosition[ {37.18156911,-6.96914978}],GeoPosition[{48.7838833,2.4498406}],GeoPosition[{37.3911198,-5.9877909}],GeoPosition[ {35.2873594,-2.9481953}],GeoPosition[{40.03204424,-3.60315578}],GeoPosition[{48.8590256,2.29811714}],GeoPosition[ {44.39883,0.22059667}],GeoPosition[{54.7990063,-1.6672119}],GeoPosition[{41.9,12.5}],GeoPosition[ {43.1560463,-5.8293904}],GeoPosition[{36.7167,-4.41667}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {41.2581836,1.771856}],GeoPosition[{37.55,-5.86667}],GeoPosition[{45.43388889,12.33805556}],GeoPosition[ {40.47402482,-3.6375655}],GeoPosition[{41.2581836,1.771856}],GeoPosition[{40.2867221,-3.7945301}],GeoPosition[ {38.0831566,-0.9479845}],GeoPosition[{40.30253126,-3.75138497}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {38.38994247,-0.44423691}],GeoPosition[{40.4667,-3.3667}],GeoPosition[{38.8855467,-6.97586155}],GeoPosition[ {38.9,-6.33333333}],GeoPosition[{40.2867965,-3.7945604}],GeoPosition[{40.23911003,-3.76036177}],GeoPosition[ {46.08977828,19.67292895}],GeoPosition[{37.3167,-4.36667}],GeoPosition[{41.00198972,14.19097205}],GeoPosition[ {42.65794506,-8.10932737}],GeoPosition[{36.84294372,-2.30966348}],GeoPosition[{39.5076284,-0.4372677}],GeoPosition[ {42.2396393,-8.7214203}],GeoPosition[{41.16406888,-8.58872648}],GeoPosition[{36.7090685,-4.4635491}],GeoPosition[ {40.47442224,-3.6381298}],GeoPosition[{39.46666667,-0.38333333}],GeoPosition[{36.5333,-6.2833}],GeoPosition[ {41.5390001,2.0961053}],GeoPosition[{42.8833,-8.55}],GeoPosition[{43.3699188,-8.4012203}],GeoPosition[ {39.507631,-0.4372722}],GeoPosition[{37.3851247,-5.9624714}],GeoPosition[{42.0833,-1.6}],GeoPosition[ {41.9,12.5}],GeoPosition[{40.42743822,-3.6811215}],GeoPosition[{43.35714596,-3.01345135}],GeoPosition[ {40.41782128,-3.6844646}],GeoPosition[{37.3772,-5.98694}],GeoPosition[{43.36455545,-5.84475602}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{37.39788673,-5.95753492}],GeoPosition[{37.39104449,-5.91885485}],GeoPosition[ {42.39792,-8.8045899}],GeoPosition[{45.4346984,12.33686373}],GeoPosition[{43.1560821,-5.8293132}],GeoPosition[ {39.4702,-0.376805}],GeoPosition[{42.88887216,-8.52670836}],GeoPosition[{37.18331937,-6.98032316}],GeoPosition[ {37.38539793,-5.99378468}],GeoPosition[{41.3788663,2.160612}],GeoPosition[{37.3847827,-5.9487173}],GeoPosition[ {38.26268047,-0.72099502}],GeoPosition[{40.3495293,-1.10575}],GeoPosition[{48.85497485,2.29229418}],GeoPosition[ {38.5333,-0.133333}],GeoPosition[{39.49146523,-0.39995686}],GeoPosition[{37.21742,-3.69253}],GeoPosition[ {40.43798739,-3.61777517}],GeoPosition[{38.38994247,-0.44423691}],GeoPosition[{40.42864175,-3.70317029}],GeoPosition[ {38.8789,-6.9669}],GeoPosition[{37.383878,-5.970467}],GeoPosition[{38.9833,-3.93333}],GeoPosition[ {37.38358056,-6.0052}],GeoPosition[{40.42690565,-3.6997945}],GeoPosition[{37.357008,-5.982039}],GeoPosition[ {38.0035425,-0.6560158}],GeoPosition[{38.35934584,-0.48708286}],GeoPosition[{40.4167,-3.70325}],GeoPosition[ {40.4167,-3.70325}],GeoPosition[{38.04179223,-1.23000511}],GeoPosition[{36.5559852,-4.61785824}],GeoPosition[ {41.9,12.5}],GeoPosition[{40.41534,-3.702591}],GeoPosition[{45.4346984,12.33686373}],GeoPosition[ {36.71906204,-4.47676046}],GeoPosition[{37.15,-3.65}],GeoPosition[{40.434947,-3.7043635}],GeoPosition[ {50.07826393,14.41605168}],GeoPosition[{40.30693219,-3.73079599}],GeoPosition[{40.4733702,-3.634568}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{41.40046055,2.18352484}],GeoPosition[{52.5006,13.3989}],GeoPosition[ {37.98226367,-1.12431572}],GeoPosition[{40.6437063,-3.1483995}],GeoPosition[{37.26202075,-6.52324099}],GeoPosition[ {40.41782128,-3.6844646}],GeoPosition[{37.60889449,-0.99420142}],GeoPosition[{48.8312492,12.9600697}],GeoPosition[ {45.4667,9.2}],GeoPosition[{43.28487609,-3.05401099}],GeoPosition[{41.62843666,-4.74182548}],GeoPosition[ {41.94950652,-4.50485864}],GeoPosition[{50.8653703,4.3169153}],GeoPosition[{40.42894281,-3.67553212}],GeoPosition[ {40.3281,-3.7644}],GeoPosition[{36.75107456,-4.43004098}],GeoPosition[{41.3833,2.18333}],GeoPosition[ {51.5261268,-0.12991498}],GeoPosition[{37.3167,-6.66667}],GeoPosition[{43.42009504,-4.75437567}],GeoPosition[ {40.41695534,-3.72306104}],GeoPosition[{40.45910717,-3.69766362}],GeoPosition[{37.38907233,-6.05073975}],GeoPosition[ {40.46040321,-3.64249833}],GeoPosition[{40.4733702,-3.634568}],GeoPosition[{40.5892418,-3.7103461}],GeoPosition[ {36.7167,-4.41667}],GeoPosition[{40.55063664,-3.63111766}],GeoPosition[{42.80776614,-1.65853479}],GeoPosition[ {40.45912774,-3.69768935}],GeoPosition[{38.0188773,-1.1684444}],GeoPosition[{40.39915,-3.4801}],GeoPosition[ {41.3833,2.18333}],GeoPosition[{40.24763522,0.2783283}],GeoPosition[{37.3,-5.96667}],GeoPosition[ {37.9838561,-1.13174027}],GeoPosition[{41.71899,-1.02777}],GeoPosition[{51.46371641,-0.11071834}],GeoPosition[ {37.41915522,-5.98599965}],GeoPosition[{40.4,-3.68333}],GeoPosition[{36.69088986,-4.44149859}],GeoPosition[ {41.3962402,2.1761701}],GeoPosition[{40.4205894,-3.6299901}],GeoPosition[{40.2833,-3.8}],GeoPosition[ {41.65054476,-0.90902012}],GeoPosition[{44.876557,-0.51923}],GeoPosition[{45.694161,4.93505}],GeoPosition[ {36.70987124,-4.44266626}],GeoPosition[{40.4719545,-3.6232474}],GeoPosition[{42.65787704,-8.10936404}],GeoPosition[ {36.7167,-4.41667}],GeoPosition[{41.91824934,12.4632597}],GeoPosition[{41.54445523,2.44159815}],GeoPosition[ {39.5752722,2.6395221}],GeoPosition[{39.00445051,-1.86033882}],GeoPosition[{39.4333,-0.466667}],GeoPosition[ {45.4960518,9.1732502}],GeoPosition[{36.45,-5.91667}],GeoPosition[{43.65,-8.05}],GeoPosition[ {37.59831791,-0.98501841}],GeoPosition[{41.6552455,-4.719317}],GeoPosition[{41.64175,-4.72903}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{40.4744367,-3.6377834}],GeoPosition[{41.39972789,2.18595751}],GeoPosition[ {40.5893504,-3.710371}],GeoPosition[{38.35934584,-0.48708286}],GeoPosition[{37.7833,-5.38333}],GeoPosition[ {39.4484296,-0.3158028}],GeoPosition[{40.35,-3.83333333}],GeoPosition[{42.22948203,-8.69972974}],GeoPosition[ {37.388163,-5.982399}],GeoPosition[{37.3828,-5.97317}],GeoPosition[{37.3828,-5.97317}],GeoPosition[ {41.9,12.5}],GeoPosition[{44.7688163,20.4250438}],GeoPosition[{40.43406,-3.67071}],GeoPosition[ {41.15,-8.61667}],GeoPosition[{40.4311368,-3.6955676}],GeoPosition[{38.6333,-0.85}],GeoPosition[ {43.3715,-8.396}],GeoPosition[{51.52605271,-0.12999726}],GeoPosition[{42.2321899,-8.7142924}],GeoPosition[ {38.08159568,-0.9456485}],GeoPosition[{38.0002455,-1.1227518}],GeoPosition[{41.2581654,1.7718442}],GeoPosition[ {40.5892805,-3.7101423}],GeoPosition[{42.35,-3.7}],GeoPosition[{42.65787766,-8.10936508}],GeoPosition[ {51.50339185,-0.11954853}],GeoPosition[{40.4,-3.68333}],GeoPosition[{38.6185298,-9.2000151}],GeoPosition[ {41.7172775,-1.02454514}],GeoPosition[{40.49499371,-3.61704814}],GeoPosition[{37.3667,-6.06667}],GeoPosition[ {38.38981228,-0.44274914}],GeoPosition[{41.9833,2.81667}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.49877912,-3.36962981}],GeoPosition[{40.42568316,-3.68891607}],GeoPosition[{36.75309278,-2.60791593}],GeoPosition[ {44.8206,20.4622}],GeoPosition[{41.3879,2.16992}],GeoPosition[{39.4702,-0.376805}],GeoPosition[ {41.6389845,-0.8752104}],GeoPosition[{41.5416488,2.4357873}],GeoPosition[{39.45620535,-0.3521486}],GeoPosition[ {37.199383,-7.3182719}],GeoPosition[{43.3333,-6.}],GeoPosition[{40.43888387,-3.79312187}],GeoPosition[ {40.0280501,-8.3905066}],GeoPosition[{39.61593054,2.77240854}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {36.7183,-4.4202}],GeoPosition[{37.983,-1.1302}],GeoPosition[{39.5715,2.6469}],GeoPosition[ {37.3877,-6.0018}],GeoPosition[{39.4692,-0.3768}],GeoPosition[{37.17874937,-3.5895983}],GeoPosition[ {51.46371641,-0.11071834}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[{44.8206,20.4622}],GeoPosition[ {41.38035144,2.17513991}],GeoPosition[{41.65,-4.71667}],GeoPosition[{40.412128,-3.70954999}],GeoPosition[ {43.1560581,-5.8293199}],GeoPosition[{40.4082072,-3.6725011}],GeoPosition[{37.2333,-3.63333}],GeoPosition[ {36.7833,-6.35}],GeoPosition[{39.5393746,-0.352984}],GeoPosition[{40.421538,-3.7081756}],GeoPosition[ {42.42212646,-8.63640788}],GeoPosition[{37.,-3.26666667}],GeoPosition[{41.384445,2.133314}],GeoPosition[ {41.6109461,0.616784}],GeoPosition[{41.384445,2.133314}],GeoPosition[{36.7167,-4.41667}],GeoPosition[ {37.6033196,-0.9964825}],GeoPosition[{43.3061859,-8.2995364}],GeoPosition[{37.2052869,-3.6282135}],GeoPosition[ {38.96888889,0.185}],GeoPosition[{38.414444,-6.4177284}],GeoPosition[{40.41896,-3.70161}],GeoPosition[ {40.78333333,-3.68333333}],GeoPosition[{42.15348729,-8.84555419}],GeoPosition[{37.02297158,-6.5731161}],GeoPosition[ {42.34080556,-3.70447222}],GeoPosition[{38.95,-0.583333}],GeoPosition[{40.6333,-3.5}],GeoPosition[ {37.84020844,-1.35510154}],GeoPosition[{38.48065957,22.48989163}],GeoPosition[{37.39119795,-5.99176798}],GeoPosition[ {37.32312884,-5.41728092}],GeoPosition[{41.3869497,2.16965425}],GeoPosition[{38.70921547,-9.13221049}],GeoPosition[ {37.2030091,-3.5961911}],GeoPosition[{40.42,-3.68888889}],GeoPosition[{38.9910923,-1.8490886}],GeoPosition[ {36.49694583,-6.27232034}],GeoPosition[{37.1649794,-5.9347912}],GeoPosition[{40.75811318,-4.07072392}],GeoPosition[ {40.3885,-3.70628}],GeoPosition[{37.40515581,-6.00130482}],GeoPosition[{40.45818614,-3.86086946}],GeoPosition[ {37.7667,-1.5}],GeoPosition[{38.0167,-7.86667}],GeoPosition[{39.46666667,-0.38333333}],GeoPosition[ {42.4315109,-8.64816}],GeoPosition[{40.75811318,-4.07072392}],GeoPosition[{39.00116795,-0.16380291}],GeoPosition[ {36.9388897,-5.9689698}],GeoPosition[{38.90446484,1.42883427}],GeoPosition[{40.44123,-3.72988}],GeoPosition[ {37.3701589,-6.0141302}],GeoPosition[{37.2057148,-5.9089944}],GeoPosition[{36.9388897,-5.9689698}],GeoPosition[ {36.7136124,-4.4735477}],GeoPosition[{36.5217115,-6.2841458}],GeoPosition[{45.44600875,9.16204899}],GeoPosition[ {40.40600522,-3.69980188}],GeoPosition[{42.87811285,-8.54692458}],GeoPosition[{42.328847,-3.653123}],GeoPosition[ {36.8333,-2.45}],GeoPosition[{36.5314511,-6.29618026}],GeoPosition[{38.8,-9.38333}],GeoPosition[ {36.53417172,-6.30217888}],GeoPosition[{40.3993899,-3.69851}],GeoPosition[{42.42212646,-8.63640788}],GeoPosition[ {35.3167,-2.95}],GeoPosition[{37.3772,-5.98694}],GeoPosition[{41.65411846,-0.8785359}],GeoPosition[ {40.75811318,-4.07072392}],GeoPosition[{38.3942434,-0.523567}],GeoPosition[{40.4266173,-3.6505221}],GeoPosition[ {43.26405162,-2.94922938}],GeoPosition[{42.366897,-2.4825179}],GeoPosition[{36.5467335,-4.6279557}],GeoPosition[ {40.45911877,-3.69764424}],GeoPosition[{43.1560834,-5.829313}],GeoPosition[{38.6151034,-0.1269892}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{43.2897,-3.037}],GeoPosition[{43.55923939,-6.03269577}],GeoPosition[ {41.476181,-1.3767101}],GeoPosition[{42.19810428,-8.79134284}],GeoPosition[{42.366897,-2.4825179}],GeoPosition[ {37.22832171,-6.89356444}],GeoPosition[{36.99333333,-6.54333333}],GeoPosition[{36.6936358,-6.1599973}],GeoPosition[ {43.3787632,-5.8293543}],GeoPosition[{40.41782128,-3.6844646}],GeoPosition[{40.51202507,-3.68043265}],GeoPosition[ {38.6333,-0.85}],GeoPosition[{40.647391,-7.9136857}],GeoPosition[{41.5286598,2.1993563}],GeoPosition[ {40.57307053,-3.92524362}],GeoPosition[{40.75811318,-4.07072392}],GeoPosition[{40.57307053,-3.92524362}],GeoPosition[ {39.94416667,-0.10361111}],GeoPosition[{36.72278565,-4.4121216}],GeoPosition[{40.3964793,-3.7691413}],GeoPosition[ {41.146747,-8.62681}],GeoPosition[{40.4277226,-3.6959433}],GeoPosition[{38.28704814,-0.55225527}],GeoPosition[ {36.5333,-6.2833}],GeoPosition[{40.45915554,-3.69766767}],GeoPosition[{42.9698208,-8.4157365}],GeoPosition[ {43.3624291,-5.8553109}],GeoPosition[{40.41649878,-3.6841619}],GeoPosition[{36.5032947,-6.2758433}],GeoPosition[ {40.45718577,-3.69207735}],GeoPosition[{40.41782128,-3.6844646}],GeoPosition[{42.87851712,-8.54869775}],GeoPosition[ {37.1649561,-5.9340396}],GeoPosition[{37.38849541,-5.99457633}],GeoPosition[{40.9667,-5.65}],GeoPosition[ {39.94416667,-0.10361111}],GeoPosition[{38.78931412,0.1663791}],GeoPosition[{35.7667,-5.8}],GeoPosition[ {39.87334877,-4.03506469}],GeoPosition[{48.8567,2.3508}],GeoPosition[{37.2052977,-3.628215}],GeoPosition[ {36.7889287,-5.557452}],GeoPosition[{36.69256741,-6.13257868}],GeoPosition[{36.3821958,-6.1846866}],GeoPosition[ {42.8353745,-1.6706565}],GeoPosition[{40.33966149,-3.83686208}],GeoPosition[{37.1162536,-1.8439651}],GeoPosition[ {37.38388889,-5.99138889}],GeoPosition[{39.39369891,-3.23338814}],GeoPosition[{40.9667,-5.65}],GeoPosition[ {52.38208523,4.63904824}],GeoPosition[{36.6,-6.23333}],GeoPosition[{39.4833,-6.58333}],GeoPosition[ {37.4167,-6.15}],GeoPosition[{37.6033202,-0.996481}],GeoPosition[{37.3165171,-5.9688509}],GeoPosition[ {43.0862399,12.34879}],GeoPosition[{37.3828,-5.97317}],GeoPosition[{40.4167,-3.70325}],GeoPosition[ {35.89409711,-5.32136821}],GeoPosition[{37.9861,-1.1303}],GeoPosition[{42.8754,-8.5493}],GeoPosition[ {50.94708374,6.97965582}],GeoPosition[{39.9333,-3.51667}],GeoPosition[{40.42558476,-3.70222092}],GeoPosition[ {39.5667,-3.88333}],GeoPosition[{43.3789332,-8.40128228}],GeoPosition[{37.3944,-5.96760785}],GeoPosition[ {41.24202002,1.80739084}],GeoPosition[{38.1227266,-1.0237433}],GeoPosition[{36.8333,-2.45}],GeoPosition[ {40.33966626,-3.8368597}],GeoPosition[{52.3731,4.8922}],GeoPosition[{36.7167,-4.41667}],GeoPosition[ {42.6094491,-1.6395656}],GeoPosition[{40.43921584,-3.71285149}],GeoPosition[{39.4833,-0.45}],GeoPosition[ {43.232864,0.074121}],GeoPosition[{40.38185,-3.74399}],GeoPosition[{44.837368,-0.576144}],GeoPosition[ {39.85878833,0}],GeoPosition[{41.4086046,2.1504133}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {44.41223566,8.92763228}],GeoPosition[{41.3888092,2.16682}],GeoPosition[{40.43790824,-3.6943056}],GeoPosition[ {42.8167,-6.73333}],GeoPosition[{37.3772,-5.98694}],GeoPosition[{41.89677919,12.49934915}],GeoPosition[ {40.41687784,-3.70354056}],GeoPosition[{38.35234331,-0.41267351}],GeoPosition[{41.502106,2.1424891}],GeoPosition[ {50.501,4.4768}],GeoPosition[{38.27235974,-0.68724569}],GeoPosition[{41.4180568,2.173382}],GeoPosition[ {40.42655413,-3.70744642}],GeoPosition[{36.84975328,31.06797743}],GeoPosition[{43.3789223,-5.8289284}],GeoPosition[ {39.94416667,-0.10361111}],GeoPosition[{37.351098,-6.048338}],GeoPosition[{41.61969131,-0.91849825}],GeoPosition[ {37.8801305,-4.8138374}],GeoPosition[{41.65,-4.71667}],GeoPosition[{36.5297787,-6.30333372}],GeoPosition[ {40.405202,-3.708202}],GeoPosition[{40.43089845,-3.67400418}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {37.378823,-5.990792}],GeoPosition[{51.50514919,-0.07558474}],GeoPosition[{37.3772,-5.98694}],GeoPosition[ {43.30189606,-2.01865947}],GeoPosition[{41.2581916,1.7718473}],GeoPosition[{40.4667,-3.3667}],GeoPosition[ {37.9861,-1.1303}],GeoPosition[{37.36666667,-6.68333333}],GeoPosition[{43.3917484,-5.7060678}],GeoPosition[ {40.49398275,-3.69213025}],GeoPosition[{43.27722222,-2.12638889}],GeoPosition[{42.8833,-8.55}],GeoPosition[ {52.50652074,13.27492418}],GeoPosition[{36.679825,-6.137432}],GeoPosition[{41.6390098,-0.8751166}],GeoPosition[ {39.46008813,-0.35652677}],GeoPosition[{36.52069515,-6.2866294}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.41661542,-3.68405737}],GeoPosition[{36.7229805,-4.4239502}],GeoPosition[{40.0957685,0.1427704}],GeoPosition[ {40.2333,-3.35}],GeoPosition[{40.5893332,-3.7103959}],GeoPosition[{37.39275436,-5.99845845}],GeoPosition[ {41.4085224,2.150479}],GeoPosition[{38.7167,-9.13333}],GeoPosition[{37.38092,-6.01088}],GeoPosition[ {39.4646492,-0.39425}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{37.28847715,-5.94200711}],GeoPosition[ {36.4641715,-6.2020407}],GeoPosition[{43.73170249,7.42408227}],GeoPosition[{38.9700774,-5.7895458}],GeoPosition[ {41.7880112,3.0336805}],GeoPosition[{42.35,-3.7}],GeoPosition[{41.258184,1.7718474}],GeoPosition[ {41.35639186,2.12451708}],GeoPosition[{37.4048704,-5.9772174}],GeoPosition[{36.7333,-3.73333}],GeoPosition[ {43.7167,10.3833}],GeoPosition[{40.40638656,-3.6327392}],GeoPosition[{41.89447771,12.48477727}],GeoPosition[ {47.9067163,7.2162636}],GeoPosition[{37.17976,-3.61114}],GeoPosition[{36.4643575,-6.2052474}],GeoPosition[ {38.70864,-9.14771}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[{41.74538499,1.80398296}],GeoPosition[ {37.41723611,-6.00456389}],GeoPosition[{40.29382595,-3.79026208}],GeoPosition[{38.6333,-0.85}],GeoPosition[ {37.1142,-6.76444}],GeoPosition[{41.2582897,1.7720003}],GeoPosition[{42.4574666,-2.4305766}],GeoPosition[ {38.28756186,-0.55259943}],GeoPosition[{40.0605546,-6.04163264}],GeoPosition[{37.378823,-5.990792}],GeoPosition[ {43.3333,-6.}],GeoPosition[{37.5667,-6.75}],GeoPosition[{40.42396377,-3.6720743}],GeoPosition[ {41.413095,-4.1613052}],GeoPosition[{40.2044915,-4.0857957}],GeoPosition[{37.5833,-4.63333}],GeoPosition[ {38.2679948,-0.7032326}],GeoPosition[{43.16802221,11.77410185}],GeoPosition[{40.42,-3.68888889}],GeoPosition[ {40.48727987,-3.35941781}],GeoPosition[{37.32890514,-5.96881422}],GeoPosition[{41.3833,2.18333}],GeoPosition[ {44.82089993,11.59362667}],GeoPosition[{43.3789223,-5.8289284}],GeoPosition[{41.4086451,2.1504867}],GeoPosition[ {37.4048535,-5.977239}],GeoPosition[{40.42222,-3.69814}],GeoPosition[{40.4310631,-3.7004641}],GeoPosition[ {39.4670486,-0.37592}],GeoPosition[{40.41416199,-3.69248583}],GeoPosition[{36.71630521,-4.4140728}],GeoPosition[ {37.378823,-5.990792}],GeoPosition[{37.39439458,-5.96760422}],GeoPosition[{40.42406376,-3.67195783}],GeoPosition[ {48.8590256,2.29811714}],GeoPosition[{36.7167,-4.41667}],GeoPosition[{38.0355036,-1.0766677}],GeoPosition[ {41.2582702,1.7719807}],GeoPosition[{38.3869868,-2.5826516}],GeoPosition[{42.8833,-8.55}],GeoPosition[ {37.3165514,-5.9688778}],GeoPosition[{39.4368926,-0.5736011}],GeoPosition[{40.2044863,-4.0857863}],GeoPosition[ {36.8608633,-5.6399676}],GeoPosition[{40.42042828,-3.72066107}],GeoPosition[{37.2557716,-7.20224}],GeoPosition[ {40.42526,-3.71372}],GeoPosition[{36.7,-6.1167}],GeoPosition[{39.49426,-0.3909}],GeoPosition[ {36.4642085,-6.2020335}],GeoPosition[{40.2652201,-3.84048199}],GeoPosition[{43.2798,-8.20974}],GeoPosition[ {42.0492538,-4.5781689}],GeoPosition[{40.43816597,-3.7079745}],GeoPosition[{41.44957461,2.24413895}],GeoPosition[ {37.1724982,-3.60142724}],GeoPosition[{51.56637544,-0.10411158}],GeoPosition[{39.93333333,-0.56666667}],GeoPosition[ {43.37016,-8.39672}],GeoPosition[{43.3789389,-5.828863}],GeoPosition[{38.3833,-0.433333}],GeoPosition[ {40.42690565,-3.6997945}],GeoPosition[{38.0167,-4.38333}],GeoPosition[{36.7889284,-5.557458}],GeoPosition[ {37.3772,-5.98694}],GeoPosition[{36.7256067,-4.8597681}],GeoPosition[{40.45913399,-3.69766291}],GeoPosition[ {38.3942421,-0.5238623}],GeoPosition[{41.2581727,1.7718483}],GeoPosition[{41.49661446,2.04204575}],GeoPosition[ {43.2680999,-2.9345}],GeoPosition[{39.45620535,-0.3521486}],GeoPosition[{37.3164992,-5.9688971}],GeoPosition[ {42.13498359,-0.4070697}],GeoPosition[{40.42461977,-3.71234229}],GeoPosition[{37.467587,-6.0450773}],GeoPosition[ {37.2057148,-5.9089944}],GeoPosition[{37.399569,-5.9452796}],GeoPosition[{37.399569,-5.9452796}],GeoPosition[ {36.7643984,-3.8796725}],GeoPosition[{37.3722757,-6.0229102}],GeoPosition[{37.3438657,-5.9870098}],GeoPosition[ {37.3722757,-6.0229102}],GeoPosition[{37.3722757,-6.0229102}],GeoPosition[{37.3438657,-5.9870098}],GeoPosition[ {37.40581,-5.94826}],GeoPosition[{37.3438657,-5.9870098}],GeoPosition[{37.3722757,-6.0229102}],GeoPosition[ {37.3543941,-5.9461758}],GeoPosition[{37.3438657,-5.9870098}],GeoPosition[{42.84559634,-2.67237577}],GeoPosition[ {37.3438657,-5.9870098}],GeoPosition[{37.3722757,-6.0229102}],GeoPosition[{37.3438657,-5.9870098}],GeoPosition[ {41.902783,12.496365}],GeoPosition[{37.3722757,-6.0229102}],GeoPosition[{37.3592603,-5.9550362}],GeoPosition[ {37.3592603,-5.9550362}],GeoPosition[{37.3592603,-5.9550362}],GeoPosition[{36.4624505,-6.2519097}],GeoPosition[ {37.2057148,-5.9089944}],GeoPosition[{37.2579068,-5.9176697}],GeoPosition[{37.3438042,-5.987095}],GeoPosition[ {36.7888482,-5.5573306}],GeoPosition[{36.9388897,-5.9689698}],GeoPosition[{37.3722757,-6.0229102}],GeoPosition[ {37.3722757,-6.0229102}],GeoPosition[{37.3722757,-6.0229102}],GeoPosition[{36.5289128,-6.1901612}],GeoPosition[ {36.5289128,-6.1901612}],GeoPosition[{37.3790249,-6.0264565}],GeoPosition[{37.8642821,-4.7676687}],GeoPosition[ {37.4135316,-6.0099842}],GeoPosition[{37.2661609,-5.9668186}],GeoPosition[{41.2581784,1.7718235}],GeoPosition[ {37.2661609,-5.9668186}],GeoPosition[{37.3722757,-6.0229102}],GeoPosition[{36.5289128,-6.1901612}],GeoPosition[ {40.49435424,-3.6884262}],GeoPosition[{41.2581784,1.7718235}],GeoPosition[{42.5449227,-6.5853685}],GeoPosition[ {40.5517617,-3.64630165}],GeoPosition[{37.32303459,-5.41728898}],GeoPosition[{40.05246068,-3.56750858}],GeoPosition[ {40.3440074,-3.7505134}],GeoPosition[{41.1155321,1.2404824}],GeoPosition[{37.67340741,-1.69843592}],GeoPosition[ {41.41706575,2.1870685}],GeoPosition[{37.8414678,-0.7889134}],GeoPosition[{51.5032967,-0.1194435}],GeoPosition[ {37.4048445,-5.9772402}],GeoPosition[{43.7780914,11.2585297}],GeoPosition[{43.2817469,-2.1751556}],GeoPosition[ {39.470525,-0.374458}],GeoPosition[{36.62512245,-5.1700403}],GeoPosition[{40.416599,-3.70573474}],GeoPosition[ {42.45743,-2.4302449}],GeoPosition[{37.9861,-1.1303}],GeoPosition[{36.7167,-4.41667}],GeoPosition[ {40.44388889,-3.58611111}],GeoPosition[{40.3440573,-3.7503992}],GeoPosition[{37.1763725,-3.6080821}],GeoPosition[ {40.40751319,-3.90163721}],GeoPosition[{41.9,12.5}],GeoPosition[{48.02371436,0.20164299}],GeoPosition[ {37.5167,-5.98333}],GeoPosition[{41.636094,-4.76211}],GeoPosition[{41.38025704,2.12378838}],GeoPosition[ {36.6833,-6.13333}],GeoPosition[{40.41456737,-3.69518831}],GeoPosition[{41.4404276,2.19813513}],GeoPosition[ {40.2,-8.41667}],GeoPosition[{38.38994247,-0.44423691}],GeoPosition[{40.49877911,-3.36962982}],GeoPosition[ {40.4591049,-3.69766647}],GeoPosition[{40.47734419,-3.8584176}],GeoPosition[{37.38358056,-6.0052}],GeoPosition[ {41.49111885,2.35402845}],GeoPosition[{40.42319,-3.69403}],GeoPosition[{44.837368,-0.576144}],GeoPosition[ {46.987187,3.161842}],GeoPosition[{42.0492549,-4.5781667}],GeoPosition[{46.987187,3.161842}],GeoPosition[ {36.8,-3.9}],GeoPosition[{40.4,-3.68333}],GeoPosition[{38.0920614,-3.6300276}],GeoPosition[ {43.37734916,-8.43386576}],GeoPosition[{42.4574249,-2.4306416}],GeoPosition[{39.47028,-0.37557}],GeoPosition[ {36.74938965,-5.81713677}],GeoPosition[{40.423478,-3.6998629}],GeoPosition[{43.36432155,-5.85181468}],GeoPosition[ {37.1926732,-5.7814229}],GeoPosition[{42.21376319,-8.75740943}],GeoPosition[{37.891015,-4.779294}],GeoPosition[ {37.38027778,-6.01083333}],GeoPosition[{38.0160713,-3.36902}],GeoPosition[{37.387152,-5.99053403}],GeoPosition[ {43.4599988,-8.1953026}],GeoPosition[{38.3869866,-2.5826487}],GeoPosition[{36.71832,-4.42016}],GeoPosition[ {36.58043854,-6.26123219}],GeoPosition[{40.45911842,-3.69768894}],GeoPosition[{40.40100375,-3.68726555}],GeoPosition[ {41.9004628,12.482636}],GeoPosition[{38.7667,-3.38333}],GeoPosition[{38.7167,-9.13333}],GeoPosition[ {41.2581806,1.7718312}],GeoPosition[{40.41825293,-3.71065473}],GeoPosition[{40.3440299,-3.7503729}],GeoPosition[ {39.93636211,-0.1020956}],GeoPosition[{40.416599,-3.70573474}],GeoPosition[{39.37269181,3.22219685}],GeoPosition[ {45.4167,11.8667}],GeoPosition[{40.5787926,-3.9293785}],GeoPosition[{43.26405162,-2.94922938}],GeoPosition[ {43.26405162,-2.94922938}],GeoPosition[{41.4404276,2.19813513}],GeoPosition[{37.9976299,-1.140865}],GeoPosition[ {42.64549303,-4.06303597}],GeoPosition[{40.416599,-3.70573474}],GeoPosition[{37.9788052,-1.1328519}],GeoPosition[ {41.65182379,-4.73028489}],GeoPosition[{40.45910541,-3.69769094}],GeoPosition[{45.48223029,9.15022574}],GeoPosition[ {43.1560727,-5.8293108}],GeoPosition[{37.38987499,-5.99306665}],GeoPosition[{52.47020099,-1.56645434}],GeoPosition[ {37.3828,-5.97317}],GeoPosition[{43.3630138,-5.8678555}],GeoPosition[{40.3440646,-3.7503507}],GeoPosition[ {42.3532239,-7.8649137}],GeoPosition[{38.61252648,-1.11247033}],GeoPosition[{37.3772,-5.98694}],GeoPosition[ {43.26891,-2.91974}],GeoPosition[{40.4497604,-3.6510601}],GeoPosition[{41.40072629,2.18378794}],GeoPosition[ {41.4167,-4.95}],GeoPosition[{37.35458058,-5.98379604}],GeoPosition[{37.2512879,-7.2008482}],GeoPosition[ {37.6084196,-0.9843343}],GeoPosition[{38.427212,-4.293335}],GeoPosition[{39.167642,-5.8858986}],GeoPosition[ {49.2075,8.11333}],GeoPosition[{52.22792568,21.00490789}],GeoPosition[{41.1446304,0.82027}],GeoPosition[ {40.45,-3.48333}],GeoPosition[{37.1833,-3.6}],GeoPosition[{40.1036715,-3.6911503}],GeoPosition[ {39.06611111,-5.72277778}],GeoPosition[{42.1667,-1.6}],GeoPosition[{36.7280874,-4.3703937}],GeoPosition[ {40.43617783,-3.64939769}],GeoPosition[{43.30972222,-2.0075}],GeoPosition[{39.53805556,-0.37055556}],GeoPosition[ {43.43333333,-5.05}],GeoPosition[{43.73666667,-7.87722222}],GeoPosition[{40.6333,-3.16667}],GeoPosition[ {38.61472222,-1.11972222}],GeoPosition[{37.785,-3.9025}],GeoPosition[{42.8020416,-5.62926964}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{49.0003193,2.5189792}],GeoPosition[{40.96647271,-5.66113405}],GeoPosition[ {40.4623216,-3.5808511}],GeoPosition[{44.6916466,7.8289251}],GeoPosition[{37.19972222,-3.60472222}],GeoPosition[ {39.9667,-3.88333}],GeoPosition[{36.69572485,-6.11459826}],GeoPosition[{37.8833,-4.76667}],GeoPosition[ {37.99147871,-1.18515053}],GeoPosition[{40.41704446,-3.70354074}],GeoPosition[{37.3772,-5.98694}],GeoPosition[ {40.35824097,-0.70048949}],GeoPosition[{52.45337823,4.96642976}],GeoPosition[{41.2581561,1.7718355}],GeoPosition[ {41.1561499,1.10438}],GeoPosition[{42.8231222,-1.6502172}],GeoPosition[{37.18274509,-3.60185995}],GeoPosition[ {37.2664,-6.06472}],GeoPosition[{37.3833,-6.55}],GeoPosition[{42.43004904,-2.45829786}],GeoPosition[ {41.3833,2.18333}],GeoPosition[{37.9822883,-1.1373208}],GeoPosition[{40.55,-3.63333}],GeoPosition[ {42.8231222,-1.6502095}],GeoPosition[{40.4,-3.68333}],GeoPosition[{49.0002479,2.5188891}],GeoPosition[ {37.3833,-6.96667}],GeoPosition[{38.74491267,-9.17148117}],GeoPosition[{36.7889329,-5.5574619}],GeoPosition[ {39.5865144,2.6343245}],GeoPosition[{40.45022,-3.59815}],GeoPosition[{40.3440306,-3.7503676}],GeoPosition[ {36.53634,-6.30026}],GeoPosition[{40.4591364,-3.69766712}],GeoPosition[{43.24678123,-5.77311035}],GeoPosition[ {37.994317,-0.6626154}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{52.3731,4.8922}],GeoPosition[ {37.3554113,-6.0403485}],GeoPosition[{41.06371495,-4.72043904}],GeoPosition[{39.47176,-0.34526}],GeoPosition[ {41.56564268,2.51232773}],GeoPosition[{39.18203881,-0.23208897}],GeoPosition[{40.43342521,-3.7175206}],GeoPosition[ {41.37601852,2.14185834}],GeoPosition[{39.86634656,4.26170736}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {36.28134629,-6.097848}],GeoPosition[{37.8816488,-4.7691942}],GeoPosition[{36.01425031,-5.60689232}],GeoPosition[ {41.678466,2.784316}],GeoPosition[{41.683449,2.491277}],GeoPosition[{37.3976707,-5.9813452}],GeoPosition[ {40.55,-4.58333}],GeoPosition[{37.9333,-4.05}],GeoPosition[{42.66245217,-8.11745223}],GeoPosition[ {43.27091944,-2.92291389}],GeoPosition[{40.3440828,-3.7504059}],GeoPosition[{36.71601546,-4.43282749}],GeoPosition[ {40.6466137,-3.992477}],GeoPosition[{43.3667,-4.06667}],GeoPosition[{43.2964,5.37}],GeoPosition[ {40.4390955,-3.6519981}],GeoPosition[{39.4863205,-0.35369}],GeoPosition[{37.8816488,-4.7691942}],GeoPosition[ {40.3675909,-3.7130818}],GeoPosition[{40.01282883,-3.01185426}],GeoPosition[{39.627885,-0.5951559}],GeoPosition[ {37.8816482,-4.7692683}],GeoPosition[{38.35,-0.483333}],GeoPosition[{43.26406578,-2.94943362}],GeoPosition[ {40.42954,-3.61973}],GeoPosition[{40.2333,-3.68333}],GeoPosition[{40.45910697,-3.69766398}],GeoPosition[ {41.65,-0.8833}],GeoPosition[{42.15429623,-8.82524187}],GeoPosition[{37.8816482,-4.7692683}],GeoPosition[ {41.89016944,12.49226944}],GeoPosition[{42.3532163,-7.8649401}],GeoPosition[{40.6466136,-3.9924805}],GeoPosition[ {50.83657294,4.3653494}],GeoPosition[{37.8816495,-4.7692705}],GeoPosition[{36.28134629,-6.097848}],GeoPosition[ {40.43258479,-3.67685449}],GeoPosition[{41.65,-0.8833}],GeoPosition[{40.4692565,-3.3686033}],GeoPosition[ {37.1650267,-5.9337953}],GeoPosition[{41.3,-7.75}],GeoPosition[{36.58664224,-4.59203994}],GeoPosition[ {40.5892453,-3.7104443}],GeoPosition[{38.6131,27.4261}],GeoPosition[{40.9533439,-5.67214556}],GeoPosition[ {40.4246902,-3.71369}],GeoPosition[{38.1833,-3.43333}],GeoPosition[{37.2710748,-5.910554}],GeoPosition[ {42.8231023,-1.6502193}],GeoPosition[{40.41600942,-3.70813321}],GeoPosition[{42.8416035,-2.6993078}],GeoPosition[ {36.4,10.6167}],GeoPosition[{38.50122148,27.70941667}],GeoPosition[{40.2938692,-3.7554122}],GeoPosition[ {37.18879768,-5.77143698}],GeoPosition[{41.5390745,2.0960722}],GeoPosition[{40.3440352,-3.7503351}],GeoPosition[ {38.73708839,-9.13319947}],GeoPosition[{37.39440744,-5.96758503}],GeoPosition[{42.13314872,-8.81815171}],GeoPosition[ {42.0062352,-5.6708943}],GeoPosition[{42.8231234,-1.6502082}],GeoPosition[{43.156028,-5.8293292}],GeoPosition[ {37.72305794,-1.36062465}],GeoPosition[{40.646612,-3.992479}],GeoPosition[{42.1667,-8.61667}],GeoPosition[ {39.4702,-0.376805}],GeoPosition[{39.46186232,-0.3695716}],GeoPosition[{41.5796331,-8.4812616}],GeoPosition[ {40.42250614,-3.70930531}],GeoPosition[{40.416599,-3.70573474}],GeoPosition[{41.4336598,2.17147668}],GeoPosition[ {42.8231225,-1.6502097}],GeoPosition[{38.3942421,-0.5238623}],GeoPosition[{37.1155247,-5.4517115}],GeoPosition[ {39.4660891,-0.3936731}],GeoPosition[{37.27597855,-6.06002471}],GeoPosition[{43.79081498,7.60839962}],GeoPosition[ {37.38054941,-5.99157983}],GeoPosition[{41.441667,2.2454828}],GeoPosition[{43.71528,10.40545}],GeoPosition[ {38.3705292,-0.41053}],GeoPosition[{41.4180619,2.1733858}],GeoPosition[{39.45620535,-0.3521486}],GeoPosition[ {40.3440266,-3.7503302}],GeoPosition[{42.2306589,-8.7295428}],GeoPosition[{37.87715912,-4.78566115}],GeoPosition[ {40.34806708,-3.70454373}],GeoPosition[{40.6284689,-4.0052991}],GeoPosition[{36.7889306,-5.5574621}],GeoPosition[ {43.2833,-8.33333}],GeoPosition[{37.8833,-4.76667}],GeoPosition[{40.42,-3.68888889}],GeoPosition[ {40.4167,-3.70325}],GeoPosition[{40.41842,-3.69659}],GeoPosition[{43.53794815,-5.61292029}],GeoPosition[ {40.45907854,-3.69762588}],GeoPosition[{40.3613908,0.4023689}],GeoPosition[{40.4458084,-3.72226}],GeoPosition[ {38.52322262,-7.0688083}],GeoPosition[{41.41833611,2.15443611}],GeoPosition[{42.8231234,-1.6502071}],GeoPosition[ {41.37897707,2.16588491}],GeoPosition[{40.3911595,-3.6586946}],GeoPosition[{53.4854315,-2.19173851}],GeoPosition[ {48.80377036,2.12367374}],GeoPosition[{37.39453057,-5.96765556}],GeoPosition[{45.760433,4.848911}],GeoPosition[ {50.8257692,-0.1459789}],GeoPosition[{39.4833,-6.58333}],GeoPosition[{38.81696,-1.27777}],GeoPosition[ {52.50650775,13.27436153}],GeoPosition[{39.46186232,-0.3695716}],GeoPosition[{37.3772,-5.98694}],GeoPosition[ {40.344295,-3.7505031}],GeoPosition[{43.2569,-2.9236}],GeoPosition[{37.0167,-4.55}],GeoPosition[ {38.6131,27.4261}],GeoPosition[{36.8386223,-2.464739}],GeoPosition[{43.54950803,7.02659235}],GeoPosition[ {40.47865984,-3.69476605}],GeoPosition[{41.2581672,1.7718362}],GeoPosition[{40.59849,-3.69869}],GeoPosition[ {40.48704645,-3.36581473}],GeoPosition[{38.3869849,-2.582637}],GeoPosition[{41.39569062,2.11837849}],GeoPosition[ {42.23899856,-8.72639687}],GeoPosition[{40.4482843,-3.7163092}],GeoPosition[{38.38994247,-0.44423691}],GeoPosition[ {37.39433999,-5.96759142}],GeoPosition[{39.5542199,-1.19126}],GeoPosition[{36.2542037,-5.96553556}],GeoPosition[ {43.69748508,7.26029458}],GeoPosition[{40.05,0.0666667}],GeoPosition[{38.092019,-3.6301027}],GeoPosition[ {38.88869109,-3.71188946}],GeoPosition[{52.50650775,13.27436153}],GeoPosition[{43.26405162,-2.94922938}],GeoPosition[ {37.25,-6.95}],GeoPosition[{39.8667,-4.01667}],GeoPosition[{48.85532769,2.34529325}],GeoPosition[ {39.46186232,-0.3695716}],GeoPosition[{42.2298865,-8.69266403}],GeoPosition[{43.0530716,-2.9252424}],GeoPosition[ {44.31046442,8.4887309}],GeoPosition[{38.3705292,-0.41053}],GeoPosition[{38.54697999,-0.1333852}],GeoPosition[ {51.35844051,1.44315886}],GeoPosition[{40.45911729,-3.69766778}],GeoPosition[{39.36666667,-1.7}],GeoPosition[ {40.4331647,-3.60968867}],GeoPosition[{40.0317245,-5.481223}],GeoPosition[{40.427033,-3.70392452}],GeoPosition[ {40.42486142,-3.70193787}],GeoPosition[{37.37095904,-5.99113604}],GeoPosition[{40.43674104,-3.68071456}],GeoPosition[ {38.3632439,-0.4951614}],GeoPosition[{36.6873016,-4.4492602}],GeoPosition[{40.43351396,-3.68759178}],GeoPosition[ {37.1890589,-3.6196316}],GeoPosition[{37.2512913,-7.2008425}],GeoPosition[{42.2,-6.08333}],GeoPosition[ {39.94434628,-0.10309503}],GeoPosition[{39.5421113,-0.3233103}],GeoPosition[{43.42983314,13.66518368}],GeoPosition[ {40.41280777,-3.70904297}],GeoPosition[{38.03668497,-4.0496977}],GeoPosition[{40.41896,-3.70161}],GeoPosition[ {42.0833,-1.6}],GeoPosition[{37.37095904,-5.99113604}],GeoPosition[{37.2,-3.63333}],GeoPosition[ {36.75054738,-2.67073417}],GeoPosition[{36.5343741,-6.3015093}],GeoPosition[{38.6704544,-5.37093717}],GeoPosition[ {40.21417826,-3.85329067}],GeoPosition[{37.25,-6.95}],GeoPosition[{37.9785597,-1.1328139}],GeoPosition[ {36.53678077,-4.6230842}],GeoPosition[{51.44997107,-2.60163621}],GeoPosition[{37.37694444,-5.98694444}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{50.8844455,4.4676244}],GeoPosition[{40.40759,-3.69963}],GeoPosition[ {40.45909794,-3.69778079}],GeoPosition[{48.85389298,2.37071986}],GeoPosition[{41.3879,2.16992}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{38.99101948,-3.91473764}],GeoPosition[{37.60358,-0.97908}],GeoPosition[ {37.58871388,-4.63860691}],GeoPosition[{37.46018842,-6.01042414}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.41199176,-3.70979765}],GeoPosition[{40.42396377,-3.6720743}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{37.39441286,-5.96764409}],GeoPosition[{40.4833,-3.86667}],GeoPosition[ {36.7224828,-4.4838733}],GeoPosition[{38.3869853,-2.5826345}],GeoPosition[{42.75,-8.5}],GeoPosition[ {40.4333,-3.56667}],GeoPosition[{40.1135644,-3.9259178}],GeoPosition[{42.23811213,-8.70350495}],GeoPosition[ {40.4361354,-3.6847501}],GeoPosition[{37.1895771,-3.6237897}],GeoPosition[{36.8333,-2.45}],GeoPosition[ {37.2512918,-7.200839}],GeoPosition[{42.8546599,-1.6897368}],GeoPosition[{40.4167,-3.65}],GeoPosition[ {40.45913351,-3.69768192}],GeoPosition[{40.6590309,-4.68682}],GeoPosition[{51.51330224,-0.13134784}],GeoPosition[ {43.36445635,-8.42344683}],GeoPosition[{41.4180531,2.1734082}],GeoPosition[{40.9652143,-5.6572126}],GeoPosition[ {37.3026619,-7.3436098}],GeoPosition[{40.45889935,-3.69767005}],GeoPosition[{38.08936836,-1.79909208}],GeoPosition[ {37.28188,-5.92136}],GeoPosition[{40.4167,-3.70325}],GeoPosition[{38.0807419,-1.0025001}],GeoPosition[ {40.4167,-3.70325}],GeoPosition[{40.4167,-3.70325}],GeoPosition[{40.4167,-3.70325}],GeoPosition[ {42.6056,-5.57}],GeoPosition[{38.27868328,-0.52199536}],GeoPosition[{37.88360966,-4.78533983}],GeoPosition[ {40.42512462,-3.68960468}],GeoPosition[{41.6516021,-0.8711084}],GeoPosition[{48.863301,2.287061}],GeoPosition[ {47.43343241,8.5659391}],GeoPosition[{40.45904306,-3.69771145}],GeoPosition[{40.4223374,-3.7101423}],GeoPosition[ {41.41123835,2.22184364}],GeoPosition[{37.2512944,-7.2008518}],GeoPosition[{37.3772,-5.98694}],GeoPosition[ {37.22661698,-5.31544525}],GeoPosition[{36.7090684,-4.463548}],GeoPosition[{37.1071,-7.793}],GeoPosition[ {41.65325164,-0.88115622}],GeoPosition[{40.42396377,-3.6720743}],GeoPosition[{41.38798826,2.17060857}],GeoPosition[ {39.54754157,-0.46152691}],GeoPosition[{43.3167,-2.68333}],GeoPosition[{38.17009,-0.96419}],GeoPosition[ {41.44650857,2.20903959}],GeoPosition[{41.3833,2.18333}],GeoPosition[{43.7625424,11.31770442}],GeoPosition[ {40.4895799,-3.68765}],GeoPosition[{39.4707347,-0.3707165}],GeoPosition[{36.7090732,-4.4635716}],GeoPosition[ {35.88772869,-5.30249022}],GeoPosition[{40.56215718,8.16214124}],GeoPosition[{36.7090675,-4.4635658}],GeoPosition[ {41.4276586,2.16643303}],GeoPosition[{52.5141355,13.4194521}],GeoPosition[{37.36732439,-5.75599185}],GeoPosition[ {40.42981,-3.69992}],GeoPosition[{48.85666667,2.35083333}],GeoPosition[{37.3772202,-5.9865699}],GeoPosition[ {40.45909801,-3.69770285}],GeoPosition[{37.87857,-4.7656599}],GeoPosition[{43.0862399,12.34879}],GeoPosition[ {37.2844,-5.92417}],GeoPosition[{37.37845233,-6.11996366}],GeoPosition[{38.0002411,-1.122766}],GeoPosition[ {40.49499371,-3.61704814}],GeoPosition[{39.45,-4.4}],GeoPosition[{48.02361785,0.20161898}],GeoPosition[ {48.0143987,-4.4863254}],GeoPosition[{48.86316381,2.22276354}],GeoPosition[{41.41120586,2.22142513}],GeoPosition[ {41.929705,12.4745488}],GeoPosition[{37.36732439,-5.75599185}],GeoPosition[{38.5167,-7.28333}],GeoPosition[ {37.25708485,-6.94775686}],GeoPosition[{40.42690565,-3.6997945}],GeoPosition[{40.32287339,-3.7301197}],GeoPosition[ {43.57603151,-5.96161505}],GeoPosition[{40.33603606,-3.75474216}],GeoPosition[{37.2844,-5.92417}],GeoPosition[ {38.53545294,-0.13075734}],GeoPosition[{41.4404276,2.19813513}],GeoPosition[{40.45911477,-3.69764944}],GeoPosition[ {37.25,-6.95}],GeoPosition[{38.91444444,-6.34666667}],GeoPosition[{40.45281665,-3.68896181}],GeoPosition[ {39.4634,-0.3915511}],GeoPosition[{40.4167,-3.70325}],GeoPosition[{40.4167,-3.70325}],GeoPosition[ {41.22222476,1.67558919}],GeoPosition[{40.412487,-3.7036275}],GeoPosition[{41.7340791,1.513147}],GeoPosition[ {37.2889095,-5.915744}],GeoPosition[{37.15,-3.61667}],GeoPosition[{41.1167,1.25}],GeoPosition[ {48.0143978,-4.486324}],GeoPosition[{37.2791282,-6.8369196}],GeoPosition[{38.3428702,-0.7712498}],GeoPosition[ {40.2333,-0.633333}],GeoPosition[{38.3632737,-0.4951259}],GeoPosition[{38.8308746,0.1177794}],GeoPosition[ {37.3879,-6.00198}],GeoPosition[{37.9895706,-1.13794}],GeoPosition[{41.320721,2.0968371}],GeoPosition[ {42.577196,-5.6564138}],GeoPosition[{43.4094,-3.42444}],GeoPosition[{40.33603606,-3.75474216}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.51202507,-3.68043265}],GeoPosition[{36.69330788,-6.122651}],GeoPosition[ {42.350506,-3.6722261}],GeoPosition[{39.5865158,2.6343311}],GeoPosition[{42.8167,-1.63333}],GeoPosition[ {40.38900005,-3.70307307}],GeoPosition[{37.3908997,-6.00211}],GeoPosition[{48.8590256,2.29811714}],GeoPosition[ {38.35,-0.483333}],GeoPosition[{37.3779297,-6.0015402}],GeoPosition[{41.7340791,1.513147}],GeoPosition[ {37.27335,-5.9225766}],GeoPosition[{41.63626861,-0.86906558}],GeoPosition[{41.3945084,2.1645801}],GeoPosition[ {36.7357643,-4.55661952}],GeoPosition[{40.3957889,-3.7079317}],GeoPosition[{43.3333,-6.}],GeoPosition[ {38.47888889,-0.79666667}],GeoPosition[{40.3940879,-3.7225197}],GeoPosition[{37.37009646,-6.00201415}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{37.34383011,-5.98705912}],GeoPosition[{36.72791944,-4.47094565}],GeoPosition[ {37.3828,-5.97317}],GeoPosition[{37.3828,-5.97317}],GeoPosition[{37.6314787,-0.69946543}],GeoPosition[ {42.8230885,-1.650173}],GeoPosition[{40.5471017,-3.6307474}],GeoPosition[{43.42665087,-8.24390759}],GeoPosition[ {40.42396377,-3.6720743}],GeoPosition[{36.14312347,-5.36037135}],GeoPosition[{37.4194914,-5.9662801}],GeoPosition[ {40.38468503,-3.64137821}],GeoPosition[{40.9667,-5.65}],GeoPosition[{43.43000839,-3.94721307}],GeoPosition[ {37.9786156,-1.132819}],GeoPosition[{41.38805556,2.1875}],GeoPosition[{38.00695036,23.65647922}],GeoPosition[ {40.6475163,-7.9137096}],GeoPosition[{40.45909228,-3.69764224}],GeoPosition[{36.8346772,-2.4516427}],GeoPosition[ {39.5103559,2.7562333}],GeoPosition[{38.50527778,-0.23277778}],GeoPosition[{40.4149399,-3.7107999}],GeoPosition[ {40.342711,-2.6429681}],GeoPosition[{43.3703,-8.40042}],GeoPosition[{43.3715,-8.396}],GeoPosition[ {39.4833,-6.36667}],GeoPosition[{43.26296675,-2.946747}],GeoPosition[{41.3744373,2.16968919}],GeoPosition[ {37.3333,-5.83333}],GeoPosition[{43.4680351,-3.8052164}],GeoPosition[{37.26497242,-6.92712856}],GeoPosition[ {40.42690565,-3.6997945}],GeoPosition[{43.4428902,-3.4584191}],GeoPosition[{40.4,-1.9}],GeoPosition[ {37.1885757,-3.6071618}],GeoPosition[{36.49783767,-6.18308414}],GeoPosition[{43.2745018,-2.97790003}],GeoPosition[ {40.9667,-5.65}],GeoPosition[{38.0002994,-1.1228342}],GeoPosition[{38.1769555,-8.5721427}],GeoPosition[ {39.9,-0.0666667}],GeoPosition[{41.3945084,2.1645801}],GeoPosition[{40.4227295,-3.6880901}],GeoPosition[ {37.6852395,-0.9624137}],GeoPosition[{41.286,1.982}],GeoPosition[{39.2036781,-2.1617301}],GeoPosition[ {42.8230964,-1.6502016}],GeoPosition[{41.15,-6.18333}],GeoPosition[{43.5333,-5.7}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{37.7681186,-3.7864365}],GeoPosition[{51.5399117,-0.14342957}],GeoPosition[ {41.40877731,2.21740196}],GeoPosition[{40.43208333,-3.66327778}],GeoPosition[{41.6258512,-4.7583187}],GeoPosition[ {40.978723,-5.651438}],GeoPosition[{43.2634903,-2.94830567}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {36.12583333,-5.34305556}],GeoPosition[{36.7224756,-4.4839174}],GeoPosition[{51.51330224,-0.13134784}],GeoPosition[ {40.4260298,-3.6497772}],GeoPosition[{38.34506699,-0.481129}],GeoPosition[{43.550872,7.010594}],GeoPosition[ {37.8833,-4.76667}],GeoPosition[{38.69685,-9.20644}],GeoPosition[{40.41654,-3.69863}],GeoPosition[ {40.42396377,-3.6720743}],GeoPosition[{36.7224609,-4.4838459}],GeoPosition[{36.7,-6.1167}],GeoPosition[ {41.6627112,-4.7052361}],GeoPosition[{40.42453,-3.71208}],GeoPosition[{41.17141,-8.68767}],GeoPosition[ {36.62591333,-4.49339073}],GeoPosition[{37.55,-4.26667}],GeoPosition[{33.5927863,-7.6422967}],GeoPosition[ {40.459087,-3.69767935}],GeoPosition[{37.385849,-5.99927}],GeoPosition[{52.7075996,-2.7449815}],GeoPosition[ {40.73361111,-3.58138889}],GeoPosition[{40.42486142,-3.70193787}],GeoPosition[{40.4311044,-3.6956684}],GeoPosition[ {37.35206226,-5.92886038}],GeoPosition[{50.14520068,15.12207561}],GeoPosition[{43.5333,-5.7}],GeoPosition[ {41.3038004,2.0250653}],GeoPosition[{37.3772,-5.98694}],GeoPosition[{41.64593934,-4.72791457}],GeoPosition[ {40.4167,-3.70325}],GeoPosition[{41.2333,1.81667}],GeoPosition[{37.3828,-5.97317}],GeoPosition[ {42.81420293,-1.66007323}],GeoPosition[{39.50766,-0.4372469}],GeoPosition[{36.54390189,-4.62307783}],GeoPosition[ {42.0074692,-4.5285902}],GeoPosition[{40.2938692,-3.7554122}],GeoPosition[{43.3703,-8.40042}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{36.62215255,-4.49893883}],GeoPosition[{36.6683036,-6.127222}],GeoPosition[ {42.8833,-8.55}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.41894,-3.7009}],GeoPosition[ {37.39024546,-5.97416784}],GeoPosition[{36.7224978,-4.4839402}],GeoPosition[{43.2687,-2.9461}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{36.7183,-4.4202}],GeoPosition[{35.2962599,-2.93826}],GeoPosition[ {37.983,-1.1302}],GeoPosition[{39.5715,2.6469}],GeoPosition[{37.3877,-6.0018}],GeoPosition[ {39.4692,-0.3768}],GeoPosition[{41.37913978,2.19221977}],GeoPosition[{41.6517,-0.8813}],GeoPosition[ {39.98758393,-0.04784712}],GeoPosition[{38.1167,-3.08333}],GeoPosition[{40.4113617,-3.7095301}],GeoPosition[ {36.6,-4.56667}],GeoPosition[{37.37037635,-6.00033119}],GeoPosition[{41.65,-0.8833}],GeoPosition[ {40.5572362,-3.6281673}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[{40.459087,-3.69767935}],GeoPosition[ {43.5741639,-5.9312539}],GeoPosition[{40.4126,-3.69568}],GeoPosition[{38.83661,0.10580875}],GeoPosition[ {48.94108818,2.19320352}],GeoPosition[{38.7167,-9.13333}],GeoPosition[{40.41704446,-3.70354074}],GeoPosition[ {38.02504549,-1.24661035}],GeoPosition[{37.3977814,-5.9953999}],GeoPosition[{40.45908599,-3.69766288}],GeoPosition[ {47.500833,19.053889}],GeoPosition[{36.5303562,-6.2996703}],GeoPosition[{37.40378,-1.58268}],GeoPosition[ {38.9663478,-0.18667519}],GeoPosition[{40.92280956,14.53279745}],GeoPosition[{41.4404276,2.19813513}],GeoPosition[ {40.43455009,-3.67652562}],GeoPosition[{43.3167,-3.11667}],GeoPosition[{36.7224847,-4.4839071}],GeoPosition[ {36.7090553,-4.4635809}],GeoPosition[{36.73038727,-4.43180231}],GeoPosition[{40.41666667,-3.70388889}],GeoPosition[ {39.5103559,2.7562333}],GeoPosition[{36.7167,-4.41667}],GeoPosition[{40.29987051,-3.80839918}],GeoPosition[ {40.45912227,-3.69768098}],GeoPosition[{51.5418139,-0.1252616}],GeoPosition[{36.71283063,-4.43417113}],GeoPosition[ {37.3898402,-5.9912507}],GeoPosition[{41.37520549,2.18179887}],GeoPosition[{40.412128,-3.70954999}],GeoPosition[ {36.7464827,-3.003344}],GeoPosition[{37.11920147,-8.53731937}],GeoPosition[{44.051738,9.83579683}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{40.30910257,-3.93491368}],GeoPosition[{36.72288869,-4.42062275}],GeoPosition[ {40.45913393,-3.69770851}],GeoPosition[{36.68495565,-4.45382586}],GeoPosition[{40.4278297,-3.70016}],GeoPosition[ {39.5420386,-0.3232745}],GeoPosition[{41.40912,2.17175}],GeoPosition[{40.4722677,-3.3759256}],GeoPosition[ {43.3454895,-8.4073353}],GeoPosition[{37.4100778,-5.9813295}],GeoPosition[{41.3833,2.18333}],GeoPosition[ {52.381905,13.1199934}],GeoPosition[{37.39291969,-5.98688863}],GeoPosition[{40.41298133,-3.6689525}],GeoPosition[ {36.67474773,-6.40752038}],GeoPosition[{37.4101061,-5.9813615}],GeoPosition[{39.4833,-0.433333}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{37.38759,-5.98923}],GeoPosition[{40.4480071,-3.7164623}],GeoPosition[ {51.52437316,-0.12850554}],GeoPosition[{37.6,-0.983333}],GeoPosition[{37.9861,-1.1303}],GeoPosition[ {39.5667,2.65}],GeoPosition[{40.416599,-3.70573474}],GeoPosition[{37.4100649,-5.9813571}],GeoPosition[ {38.34802245,-0.48651249}],GeoPosition[{51.01998321,2.30820939}],GeoPosition[{48.8567,2.3508}],GeoPosition[ {40.45259027,-3.68536378}],GeoPosition[{40.45909537,-3.69766099}],GeoPosition[{43.5311,5.454}],GeoPosition[ {41.383709,2.13624}],GeoPosition[{36.6846699,-6.14397}],GeoPosition[{38.14271297,-0.67061722}],GeoPosition[ {50.8,5.18333333}],GeoPosition[{41.35173213,-1.64084012}],GeoPosition[{43.4826582,-8.2075434}],GeoPosition[ {40.3167,-3.85}],GeoPosition[{40.4246902,-3.71369}],GeoPosition[{39.8667,-4.01667}],GeoPosition[ {41.6072407,0.62259226}],GeoPosition[{40.56604725,-3.26053544}],GeoPosition[{39.46666667,-0.38333333}],GeoPosition[ {41.5559658,2.2863934}],GeoPosition[{46.902096,6.359085}],GeoPosition[{41.65,-4.71667}],GeoPosition[ {40.42246634,-3.66545403}],GeoPosition[{36.7667,-3.96667}],GeoPosition[{40.4619713,-3.6937399}],GeoPosition[ {37.9786044,-1.1328252}],GeoPosition[{40.46603346,-3.68934631}],GeoPosition[{38.7167,-9.13333}],GeoPosition[ {38.9667,-0.183333}],GeoPosition[{40.48731293,-3.36935784}],GeoPosition[{37.6,-0.983333}],GeoPosition[ {41.66878502,-0.90638312}],GeoPosition[{36.722479,-4.4838944}],GeoPosition[{51.498333,-0.05}],GeoPosition[ {43.3667,-2.5}],GeoPosition[{41.6226928,2.662508}],GeoPosition[{36.71283063,-4.43417113}],GeoPosition[ {51.20827778,4.38765977}],GeoPosition[{40.48731293,-3.36935784}],GeoPosition[{40.639163,-3.224823}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{40.38080269,-3.65807134}],GeoPosition[{41.9211168,-1.2559488}],GeoPosition[ {36.7224819,-4.483878}],GeoPosition[{40.4031601,-3.6986799}],GeoPosition[{37.22494242,-6.89611312}],GeoPosition[ {36.6653102,-4.5517484}],GeoPosition[{51.5080414,0.02394}],GeoPosition[{36.5333,-6.2833}],GeoPosition[ {40.2333,-3.43333}],GeoPosition[{40.7817646,-3.7014113}],GeoPosition[{40.4484647,-3.7162349}],GeoPosition[ {40.42249953,-3.66547394}],GeoPosition[{51.46370005,-0.11084422}],GeoPosition[{39.4167,-3.7}],GeoPosition[ {37.4548622,-5.6350923}],GeoPosition[{36.9833477,-2.4633539}],GeoPosition[{36.80632,-5.328}],GeoPosition[ {37.0982154,-2.124113}],GeoPosition[{37.3427756,-2.5039014}],GeoPosition[{36.7845225,-3.412659}],GeoPosition[ {37.13274,-3.43589}],GeoPosition[{37.1723852,-5.7962233}],GeoPosition[{37.18027,-5.80272}],GeoPosition[ {37.35526,-4.22976}],GeoPosition[{36.6653659,-4.5516124}],GeoPosition[{39.46955854,-0.41187089}],GeoPosition[ {40.35,-4.4}],GeoPosition[{36.7167,-4.41667}],GeoPosition[{38.9,1.43333}],GeoPosition[ {39.19615,-2.16372}],GeoPosition[{36.7334984,-2.8911366}],GeoPosition[{42.33716599,-3.71758727}],GeoPosition[ {39.06611111,-5.72277778}],GeoPosition[{39.46666667,-0.38333333}],GeoPosition[{40.42461977,-3.71234229}],GeoPosition[ {38.9846162,-3.9318626}],GeoPosition[{41.7112367,1.8356687}],GeoPosition[{38.61472222,-1.11972222}],GeoPosition[ {43.32444989,-1.99319104}],GeoPosition[{43.73666667,-7.87722222}],GeoPosition[{39.163779,-0.2552187}],GeoPosition[ {37.785,-3.9025}],GeoPosition[{39.46666667,-0.38333333}],GeoPosition[{37.19972222,-3.60472222}],GeoPosition[ {37.4182897,-6.3985433}],GeoPosition[{36.5333,-6.2833}],GeoPosition[{40.2,-6.4}],GeoPosition[ {40.4484647,-3.7162349}],GeoPosition[{37.1967416,-3.6320714}],GeoPosition[{39.45620535,-0.3521486}],GeoPosition[ {37.6,-0.983333}],GeoPosition[{43.30812,-8.42362}],GeoPosition[{36.722447,-4.483823}],GeoPosition[ {40.6391706,-3.2248245}],GeoPosition[{37.38027778,-6.01083333}],GeoPosition[{42.3371506,-7.8636298}],GeoPosition[ {43.4826489,-8.2075102}],GeoPosition[{42.8231104,-1.6501883}],GeoPosition[{42.3505302,-3.6722331}],GeoPosition[ {38.0929836,-5.8178653}],GeoPosition[{37.88453622,23.72768508}],GeoPosition[{38.25472222,-0.64611111}],GeoPosition[ {41.3879,2.16992}],GeoPosition[{39.4702,-0.376805}],GeoPosition[{41.683449,2.491277}],GeoPosition[ {41.678466,2.784316}],GeoPosition[{41.9004628,12.482636}],GeoPosition[{36.20138124,-6.03592291}],GeoPosition[ {53.49076,-3.02492}],GeoPosition[{40.6391019,-3.2248661}],GeoPosition[{37.3895882,-5.9240104}],GeoPosition[ {40.7817639,-3.7014253}],GeoPosition[{37.3828,-5.97317}],GeoPosition[{42.3333,-7.85}],GeoPosition[ {37.36943571,-5.98662015}],GeoPosition[{48.86316381,2.22276354}],GeoPosition[{37.6,-0.983333}],GeoPosition[ {37.8833,-4.76667}],GeoPosition[{36.533435,-6.3001805}],GeoPosition[{40.45909805,-3.69775361}],GeoPosition[ {40.3667715,-3.5472758}],GeoPosition[{40.5729443,-3.9254523}],GeoPosition[{40.3019894,-3.7271749}],GeoPosition[ {40.271315,-3.7503073}],GeoPosition[{40.5677713,-3.9156904}],GeoPosition[{42.42212646,-8.63640788}],GeoPosition[ {48.86148756,2.33529121}],GeoPosition[{40.48807,-3.66943}],GeoPosition[{43.5311,5.454}],GeoPosition[ {40.41842,-3.69659}],GeoPosition[{44.5075,11.3514}],GeoPosition[{43.5311,5.454}],GeoPosition[ {37.9848483,-1.1281719}],GeoPosition[{42.5091406,1.5225468}],GeoPosition[{43.4188834,-3.9334193}],GeoPosition[ {37.1833,-3.71667}],GeoPosition[{36.7224892,-4.4839045}],GeoPosition[{40.286739,-3.7945319}],GeoPosition[ {40.45910701,-3.69768932}],GeoPosition[{52.358056,4.879722}],GeoPosition[{42.4167,-2.08333}],GeoPosition[ {40.45910701,-3.69768932}],GeoPosition[{36.6167,-4.5}],GeoPosition[{40.2,-8.41667}],GeoPosition[ {40.41670678,-3.70332389}],GeoPosition[{43.10682345,-9.21718018}],GeoPosition[{40.448125,-3.7164611}],GeoPosition[ {40.2870262,-3.7948835}],GeoPosition[{45.483205,4.510291}],GeoPosition[{41.55718989,1.99341859}],GeoPosition[ {40.45,-3.66667}],GeoPosition[{42.3505074,-3.6722166}],GeoPosition[{36.7609232,-2.6212698}],GeoPosition[ {41.890009,12.47097161}],GeoPosition[{40.2870571,-3.7948296}],GeoPosition[{51.51330224,-0.13134784}],GeoPosition[ {37.25,-6.95}],GeoPosition[{40.4,-3.68333}],GeoPosition[{40.2901169,-3.7920731}],GeoPosition[ {41.41686641,2.18778325}],GeoPosition[{36.7090769,-4.4635804}],GeoPosition[{38.98889601,-1.85262219}],GeoPosition[ {40.42690565,-3.6997945}],GeoPosition[{40.35055941,-3.9037936}],GeoPosition[{43.3475,-4.1025}],GeoPosition[ {41.44922678,2.17608118}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.3801365,-3.7790055}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.43338264,-3.7893417}],GeoPosition[{40.2867242,-3.7946114}],GeoPosition[ {44.15742796,4.95017001}],GeoPosition[{41.3879,2.16992}],GeoPosition[{41.65212883,-4.73140568}],GeoPosition[ {41.38631242,2.17008209}],GeoPosition[{40.2867549,-3.7946248}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {37.9848483,-1.1281719}],GeoPosition[{40.4167,-3.70325}],GeoPosition[{40.2867549,-3.7946248}],GeoPosition[ {38.9963684,-1.8654701}],GeoPosition[{38.3665161,-0.4116881}],GeoPosition[{40.45911685,-3.69773753}],GeoPosition[ {43.3422206,-4.0370804}],GeoPosition[{40.2867311,-3.794596}],GeoPosition[{43.35275023,-8.41563474}],GeoPosition[ {38.0833,-3.63333}],GeoPosition[{43.35,-3.01667}],GeoPosition[{40.380068,-3.7789488}],GeoPosition[ {47.04794373,28.88993847}],GeoPosition[{36.7167,-4.41667}],GeoPosition[{38.7167,-9.13333}],GeoPosition[ {42.3501706,-3.6725707}],GeoPosition[{38.2497878,-6.301966}],GeoPosition[{40.31160128,-3.71957543}],GeoPosition[ {41.44888889,2.24611111}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.2867528,-3.7946368}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{43.3019934,-2.9905982}],GeoPosition[{40.2867528,-3.7946368}],GeoPosition[ {40.45911685,-3.69773754}],GeoPosition[{40.43921584,-3.71285149}],GeoPosition[{37.38244167,-5.99646667}],GeoPosition[ {37.9833,-3.55}],GeoPosition[{40.42690565,-3.6997945}],GeoPosition[{40.44005532,-3.69923054}],GeoPosition[ {41.4903012,2.1849579}],GeoPosition[{48.8180581,2.42182705}],GeoPosition[{40.2867326,-3.7947054}],GeoPosition[ {43.3663715,-5.84478}],GeoPosition[{41.37747967,2.17090601}],GeoPosition[{43.26119534,-2.92375559}],GeoPosition[ {37.39275436,-5.99845845}],GeoPosition[{40.39623257,-3.70850891}],GeoPosition[{40.2870568,-3.7948272}],GeoPosition[ {42.87903334,-8.54122789}],GeoPosition[{41.41372201,2.15326408}],GeoPosition[{40.42690565,-3.6997945}],GeoPosition[ {41.34733637,2.07843304}],GeoPosition[{37.1155369,-5.4517179}],GeoPosition[{42.7317594,-1.631194}],GeoPosition[ {37.38761957,-5.96959029}],GeoPosition[{40.4341812,-3.6845801}],GeoPosition[{40.2870432,-3.7948176}],GeoPosition[ {39.47042422,-0.35549085}],GeoPosition[{42.1906877,2.4839219}],GeoPosition[{42.3505159,-3.6722302}],GeoPosition[ {40.2867294,-3.7945772}],GeoPosition[{41.65106687,-0.87024271}],GeoPosition[{36.5335054,-6.2997952}],GeoPosition[ {42.7317594,-1.631194}],GeoPosition[{40.2867328,-3.7945578}],GeoPosition[{39.46666667,-0.38333333}],GeoPosition[ {40.45913809,-3.69768771}],GeoPosition[{39.5103559,2.7562333}],GeoPosition[{40.4358064,-3.7303347}],GeoPosition[ {42.6,-8.75}],GeoPosition[{53.2153461,18.9332666}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{40.4,-3.68333}],GeoPosition[{41.5781697,2.176736}],GeoPosition[ {37.3772,-5.98694}],GeoPosition[{38.7133075,-9.1323051}],GeoPosition[{41.3879,2.16992}],GeoPosition[ {42.7317594,-1.631194}],GeoPosition[{38.0462116,-1.52764331}],GeoPosition[{41.00399427,29.09977036}],GeoPosition[ {40.286727,-3.7945754}],GeoPosition[{42.3505241,-3.6722423}],GeoPosition[{37.7808134,-3.7971658}],GeoPosition[ {42.7317594,-1.631194}],GeoPosition[{41.91055556,12.47638889}],GeoPosition[{43.2350311,-5.8781099}],GeoPosition[ {37.1774651,-5.7755791}],GeoPosition[{42.7317594,-1.631194}],GeoPosition[{59.34808006,18.0991712}],GeoPosition[ {42.7317594,-1.631194}],GeoPosition[{37.38388889,-5.99138889}],GeoPosition[{41.38282,2.10563}],GeoPosition[ {41.9996712,2.2483658}],GeoPosition[{41.5895236,1.7728474}],GeoPosition[{43.2569,-2.9236}],GeoPosition[ {40.2867336,-3.7945506}],GeoPosition[{43.3465042,-8.3883704}],GeoPosition[{36.750291,-3.019963}],GeoPosition[ {36.8608759,-5.6400856}],GeoPosition[{36.7167,-4.41667}],GeoPosition[{39.5333,-0.516667}],GeoPosition[ {45.483205,4.510291}],GeoPosition[{46.674069,5.551675}],GeoPosition[{43.3664558,-5.8451778}],GeoPosition[ {37.39080215,-5.99473501}],GeoPosition[{42.7317594,-1.631194}],GeoPosition[{41.671856,2.7793783}],GeoPosition[ {36.8833,-5.41667}],GeoPosition[{40.45259027,-3.68536378}],GeoPosition[{41.3926888,2.1625199}],GeoPosition[ {42.7317594,-1.631194}],GeoPosition[{41.34982637,2.03330207}],GeoPosition[{42.7317594,-1.631194}],GeoPosition[ {43.26223147,-2.94145545}],GeoPosition[{38.9663478,-0.18667519}],GeoPosition[{36.48982119,-4.94972719}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{42.7317594,-1.631194}],GeoPosition[{36.5034309,-6.2747475}],GeoPosition[ {41.40877731,2.21740196}],GeoPosition[{40.45905882,-3.69765965}],GeoPosition[{40.4324199,-3.7192927}],GeoPosition[ {38.0035859,-0.6560211}],GeoPosition[{40.4324199,-3.7192927}],GeoPosition[{42.7317594,-1.631194}],GeoPosition[ {43.33722747,17.81466556}],GeoPosition[{42.5091406,1.5225468}],GeoPosition[{41.225653,-8.618051}],GeoPosition[ {39.5167,-3.08333}],GeoPosition[{40.4167,-3.70325}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.4167,-3.70325}],GeoPosition[{42.5091406,1.5225468}],GeoPosition[{40.44437363,-3.61111996}],GeoPosition[ {37.8333,-0.783333}],GeoPosition[{42.18781273,-8.71339668}],GeoPosition[{42.5091406,1.5225468}],GeoPosition[ {42.7317594,-1.631194}],GeoPosition[{37.34317346,-6.05876392}],GeoPosition[{42.7317594,-1.631194}],GeoPosition[ {38.73708839,-9.13319947}],GeoPosition[{51.5032967,-0.1194435}],GeoPosition[{38.26317634,-0.72126109}],GeoPosition[ {37.11052985,-6.77143661}],GeoPosition[{48.82341218,2.32600914}],GeoPosition[{45.05071037,7.64986834}],GeoPosition[ {40.4325905,-3.718854}],GeoPosition[{40.25482045,-8.43528369}],GeoPosition[{40.4358729,-3.7303705}],GeoPosition[ {40.42633,-3.7018}],GeoPosition[{40.45911942,-3.69766023}],GeoPosition[{53.44560463,-6.22398376}],GeoPosition[ {37.1833,-3.6}],GeoPosition[{40.9667,-5.65}],GeoPosition[{37.39080215,-5.99473501}],GeoPosition[ {40.2867314,-3.7945737}],GeoPosition[{42.7317594,-1.631194}],GeoPosition[{41.51136107,2.10809206}],GeoPosition[ {39.52990903,-0.44104965}],GeoPosition[{42.8833,-8.55}],GeoPosition[{36.7090553,-4.4635517}],GeoPosition[ {41.41116,2.18723}],GeoPosition[{43.39433407,-5.66191317}],GeoPosition[{37.37834171,-6.06191165}],GeoPosition[ {36.7090597,-4.4635559}],GeoPosition[{36.7090597,-4.4635559}],GeoPosition[{51.11438807,3.9511151}],GeoPosition[ {40.41842,-3.69659}],GeoPosition[{37.9785937,-1.1328155}],GeoPosition[{41.3833,2.18333}],GeoPosition[ {40.45910711,-3.69766237}],GeoPosition[{42.2667,-8.78333}],GeoPosition[{41.1925444,-8.6690104}],GeoPosition[ {40.4167,-3.70325}],GeoPosition[{40.4167,-3.70325}],GeoPosition[{40.4167,-3.70325}],GeoPosition[ {40.4167,-3.70325}],GeoPosition[{36.709049,-4.4635332}],GeoPosition[{40.41196583,-3.70103459}],GeoPosition[ {37.3828,-5.97317}],GeoPosition[{37.3828,-5.97317}],GeoPosition[{42.7317594,-1.631194}],GeoPosition[ {33.3386,44.3939}],GeoPosition[{37.39080215,-5.99473501}],GeoPosition[{42.7317594,-1.631194}],GeoPosition[ {39.5103559,2.7562333}],GeoPosition[{38.18972222,-0.55555556}],GeoPosition[{36.7090757,-4.4635565}],GeoPosition[ {36.50277778,-6.27305556}],GeoPosition[{42.3909236,-7.56520935}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {36.63736456,-4.48563767}],GeoPosition[{42.7317594,-1.631194}],GeoPosition[{40.4,-1.9}],GeoPosition[ {41.51136107,2.10809206}],GeoPosition[{39.61593054,2.77240854}],GeoPosition[{41.541644,2.4357895}],GeoPosition[ {39.5103559,2.7562333}],GeoPosition[{52.36225021,4.88381199}],GeoPosition[{50.749731,2.249828}],GeoPosition[ {46.257491,5.655838}],GeoPosition[{48.281521,6.951746}],GeoPosition[{40.4337311,-3.7030399}],GeoPosition[ {42.81958072,-1.64245605}],GeoPosition[{43.08670044,-2.91540003}],GeoPosition[{41.80743434,12.32825858}],GeoPosition[ {40.9578213,0.5102578}],GeoPosition[{42.2890546,1.8542072}],GeoPosition[{41.5533412,1.8408229}],GeoPosition[ {41.3038004,2.0250653}],GeoPosition[{40.45912053,-3.69767992}],GeoPosition[{40.416599,-3.70573474}],GeoPosition[ {40.05384526,-2.12312992}],GeoPosition[{40.6960292,-3.51372694}],GeoPosition[{36.7167,-4.41667}],GeoPosition[ {42.7317594,-1.631194}],GeoPosition[{41.59329002,1.83731741}],GeoPosition[{40.03204424,-3.60315578}],GeoPosition[ {40.42,-3.68888889}],GeoPosition[{39.57829466,2.65143083}],GeoPosition[{40.45910932,-3.69764903}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{37.47945525,-5.9514529}],GeoPosition[ {43.2687,-2.9461}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{36.7183,-4.4202}],GeoPosition[ {37.983,-1.1302}],GeoPosition[{39.5715,2.6469}],GeoPosition[{37.3877,-6.0018}],GeoPosition[ {39.4692,-0.3768}],GeoPosition[{41.6517,-0.8813}],GeoPosition[{51.51330224,-0.13134784}],GeoPosition[ {40.40600522,-3.69980188}],GeoPosition[{40.44906998,-3.69517464}],GeoPosition[{38.0003035,-1.1228251}],GeoPosition[ {39.06611111,-5.72277778}],GeoPosition[{40.4167,-3.70325}],GeoPosition[{37.3828,-5.97317}],GeoPosition[ {43.264284,-2.950366}],GeoPosition[{42.3505056,-3.6722187}],GeoPosition[{40.45911716,-3.69774596}],GeoPosition[ {40.42567807,-3.68545349}],GeoPosition[{37.0775875,-8.11739894}],GeoPosition[{37.34383011,-5.98705912}],GeoPosition[ {37.3572197,-6.00280905}],GeoPosition[{50.82126475,-0.14995594}],GeoPosition[{37.1833,-3.6}],GeoPosition[ {40.45909284,-3.69764155}],GeoPosition[{37.3946327,-5.9698002}],GeoPosition[{40.4214783,-3.6893799}],GeoPosition[ {40.42316719,-3.70948434}],GeoPosition[{38.0035863,-0.6560191}],GeoPosition[{40.45909235,-3.69764099}],GeoPosition[ {42.52805556,-1.67694444}],GeoPosition[{36.46784,-6.19865}],GeoPosition[{37.1833,-3.6}],GeoPosition[ {37.2766587,-5.9104306}],GeoPosition[{37.1833,-3.6}],GeoPosition[{36.2542037,-5.96553556}],GeoPosition[ {40.41782128,-3.6844646}],GeoPosition[{40.3940711,-3.722558}],GeoPosition[{42.7317594,-1.631194}],GeoPosition[ {36.7489202,-3.003405}],GeoPosition[{50.2721998,3.5157076}],GeoPosition[{42.09945102,-8.55777653}],GeoPosition[ {38.0923691,-3.6436605}],GeoPosition[{40.41831,-3.70319}],GeoPosition[{42.7317594,-1.631194}],GeoPosition[ {40.45912595,-3.69764515}],GeoPosition[{39.55944444,-1.27944444}],GeoPosition[{42.7317594,-1.631194}],GeoPosition[ {39.47544404,-6.36934867}],GeoPosition[{51.50226336,0.00404939}],GeoPosition[{40.48621694,-3.57738767}],GeoPosition[ {38.91305556,-6.35083333}],GeoPosition[{41.487191,2.1842235}],GeoPosition[{37.1833,-1.81667}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{42.7317594,-1.631194}],GeoPosition[{42.3505145,-3.6722215}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{53.91778968,27.59113778}],GeoPosition[{42.7317594,-1.631194}],GeoPosition[ {45.46947,9.15223}],GeoPosition[{37.6667,-4.11667}],GeoPosition[{48.804404,2.123162}],GeoPosition[ {37.28208551,-6.94419907}],GeoPosition[{40.4670386,-3.4369717}],GeoPosition[{37.34317346,-6.05876392}],GeoPosition[ {42.7317594,-1.631194}],GeoPosition[{37.9391131,-1.1645468}],GeoPosition[{40.39599,-3.76222}],GeoPosition[ {42.7317594,-1.631194}],GeoPosition[{40.3800681,-3.7789491}],GeoPosition[{37.27093592,-5.91859065}],GeoPosition[ {41.41116,2.18723}],GeoPosition[{42.7317594,-1.631194}],GeoPosition[{41.8449,12.4782}],GeoPosition[ {51.50514919,-0.07558474}],GeoPosition[{41.2582924,1.7719458}],GeoPosition[{36.25,-5.96667}],GeoPosition[ {41.2582538,1.7719454}],GeoPosition[{40.38057,-3.72654}],GeoPosition[{48.8,2.13333}],GeoPosition[ {40.51202507,-3.68043265}],GeoPosition[{40.403031,-3.6468759}],GeoPosition[{37.97777778,-0.68333333}],GeoPosition[ {36.01425031,-5.60689232}],GeoPosition[{40.2867145,-3.794596}],GeoPosition[{40.45259027,-3.68536378}],GeoPosition[ {42.08649733,-6.65972229}],GeoPosition[{36.8348711,-2.4490763}],GeoPosition[{37.3911537,-5.9859634}],GeoPosition[ {41.74327252,2.45651203}],GeoPosition[{38.3680366,-0.4265384}],GeoPosition[{41.38552304,2.16646783}],GeoPosition[ {42.51476835,-8.8145735}],GeoPosition[{43.30972222,-2.0075}],GeoPosition[{38.61472222,-1.11972222}],GeoPosition[ {43.73666667,-7.87722222}],GeoPosition[{37.785,-3.9025}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {51.5667,-0.133333}],GeoPosition[{42.89441103,-2.16838841}],GeoPosition[{37.19972222,-3.60472222}],GeoPosition[ {44.78473282,20.4558239}],GeoPosition[{41.40467356,2.12618535}],GeoPosition[{38.91891892,-6.34538568}],GeoPosition[ {36.7256185,-4.859796}],GeoPosition[{41.678466,2.784316}],GeoPosition[{41.683449,2.491277}],GeoPosition[ {43.53353,-5.64644}],GeoPosition[{40.4066008,-3.675009}],GeoPosition[{40.42863,-3.68746}],GeoPosition[ {37.3828,-5.97317}],GeoPosition[{42.3505116,-3.6722301}],GeoPosition[{41.5138306,2.1916754}],GeoPosition[ {42.3505198,-3.672247}],GeoPosition[{50.0833,14.4167}],GeoPosition[{39.5667,2.65}],GeoPosition[ {40.2867282,-3.794491}],GeoPosition[{37.38680711,-5.97277945}],GeoPosition[{40.42690565,-3.6997945}],GeoPosition[ {43.97915484,15.38314462}],GeoPosition[{41.38474428,2.19629289}],GeoPosition[{40.446876,-3.452777}],GeoPosition[ {55.75727988,37.6124482}],GeoPosition[{42.3505315,-3.6722457}],GeoPosition[{38.91844149,1.443189}],GeoPosition[ {36.7256523,-4.8597653}],GeoPosition[{38.0035865,-0.6560332}],GeoPosition[{37.388163,-5.982399}],GeoPosition[ {38.0035856,-0.6560169}],GeoPosition[{38.36669955,-0.42363352}],GeoPosition[{38.6946,-7.8902}],GeoPosition[ {42.3505123,-3.6722451}],GeoPosition[{36.8,-3.9}],GeoPosition[{56.95960799,24.15132177}],GeoPosition[ {41.890419,12.4905901}],GeoPosition[{40.64472222,-4.76666667}],GeoPosition[{53.29305,-6.47485}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{36.25,-5.96667}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{38.9895803,-3.9274845}],GeoPosition[{38.0002869,-1.1228007}],GeoPosition[ {42.5978,-5.57394}],GeoPosition[{39.8833,4.25}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {38.0002962,-1.1228716}],GeoPosition[{40.42695915,-3.69942616}],GeoPosition[{41.9505751,2.812811}],GeoPosition[ {41.6375078,-0.9084195}],GeoPosition[{38.99083277,-1.85607425}],GeoPosition[{37.99017375,-1.1291175}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{38.00146027,-1.14432127}],GeoPosition[{45.01818528,9.45165404}],GeoPosition[ {43.2687,-2.9461}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{36.7183,-4.4202}],GeoPosition[ {37.983,-1.1302}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[{39.5715,2.6469}],GeoPosition[ {37.3877,-6.0018}],GeoPosition[{39.4692,-0.3768}],GeoPosition[{41.6517,-0.8813}],GeoPosition[ {41.6376381,-0.9085474}],GeoPosition[{51.0532494,6.2272501}],GeoPosition[{41.3833,2.18333}],GeoPosition[ {50.95,6.9667}],GeoPosition[{40.4,-3.68333}],GeoPosition[{40.41968345,-3.69137818}],GeoPosition[ {57.6868521,11.9858458}],GeoPosition[{41.14273495,1.39981688}],GeoPosition[{40.42567807,-3.68545349}],GeoPosition[ {44.6989932,10.6296859}],GeoPosition[{37.9833,-1.5}],GeoPosition[{41.38552304,2.16646783}],GeoPosition[ {40.90472222,-3.87944444}],GeoPosition[{52.36358684,4.88255905}],GeoPosition[{40.42567807,-3.68545349}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{41.9505751,2.812811}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {37.388163,-5.982399}],GeoPosition[{53.34538783,-6.26320558}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.4,-1.9}],GeoPosition[{42.80724353,-1.62559909}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.4695652,-3.66445843}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[{39.4702,-0.376805}],GeoPosition[ {44.78473282,20.4558239}],GeoPosition[{41.5404805,2.4395076}],GeoPosition[{37.38680711,-5.97277945}],GeoPosition[ {40.41199176,-3.70979765}],GeoPosition[{38.8789,-6.9669}],GeoPosition[{41.540469,2.4395064}],GeoPosition[ {41.38126,2.11444}],GeoPosition[{40.40425,-3.87509}],GeoPosition[{40.55610697,-3.65216978}],GeoPosition[ {37.1934721,-3.6255026}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{50.83792668,4.37221942}],GeoPosition[ {37.3772,-5.98694}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.42,-3.68888889}],GeoPosition[{43.73343902,7.42058929}],GeoPosition[ {39.06611111,-5.72277778}],GeoPosition[{43.30972222,-2.0075}],GeoPosition[{41.56638889,2.0825}],GeoPosition[ {38.61472222,-1.11972222}],GeoPosition[{43.73666667,-7.87722222}],GeoPosition[{37.785,-3.9025}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.9667,-5.65}],GeoPosition[{37.19972222,-3.60472222}],GeoPosition[ {37.39291969,-5.98688863}],GeoPosition[{44.78473282,20.4558239}],GeoPosition[{41.678466,2.784316}],GeoPosition[ {41.683449,2.491277}],GeoPosition[{40.45259027,-3.68536378}],GeoPosition[{52.381905,13.1199934}],GeoPosition[ {39.4833,-6.36667}],GeoPosition[{37.1833,-3.6}],GeoPosition[{40.40425,-3.87509}],GeoPosition[ {42.2333,14.4167}],GeoPosition[{39.5667,2.65}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{43.3166497,-1.93804478}],GeoPosition[{51.5122888,-0.1234044}],GeoPosition[ {37.9861,-1.1303}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{41.02880588,28.80762553}],GeoPosition[ {38.2680716,-3.62317472}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[{41.5404689,2.4395056}],GeoPosition[ {42.7667,-3.28333}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{48.86853631,2.38613349}],GeoPosition[ {40.42567807,-3.68545349}],GeoPosition[{40.2925796,-3.7884435}],GeoPosition[{40.555,-3.618}],GeoPosition[ {41.5404799,2.4395162}],GeoPosition[{-2.1697524,-79.898683}],GeoPosition[{37.9334001,23.94909544}],GeoPosition[ {41.441624,2.2454208}],GeoPosition[{36.1478,-5.3548}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {43.71818383,10.40229555}],GeoPosition[{38.36319201,-0.42909414}],GeoPosition[{45.4667,9.2}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[{40.41704446,-3.70354074}],GeoPosition[ {41.472192,1.9423732}],GeoPosition[{41.76666667,-2.46666667}],GeoPosition[{40.45259027,-3.68536378}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{37.1808014,-3.6136301}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{36.2542037,-5.96553556}],GeoPosition[{37.4101314,-5.9813821}],GeoPosition[ {39.06611111,-5.72277778}],GeoPosition[{48.85819105,2.29405589}],GeoPosition[{40.4,-1.9}],GeoPosition[ {44.78473282,20.4558239}],GeoPosition[{42.52805556,-1.67694444}],GeoPosition[{44.78473282,20.4558239}],GeoPosition[ {37.28388521,-5.9206458}],GeoPosition[{51.50777778,-0.1275}],GeoPosition[{39.471818,-0.378763}],GeoPosition[ {54.0113002,37.5186277}],GeoPosition[{41.472192,1.9423732}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {37.28388521,-5.9206458}],GeoPosition[{40.44388889,-3.58611111}],GeoPosition[{40.2833,-3.8}],GeoPosition[ {38.5986199,-0.0546}],GeoPosition[{40.4,-3.68333}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[ {41.6555901,-4.7146902}],GeoPosition[{43.30972222,-2.0075}],GeoPosition[{38.61472222,-1.11972222}],GeoPosition[ {43.73666667,-7.87722222}],GeoPosition[{33.5131,36.2919}],GeoPosition[{37.785,-3.9025}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{37.19972222,-3.60472222}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.42567807,-3.68545349}],GeoPosition[{38.25472222,-0.64611111}],GeoPosition[{41.683449,2.491277}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.42567807,-3.68545349}],GeoPosition[{32.35,60.91666667}],GeoPosition[ {51.50097703,-0.17772317}],GeoPosition[{40.45259027,-3.68536378}],GeoPosition[{43.3475,-4.1025}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{51.50805556,-0.12805556}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[ {37.388163,-5.982399}],GeoPosition[{41.90927,12.49376}],GeoPosition[{37.7667,-3.7711}],GeoPosition[ {43.36004006,-5.8425808}],GeoPosition[{48.86372,2.34546}],GeoPosition[{51.5087167,-0.12810758}],GeoPosition[ {43.77100754,11.24871635}],GeoPosition[{47.4719,19.0503}],GeoPosition[{42.19789903,2.32755331}],GeoPosition[ {41.2721511,2.0399164}],GeoPosition[{45.4667,9.2}],GeoPosition[{52.55417849,13.29183055}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{44.78473282,20.4558239}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {39.06611111,-5.72277778}],GeoPosition[{40.42690565,-3.6997945}],GeoPosition[{44.78473282,20.4558239}],GeoPosition[ {38.96888889,0.185}],GeoPosition[{48.86372,2.34546}],GeoPosition[{44.78473282,20.4558239}],GeoPosition[ {41.49661446,2.04204575}],GeoPosition[{44.78473282,20.4558239}],GeoPosition[{40.41199301,-3.70108182}],GeoPosition[ {40.45259027,-3.68536378}],GeoPosition[{43.5579796,-5.9279174}],GeoPosition[{36.72207928,-4.42129108}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{41.2721511,2.0399164}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.42396377,-3.6720743}],GeoPosition[{39.5333,-0.416667}],GeoPosition[{40.4,-1.9}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{39.471818,-0.378763}],GeoPosition[{37.3871346,-5.9731402}],GeoPosition[ {41.38412211,2.04687066}],GeoPosition[{41.99362672,2.8259412}],GeoPosition[{43.5584198,-5.9308992}],GeoPosition[ {38.0867771,-0.9524978}],GeoPosition[{41.37898855,2.13911647}],GeoPosition[{40.42567807,-3.68545349}],GeoPosition[ {43.5570853,-5.9335408}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[{40.8137512,0.51901}],GeoPosition[ {43.30972222,-2.0075}],GeoPosition[{38.61472222,-1.11972222}],GeoPosition[{43.73666667,-7.87722222}],GeoPosition[ {37.785,-3.9025}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{37.19972222,-3.60472222}],GeoPosition[ {41.6532399,-4.72631}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {36.71601546,-4.43282749}],GeoPosition[{41.678466,2.784316}],GeoPosition[{41.683449,2.491277}],GeoPosition[ {37.3772,-5.98694}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{37.2844,-5.92417}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{36.62215255,-4.49893883}],GeoPosition[{37.13760834,-3.5683137}],GeoPosition[ {45.4667,9.2}],GeoPosition[{41.54859167,2.1075}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{39.4646492,-0.39425}],GeoPosition[{49.00469807,2.56674951}],GeoPosition[ {51.38126335,-2.35951657}],GeoPosition[{42.00867,-4.53013}],GeoPosition[{40.47901042,-3.57210159}],GeoPosition[ {49.00469807,2.56674951}],GeoPosition[{49.00469807,2.56674951}],GeoPosition[{37.52398983,15.09115902}],GeoPosition[ {45.4386,12.3267}],GeoPosition[{66.5863724,24.6153297}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.4,-3.68333}],GeoPosition[{37.09462754,-4.39034419}],GeoPosition[ {39.06611111,-5.72277778}],GeoPosition[{39.55,-0.983333}],GeoPosition[{40.29916228,-3.83547172}],GeoPosition[ {36.71601546,-4.43282749}],GeoPosition[{37.86573,-0.79411}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {41.41075792,2.12818585}],GeoPosition[{40.96890132,39.83946051}],GeoPosition[{43.3333,-6.}],GeoPosition[ {43.5575902,-5.9295783}],GeoPosition[{41.5368902,1.8952757}],GeoPosition[{41.5368902,1.8952757}],GeoPosition[ {51.74993881,-0.33948975}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{37.93843848,-0.72229882}],GeoPosition[{41.99362672,2.8259412}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{37.2001731,-3.7058887}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {41.64249176,-4.72723246}],GeoPosition[{40.03509979,-3.61894382}],GeoPosition[{42.00742644,-4.52875303}],GeoPosition[ {44.38179207,26.11578056}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.45259027,-3.68536378}],GeoPosition[ {43.2687,-2.9461}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{36.7183,-4.4202}],GeoPosition[ {37.983,-1.1302}],GeoPosition[{39.5715,2.6469}],GeoPosition[{37.3877,-6.0018}],GeoPosition[ {39.4692,-0.3768}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[{41.45275879,2.19509006}],GeoPosition[ {40.32849701,-3.86384761}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{37.1833,-3.6}],GeoPosition[ {39.4634113,-0.3483934}],GeoPosition[{40.4,-1.9}],GeoPosition[{37.17686144,-3.59002549}],GeoPosition[ {41.8802419,-1.7819714}],GeoPosition[{42.0515092,-1.85984221}],GeoPosition[{42.3022269,-1.9816167}],GeoPosition[ {42.9443146,-1.1241697}],GeoPosition[{41.12713434,-0.5112505}],GeoPosition[{41.03627468,-0.80655098}],GeoPosition[ {41.22709513,-1.81887031}],GeoPosition[{41.2676867,-1.79658115}],GeoPosition[{42.3367019,-3.706926}],GeoPosition[ {39.471818,-0.378763}],GeoPosition[{40.40319681,-3.63488172}],GeoPosition[{41.441944,2.2461961}],GeoPosition[ {41.39820408,2.17792952}],GeoPosition[{40.40197502,-3.63547716}],GeoPosition[{40.49046989,-3.59118408}],GeoPosition[ {40.42349655,-3.70145384}],GeoPosition[{41.3833,2.18333}],GeoPosition[{42.8167,-1.63333}],GeoPosition[ {43.36,-5.845}],GeoPosition[{40.47901042,-3.57210159}],GeoPosition[{39.5667,2.65}],GeoPosition[ {37.93645773,23.94855534}],GeoPosition[{41.6552101,-4.7192612}],GeoPosition[{37.93371891,23.94892494}],GeoPosition[ {43.3167,-1.98333}],GeoPosition[{57.6,-1.9}],GeoPosition[{41.22452,16.29879}],GeoPosition[ {39.06611111,-5.72277778}],GeoPosition[{43.30972222,-2.0075}],GeoPosition[{38.61472222,-1.11972222}],GeoPosition[ {43.73666667,-7.87722222}],GeoPosition[{37.785,-3.9025}],GeoPosition[{41.38174057,2.1854825}],GeoPosition[ {37.19972222,-3.60472222}],GeoPosition[{40.4167,-3.70325}],GeoPosition[{43.3269273,-2.9907105}],GeoPosition[ {37.38027778,-6.01083333}],GeoPosition[{41.36416403,2.14038637}],GeoPosition[{40.39478694,-3.67812395}],GeoPosition[ {43.31672585,-1.97540229}],GeoPosition[{38.25472222,-0.64611111}],GeoPosition[{41.36416092,2.14037279}],GeoPosition[ {41.683449,2.491277}],GeoPosition[{43.3269406,-2.9907502}],GeoPosition[{40.47222222,-3.56083333}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{40.4,-3.68333}],GeoPosition[{42.4558296,-6.0548301}],GeoPosition[ {40.4667,-3.3667}],GeoPosition[{40.47222222,-3.56083333}],GeoPosition[{48.88483,2.35738}],GeoPosition[ {36.5167,-4.88333}],GeoPosition[{38.8789,-6.9669}],GeoPosition[{41.36415178,2.14036143}],GeoPosition[ {40.39859718,-3.70395001}],GeoPosition[{40.3604159,-3.5490663}],GeoPosition[{41.458582,2.0781963}],GeoPosition[ {38.0852877,-0.6543331}],GeoPosition[{41.36414815,2.14037951}],GeoPosition[{36.6846699,-6.14397}],GeoPosition[ {43.3475,-4.1025}],GeoPosition[{41.3641584,2.14037672}],GeoPosition[{41.6511612,-0.88125}],GeoPosition[ {43.45952426,-3.548328}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[{48.85403318,2.34812112}],GeoPosition[ {37.3718955,-5.9763373}],GeoPosition[{37.5242691,15.1089401}],GeoPosition[{40.38557434,-3.78229356}],GeoPosition[ {40.46682739,-3.47147465}],GeoPosition[{40.45259027,-3.68536378}],GeoPosition[{41.61328,2.2919}],GeoPosition[ {41.12137462,22.51349295}],GeoPosition[{40.46776455,-3.56948976}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{43.92252626,20.67699317}],GeoPosition[{41.38080948,2.15688747}],GeoPosition[ {40.4500113,-3.7867454}],GeoPosition[{42.57717993,-2.8468708}],GeoPosition[{37.39456,-5.99099}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{36.5167,-4.88333}],GeoPosition[{37.3772,-5.98694}],GeoPosition[ {37.29735783,-4.87336038}],GeoPosition[{36.5333,-6.2833}],GeoPosition[{40.40587987,-3.68813847}],GeoPosition[ {40.51243973,-3.69890809}],GeoPosition[{40.32290649,-3.73039889}],GeoPosition[{40.38172913,-3.69024777}],GeoPosition[ {40.42129898,-3.6016705}],GeoPosition[{40.46916962,-3.81607008}],GeoPosition[{40.44921323,-3.60927284}],GeoPosition[ {37.39456,-5.99099}],GeoPosition[{38.24857615,-0.63411263}],GeoPosition[{40.46476275,-3.57002512}],GeoPosition[ {39.4833,-0.45}],GeoPosition[{42.35,-3.7}],GeoPosition[{37.0833,-5.63333}],GeoPosition[ {38.82717727,-1.55559478}],GeoPosition[{40.24972854,-3.69542832}],GeoPosition[{40.44097045,-3.60924876}],GeoPosition[ {42.6667,-2.03333}],GeoPosition[{40.47901042,-3.57210159}],GeoPosition[{40.39649003,-3.60452495}],GeoPosition[ {39.19615,-2.16372}],GeoPosition[{40.4,-3.68333}],GeoPosition[{40.5509848,-3.6298748}],GeoPosition[ {41.7112367,1.8356687}],GeoPosition[{43.3465042,-8.3883704}],GeoPosition[{40.46313289,-3.59276064}],GeoPosition[ {40.38601303,-3.60633779}],GeoPosition[{39.49024582,-0.43216771}],GeoPosition[{40.25788116,-3.76265264}],GeoPosition[ {43.10323334,-4.27720451}],GeoPosition[{41.44868851,2.20137548}],GeoPosition[{41.43916321,2.22693682}],GeoPosition[ {41.38174057,2.1854825}],GeoPosition[{40.58240891,-3.58335996}],GeoPosition[{40.32475281,-3.89397621}],GeoPosition[ {42.46415629,-2.45345387}],GeoPosition[{38.18972222,-0.55555556}],GeoPosition[{39.8933674,-5.5360365}],GeoPosition[ {37.88714,-4.78068}],GeoPosition[{40.41355556,-3.68205556}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {41.40929754,2.20314576}],GeoPosition[{41.906697,12.549769}],GeoPosition[{43.2687,-2.9461}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{36.7183,-4.4202}],GeoPosition[{37.983,-1.1302}],GeoPosition[ {39.5715,2.6469}],GeoPosition[{37.3877,-6.0018}],GeoPosition[{39.4692,-0.3768}],GeoPosition[ {41.6517,-0.8813}],GeoPosition[{47.9167,33.35}],GeoPosition[{37.3821222,-5.9732214}],GeoPosition[ {51.44342,12.371503}],GeoPosition[{42.3602115,-3.6812939}],GeoPosition[{36.1275,-5.45389}],GeoPosition[ {40.42324066,-3.88471055}],GeoPosition[{37.375278,-5.999444}],GeoPosition[{55.7957073,-3.9767707}],GeoPosition[ {41.40877731,2.21740196}],GeoPosition[{40.,-4.}],GeoPosition[{41.30361728,2.08157758}],GeoPosition[ {40.5893326,-3.7103887}],GeoPosition[{40.49583386,-3.56743161}],GeoPosition[{40.5894873,-3.710214}],GeoPosition[ {37.97728022,-1.13238985}],GeoPosition[{40.38557434,-3.78229356}],GeoPosition[{40.64563751,-3.73248816}],GeoPosition[ {39.4818306,-0.43007591}],GeoPosition[{41.49615097,2.14885211}],GeoPosition[{41.2667,1.76667}],GeoPosition[ {40.53638077,-3.69431591}],GeoPosition[{41.633487,-0.878736}],GeoPosition[{41.633487,-0.878736}],GeoPosition[ {40.3467102,-3.82651}],GeoPosition[{37.45,-4.28333}],GeoPosition[{52.3474138,5.9692603}],GeoPosition[ {52.3473789,5.9692184}],GeoPosition[{43.4560246,-3.82882963}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {52.347366,5.9691677}],GeoPosition[{37.97853245,-1.13468464}],GeoPosition[{40.23041747,29.0616969}],GeoPosition[ {40.42772629,-3.67810655}],GeoPosition[{40.47901042,-3.57210159}],GeoPosition[{39.46666667,-0.38333333}],GeoPosition[ {40.9872801,29.05233656}],GeoPosition[{41.4278745,2.089214}],GeoPosition[{42.58333333,-2.85}],GeoPosition[ {37.199786,-3.6089587}],GeoPosition[{37.1763191,-3.59514}],GeoPosition[{40.39708092,-3.77479613}],GeoPosition[ {40.44096083,-3.6092625}],GeoPosition[{37.39027023,-6.02804995}],GeoPosition[{40.24796677,-3.69002557}],GeoPosition[ {39.46227646,-0.41586581}],GeoPosition[{41.43916321,2.22693682}],GeoPosition[{41.43559647,2.14803553}],GeoPosition[ {40.53216934,-3.61771011}],GeoPosition[{43.18069839,-2.01719999}],GeoPosition[{43.14479828,-1.98769999}],GeoPosition[ {42.86589813,-2.74559999}],GeoPosition[{43.25450134,-2.89310002}],GeoPosition[{43.25087738,-2.6512394}],GeoPosition[ {43.31403351,-2.74675131}],GeoPosition[{43.26509857,-2.90799999}],GeoPosition[{43.44400024,-2.75510001}],GeoPosition[ {43.21160126,-2.88549995}],GeoPosition[{43.15729904,-2.9375999}],GeoPosition[{38.76666667,-9.15}],GeoPosition[ {40.5894502,-3.71021}],GeoPosition[{41.63687,2.35715}],GeoPosition[{41.5377935,2.43986604}],GeoPosition[ {38.34273492,-0.51478321}],GeoPosition[{53.3204723,-2.6888849}],GeoPosition[{41.38282,2.10563}],GeoPosition[ {41.9996712,2.2483658}],GeoPosition[{41.5895236,1.7728474}],GeoPosition[{41.65,-0.8833}],GeoPosition[ {37.8833,-4.76667}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {37.388163,-5.982399}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {42.2333,-8.71667}],GeoPosition[{43.2687,-2.9461}],GeoPosition[{36.7183,-4.4202}],GeoPosition[ {37.983,-1.1302}],GeoPosition[{39.5715,2.6469}],GeoPosition[{37.3877,-6.0018}],GeoPosition[ {39.4692,-0.3768}],GeoPosition[{41.6517,-0.8813}],GeoPosition[{37.3772,-5.98694}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{41.35853735,2.12900792}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[ {43.20973969,-2.80682731}],GeoPosition[{40.38557434,-3.78229356}],GeoPosition[{43.3935326,-3.4460146}],GeoPosition[ {40.42250614,-3.70930531}],GeoPosition[{40.45803452,-3.74715352}],GeoPosition[{39.4818306,-0.43007591}],GeoPosition[ {40.46473694,-3.79354095}],GeoPosition[{41.45503616,2.18825746}],GeoPosition[{40.42739,-3.71592}],GeoPosition[ {41.47304535,2.16301227}],GeoPosition[{41.44878006,1.99706018}],GeoPosition[{40.46916962,-3.81607008}],GeoPosition[ {40.4062908,-3.69054794}],GeoPosition[{41.42386768,2.1352761}],GeoPosition[{36.5167,-4.88333}],GeoPosition[ {43.5333,-5.7}],GeoPosition[{42.52805556,-1.67694444}],GeoPosition[{40.45259027,-3.68536378}],GeoPosition[ {44.14008337,12.35107815}],GeoPosition[{41.4688983,2.0713459}],GeoPosition[{36.1275,-5.45389}],GeoPosition[ {41.5365295,2.44151}],GeoPosition[{41.42386768,2.1352761}],GeoPosition[{52.381905,13.1199934}],GeoPosition[ {37.5904866,-3.8219783}],GeoPosition[{40.47220395,-3.68241549}],GeoPosition[{41.0186,28.9647}],GeoPosition[ {37.5904866,-3.8219783}],GeoPosition[{39.55944444,-1.27944444}],GeoPosition[{41.2257632,16.2952878}],GeoPosition[ {39.50538635,-0.41712859}],GeoPosition[{37.35977173,-5.95629978}],GeoPosition[{39.49024582,-0.43216771}],GeoPosition[ {39.65853882,2.80614543}],GeoPosition[{39.65853882,2.80614543}],GeoPosition[{41.44582748,1.99620807}],GeoPosition[ {40.55627441,-3.71043992}],GeoPosition[{42.2319231,-8.73254042}],GeoPosition[{37.34458542,-5.96674109}],GeoPosition[ {37.38933945,-6.01419067}],GeoPosition[{40.46506119,-3.62540221}],GeoPosition[{38.8789232,-6.9723816}],GeoPosition[ {38.9667,-5.8}],GeoPosition[{41.38424418,2.17337896}],GeoPosition[{42.37097693,-3.84387342}],GeoPosition[ {42.31150587,-3.70366256}],GeoPosition[{41.05304087,29.03160757}],GeoPosition[{40.42277283,-3.68712805}],GeoPosition[ {42.2333,-8.71667}],GeoPosition[{40.41890339,-3.5465912}],GeoPosition[{41.5365295,2.44151}],GeoPosition[ {37.39291969,-5.98688863}],GeoPosition[{39.4228745,-0.4863243}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.4,-1.9}],GeoPosition[{41.05304087,29.03160757}],GeoPosition[{41.3963089,2.1634099}],GeoPosition[ {37.82310315,-1.00296093}],GeoPosition[{38.23121076,-0.54952639}],GeoPosition[{39.5842896,2.67799}],GeoPosition[ {43.31989924,-1.9853443}],GeoPosition[{39.4539266,-0.462115}],GeoPosition[{37.1889177,-3.6200431}],GeoPosition[ {38.3869868,-2.5826124}],GeoPosition[{42.8167,-1.63333}],GeoPosition[{46.006023,8.950915}],GeoPosition[ {40.7333,-3.16667}],GeoPosition[{40.2775706,-3.8088473}],GeoPosition[{43.08275604,-5.4564805}],GeoPosition[ {41.3465538,2.07151699}],GeoPosition[{41.42016602,1.80639291}],GeoPosition[{39.46227646,-0.41586581}],GeoPosition[ {37.3572197,-6.00280905}],GeoPosition[{39.4539266,-0.462115}],GeoPosition[{42.84285405,-2.68265764}],GeoPosition[ {40.42303403,-3.61441868}],GeoPosition[{37.39702998,-5.99666329}],GeoPosition[{36.5167,-4.88333}],GeoPosition[ {42.43514067,1.52054607}],GeoPosition[{36.25,-5.96667}],GeoPosition[{38.91936551,-1.72363573}],GeoPosition[ {40.9578213,0.5102578}],GeoPosition[{42.2890546,1.8542072}],GeoPosition[{41.5533412,1.8408229}],GeoPosition[ {41.472192,1.9423732}],GeoPosition[{41.2721511,2.0399164}],GeoPosition[{41.5368902,1.8952757}],GeoPosition[ {40.0667,-2.13333}],GeoPosition[{37.25471301,-6.95577264}],GeoPosition[{40.41618227,-3.70784319}],GeoPosition[ {38.63171599,-0.86679063}],GeoPosition[{39.4633856,-0.3915999}],GeoPosition[{38.3869859,-2.5826402}],GeoPosition[ {40.52215506,-3.88192356}],GeoPosition[{37.40592527,-5.99897556}],GeoPosition[{39.42125552,-0.3342376}],GeoPosition[ {38.34613782,-0.4795151}],GeoPosition[{40.40580036,-3.51760038}],GeoPosition[{50.77119951,6.02421991}],GeoPosition[ {43.30972222,-2.0075}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[{38.61472222,-1.11972222}],GeoPosition[ {43.73666667,-7.87722222}],GeoPosition[{37.785,-3.9025}],GeoPosition[{39.4633892,-0.3915745}],GeoPosition[ {37.39027023,-6.02804995}],GeoPosition[{41.38131714,2.10107636}],GeoPosition[{41.40840912,2.00954866}],GeoPosition[ {37.40533829,-5.94828987}],GeoPosition[{37.19972222,-3.60472222}],GeoPosition[{42.84585721,-2.67724647}],GeoPosition[ {37.87313675,-6.08306366}],GeoPosition[{40.24332193,-3.69610445}],GeoPosition[{39.9863563,-0.0513246}],GeoPosition[ {36.71867456,-4.4491203}],GeoPosition[{40.41782128,-3.6844646}],GeoPosition[{43.2964,5.37}],GeoPosition[ {40.41649878,-3.6841619}],GeoPosition[{40.44783117,-3.69566342}],GeoPosition[{37.67268662,-1.70103762}],GeoPosition[ {48.2355905,16.3501973}],GeoPosition[{42.00327092,-5.67830538}],GeoPosition[{42.34086691,-3.72736376}],GeoPosition[ {37.172451,-3.60325}],GeoPosition[{41.37983605,2.16615047}],GeoPosition[{43.26375628,-2.93355564}],GeoPosition[ {43.26668133,-2.94268806}],GeoPosition[{43.26310625,-2.94701387}],GeoPosition[{43.2581058,-2.93036272}],GeoPosition[ {40.3752939,-3.7785774}],GeoPosition[{42.55,1.51667}],GeoPosition[{41.39593,1.95655}],GeoPosition[ {38.3869867,-2.582646}],GeoPosition[{39.926682,-5.8817956}],GeoPosition[{39.47297655,-0.37746787}],GeoPosition[ {41.683449,2.491277}],GeoPosition[{41.678466,2.784316}],GeoPosition[{40.3760158,-3.7811598}],GeoPosition[ {40.3580506,-3.6816234}],GeoPosition[{36.5080986,-6.2742887}],GeoPosition[{40.48972489,-3.35790046}],GeoPosition[ {40.3242637,-3.7828766}],GeoPosition[{39.4633883,-0.3915592}],GeoPosition[{40.3580506,-3.6816234}],GeoPosition[ {39.93755341,-0.4636364}],GeoPosition[{41.57174683,2.24698448}],GeoPosition[{40.97686,-5.66119}],GeoPosition[ {41.27104187,2.02807212}],GeoPosition[{40.38924026,-5.02245808}],GeoPosition[{41.36854172,2.1735723}],GeoPosition[ {36.7146225,-4.55038118}],GeoPosition[{41.6551969,-4.7192643}],GeoPosition[{36.4318695,25.4249592}],GeoPosition[ {40.48651796,-3.66527081}],GeoPosition[{41.65904622,-0.90697289}],GeoPosition[{40.45281665,-3.68896181}],GeoPosition[ {40.89545984,0.81822169}],GeoPosition[{40.4,-3.68333}],GeoPosition[{40.41649878,-3.6841619}],GeoPosition[ {40.42660048,-3.70330336}],GeoPosition[{40.3847391,-3.7829972}],GeoPosition[{43.52671432,-5.68090765}],GeoPosition[ {42.36957567,-3.47897138}],GeoPosition[{38.7667,-4.83333}],GeoPosition[{40.2997345,-3.92473398}],GeoPosition[ {55.6715479,12.5621819}],GeoPosition[{41.336,2.043}],GeoPosition[{40.432792,-3.697186}],GeoPosition[ {39.4633789,-0.391551}],GeoPosition[{48.02353841,0.20178646}],GeoPosition[{40.4268608,-3.6851001}],GeoPosition[ {36.98755073,-4.46918102}],GeoPosition[{40.44961166,-3.60804009}],GeoPosition[{40.44926071,-3.63147998}],GeoPosition[ {37.39027023,-6.02804995}],GeoPosition[{40.52012634,-3.65224695}],GeoPosition[{41.6552366,-4.7194342}],GeoPosition[ {40.47901042,-3.57210159}],GeoPosition[{39.463368,-0.3915776}],GeoPosition[{38.35,-0.483333}],GeoPosition[ {36.427433,-5.1501307}],GeoPosition[{40.625442,-3.1652705}],GeoPosition[{41.3788829,2.160592}],GeoPosition[ {38.43224186,-0.38471916}],GeoPosition[{43.2495315,-2.9342956}],GeoPosition[{36.70968072,-6.03343076}],GeoPosition[ {40.6254399,-3.1653437}],GeoPosition[{40.3380585,-3.8164401}],GeoPosition[{40.47132374,0.47251839}],GeoPosition[ {39.471818,-0.378763}],GeoPosition[{37.0833,-5.63333}],GeoPosition[{39.46666667,-0.38333333}],GeoPosition[ {39.4633826,-0.3916136}],GeoPosition[{42.05,-6.48333}],GeoPosition[{43.5390838,-5.6674847}],GeoPosition[ {40.625442,-3.1653102}],GeoPosition[{40.6348,-4.0153999}],GeoPosition[{43.37150198,-8.39888005}],GeoPosition[ {35.2873499,-2.9482141}],GeoPosition[{42.7333,-8.66667}],GeoPosition[{35.89513703,-5.32215674}],GeoPosition[ {45.44121619,12.33421047}],GeoPosition[{40.4,-3.68333}],GeoPosition[{42.31290245,-1.97985968}],GeoPosition[ {39.06611111,-5.72277778}],GeoPosition[{36.7171909,-4.5068597}],GeoPosition[{37.887746,-4.7699001}],GeoPosition[ {37.3572197,-6.00280905}],GeoPosition[{40.56053925,-3.59601998}],GeoPosition[{37.34458542,-5.96674109}],GeoPosition[ {40.42324066,-3.88471055}],GeoPosition[{40.46578217,-3.88592505}],GeoPosition[{40.38557434,-3.78229356}],GeoPosition[ {39.4633282,-0.3483818}],GeoPosition[{45.473125,12.36631}],GeoPosition[{43.6799556,10.5630039}],GeoPosition[ {41.3787003,2.1608542}],GeoPosition[{43.2671432,-2.9444629}],GeoPosition[{40.42227258,-3.7045785}],GeoPosition[ {36.49531209,-4.75137478}],GeoPosition[{41.6109356,0.6170266}],GeoPosition[{39.4634079,-0.3915395}],GeoPosition[ {40.46303,-3.68655}],GeoPosition[{41.6375962,-0.89436}],GeoPosition[{37.199786,-3.6089587}],GeoPosition[ {41.90101715,12.50098219}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.6274792,-3.4735985}],GeoPosition[ {38.7167,-9.13333}],GeoPosition[{40.4,-3.68333}],GeoPosition[{43.36,-5.845}],GeoPosition[ {37.34166818,-6.05921346}],GeoPosition[{38.23838246,-0.54701801}],GeoPosition[{43.33722747,17.81466556}],GeoPosition[ {51.721,-0.203}],GeoPosition[{40.4753406,-3.7111921}],GeoPosition[{40.47222222,-3.56083333}],GeoPosition[ {38.25,-0.7}],GeoPosition[{39.4633867,-0.3915773}],GeoPosition[{38.19264691,15.55747719}],GeoPosition[ {40.45259027,-3.68536378}],GeoPosition[{40.44073,-3.6793}],GeoPosition[{44.78473282,20.4558239}],GeoPosition[ {39.4633876,-0.3915895}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{36.5167,-4.88333}],GeoPosition[ {40.48400879,-3.6735599}],GeoPosition[{40.46506119,-3.62540221}],GeoPosition[{40.50930023,-3.65838003}],GeoPosition[ {40.29417038,-3.9757328}],GeoPosition[{37.1765976,-3.61442947}],GeoPosition[{41.44878006,1.99706018}],GeoPosition[ {40.46687317,-3.81100941}],GeoPosition[{36.1916712,-5.42907122}],GeoPosition[{43.52671432,-5.68090765}],GeoPosition[ {39.4634021,-0.3915815}],GeoPosition[{37.39641106,-5.96432988}],GeoPosition[{42.5864261,-8.5804263}],GeoPosition[ {40.33603606,-3.75474216}],GeoPosition[{43.31982205,-8.34305082}],GeoPosition[{40.49046989,-3.59118408}],GeoPosition[ {40.03846288,0.05050801}],GeoPosition[{39.4634095,-0.3915726}],GeoPosition[{41.34662669,1.36309617}],GeoPosition[ {36.67206439,-6.12012302}],GeoPosition[{36.7,-6.1167}],GeoPosition[{40.44073,-3.6793}],GeoPosition[ {37.99147871,-1.18515053}],GeoPosition[{39.4634003,-0.3916073}],GeoPosition[{39.59743044,2.35884708}],GeoPosition[ {40.45857663,-3.49815173}],GeoPosition[{50.10810811,8.76541666}],GeoPosition[{41.41833611,2.15443611}],GeoPosition[ {40.0667,-0.2}],GeoPosition[{40.2652201,-3.84048199}],GeoPosition[{52.381905,13.1199934}],GeoPosition[ {43.41155117,-2.9304087}],GeoPosition[{35.92204351,14.49306632}],GeoPosition[{37.8530463,-1.4152332}],GeoPosition[ {41.52228928,0.38711059}],GeoPosition[{40.35903931,-3.76364994}],GeoPosition[{40.3824234,-3.8133266}],GeoPosition[ {40.32872009,-3.68809843}],GeoPosition[{41.36650085,2.1719799}],GeoPosition[{41.40152359,2.11430693}],GeoPosition[ {40.4064828,-3.69036763}],GeoPosition[{40.36437607,-3.69836283}],GeoPosition[{40.46682739,-3.47147465}],GeoPosition[ {41.65436935,-0.95703328}],GeoPosition[{40.42129898,-3.6016705}],GeoPosition[{37.40073464,-5.98594201}],GeoPosition[ {36.849549,10.17472201}],GeoPosition[{35.27767148,-2.93686389}],GeoPosition[{38.880367,-7.16364538}],GeoPosition[ {40.4519844,-3.6962121}],GeoPosition[{41.3833,2.18333}],GeoPosition[{41.47024081,2.04730263}],GeoPosition[ {40.3837777,-3.6154343}],GeoPosition[{40.4157588,-3.7095339}],GeoPosition[{37.86876,-4.7718299}],GeoPosition[ {40.42959562,-3.55989385}],GeoPosition[{40.45218628,-3.85177412}],GeoPosition[{41.4175469,2.2072656}],GeoPosition[ {35.89017747,-5.30372837}],GeoPosition[{37.41144,-4.48778}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {39.9645195,-4.82797}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.34944887,-3.80282236}],GeoPosition[ {41.39418736,2.12616913}],GeoPosition[{36.7167,-4.41667}],GeoPosition[{40.42733,-3.7025299}],GeoPosition[ {40.44296256,-3.6831665}],GeoPosition[{36.7333863,-4.4047696}],GeoPosition[{40.5090084,-3.887571}],GeoPosition[ {41.44888889,2.24611111}],GeoPosition[{43.2687,-2.9461}],GeoPosition[{41.5337906,2.21452}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{36.7183,-4.4202}],GeoPosition[{37.983,-1.1302}],GeoPosition[ {39.5715,2.6469}],GeoPosition[{37.3877,-6.0018}],GeoPosition[{39.4692,-0.3768}],GeoPosition[ {41.6517,-0.8813}],GeoPosition[{40.2129,28.931504}],GeoPosition[{43.3757949,-5.82751751}],GeoPosition[ {43.3167,-1.98333}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[{40.41119,-3.70565}],GeoPosition[ {41.3333,1.36667}],GeoPosition[{36.50046158,-6.25483751}],GeoPosition[{39.48944444,-0.48166667}],GeoPosition[ {41.51031113,2.13772011}],GeoPosition[{38.96888889,0.185}],GeoPosition[{41.54148865,2.18224764}],GeoPosition[ {40.48371887,-3.67882991}],GeoPosition[{40.52012634,-3.65224695}],GeoPosition[{40.55627441,-3.71043992}],GeoPosition[ {39.43914413,-0.36967051}],GeoPosition[{43.3745582,-8.4055728}],GeoPosition[{40.54594824,-3.45845171}],GeoPosition[ {41.9,12.5}],GeoPosition[{43.4185606,-4.74926825}],GeoPosition[{39.4633846,-0.3915851}],GeoPosition[ {43.266885,-2.9442287}],GeoPosition[{43.560661,10.3301024}],GeoPosition[{40.42979896,-3.69140625}],GeoPosition[ {41.493243,1.8428201}],GeoPosition[{36.5167,-4.88333}],GeoPosition[{40.47390382,-3.63496093}],GeoPosition[ {38.99702224,-1.85592501}],GeoPosition[{37.3772,-5.98694}],GeoPosition[{39.1521867,-0.4408324}],GeoPosition[ {39.4633921,-0.3915525}],GeoPosition[{40.401503,-3.6810799}],GeoPosition[{52.36225021,4.88381199}],GeoPosition[ {43.31643554,-2.00200081}],GeoPosition[{40.4,-3.68333}],GeoPosition[{40.42251,-3.6977}],GeoPosition[ {43.7833,11.25}],GeoPosition[{40.2,-8.41667}],GeoPosition[{39.93885352,3.91039276}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{40.42,-3.68888889}],GeoPosition[{43.37090042,-8.39742498}],GeoPosition[ {37.3806992,-5.9306202}],GeoPosition[{43.36,-5.845}],GeoPosition[{43.09288358,-6.25593717}],GeoPosition[ {39.46568606,-6.36793947}],GeoPosition[{36.72164745,-4.4798302}],GeoPosition[{40.42512462,-3.68960468}],GeoPosition[ {41.90711975,0.2245855}],GeoPosition[{40.3982048,-3.76583958}],GeoPosition[{38.03842926,-1.1610167}],GeoPosition[ {40.3670311,-3.80665922}],GeoPosition[{36.50046158,-6.25483751}],GeoPosition[{45.473125,12.36631}],GeoPosition[ {40.40897279,-3.64869766}],GeoPosition[{43.26668133,-2.94268806}],GeoPosition[{43.26310625,-2.94701387}],GeoPosition[ {43.25960598,-2.93396761}],GeoPosition[{43.26375628,-2.93355564}],GeoPosition[{40.36825111,-3.77733723}],GeoPosition[ {43.2581058,-2.93036272}],GeoPosition[{37.3873158,-5.99418753}],GeoPosition[{43.14480824,-2.96041157}],GeoPosition[ {43.5393086,-7.0419466}],GeoPosition[{43.1946644,-6.54390335}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {39.4634113,-0.391633}],GeoPosition[{41.3891,2.17812}],GeoPosition[{37.37219636,-5.99146359}],GeoPosition[ {42.5,1.5}],GeoPosition[{36.71489205,-3.55187798}],GeoPosition[{38.2462165,-0.8110789}],GeoPosition[ {36.8607002,-5.64572062}],GeoPosition[{40.6,-3.5}],GeoPosition[{46.91950684,7.43906727}],GeoPosition[ {43.2743938,-8.3913036}],GeoPosition[{40.104386,-3.697152}],GeoPosition[{40.7870232,-3.7074637}],GeoPosition[ {37.3893585,-6.0011001}],GeoPosition[{45.7115585,11.3544819}],GeoPosition[{36.4318695,25.4249592}],GeoPosition[ {39.4634173,-0.3915661}],GeoPosition[{37.173232,-3.598775}],GeoPosition[{51.08992136,4.38233155}],GeoPosition[ {43.7833,7.6}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {39.00151009,-0.2746354}],GeoPosition[{40.46696091,-3.81095862}],GeoPosition[{40.46687317,-3.81100941}],GeoPosition[ {37.34383011,-5.98705912}],GeoPosition[{38.92009586,-5.67313012}],GeoPosition[{42.33886,-3.72649}],GeoPosition[ {42.22809,-8.7032}],GeoPosition[{36.1275,-5.45389}],GeoPosition[{37.90993993,-0.74951649}],GeoPosition[ {36.67206439,-6.12012302}],GeoPosition[{40.4297294,-3.7104807}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {41.3891,2.17812}],GeoPosition[{41.47023605,2.04730968}],GeoPosition[{38.2860884,-0.547762}],GeoPosition[ {41.40520923,2.16039234}],GeoPosition[{40.3718096,-3.5874387}],GeoPosition[{46.05,25.0833}],GeoPosition[ {36.67206439,-6.12012302}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[{36.7242621,-4.423564}],GeoPosition[ {41.9607811,-0.7209599}],GeoPosition[{40.48400879,-3.6735599}],GeoPosition[{41.3465538,2.07151699}],GeoPosition[ {39.9863563,-0.0513246}],GeoPosition[{40.4187508,-3.7114899}],GeoPosition[{41.15,-8.61667}],GeoPosition[ {48.79861111,2.12111111}],GeoPosition[{51.08992136,4.38233155}],GeoPosition[{40.3718096,-3.5874387}],GeoPosition[ {36.67206439,-6.12012302}],GeoPosition[{40.4230475,-3.6714116}],GeoPosition[{38.0160713,-3.36902}],GeoPosition[ {40.41153834,-3.69890541}],GeoPosition[{37.37219636,-5.99146359}],GeoPosition[{41.38052456,2.17517302}],GeoPosition[ {40.44020266,-3.70685577}],GeoPosition[{36.5415,-4.62404}],GeoPosition[{38.9900514,-0.5208075}],GeoPosition[ {40.3718096,-3.5874387}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{41.6391,-0.88804}],GeoPosition[ {40.3718096,-3.5874387}],GeoPosition[{40.35119664,-3.8471086}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {37.39450587,-5.96759367}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{42.5167,-1.4}],GeoPosition[ {41.4932426,1.842808}],GeoPosition[{37.1833,-3.6}],GeoPosition[{36.2542037,-5.96553556}],GeoPosition[ {39.47282919,-0.376811}],GeoPosition[{40.4623383,-3.6154441}],GeoPosition[{40.411279,-3.7081611}],GeoPosition[ {36.7167,-4.41667}],GeoPosition[{41.2779694,1.97647}],GeoPosition[{40.43119076,-3.89701619}],GeoPosition[ {37.3772,-5.98694}],GeoPosition[{40.45,-3.48333}],GeoPosition[{37.89106,-4.77932}],GeoPosition[ {42.42211014,-2.41988897}],GeoPosition[{40.3824234,-3.8133266}],GeoPosition[{40.29643631,-3.96605515}],GeoPosition[ {40.46696091,-3.81095862}],GeoPosition[{37.39440852,-5.96758408}],GeoPosition[{41.3918236,2.1134317}],GeoPosition[ {38.39526248,27.20395561}],GeoPosition[{37.2,-3.63333}],GeoPosition[{48.77918244,2.21511213}],GeoPosition[ {41.5472062,2.4537825}],GeoPosition[{42.465,-2.44555556}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {42.340837,-3.701723}],GeoPosition[{42.3408747,-3.699731}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {37.34447799,-6.05884618}],GeoPosition[{42.8881067,-8.5265546}],GeoPosition[{37.25,-6.95}],GeoPosition[ {39.9904213,-0.03616}],GeoPosition[{40.,-3.56667}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {43.370586,-5.8269776}],GeoPosition[{40.45259027,-3.68536378}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.34472762,-3.69109236}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.43277106,-3.68800945}],GeoPosition[ {41.6548882,-4.7277298}],GeoPosition[{40.19240199,-3.67678732}],GeoPosition[{39.46666667,-0.38333333}],GeoPosition[ {42.8833,-8.55}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.422935,-3.6719895}],GeoPosition[ {36.7092883,-4.44341}],GeoPosition[{41.81621763,3.0649763}],GeoPosition[{35.27767148,-2.93686389}],GeoPosition[ {39.4800606,-0.3929985}],GeoPosition[{41.3833,2.18333}],GeoPosition[{38.9681015,-0.18243}],GeoPosition[ {41.7334349,1.5114249}],GeoPosition[{41.29710007,2.07845998}],GeoPosition[{51.88333333,5.43333333}],GeoPosition[ {37.3828,-5.97317}],GeoPosition[{36.5415,-4.62404}],GeoPosition[{38.03842926,-1.1610167}],GeoPosition[ {37.34383011,-5.98705912}],GeoPosition[{40.3271185,-3.8711188}],GeoPosition[{41.8889731,12.52333132}],GeoPosition[ {39.4800619,-0.3929897}],GeoPosition[{40.4230479,-3.6714112}],GeoPosition[{40.9697479,-5.65975814}],GeoPosition[ {40.4,-1.9}],GeoPosition[{48.88547957,2.33609857}],GeoPosition[{40.4230479,-3.6714112}],GeoPosition[ {43.7167,7.36667}],GeoPosition[{40.95829326,-5.66043852}],GeoPosition[{41.06100924,28.91360241}],GeoPosition[ {40.3833,-4.2}],GeoPosition[{38.4,-0.516667}],GeoPosition[{40.53864,-3.64514}],GeoPosition[ {41.3833,2.18333}],GeoPosition[{40.422935,-3.6719895}],GeoPosition[{41.14767508,-8.6112595}],GeoPosition[ {41.65182379,-4.73028489}],GeoPosition[{42.8637126,-8.65243466}],GeoPosition[{38.25,-0.7}],GeoPosition[ {52.3667,7.46667}],GeoPosition[{40.19240199,-3.67678732}],GeoPosition[{41.38671,2.17385}],GeoPosition[ {41.3833,2.18333}],GeoPosition[{37.6683424,-4.9375626}],GeoPosition[{42.53812,-7.53297}],GeoPosition[ {38.76062144,-9.15646562}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[{43.30972222,-2.0075}],GeoPosition[ {38.61472222,-1.11972222}],GeoPosition[{41.21063993,1.72921013}],GeoPosition[{37.1833,-3.6}],GeoPosition[ {41.384445,2.133314}],GeoPosition[{43.73666667,-7.87722222}],GeoPosition[{37.785,-3.9025}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{48.8244048,2.2892383}],GeoPosition[ {40.38601303,-3.60633779}],GeoPosition[{41.4233551,-1.49436855}],GeoPosition[{37.3572197,-6.00280905}],GeoPosition[ {40.44931793,-3.6428659}],GeoPosition[{40.52012634,-3.65224695}],GeoPosition[{36.71598434,-4.45797825}],GeoPosition[ {43.18009949,-2.23219991}],GeoPosition[{37.19972222,-3.60472222}],GeoPosition[{40.31410217,-3.8109746}],GeoPosition[ {36.7338019,-2.8909975}],GeoPosition[{38.62811482,34.7152106}],GeoPosition[{37.2761615,-6.9324867}],GeoPosition[ {40.1814755,-3.6862949}],GeoPosition[{43.32540137,-1.97440625}],GeoPosition[{51.7765107,19.4544773}],GeoPosition[ {40.4230469,-3.6714114}],GeoPosition[{40.42922,-3.70723}],GeoPosition[{41.6552366,-4.7194342}],GeoPosition[ {45.03934834,7.67243157}],GeoPosition[{40.4398193,-3.6197}],GeoPosition[{41.6552071,-4.7191897}],GeoPosition[ {37.38027778,-6.01083333}],GeoPosition[{40.4230477,-3.6714113}],GeoPosition[{36.4944058,-4.6944625}],GeoPosition[ {38.25472222,-0.64611111}],GeoPosition[{40.4333,-3.53333}],GeoPosition[{36.7092883,-4.44341}],GeoPosition[ {41.3972577,2.1897792}],GeoPosition[{41.683449,2.491277}],GeoPosition[{38.05,-1.21666667}],GeoPosition[ {36.68740065,-6.11889124}],GeoPosition[{44.49716946,26.18471266}],GeoPosition[{40.40751319,-3.90163721}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{41.0350618,29.1197716}],GeoPosition[{40.463446,-3.6163256}],GeoPosition[ {36.46659456,-5.02596775}],GeoPosition[{39.5667,-3.05}],GeoPosition[{40.40293,-3.59528}],GeoPosition[ {36.59600701,-5.33121016}],GeoPosition[{39.46061,-0.37264}],GeoPosition[{37.39413021,-5.96128633}],GeoPosition[ {40.42452778,-3.69387222}],GeoPosition[{36.7167,-4.41667}],GeoPosition[{36.67692944,-4.49249625}],GeoPosition[ {42.8167,-1.63333}],GeoPosition[{41.61855063,-0.92604565}],GeoPosition[{40.44830911,-3.86779957}],GeoPosition[ {39.52026314,-0.4554344}],GeoPosition[{36.7833,-6.35}],GeoPosition[{36.7146225,-4.55038118}],GeoPosition[ {41.43916321,2.22693682}],GeoPosition[{37.6,-0.983333}],GeoPosition[{40.45863877,-3.68014039}],GeoPosition[ {40.4212302,-3.7207455}],GeoPosition[{43.26119534,-2.92375559}],GeoPosition[{37.3851255,-5.9624346}],GeoPosition[ {43.34416667,-3.00638889}],GeoPosition[{37.2793921,-6.928461}],GeoPosition[{43.37090042,-8.39742498}],GeoPosition[ {43.26668133,-2.94268806}],GeoPosition[{36.463963,-5.04755795}],GeoPosition[{43.27000625,-2.93115238}],GeoPosition[ {43.25960598,-2.93396761}],GeoPosition[{43.2581058,-2.93036272}],GeoPosition[{43.26310625,-2.94701387}],GeoPosition[ {43.26375628,-2.93355564}],GeoPosition[{43.16410317,-2.60184203}],GeoPosition[{40.39195134,-3.85597759}],GeoPosition[ {40.40389718,-3.6637651}],GeoPosition[{41.611486,0.6168363}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {37.2761615,-6.9324867}],GeoPosition[{40.0337067,-3.59420972}],GeoPosition[{36.468631,-5.017525}],GeoPosition[ {36.7726719,-6.3490312}],GeoPosition[{40.55075443,-3.6506459}],GeoPosition[{43.55487051,-8.27395233}],GeoPosition[ {39.4932695,-0.3831927}],GeoPosition[{41.80092702,-3.58692884}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {36.506649,-4.9937501}],GeoPosition[{40.03846288,0.05050801}],GeoPosition[{40.4625232,-3.6158312}],GeoPosition[ {41.29710007,2.07845998}],GeoPosition[{37.388163,-5.982399}],GeoPosition[{42.55484282,-8.99404908}],GeoPosition[ {37.6793261,-4.8995844}],GeoPosition[{40.76791763,-2.39817405}],GeoPosition[{41.3465538,2.07151699}],GeoPosition[ {38.04053535,-1.48957728}],GeoPosition[{38.08802545,-3.62318661}],GeoPosition[{39.58178064,2.6205608}],GeoPosition[ {38.35,-0.483333}],GeoPosition[{37.90139362,-4.77364374}],GeoPosition[{36.506649,-4.9937501}],GeoPosition[ {41.388178,2.127415}],GeoPosition[{42.80664638,-1.66106913}],GeoPosition[{43.3475,-4.1025}],GeoPosition[ {41.38401,2.16342}],GeoPosition[{37.38783866,-6.20871624}],GeoPosition[{41.6088409,2.2849801}],GeoPosition[ {41.1333,-8.61667}],GeoPosition[{38.37932759,-0.43909771}],GeoPosition[{41.650959,-0.88419}],GeoPosition[ {40.42053879,-3.70337339}],GeoPosition[{40.1814886,-3.6863255}],GeoPosition[{42.3584042,-2.4764342}],GeoPosition[ {37.3851254,-5.9624512}],GeoPosition[{40.4,-3.68333}],GeoPosition[{36.6762327,-4.4733705}],GeoPosition[ {43.2637405,-2.9230599}],GeoPosition[{41.1468201,-8.6148796}],GeoPosition[{40.47222222,-3.56083333}],GeoPosition[ {39.58175914,2.62058333}],GeoPosition[{42.1737899,-8.50241}],GeoPosition[{42.3583963,-2.4764999}],GeoPosition[ {35.41,-3.78}],GeoPosition[{36.6763619,-4.4733298}],GeoPosition[{53.386,-6.066}],GeoPosition[ {41.45,2.21667}],GeoPosition[{45.25,19.85}],GeoPosition[{42.882736,-8.53980099}],GeoPosition[ {36.66246059,-4.50074704}],GeoPosition[{37.6,-0.983333}],GeoPosition[{37.0833,-5.63333}],GeoPosition[ {40.6504,-4.70063}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[{40.42543305,-3.69639616}],GeoPosition[ {36.6900482,-4.4451499}],GeoPosition[{35.4111,-3.7759}],GeoPosition[{37.87131882,-4.76278019}],GeoPosition[ {40.7,-5.01667}],GeoPosition[{43.42009504,-4.75437567}],GeoPosition[{41.6167,2.08333}],GeoPosition[ {40.3790724,-3.6200388}],GeoPosition[{36.71741578,-4.44387321}],GeoPosition[{59.36543798,17.99837273}],GeoPosition[ {41.37942894,2.17618604}],GeoPosition[{40.4,-3.68333}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {41.38401,2.16342}],GeoPosition[{39.47781111,-0.38034167}],GeoPosition[{37.3851255,-5.9624344}],GeoPosition[ {38.3449707,-0.48893}],GeoPosition[{43.3645,-5.84923}],GeoPosition[{43.3451195,-3.8643401}],GeoPosition[ {39.9833,-0.0333333}],GeoPosition[{39.5737,2.6452899}],GeoPosition[{39.94416667,-0.10361111}],GeoPosition[ {41.476181,-1.3767101}],GeoPosition[{41.42342342,2.18665077}],GeoPosition[{37.16543988,-3.58199495}],GeoPosition[ {60.1931408,11.0987186}],GeoPosition[{40.7817679,-3.7013932}],GeoPosition[{44.5112393,11.364843}],GeoPosition[ {40.2833,-3.8}],GeoPosition[{37.17326,-3.59768}],GeoPosition[{43.5569,-5.92472}],GeoPosition[ {40.104386,-3.697152}],GeoPosition[{41.29694444,2.07833333}],GeoPosition[{40.41921395,-3.8011837}],GeoPosition[ {42.86960329,-8.5268335}],GeoPosition[{38.8789,-6.9669}],GeoPosition[{36.7167,-4.41667}],GeoPosition[ {51.51627537,-0.12945735}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {41.38801,2.16683}],GeoPosition[{37.71367645,-0.99229282}],GeoPosition[{40.46687317,-3.81100941}],GeoPosition[ {37.87131882,-4.76278019}],GeoPosition[{40.29643631,-3.96605515}],GeoPosition[{41.44582748,1.99620807}],GeoPosition[ {48.8569,2.3412}],GeoPosition[{42.31143396,-3.70368004}],GeoPosition[{36.74631224,15.06689072}],GeoPosition[ {38.99623599,-1.8539804}],GeoPosition[{40.5001,-3.65498}],GeoPosition[{40.51251074,-3.34931728}],GeoPosition[ {40.42733,-3.7025299}],GeoPosition[{40.3050977,-3.7310595}],GeoPosition[{40.4201982,-3.80366206}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {42.0478543,-8.64424441}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.2833,-3.8}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {39.4617195,-0.36475}],GeoPosition[{42.6129959,-5.56215268}],GeoPosition[{42.34758,-3.69341}],GeoPosition[ {51.5080414,0.02394}],GeoPosition[{39.47866388,-0.40445894}],GeoPosition[{40.96340372,-5.66923713}],GeoPosition[ {40.45259027,-3.68536378}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{36.6653341,-4.5734706}],GeoPosition[ {43.33179866,-5.9252368}],GeoPosition[{41.98256766,2.82150455}],GeoPosition[{44.78473282,20.4558239}],GeoPosition[ {41.0350618,29.1197716}],GeoPosition[{55.07168309,14.9206149}],GeoPosition[{43.29472222,5.37083333}],GeoPosition[ {41.471678,1.9601384}],GeoPosition[{41.37525682,2.16959036}],GeoPosition[{41.4402814,2.20235109}],GeoPosition[ {40.44388889,-3.69138889}],GeoPosition[{41.38401,2.16342}],GeoPosition[{40.42250614,-3.70930531}],GeoPosition[ {38.9667,-0.183333}],GeoPosition[{40.4123454,-3.70466}],GeoPosition[{36.1929498,-5.9229492}],GeoPosition[ {40.35269928,0.0885017}],GeoPosition[{40.46696091,-3.81095862}],GeoPosition[{41.51031113,2.13772011}],GeoPosition[ {41.34304047,2.11312008}],GeoPosition[{40.44931793,-3.6428659}],GeoPosition[{38.9811265,-0.6872739}],GeoPosition[ {38.0190811,-0.65508}],GeoPosition[{41.36650085,2.1719799}],GeoPosition[{41.43916321,2.22693682}],GeoPosition[ {37.86436081,-4.76781368}],GeoPosition[{43.39171982,-7.3394742}],GeoPosition[{41.40263711,2.15726655}],GeoPosition[ {46.52138691,6.62699055}],GeoPosition[{43.26555,-2.51826}],GeoPosition[{43.4202924,-4.7966428}],GeoPosition[ {41.42883327,2.17095318}],GeoPosition[{38.52815798,-0.10400116}],GeoPosition[{41.3922691,2.19855}],GeoPosition[ {42.0417188,2.84169802}],GeoPosition[{43.3242912,-1.97882}],GeoPosition[{40.4386787,-3.6873701}],GeoPosition[ {40.42832892,-3.68591309}],GeoPosition[{41.37266287,2.16259182}],GeoPosition[{38.37932759,-0.43909771}],GeoPosition[ {41.608799,2.2898901}],GeoPosition[{41.37671772,2.1686071}],GeoPosition[{55.7508344,52.0123297}],GeoPosition[ {39.46497341,-0.3586328}],GeoPosition[{41.6689352,-0.90655376}],GeoPosition[{39.58307868,2.61927284}],GeoPosition[ {36.5321718,-6.29756847}],GeoPosition[{43.26314688,-2.90205078}],GeoPosition[{37.3772,-5.98694}],GeoPosition[ {36.7461007,-3.0260835}],GeoPosition[{35.4111,-3.7759}],GeoPosition[{41.6691355,-0.8832746}],GeoPosition[ {38.1167,-3.08333}],GeoPosition[{40.4062908,-3.69054794}],GeoPosition[{37.6201121,-0.9861231}],GeoPosition[ {38.81696,-1.27777}],GeoPosition[{40.4246959,-3.6982014}],GeoPosition[{40.0575932,-5.7560959}],GeoPosition[ {40.0207168,-3.6107169}],GeoPosition[{40.40145978,-3.59542008}],GeoPosition[{37.42307125,-5.90051651}],GeoPosition[ {38.34338,-0.48522}],GeoPosition[{41.29694444,2.07833333}],GeoPosition[{37.6201121,-0.9861231}],GeoPosition[ {38.3705292,-0.41053}],GeoPosition[{43.29455238,-0.37075224}],GeoPosition[{41.3949814,2.17976}],GeoPosition[ {40.3050629,-3.7310686}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[{41.3869497,2.16965425}],GeoPosition[ {41.66571314,2.78222437}],GeoPosition[{36.7,-6.1167}],GeoPosition[{40.29643631,-3.96605515}],GeoPosition[ {37.53288027,-5.07702144}],GeoPosition[{40.3982048,-3.76583958}],GeoPosition[{39.5559543,-0.5514784}],GeoPosition[ {41.156,1.108}],GeoPosition[{43.53965,-5.6654}],GeoPosition[{36.67206439,-6.12012302}],GeoPosition[ {36.7461122,-3.0261279}],GeoPosition[{38.34232971,-0.49376851}],GeoPosition[{40.03846288,0.05050801}],GeoPosition[ {37.3772202,-5.9865699}],GeoPosition[{40.4,-3.68333}],GeoPosition[{41.38401,2.16342}],GeoPosition[ {37.38217591,-5.90239318}],GeoPosition[{41.3879,2.16992}],GeoPosition[{40.8,0.716667}],GeoPosition[ {41.39139567,2.14660423}],GeoPosition[{40.45972,-3.4769}],GeoPosition[{40.3430869,27.860687}],GeoPosition[ {40.40880336,-3.71089027}],GeoPosition[{40.4167,-3.70325}],GeoPosition[{40.4167,-3.70325}],GeoPosition[ {40.4167,-3.70325}],GeoPosition[{40.4673691,0.47506}],GeoPosition[{41.15,-8.61667}],GeoPosition[ {42.8637032,-2.6785492}],GeoPosition[{38.26884,-0.70683}],GeoPosition[{40.5991,-3.7123}],GeoPosition[ {40.32733384,-3.88849506}],GeoPosition[{37.46486277,-5.64903166}],GeoPosition[{40.48711389,-3.69389444}],GeoPosition[ {39.4722664,-0.3556875}],GeoPosition[{41.21472774,1.72455738}],GeoPosition[{37.6240946,-0.9843073}],GeoPosition[ {36.70300465,-4.4485238}],GeoPosition[{36.142881,-5.4507536}],GeoPosition[{40.43330077,-3.64818621}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{37.6217081,-0.7763341}],GeoPosition[{40.4167,-3.70325}],GeoPosition[ {36.1929498,-5.9229492}],GeoPosition[{40.4311051,-3.6956053}],GeoPosition[{41.07801627,-0.19817229}],GeoPosition[ {40.14170456,0.14318269}],GeoPosition[{41.4524803,2.2084999}],GeoPosition[{40.45834351,-3.6178968}],GeoPosition[ {40.46687317,-3.81100941}],GeoPosition[{40.46696091,-3.81095862}],GeoPosition[{36.49034829,-4.95158902}],GeoPosition[ {36.45,-5.91667}],GeoPosition[{41.58826534,1.69123085}],GeoPosition[{41.5761329,2.0042128}],GeoPosition[ {41.7006084,-6.3468522}],GeoPosition[{42.76183333,10.24083333}],GeoPosition[{37.2750528,-5.9304602}],GeoPosition[ {40.4250843,-3.7129514}],GeoPosition[{40.59689,-3.69988}],GeoPosition[{43.3242912,-1.97882}],GeoPosition[ {36.7149637,-4.2966122}],GeoPosition[{37.6240946,-0.9843073}],GeoPosition[{40.61705837,-3.72316318}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{41.4056384,2.1706176}],GeoPosition[{43.5333,-5.7}],GeoPosition[ {36.7460993,-3.0260273}],GeoPosition[{39.57324653,2.68971575}],GeoPosition[{41.89233333,12.47075}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{51.55817848,-0.28220621}],GeoPosition[{50.94780731,6.98393822}],GeoPosition[ {37.5167,-6.26667}],GeoPosition[{41.38401,2.16342}],GeoPosition[{41.469079,2.1683365}],GeoPosition[ {50.9297714,-1.3839972}],GeoPosition[{39.95,-3.91667}],GeoPosition[{40.95028608,-4.1240933}],GeoPosition[ {41.39982756,1.57754738}],GeoPosition[{43.26668133,-2.94268806}],GeoPosition[{43.26310625,-2.94701387}],GeoPosition[ {43.2581058,-2.93036272}],GeoPosition[{38.61745726,-0.12282908}],GeoPosition[{42.248387,12.295278}],GeoPosition[ {41.0667,1.13333}],GeoPosition[{40.473018,-3.706127}],GeoPosition[{38.01399361,-1.23947161}],GeoPosition[ {41.40635724,2.12151492}],GeoPosition[{36.43333333,-5.13333333}],GeoPosition[{41.65,-0.8833}],GeoPosition[ {36.81128264,-2.56906417}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {43.37090042,-8.39742498}],GeoPosition[{41.34500504,2.0845561}],GeoPosition[{40.42129898,-3.6016705}],GeoPosition[ {40.85,-3.95}],GeoPosition[{40.43374634,-3.8389585}],GeoPosition[{40.4349289,-3.6361699}],GeoPosition[ {43.32555556,-4.06805556}],GeoPosition[{48.8569,2.3412}],GeoPosition[{38.28704814,-0.55225527}],GeoPosition[ {41.471678,1.9601384}],GeoPosition[{37.6240946,-0.9843073}],GeoPosition[{50.94780731,6.98393822}],GeoPosition[ {36.59365911,-6.23617005}],GeoPosition[{40.75416667,-3.78333333}],GeoPosition[{42.35,-3.7}],GeoPosition[ {43.39333333,-5.70416667}],GeoPosition[{36.7461083,-3.0260494}],GeoPosition[{41.4470983,2.1874826}],GeoPosition[ {40.504025,-3.6370001}],GeoPosition[{37.39449228,-5.96759805}],GeoPosition[{40.55067561,-3.6507056}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{38.27326035,-0.53860457}],GeoPosition[{43.662798,-1.44280223}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{36.6951995,-6.12488936}],GeoPosition[{37.77884,-3.79331}],GeoPosition[ {41.3879,2.16992}],GeoPosition[{41.57,2.013}],GeoPosition[{42.4650383,-2.43186}],GeoPosition[ {42.42292454,-5.2164041}],GeoPosition[{40.4167,-3.70325}],GeoPosition[{42.8167,-1.63333}],GeoPosition[ {36.72787213,-4.41738853}],GeoPosition[{39.46666667,-0.38333333}],GeoPosition[{43.2687,-2.9461}],GeoPosition[ {55.7509038,52.0113973}],GeoPosition[{36.7183,-4.4202}],GeoPosition[{37.983,-1.1302}],GeoPosition[ {39.5715,2.6469}],GeoPosition[{37.3877,-6.0018}],GeoPosition[{39.4692,-0.3768}],GeoPosition[ {41.6517,-0.8813}],GeoPosition[{38.3043316,-0.6688366}],GeoPosition[{39.94171992,-0.09371956}],GeoPosition[ {53.89593394,27.47956437}],GeoPosition[{36.7833,-6.35}],GeoPosition[{43.3922072,-2.98805624}],GeoPosition[ {40.5039981,-3.6368846}],GeoPosition[{38.0833,-0.9}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[ {39.90009308,-0.1170925}],GeoPosition[{40.12725449,-0.37600341}],GeoPosition[{40.03120041,-0.55451047}],GeoPosition[ {41.0779114,1.14502}],GeoPosition[{39.99689484,-0.20713259}],GeoPosition[{40.54367828,0.31602299}],GeoPosition[ {41.3833,2.18333}],GeoPosition[{43.33760071,-2.99889994}],GeoPosition[{41.4233551,-1.49436855}],GeoPosition[ {40.50757599,-3.70859027}],GeoPosition[{40.48465729,-3.7430284}],GeoPosition[{40.3022109,-3.44926894}],GeoPosition[ {43.2568703,-2.9437201}],GeoPosition[{36.18756258,-5.92066977}],GeoPosition[{39.8667,-4.01667}],GeoPosition[ {36.72620997,-4.24636602}],GeoPosition[{48.20716667,16.42052778}],GeoPosition[{41.63461383,-0.9000884}],GeoPosition[ {42.2389488,-8.7228498}],GeoPosition[{40.40880336,-3.71089027}],GeoPosition[{36.7478845,-3.0236702}],GeoPosition[ {41.3869497,2.16965425}],GeoPosition[{43.46274807,-3.81668624}],GeoPosition[{37.7808222,-3.7971842}],GeoPosition[ {37.38583333,-5.99305556}],GeoPosition[{37.4102404,-6.0064925}],GeoPosition[{41.23906667,1.80966389}],GeoPosition[ {40.41704446,-3.70354074}],GeoPosition[{43.54114475,-5.65375328}],GeoPosition[{39.0838036,-9.2577493}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{36.7461105,-3.0260616}],GeoPosition[{38.10793269,-1.85848147}],GeoPosition[ {42.4650383,-2.43186}],GeoPosition[{38.988396,-0.5298087}],GeoPosition[{41.2556281,1.7800978}],GeoPosition[ {41.2556281,1.7800978}],GeoPosition[{39.4678307,-0.38159}],GeoPosition[{41.2556281,1.7800978}],GeoPosition[ {40.44888537,-3.70786735}],GeoPosition[{41.65,-4.71667}],GeoPosition[{51.89408464,4.52652623}],GeoPosition[ {40.42242,-3.69376}],GeoPosition[{43.2568703,-2.9437201}],GeoPosition[{47.9167,33.35}],GeoPosition[ {37.6240946,-0.9843073}],GeoPosition[{43.37072417,-8.39639714}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {37.25951505,-3.57732656}],GeoPosition[{40.54540555,-3.61202414}],GeoPosition[{37.97992119,-1.10740474}],GeoPosition[ {41.367166,-8.4807389}],GeoPosition[{40.2370515,-3.7780873}],GeoPosition[{41.3879,2.16992}],GeoPosition[ {37.6217072,-0.7763325}],GeoPosition[{41.6153565,2.6672388}],GeoPosition[{37.6240946,-0.9843073}],GeoPosition[ {40.4828657,-3.3507868}],GeoPosition[{41.4667,1.93333}],GeoPosition[{36.52639882,-6.19225747}],GeoPosition[ {37.6240946,-0.9843073}],GeoPosition[{43.43571472,-3.83742166}],GeoPosition[{40.42324066,-3.88471055}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{52.0765164,-2.6544182}],GeoPosition[{38.3043316,-0.6688366}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{52.55417849,13.29183055}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{42.5169076,-8.7585823}],GeoPosition[ {39.46666667,-0.38333333}],GeoPosition[{46.7667,23.5833}],GeoPosition[{38.78931412,0.1663791}],GeoPosition[ {41.6539081,-0.881448}],GeoPosition[{40.39202127,-3.69764135}],GeoPosition[{41.21615609,1.73304764}],GeoPosition[ {41.65,-4.71667}],GeoPosition[{37.2333,-5.11667}],GeoPosition[{36.7461008,-3.0261208}],GeoPosition[ {36.83965,-2.47546}],GeoPosition[{43.2498486,-5.7749197}],GeoPosition[{37.394992,-5.9696983}],GeoPosition[ {37.42307125,-5.90051651}],GeoPosition[{40.4054985,-3.8880799}],GeoPosition[{41.4667,1.93333}],GeoPosition[ {36.7461116,-3.0260646}],GeoPosition[{53.35021704,-6.25428041}],GeoPosition[{51.5080414,0.02394}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{41.30002227,2.00068864}],GeoPosition[{40.2370701,-3.778073}],GeoPosition[ {41.3879,2.16992}],GeoPosition[{36.68517292,-4.4717254}],GeoPosition[{38.87267461,-6.9805445}],GeoPosition[ {40.6036925,-4.3290723}],GeoPosition[{40.45068,-3.72933}],GeoPosition[{39.4449872,2.75636913}],GeoPosition[ {40.44388889,-3.58611111}],GeoPosition[{38.988867,-3.9254331}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.5602989,-3.6121199}],GeoPosition[{40.46168,-3.689889}],GeoPosition[{40.9589393,38.7325833}],GeoPosition[ {37.6240946,-0.9843073}],GeoPosition[{41.38643958,2.17280971}],GeoPosition[{51.25337127,7.13014779}],GeoPosition[ {36.50628761,-4.94272556}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{43.2568703,-2.9437201}],GeoPosition[ {41.38401,2.16342}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {36.82823667,-2.407055}],GeoPosition[{41.69968913,-6.34622369}],GeoPosition[{40.42102966,-3.72113373}],GeoPosition[ {36.5964282,-6.2416817}],GeoPosition[{40.45259027,-3.68536378}],GeoPosition[{39.99751663,-0.26824081}],GeoPosition[ {40.4411128,-3.6854205}],GeoPosition[{39.95188904,-0.62507153}],GeoPosition[{40.39202127,-3.69764135}],GeoPosition[ {38.191132,-0.5506447}],GeoPosition[{36.7333,-5.16667}],GeoPosition[{41.67682121,26.55410093}],GeoPosition[ {41.2833,1.96667}],GeoPosition[{37.17071,-3.5789}],GeoPosition[{40.38134,-3.61355}],GeoPosition[ {37.6250926,-0.9843073}],GeoPosition[{41.0667,1.13333}],GeoPosition[{42.52603533,-1.67350886}],GeoPosition[ {41.2465172,1.8646083}],GeoPosition[{40.4,-3.68333}],GeoPosition[{41.15129,-8.61862}],GeoPosition[ {37.3167,-6.66667}],GeoPosition[{38.0389942,-4.0468482}],GeoPosition[{36.6984898,-4.44020391}],GeoPosition[ {38.7040215,-3.7778876}],GeoPosition[{36.69834768,-4.43865685}],GeoPosition[{39.5667,2.65}],GeoPosition[ {40.49889993,-3.88720231}],GeoPosition[{38.314678,-3.570029}],GeoPosition[{41.4149116,1.0036941}],GeoPosition[ {38.7167,-9.13333}],GeoPosition[{41.58826534,1.69123085}],GeoPosition[{40.4,-1.9}],GeoPosition[ {40.4054985,-3.8880799}],GeoPosition[{45.48223029,9.15022574}],GeoPosition[{40.4173428,-3.7119897}],GeoPosition[ {39.471818,-0.378763}],GeoPosition[{38.76666667,-9.15}],GeoPosition[{40.42,-3.68888889}],GeoPosition[ {41.653785,-4.7209054}],GeoPosition[{40.4416956,-3.68725672}],GeoPosition[{40.4287415,-3.6780801}],GeoPosition[ {38.017448,-1.038685}],GeoPosition[{38.7040095,-3.7779179}],GeoPosition[{43.3333,-6.}],GeoPosition[ {40.33318511,-3.86632233}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[{36.83957,-2.46453}],GeoPosition[ {42.01441,2.93682}],GeoPosition[{43.30972222,-2.0075}],GeoPosition[{38.61472222,-1.11972222}],GeoPosition[ {43.73666667,-7.87722222}],GeoPosition[{40.459161,-3.479023}],GeoPosition[{50.95,6.9667}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{37.785,-3.9025}],GeoPosition[{37.18861111,-3.77722222}],GeoPosition[ {43.24331284,-3.25163794}],GeoPosition[{40.53207016,-3.6204915}],GeoPosition[{37.19972222,-3.60472222}],GeoPosition[ {41.45503616,2.18825746}],GeoPosition[{37.05,-4.85}],GeoPosition[{40.504065,-3.6369713}],GeoPosition[ {40.47523,-3.63945}],GeoPosition[{37.39291969,-5.98688863}],GeoPosition[{41.37193,2.16289}],GeoPosition[ {40.3285496,-3.7604385}],GeoPosition[{41.65209412,-0.89111399}],GeoPosition[{36.30009101,-5.26850599}],GeoPosition[ {39.8667,-4.01667}],GeoPosition[{40.4535864,-3.7040774}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {43.2568703,-2.9437201}],GeoPosition[{37.6240946,-0.9843073}],GeoPosition[{36.7167,-4.41667}],GeoPosition[ {37.38054941,-5.99157983}],GeoPosition[{41.2544777,1.8960343}],GeoPosition[{52.381905,13.1199934}],GeoPosition[ {38.0389929,-4.0468579}],GeoPosition[{41.5404703,2.4394107}],GeoPosition[{41.683449,2.491277}],GeoPosition[ {35.88694444,-5.31527778}],GeoPosition[{41.40532,2.15645}],GeoPosition[{40.4207191,-3.6998899}],GeoPosition[ {40.3751976,-3.7420807}],GeoPosition[{37.39479785,-5.9698105}],GeoPosition[{43.2568703,-2.9437201}],GeoPosition[ {38.0900116,-0.72823}],GeoPosition[{40.5040545,-3.6369595}],GeoPosition[{40.49412257,-3.87627482}],GeoPosition[ {40.05165787,-4.21400966}],GeoPosition[{36.59588419,-4.6371022}],GeoPosition[{39.4833,-0.433333}],GeoPosition[ {37.3977826,-5.9954098}],GeoPosition[{39.4702,-0.376805}],GeoPosition[{37.6240946,-0.9843073}],GeoPosition[ {43.3385631,-1.7543154}],GeoPosition[{40.4098396,-3.697}],GeoPosition[{43.3167,-1.98333}],GeoPosition[ {41.19203896,-8.59327249}],GeoPosition[{36.42094328,-6.15021434}],GeoPosition[{43.34864031,-4.046839}],GeoPosition[ {45.25,19.85}],GeoPosition[{39.52722222,-0.34916667}],GeoPosition[{40.46578217,-3.88592505}],GeoPosition[ {41.01963043,-2.18069124}],GeoPosition[{41.0345726,-2.46505713}],GeoPosition[{40.29643631,-3.96605515}],GeoPosition[ {38.56139856,-6.33004633}],GeoPosition[{51.9588089,5.9790101}],GeoPosition[{43.3613953,-5.8593267}],GeoPosition[ {38.28704814,-0.55225527}],GeoPosition[{41.4053001,2.16506}],GeoPosition[{37.32150947,-5.41912155}],GeoPosition[ {37.32150947,-5.41912155}],GeoPosition[{36.49516135,-4.99545018}],GeoPosition[{40.42524509,-3.70777853}],GeoPosition[ {43.36848734,-8.41333866}],GeoPosition[{39.58175914,2.62058333}],GeoPosition[{36.83512282,-4.12936725}],GeoPosition[ {37.75,-3.91667}],GeoPosition[{40.41462,-3.70133}],GeoPosition[{40.03846288,0.05050801}],GeoPosition[ {37.39291969,-5.98688863}],GeoPosition[{41.2596058,1.9240134}],GeoPosition[{41.0205857,29.11693967}],GeoPosition[ {40.4062908,-3.69054794}],GeoPosition[{41.21615609,1.73304764}],GeoPosition[{41.6449961,-4.71199466}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{51.47935404,0.32490041}],GeoPosition[{37.67460886,-1.69924775}],GeoPosition[ {36.73086737,-4.10062104}],GeoPosition[{37.27694894,-6.84563454}],GeoPosition[{42.88887216,-8.52670836}],GeoPosition[ {39.46666667,-0.38333333}],GeoPosition[{42.8733079,-8.5518614}],GeoPosition[{40.42690565,-3.6997945}],GeoPosition[ {40.2333,-3.35}],GeoPosition[{42.15429623,-8.82524187}],GeoPosition[{37.1775078,-5.7756448}],GeoPosition[ {41.389589,2.1635491}],GeoPosition[{40.42732429,-3.69691684}],GeoPosition[{40.4677856,-3.61544609}],GeoPosition[ {43.4543346,5.2386444}],GeoPosition[{41.0205857,29.11693967}],GeoPosition[{41.2596058,1.9240134}],GeoPosition[ {42.05797597,-6.54858112}],GeoPosition[{52.37403,4.88969}],GeoPosition[{37.8900007,-4.7907925}],GeoPosition[ {52.3731,4.8922}],GeoPosition[{36.7315082,-4.56566135}],GeoPosition[{42.05,-6.48333}],GeoPosition[ {43.26369858,-2.27550006}],GeoPosition[{41.33946991,2.11617017}],GeoPosition[{43.09722137,-6.04471731}],GeoPosition[ {43.09326172,-6.25818348}],GeoPosition[{41.389454,2.121632}],GeoPosition[{41.0205857,29.11693967}],GeoPosition[ {39.46447486,-0.32298262}],GeoPosition[{52.33277778,4.95555556}],GeoPosition[{41.6552255,-4.719328}],GeoPosition[ {41.2683597,1.9616748}],GeoPosition[{36.5333,-6.2833}],GeoPosition[{36.43333333,-5.13333333}],GeoPosition[ {42.04934836,-6.57218848}],GeoPosition[{41.3896366,2.1635738}],GeoPosition[{43.27222222,-2.94583333}],GeoPosition[ {42.05477,-8.63918}],GeoPosition[{43.2655175,-4.0709827}],GeoPosition[{37.3844719,-5.9731798}],GeoPosition[ {37.386,-5.99034}],GeoPosition[{38.69787,-0.47441}],GeoPosition[{43.26310625,-2.94701387}],GeoPosition[ {41.930224,2.25655021}],GeoPosition[{43.26668133,-2.94268806}],GeoPosition[{43.2581058,-2.93036272}],GeoPosition[ {40.4167,-3.70325}],GeoPosition[{43.3242912,-1.97882}],GeoPosition[{40.4676342,-3.6765289}],GeoPosition[ {43.36167251,-8.42093382}],GeoPosition[{40.3,-4.}],GeoPosition[{43.37090042,-8.39742498}],GeoPosition[ {41.43651448,2.17410461}],GeoPosition[{40.42552165,-3.68502764}],GeoPosition[{43.36,-5.845}],GeoPosition[ {39.4763184,-6.3722701}],GeoPosition[{40.43486172,-3.67390316}],GeoPosition[{39.1833,-6.63333}],GeoPosition[ {43.2568703,-2.9437201}],GeoPosition[{43.47152904,-3.78045655}],GeoPosition[{41.3896366,2.1635738}],GeoPosition[ {41.9,12.5}],GeoPosition[{37.6250926,-0.9843073}],GeoPosition[{40.09154,0.13746}],GeoPosition[ {37.6667,-1.7}],GeoPosition[{40.47909027,-3.67607931}],GeoPosition[{41.65,-4.71667}],GeoPosition[ {37.32743719,-5.41622975}],GeoPosition[{42.53102333,-6.75154667}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[ {50.94536919,6.98018334}],GeoPosition[{36.74148907,-5.16618008}],GeoPosition[{64.13333333,-21.93333333}],GeoPosition[ {40.53615211,-3.6577367}],GeoPosition[{43.03400421,-6.45957756}],GeoPosition[{41.45275879,2.19509006}],GeoPosition[ {43.43571472,-3.83742166}],GeoPosition[{41.8168135,0.570176}],GeoPosition[{38.08802721,-3.62300573}],GeoPosition[ {39.46666667,-0.38333333}],GeoPosition[{40.47901042,-3.57210159}],GeoPosition[{40.47903563,-3.6761607}],GeoPosition[ {60.173116,24.947318}],GeoPosition[{40.9667,-5.65}],GeoPosition[{37.3850086,-5.9183202}],GeoPosition[ {48.86669507,2.36048396}],GeoPosition[{41.34647946,2.10881145}],GeoPosition[{36.712236,-4.2660013}],GeoPosition[ {36.6718597,-5.4460502}],GeoPosition[{42.6037779,-5.5829684}],GeoPosition[{39.12793628,16.07158943}],GeoPosition[ {36.43333333,-5.13333333}],GeoPosition[{37.6250926,-0.9843073}],GeoPosition[{43.2568703,-2.9437201}],GeoPosition[ {41.3833,2.18333}],GeoPosition[{36.7676732,-6.3544582}],GeoPosition[{42.6037761,-5.582976}],GeoPosition[ {40.94495919,-5.65336168}],GeoPosition[{39.80289337,2.69575465}],GeoPosition[{37.2205159,-5.3158429}],GeoPosition[ {40.45,-3.48333}],GeoPosition[{37.8833,-4.76667}],GeoPosition[{43.32425669,-1.97852612}],GeoPosition[ {36.7491112,-4.0759702}],GeoPosition[{40.422451,-3.69503}],GeoPosition[{40.3967505,-3.697224}],GeoPosition[ {36.9206365,14.7123076}],GeoPosition[{42.6037877,-5.5829604}],GeoPosition[{41.2829822,1.9841602}],GeoPosition[ {36.6868153,-6.110791}],GeoPosition[{69.01671445,20.87563146}],GeoPosition[{36.9206365,14.7123076}],GeoPosition[ {36.680969,-6.1280441}],GeoPosition[{41.21959993,1.53239415}],GeoPosition[{37.38675207,-5.98805755}],GeoPosition[ {37.65127725,-0.71836145}],GeoPosition[{36.9206365,14.7123076}],GeoPosition[{44.78473282,20.4558239}],GeoPosition[ {43.53264428,-8.19215406}],GeoPosition[{41.21615609,1.73304764}],GeoPosition[{37.17041179,-3.60471782}],GeoPosition[ {41.37730166,2.17512242}],GeoPosition[{41.06031849,28.98971398}],GeoPosition[{48.8201188,2.37775702}],GeoPosition[ {36.70586919,-4.43622699}],GeoPosition[{38.3796358,-0.729143}],GeoPosition[{36.71295565,-4.2664031}],GeoPosition[ {37.38245571,-5.99342823}],GeoPosition[{36.9206365,14.7123076}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {55.8033528,-4.29797572}],GeoPosition[{43.3094529,-8.5098344}],GeoPosition[{43.19210052,-2.43309999}],GeoPosition[ {43.2568703,-2.9437201}],GeoPosition[{36.9206365,14.7123076}],GeoPosition[{39.58175914,2.62058333}],GeoPosition[ {40.4676199,-3.6396}],GeoPosition[{36.9206365,14.7123076}],GeoPosition[{38.3705292,-0.41053}],GeoPosition[ {38.96780213,-0.18008897}],GeoPosition[{38.1114,15.6619}],GeoPosition[{40.31203762,-3.84335202}],GeoPosition[ {38.0549,-1.213135}],GeoPosition[{40.45707239,-3.66740774}],GeoPosition[{40.3967537,-3.6972198}],GeoPosition[ {36.9206365,14.7123076}],GeoPosition[{36.71295565,-4.2664031}],GeoPosition[{41.4667,2.08333}],GeoPosition[ {41.38684519,2.16994041}],GeoPosition[{36.9206365,14.7123076}],GeoPosition[{37.98916335,-1.17554942}],GeoPosition[ {41.286,1.982}],GeoPosition[{39.4708421,-0.35344689}],GeoPosition[{41.65324183,-4.72384033}],GeoPosition[ {36.9206365,14.7123076}],GeoPosition[{42.6038112,-5.5829419}],GeoPosition[{40.4268461,-3.69978314}],GeoPosition[ {40.52080998,-3.65711581}],GeoPosition[{36.9206365,14.7123076}],GeoPosition[{40.46713185,-3.67833885}],GeoPosition[ {37.6270438,-0.9896852}],GeoPosition[{41.38401,2.16342}],GeoPosition[{40.51187907,-3.67973769}],GeoPosition[ {37.6217075,-0.7763346}],GeoPosition[{43.35714596,-3.01345135}],GeoPosition[{55.7509038,52.0113973}],GeoPosition[ {36.43333333,-5.13333333}],GeoPosition[{51.4667,-1.96667}],GeoPosition[{38.98490556,-3.91329704}],GeoPosition[ {36.9206365,14.7123076}],GeoPosition[{41.528574,2.0400758}],GeoPosition[{41.40384,2.16028438}],GeoPosition[ {36.62300184,-4.49603363}],GeoPosition[{38.363325,-0.4949914}],GeoPosition[{37.3828,-5.97317}],GeoPosition[ {38.35,-0.483333}],GeoPosition[{43.1,-1.3}],GeoPosition[{41.44044113,2.1635201}],GeoPosition[ {37.32150947,-5.41912155}],GeoPosition[{41.36650085,2.1719799}],GeoPosition[{41.5285664,2.0400678}],GeoPosition[ {41.3833,2.18333}],GeoPosition[{40.03683272,-3.60771943}],GeoPosition[{48.8241334,2.2892136}],GeoPosition[ {37.3772,-5.98694}],GeoPosition[{37.3793128,-6.2003373}],GeoPosition[{41.38412,2.17225}],GeoPosition[ {43.4202924,-4.7966428}],GeoPosition[{41.79659197,12.25241661}],GeoPosition[{37.268296,-5.936915}],GeoPosition[ {59.433497,24.75108135}],GeoPosition[{42.5987481,-5.5909855}],GeoPosition[{36.47108,-6.1977}],GeoPosition[ {43.3333,-6.}],GeoPosition[{37.388163,-5.982399}],GeoPosition[{51.51623703,-0.14673774}],GeoPosition[ {48.1517105,11.5779896}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.45259027,-3.68536378}],GeoPosition[ {40.46329,-3.43934}],GeoPosition[{38.38981228,-0.44274914}],GeoPosition[{40.47222222,-3.56083333}],GeoPosition[ {40.4325661,-3.6056958}],GeoPosition[{37.18823685,-5.76842679}],GeoPosition[{42.84559634,-2.67237577}],GeoPosition[ {43.3242912,-1.97882}],GeoPosition[{43.8923111,11.0184574}],GeoPosition[{40.71851818,0.84253742}],GeoPosition[ {38.3796358,-0.729143}],GeoPosition[{40.42534481,-3.56135035}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {43.1374297,-2.6581745}],GeoPosition[{39.58175914,2.62058333}],GeoPosition[{40.4312809,-3.6992417}],GeoPosition[ {40.4676221,-3.6765567}],GeoPosition[{41.078894,1.131178}],GeoPosition[{42.86418,-2.64902}],GeoPosition[ {36.5167,-4.88333}],GeoPosition[{41.4944559,2.1548361}],GeoPosition[{40.1108189,0.15086889}],GeoPosition[ {38.3705292,-0.41053}],GeoPosition[{36.53385267,-6.30230563}],GeoPosition[{40.39588834,-3.66453073}],GeoPosition[ {38.3705292,-0.41053}],GeoPosition[{43.2687,-2.9461}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {36.7183,-4.4202}],GeoPosition[{37.983,-1.1302}],GeoPosition[{39.5715,2.6469}],GeoPosition[ {37.3877,-6.0018}],GeoPosition[{41.6517,-0.8813}],GeoPosition[{43.53259583,-8.20059943}],GeoPosition[ {42.35,-3.7}],GeoPosition[{35.448,-3.7877}],GeoPosition[{40.4429,-3.71795}],GeoPosition[ {43.3333,-6.}],GeoPosition[{47.21672614,-1.55375004}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[ {40.41965533,-3.69741819}],GeoPosition[{37.72685623,-1.56038082}],GeoPosition[{41.33946991,2.11617017}],GeoPosition[ {43.26369858,-2.95280004}],GeoPosition[{42.0667,-6.6}],GeoPosition[{38.34598437,-0.49239755}],GeoPosition[ {38.3705292,-0.41053}],GeoPosition[{36.7669679,-6.3569382}],GeoPosition[{40.47220395,-3.68241549}],GeoPosition[ {36.6868153,-6.110791}],GeoPosition[{38.39463705,-0.51299707}],GeoPosition[{47.21672614,-1.55375004}],GeoPosition[ {40.41536259,-3.70904177}],GeoPosition[{39.65164277,2.77134917}],GeoPosition[{43.34195908,-1.80695933}],GeoPosition[ {39.58395,2.65679}],GeoPosition[{36.4667984,-5.02617204}],GeoPosition[{37.3772,-5.98694}],GeoPosition[ {42.4759393,-2.397062}],GeoPosition[{36.49034829,-4.95158902}],GeoPosition[{55.7509038,52.0113973}],GeoPosition[ {41.8168135,0.570176}],GeoPosition[{39.4990267,-0.3500753}],GeoPosition[{41.3394695,2.1161701}],GeoPosition[ {40.63044066,-3.18527734}],GeoPosition[{38.9748395,-3.9266004}],GeoPosition[{36.28823175,-5.28133747}],GeoPosition[ {43.2569,-2.9236}],GeoPosition[{36.75195017,-5.15827358}],GeoPosition[{40.42139149,-3.69210254}],GeoPosition[ {41.3667,2.13333}],GeoPosition[{36.252091,-6.02516}],GeoPosition[{37.7667,-0.833333}],GeoPosition[ {40.522675,-3.6372825}],GeoPosition[{38.42767363,-6.42187326}],GeoPosition[{41.6553497,-4.7279501}],GeoPosition[ {41.6516097,-0.881484}],GeoPosition[{41.5,2.18333}],GeoPosition[{40.4656956,-3.4503344}],GeoPosition[ {41.75065231,2.25763535}],GeoPosition[{42.79811859,-0.41272339}],GeoPosition[{42.3359693,-3.7055204}],GeoPosition[ {41.21063993,1.72921013}],GeoPosition[{43.4593197,-3.823345}],GeoPosition[{40.4267858,-3.6940664}],GeoPosition[ {40.41928357,-3.69808301}],GeoPosition[{36.7315082,-4.56566135}],GeoPosition[{39.54252418,-0.45449703}],GeoPosition[ {42.34111484,-3.70305772}],GeoPosition[{40.406528,-3.689373}],GeoPosition[{40.7829138,-3.6898714}],GeoPosition[ {36.6777382,-5.4479899}],GeoPosition[{39.58167062,2.67346085}],GeoPosition[{36.77953,-6.35188}],GeoPosition[ {37.90713891,-4.717844}],GeoPosition[{48.06936,16.3179}],GeoPosition[{38.3705292,-0.41053}],GeoPosition[ {37.37310619,-6.083488}],GeoPosition[{40.22190231,-5.75327124}],GeoPosition[{38.427698,-6.421804}],GeoPosition[ {39.87859125,-4.04186027}],GeoPosition[{40.46968007,-3.70264263}],GeoPosition[{55.7509038,52.0113973}],GeoPosition[ {41.65239288,-0.8795929}],GeoPosition[{43.57178333,-6.94895333}],GeoPosition[{43.9061068,25.9799753}],GeoPosition[ {37.3836697,-5.9531425}],GeoPosition[{40.7828883,-3.6899028}],GeoPosition[{39.4255,-0.4201}],GeoPosition[ {40.4262841,-3.68332335}],GeoPosition[{43.2685045,-2.9248061}],GeoPosition[{40.4167,-3.70325}],GeoPosition[ {37.7667,-3.7711}],GeoPosition[{41.11357108,1.24124567}],GeoPosition[{40.4342117,-3.6646099}],GeoPosition[ {40.104386,-3.697152}],GeoPosition[{42.13333333,-0.41666667}],GeoPosition[{36.88965132,-2.42164831}],GeoPosition[ {40.6333,-3.16667}],GeoPosition[{38.0479917,-1.0830818}],GeoPosition[{39.4015083,-3.1302221}],GeoPosition[ {37.3833,-6.05}],GeoPosition[{43.2684837,-2.9248253}],GeoPosition[{41.3833,2.18333}],GeoPosition[ {41.6534691,-0.87395}],GeoPosition[{39.86546688,-0.07262112}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {41.45275879,2.19509006}],GeoPosition[{42.76335144,-0.33886281}],GeoPosition[{36.7889015,-5.5574047}],GeoPosition[ {41.15,-8.61667}],GeoPosition[{40.4854388,-3.3463808}],GeoPosition[{41.468981,2.087139}],GeoPosition[ {43.6152925,-5.7963305}],GeoPosition[{38.3705292,-0.41053}],GeoPosition[{43.2614969,-4.06943}],GeoPosition[ {49.05527778,4.00361111}],GeoPosition[{39.58175914,2.62058333}],GeoPosition[{37.38921114,-5.99931579}],GeoPosition[ {41.3879,2.16992}],GeoPosition[{52.51072211,13.45666091}],GeoPosition[{40.4167,-3.70325}],GeoPosition[ {38.9681015,-0.18243}],GeoPosition[{38.38994247,-0.44423691}],GeoPosition[{38.9681015,-0.18243}],GeoPosition[ {37.388163,-5.982399}],GeoPosition[{40.4848319,-3.3497543}],GeoPosition[{36.5333,-6.2833}],GeoPosition[ {38.35,-0.483333}],GeoPosition[{40.463138,-3.707037}],GeoPosition[{40.4216118,-3.70841}],GeoPosition[ {41.15,-8.61667}],GeoPosition[{37.75,-0.85}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {40.2968089,-3.8376865}],GeoPosition[{41.3833,2.18333}],GeoPosition[{39.85475667,-0.157195}],GeoPosition[ {43.3524956,-3.0046387}],GeoPosition[{43.4651108,-3.81457}],GeoPosition[{40.38423907,-3.76426}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.4,-3.68333}],GeoPosition[{43.37090042,-8.39742498}],GeoPosition[ {40.35,0.416667}],GeoPosition[{43.6152925,-5.7963305}],GeoPosition[{36.596444,-6.2416995}],GeoPosition[ {43.08036638,6.15119119}],GeoPosition[{43.2687,-2.9461}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {36.7183,-4.4202}],GeoPosition[{37.983,-1.1302}],GeoPosition[{39.5715,2.6469}],GeoPosition[ {37.3877,-6.0018}],GeoPosition[{39.4692,-0.3768}],GeoPosition[{41.6517,-0.8813}],GeoPosition[ {42.05,-6.63333}],GeoPosition[{53.34405712,-6.23900153}],GeoPosition[{41.21615609,1.73304764}],GeoPosition[ {40.4276018,-3.7310497}],GeoPosition[{37.22686408,-3.67047646}],GeoPosition[{43.2568703,-2.9437201}],GeoPosition[ {36.8415909,-2.4506199}],GeoPosition[{41.6167,1.85}],GeoPosition[{40.4333,-3.53333}],GeoPosition[ {42.3524941,-5.7525289}],GeoPosition[{39.1955286,-0.4321114}],GeoPosition[{36.7204053,-4.41826344}],GeoPosition[ {37.7677193,-3.7920599}],GeoPosition[{39.49763863,2.75430473}],GeoPosition[{39.000417,-1.860991}],GeoPosition[ {39.06611111,-5.72277778}],GeoPosition[{39.5772285,2.6521699}],GeoPosition[{43.25983152,-2.92458804}],GeoPosition[ {43.2568703,-2.9437201}],GeoPosition[{43.26668133,-2.94268806}],GeoPosition[{43.26310625,-2.94701387}],GeoPosition[ {43.2581058,-2.93036272}],GeoPosition[{42.74919128,-0.2437}],GeoPosition[{40.4359159,-3.7305144}],GeoPosition[ {40.4539719,-3.6940601}],GeoPosition[{42.60163383,-5.57979473}],GeoPosition[{41.08216938,29.08614983}],GeoPosition[ {45.39896875,11.87639158}],GeoPosition[{40.42396377,-3.6720743}],GeoPosition[{42.53812,-7.53297}],GeoPosition[ {38.3705292,-0.41053}],GeoPosition[{40.4167,-3.70325}],GeoPosition[{40.4167,-3.70325}],GeoPosition[ {39.49571927,-0.35328954}],GeoPosition[{37.,35.3213}],GeoPosition[{40.41811021,-3.69919172}],GeoPosition[ {42.52805556,-1.67694444}],GeoPosition[{43.2593307,-2.9219899}],GeoPosition[{40.0288472,-6.09019532}],GeoPosition[ {41.4712,2.08117}],GeoPosition[{41.4658,2.08497}],GeoPosition[{36.63150855,-6.36563542}],GeoPosition[ {41.41834561,2.12771077}],GeoPosition[{43.2568703,-2.9437201}],GeoPosition[{41.65088978,-0.90511143}],GeoPosition[ {39.95604669,-3.93115762}],GeoPosition[{43.6137121,-5.7987857}],GeoPosition[{41.3879,2.16992}],GeoPosition[ {41.5833,-4.06667}],GeoPosition[{40.544239,-3.69203}],GeoPosition[{40.00459,18.1631}],GeoPosition[ {56.1355722,8.97809206}],GeoPosition[{41.02023815,28.93754082}],GeoPosition[{38.9833,-1.85}],GeoPosition[ {49.38333333,10.18333333}],GeoPosition[{52.50110197,13.45071197}],GeoPosition[{39.58175914,2.62058333}],GeoPosition[ {37.3772,-5.98694}],GeoPosition[{43.25917,-2.92236}],GeoPosition[{38.66479078,-2.49083375}],GeoPosition[ {43.12666667,-4.05472222}],GeoPosition[{41.8314969,1.7532955}],GeoPosition[{41.06031849,28.98971398}],GeoPosition[ {40.6659196,-3.77437192}],GeoPosition[{43.34758,-4.05496}],GeoPosition[{43.2568703,-2.9437201}],GeoPosition[ {39.7202797,2.90956}],GeoPosition[{40.46476275,-3.57002512}],GeoPosition[{43.53353,-5.64644}],GeoPosition[ {37.2733326,-6.945118}],GeoPosition[{43.5479393,-5.9216499}],GeoPosition[{42.83711111,-2.68804444}],GeoPosition[ {38.91215189,1.43494716}],GeoPosition[{43.2659683,-2.9220099}],GeoPosition[{40.46696091,-3.81095862}],GeoPosition[ {37.3828,-5.97317}],GeoPosition[{41.6552096,-4.7192796}],GeoPosition[{40.4420013,-3.8342846}],GeoPosition[ {42.340837,-3.701723}],GeoPosition[{42.83711111,-2.68804444}],GeoPosition[{42.34035939,-3.69977399}],GeoPosition[ {40.24284177,-3.77535293}],GeoPosition[{36.7167,-4.41667}],GeoPosition[{39.85475667,-0.157195}],GeoPosition[ {38.37182,-0.417}],GeoPosition[{43.54153,-5.66131}],GeoPosition[{41.2824229,1.9823203}],GeoPosition[ {41.65884263,-0.91088854}],GeoPosition[{45.8010499,9.09529}],GeoPosition[{41.3833,2.18333}],GeoPosition[ {40.48694307,-3.65715378}],GeoPosition[{41.2824229,1.9823203}],GeoPosition[{36.2488656,-5.9677243}],GeoPosition[ {43.3167,-3.01667}],GeoPosition[{56.9891387,24.24332282}],GeoPosition[{40.5509088,-3.6298983}],GeoPosition[ {37.8833,-4.76667}],GeoPosition[{38.8789,-6.9669}],GeoPosition[{43.25834486,-2.92409829}],GeoPosition[ {41.6908405,2.286756}],GeoPosition[{36.80835587,-2.5722581}],GeoPosition[{40.47901042,-3.57210159}],GeoPosition[ {39.89858014,4.07903385}],GeoPosition[{36.41845292,25.43168144}],GeoPosition[{52.39918051,4.8490048}],GeoPosition[ {43.337241,-2.8601306}],GeoPosition[{37.1774651,-5.7755776}],GeoPosition[{40.6344103,-4.0178562}],GeoPosition[ {50.811667,4.381111}],GeoPosition[{43.5479393,-5.9216499}],GeoPosition[{45.55,8.95}],GeoPosition[ {40.4777298,-3.6865931}],GeoPosition[{43.2564339,-2.9239912}],GeoPosition[{36.45,-5.91667}],GeoPosition[ {37.23341886,27.69188603}],GeoPosition[{40.4064828,-3.69036763}],GeoPosition[{40.6343863,-4.0178368}],GeoPosition[ {39.46603172,-0.36077134}],GeoPosition[{40.46239711,-3.81081647}],GeoPosition[{41.2823056,1.9825193}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{37.1774645,-5.7755791}],GeoPosition[{40.4167599,-3.7068}],GeoPosition[ {37.1774645,-5.7755789}],GeoPosition[{36.5104351,-4.96908747}],GeoPosition[{43.5479393,-5.9216499}],GeoPosition[ {38.4147825,-0.39400917}],GeoPosition[{39.44277129,-0.39832996}],GeoPosition[{36.7889248,-5.5574488}],GeoPosition[ {56.1075351,-3.7529409}],GeoPosition[{39.8749963,-4.05285195}],GeoPosition[{40.00953694,-0.15634555}],GeoPosition[ {40.48694872,-3.65714295}],GeoPosition[{40.45259027,-3.68536378}],GeoPosition[{36.7889306,-5.5574621}],GeoPosition[ {37.999879,-1.1734907}],GeoPosition[{40.46221067,-3.74967446}],GeoPosition[{39.54252418,-0.45449703}],GeoPosition[ {40.0575932,-5.7560959}],GeoPosition[{36.5907133,6.7484896}],GeoPosition[{43.365892,-8.406061}],GeoPosition[ {40.41654,-3.69863}],GeoPosition[{36.7126326,-4.4548442}],GeoPosition[{40.4167,-3.70325}],GeoPosition[ {36.53231,-6.29704}],GeoPosition[{38.96742,-0.18006}],GeoPosition[{41.6908708,2.2867909}],GeoPosition[ {39.06611111,-5.72277778}],GeoPosition[{43.30972222,-2.0075}],GeoPosition[{38.61472222,-1.11972222}],GeoPosition[ {41.384445,2.133314}],GeoPosition[{43.73666667,-7.87722222}],GeoPosition[{37.38391,-5.99023}],GeoPosition[ {37.785,-3.9025}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{48.8244315,2.2893019}],GeoPosition[ {39.57088,2.637}],GeoPosition[{43.46198848,-3.80107971}],GeoPosition[{37.19972222,-3.60472222}],GeoPosition[ {42.0544669,-6.6339692}],GeoPosition[{37.8967605,-4.8103404}],GeoPosition[{39.47079784,-0.35336399}],GeoPosition[ {41.3833,2.18333}],GeoPosition[{40.4144584,-3.723358}],GeoPosition[{37.16222222,-3.60416667}],GeoPosition[ {41.2823848,1.9824142}],GeoPosition[{38.9681015,-0.18243}],GeoPosition[{37.38027778,-6.01083333}],GeoPosition[ {41.2823848,1.9824142}],GeoPosition[{42.46376446,-2.44574265}],GeoPosition[{40.75,-3.08333}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.4,-1.9}],GeoPosition[{38.97239235,-0.17292695}],GeoPosition[ {39.5173,-4.2464}],GeoPosition[{37.37629693,-5.99140918}],GeoPosition[{40.42250665,-3.67661926}],GeoPosition[ {40.41663279,-3.70355129}],GeoPosition[{40.4,-3.68333}],GeoPosition[{41.51363161,-5.7315657}],GeoPosition[ {38.25472222,-0.64611111}],GeoPosition[{45.696122,9.576446}],GeoPosition[{40.4167,-3.70325}],GeoPosition[ {43.4647,-3.80444}],GeoPosition[{42.84559634,-2.67237577}],GeoPosition[{40.42188,-3.6903}],GeoPosition[ {42.51666667,-2.61666667}],GeoPosition[{45.4049389,10.997603}],GeoPosition[{40.36614,-3.6021}],GeoPosition[ {40.83773,-3.73036}],GeoPosition[{36.66111,-4.75433}],GeoPosition[{53.7667,-2.71667}],GeoPosition[ {43.2585106,13.6844397}],GeoPosition[{60.0331383,30.4303951}],GeoPosition[{42.8833,-8.55}],GeoPosition[ {43.3753204,-8.3986998}],GeoPosition[{38.35,-0.483333}],GeoPosition[{40.39711,-3.65511}],GeoPosition[ {40.45,-3.48333}],GeoPosition[{38.73708839,-9.13319947}],GeoPosition[{43.2568703,-2.9437201}],GeoPosition[ {41.38779,2.13601}],GeoPosition[{45.4049389,10.997603}],GeoPosition[{36.873951,-5.8048}],GeoPosition[ {43.53375571,-5.65473272}],GeoPosition[{37.99482248,-1.18503628}],GeoPosition[{43.31944444,-3.01944444}],GeoPosition[ {35.28028664,-2.93851478}],GeoPosition[{41.4661482,2.08223153}],GeoPosition[{40.11116493,0.14790403}],GeoPosition[ {38.96265204,1.22052294}],GeoPosition[{41.3869497,2.16965425}],GeoPosition[{47.38925035,8.52185136}],GeoPosition[ {63.8160152,20.3051817}],GeoPosition[{41.3850068,2.1328324}],GeoPosition[{37.52169981,-5.18819457}],GeoPosition[ {36.7462607,-3.0256867}],GeoPosition[{36.873951,-5.8048}],GeoPosition[{45.93810381,7.7296083}],GeoPosition[ {39.4702,-0.376805}],GeoPosition[{41.4056892,2.1482401}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {36.85130083,-2.35558063}],GeoPosition[{41.3394695,2.1161701}],GeoPosition[{41.2823159,1.9825417}],GeoPosition[ {41.5467626,2.1279251}],GeoPosition[{36.27600932,-6.08844409}],GeoPosition[{41.534256,-4.8759138}],GeoPosition[ {39.46944953,-0.37293237}],GeoPosition[{36.7,-6.1167}],GeoPosition[{41.2822944,1.9824911}],GeoPosition[ {40.31971,-3.86215}],GeoPosition[{37.3667,-6.06667}],GeoPosition[{37.16961485,-3.6065604}],GeoPosition[ {42.82299,-1.65375}],GeoPosition[{40.33603606,-3.75474216}],GeoPosition[{40.94360177,-4.60352898}],GeoPosition[ {43.2568703,-2.9437201}],GeoPosition[{38.3632861,-0.495049}],GeoPosition[{36.746282,-3.0257132}],GeoPosition[ {36.1371002,-5.4481301}],GeoPosition[{38.9681015,-0.18243}],GeoPosition[{48.8567,2.3508}],GeoPosition[ {40.41737151,-3.69854026}],GeoPosition[{39.58175914,2.62058333}],GeoPosition[{39.4655617,-0.3896471}],GeoPosition[ {41.2823331,1.9825096}],GeoPosition[{45.48373689,9.22574088}],GeoPosition[{41.39755625,2.19116105}],GeoPosition[ {43.2611136,-4.069299}],GeoPosition[{38.99747917,-3.936015}],GeoPosition[{41.2824134,1.9822957}],GeoPosition[ {38.5823288,26.9645805}],GeoPosition[{38.997519,-3.936}],GeoPosition[{40.4472488,-3.67587882}],GeoPosition[ {51.24195252,-1.10586752}],GeoPosition[{39.5021591,-0.34334}],GeoPosition[{37.3772,-5.98694}],GeoPosition[ {41.65,-4.71667}],GeoPosition[{36.71751,-4.42068}],GeoPosition[{40.48686637,-3.65716888}],GeoPosition[ {38.997519,-3.936}],GeoPosition[{40.54201252,-3.69133815}],GeoPosition[{43.3475,-4.1025}],GeoPosition[ {37.39430603,-5.96766882}],GeoPosition[{41.62220889,2.01311}],GeoPosition[{38.0886842,-0.7244292}],GeoPosition[ {41.38581655,2.16714406}],GeoPosition[{41.37882411,2.14457744}],GeoPosition[{38.7173873,34.8487962}],GeoPosition[ {58.,56.3167}],GeoPosition[{41.37882411,2.14457744}],GeoPosition[{37.1861,-5.78667}],GeoPosition[ {41.39442665,2.1443852}],GeoPosition[{38.29888745,-0.71824734}],GeoPosition[{42.90556743,-8.36086111}],GeoPosition[ {42.33582963,-7.86387836}],GeoPosition[{38.911629,-0.113697}],GeoPosition[{36.41614004,-5.16453357}],GeoPosition[ {40.3495293,-1.10575}],GeoPosition[{40.48685195,-3.65712249}],GeoPosition[{37.51057164,-5.36185477}],GeoPosition[ {39.4300805,-0.3787653}],GeoPosition[{36.46585838,-5.0324549}],GeoPosition[{40.422935,-3.6719895}],GeoPosition[ {43.2568703,-2.9437201}],GeoPosition[{37.983895,-1.13423}],GeoPosition[{43.38931356,-6.06893411}],GeoPosition[ {39.06611111,-5.72277778}],GeoPosition[{40.4167,-3.70325}],GeoPosition[{41.4108556,2.17724109}],GeoPosition[ {41.2823771,1.9825129}],GeoPosition[{38.3043033,-0.66892}],GeoPosition[{41.64693,-0.88074}],GeoPosition[ {38.25006176,-3.19995825}],GeoPosition[{41.3374833,2.0997754}],GeoPosition[{43.3167,-1.98333}],GeoPosition[ {39.4301281,-0.3787962}],GeoPosition[{40.4167,-3.70325}],GeoPosition[{51.2158704,3.22822319}],GeoPosition[ {39.46666667,-0.38333333}],GeoPosition[{38.8789,-6.9669}],GeoPosition[{40.3,-3.43333}],GeoPosition[ {43.37090042,-8.39742498}],GeoPosition[{37.4667,-4.45}],GeoPosition[{40.46642,-3.70257}],GeoPosition[ {41.3833,2.18333}],GeoPosition[{40.64472222,-4.76666667}],GeoPosition[{41.39755625,2.19116105}],GeoPosition[ {38.9833,-1.85}],GeoPosition[{37.3930317,-5.9690723}],GeoPosition[{40.31529,-3.7271}],GeoPosition[ {40.43706,-3.71286}],GeoPosition[{43.27000625,-2.93115238}],GeoPosition[{43.26668133,-2.94268806}],GeoPosition[ {36.68703057,-6.13889006}],GeoPosition[{43.26375628,-2.93355564}],GeoPosition[{43.26310625,-2.94701387}],GeoPosition[ {43.2581058,-2.93036272}],GeoPosition[{45.44121619,12.33421047}],GeoPosition[{37.40974808,-6.38961983}],GeoPosition[ {40.2869146,-3.7944803}],GeoPosition[{39.89858014,4.07903385}],GeoPosition[{43.3242912,-1.97882}],GeoPosition[ {38.6667,-6.98333}],GeoPosition[{37.4005405,-6.0347955}],GeoPosition[{45.405308,10.9990346}],GeoPosition[ {39.42125552,-0.3342376}],GeoPosition[{40.104386,-3.697152}],GeoPosition[{37.8884583,-4.77529}],GeoPosition[ {39.47653175,-0.3666591}],GeoPosition[{40.72467,8.5641}],GeoPosition[{38.3484688,-0.48693}],GeoPosition[ {37.386,-5.9983}],GeoPosition[{40.2866927,-3.7945042}],GeoPosition[{38.05,-1.5}],GeoPosition[ {45.405308,10.9990346}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{37.2048692,-3.6056665}],GeoPosition[ {41.38428,2.15979}],GeoPosition[{41.282316,1.9825533}],GeoPosition[{37.37566,-5.99756}],GeoPosition[ {43.35766,-5.85436}],GeoPosition[{37.37694444,-5.98694444}],GeoPosition[{41.67047167,-0.89943667}],GeoPosition[ {42.3385825,-3.6988566}],GeoPosition[{37.383774,-5.975895}],GeoPosition[{41.2823357,1.9825457}],GeoPosition[ {51.08992136,4.38233155}],GeoPosition[{42.6883399,-8.49617}],GeoPosition[{41.2823436,1.9825519}],GeoPosition[ {41.2823436,1.9825519}],GeoPosition[{40.466038,-3.6791399}],GeoPosition[{41.6833,-1.01667}],GeoPosition[ {40.402908,-3.78425042}],GeoPosition[{42.82880829,-1.58404543}],GeoPosition[{37.7006586,-5.2570395}],GeoPosition[ {43.2046747,-2.8921663}],GeoPosition[{36.74938965,-5.81713677}],GeoPosition[{45.45155809,9.2029681}],GeoPosition[ {40.96060562,-5.71046829}],GeoPosition[{36.6900482,-4.4451499}],GeoPosition[{43.3372075,-2.86014}],GeoPosition[ {41.5783432,2.1758706}],GeoPosition[{36.6833,-6.13333}],GeoPosition[{37.72953817,-0.73980879}],GeoPosition[ {42.6129959,-5.56215268}],GeoPosition[{50.02789488,19.20124603}],GeoPosition[{40.422935,-3.6719895}],GeoPosition[ {40.3667,-3.9}],GeoPosition[{42.84036732,-2.670882}],GeoPosition[{36.52991837,-6.21231076}],GeoPosition[ {43.2090243,-2.8874876}],GeoPosition[{41.4108556,2.17724109}],GeoPosition[{40.45565,-3.67613}],GeoPosition[ {36.7172566,-4.4236253}],GeoPosition[{55.7509038,52.0113973}],GeoPosition[{41.89898487,-8.87478709}],GeoPosition[ {45.25702062,11.79138928}],GeoPosition[{36.59836363,-6.22458221}],GeoPosition[{40.42682,-3.70268}],GeoPosition[ {38.42767363,-6.42187326}],GeoPosition[{36.64252344,-4.47952769}],GeoPosition[{41.2787734,1.9768064}],GeoPosition[ {42.10496521,0.27049139}],GeoPosition[{39.45,-0.45}],GeoPosition[{41.37737546,2.15206026}],GeoPosition[ {42.40194,-8.80973}],GeoPosition[{36.7375726,-4.60970462}],GeoPosition[{40.44561571,-3.72845978}],GeoPosition[ {36.73664307,-4.609508}],GeoPosition[{40.51021796,-3.34806565}],GeoPosition[{40.4167,0.433333}],GeoPosition[ {41.2822915,1.9825617}],GeoPosition[{40.4173428,-3.7119897}],GeoPosition[{43.45977668,-3.92842778}],GeoPosition[ {43.30348372,-4.81830513}],GeoPosition[{37.13752661,-3.62804257}],GeoPosition[{43.39602476,-4.05168487}],GeoPosition[ {38.9895042,-3.9262701}],GeoPosition[{37.6,-0.983333}],GeoPosition[{39.57051555,2.67680168}],GeoPosition[ {41.4090309,2.17294}],GeoPosition[{40.6343998,-4.0178473}],GeoPosition[{42.6826242,-2.03864663}],GeoPosition[ {42.50806074,1.53907507}],GeoPosition[{40.44020266,-3.70685577}],GeoPosition[{43.5584198,-5.9308992}],GeoPosition[ {42.33886,-3.72649}],GeoPosition[{40.4230479,-3.6714112}],GeoPosition[{42.61303403,-5.56111629}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.4480141,-3.7017407}],GeoPosition[{37.88617902,-4.76489438}],GeoPosition[ {43.30194444,-8.37722222}],GeoPosition[{43.2833,-2.16667}],GeoPosition[{41.67974015,-5.03420615}],GeoPosition[ {38.35,-0.483333}],GeoPosition[{48.87554607,2.78763805}],GeoPosition[{37.74388998,-0.84804476}],GeoPosition[ {39.4766685,-0.3596842}],GeoPosition[{40.2830696,-3.7948401}],GeoPosition[{50.0833,8.25}],GeoPosition[ {39.4597312,-0.3384314}],GeoPosition[{43.,-7.56667}],GeoPosition[{43.34973547,-3.11257888}],GeoPosition[ {36.17805556,-5.42833333}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[{40.18907832,-3.67463918}],GeoPosition[ {38.35934584,-0.48708286}],GeoPosition[{52.516111,13.376944}],GeoPosition[{36.4318695,25.4249592}],GeoPosition[ {40.42566,-3.68263}],GeoPosition[{38.8789,-6.9669}],GeoPosition[{37.39762,-5.98425}],GeoPosition[ {38.96888889,0.185}],GeoPosition[{42.81834446,-1.6254763}],GeoPosition[{40.82355577,-3.96051671}],GeoPosition[ {40.4230477,-3.6714113}],GeoPosition[{40.4544986,-3.6916775}],GeoPosition[{36.7706655,-5.5030512}],GeoPosition[ {37.333954,-6.538196}],GeoPosition[{40.4544568,-3.6917725}],GeoPosition[{37.40872321,-1.58343355}],GeoPosition[ {40.48688125,-3.65716049}],GeoPosition[{40.4544568,-3.6917725}],GeoPosition[{37.25110628,-7.20806793}],GeoPosition[ {42.2333,-8.71667}],GeoPosition[{37.3844719,-5.9731798}],GeoPosition[{50.40478583,3.4068085}],GeoPosition[ {38.38002053,-0.43145444}],GeoPosition[{40.9700203,-5.6728001}],GeoPosition[{37.3930317,-5.9690723}],GeoPosition[ {38.75833435,-9.15282104}],GeoPosition[{41.38739127,2.19805152}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {36.74825815,-3.58604834}],GeoPosition[{40.72412,8.56228}],GeoPosition[{37.8833,-4.76667}],GeoPosition[ {39.53861282,29.49040236}],GeoPosition[{37.9397754,-1.1645468}],GeoPosition[{41.3833,2.18333}],GeoPosition[ {41.3833,2.18333}],GeoPosition[{40.426796,-3.6941075}],GeoPosition[{42.33886,-3.72649}],GeoPosition[ {48.806723,2.336806}],GeoPosition[{40.46082,-3.68082}],GeoPosition[{41.53294,2.44056}],GeoPosition[ {40.72412,8.56228}],GeoPosition[{41.6153565,2.6672388}],GeoPosition[{44.10638889,9.72805556}],GeoPosition[ {36.72141148,-4.42109585}],GeoPosition[{41.39036742,2.17662448}],GeoPosition[{40.4230479,-3.6714112}],GeoPosition[ {37.35565,-5.97865}],GeoPosition[{42.8490486,-2.66658}],GeoPosition[{38.18972222,-0.55555556}],GeoPosition[ {44.4111,8.9328}],GeoPosition[{38.09356621,-3.62938111}],GeoPosition[{40.72412,8.56228}],GeoPosition[ {36.873951,-5.8048}],GeoPosition[{39.4597064,-0.338443}],GeoPosition[{36.8333,-2.45}],GeoPosition[ {36.5333,-6.2833}],GeoPosition[{38.4125046,-0.44175067}],GeoPosition[{43.72324048,11.21773897}],GeoPosition[ {39.4702,-0.376805}],GeoPosition[{40.28310219,-3.81961128}],GeoPosition[{40.48711389,-3.69389444}],GeoPosition[ {37.88547278,-4.76924405}],GeoPosition[{38.38002053,-0.43145444}],GeoPosition[{36.01432427,-5.60448647}],GeoPosition[ {35.3853,-3.7338}],GeoPosition[{40.422935,-3.6719895}],GeoPosition[{39.426836,-0.467762}],GeoPosition[ {42.01666667,-4.53333333}],GeoPosition[{37.60358,-0.97908}],GeoPosition[{40.3454961,-2.6344944}],GeoPosition[ {40.42658694,-3.70362919}],GeoPosition[{39.4276288,-0.38470497}],GeoPosition[{43.0050128,-7.5552572}],GeoPosition[ {40.41147196,-3.7507313}],GeoPosition[{43.53882,-5.65817}],GeoPosition[{38.4252448,-6.4206233}],GeoPosition[ {52.31533704,4.93473769}],GeoPosition[{39.34256023,-1.92816085}],GeoPosition[{37.22688427,-5.30622003}],GeoPosition[ {39.45550283,2.75256745}],GeoPosition[{40.9667,-5.65}],GeoPosition[{37.40858,-6.3912077}],GeoPosition[ {45.45240489,9.1831415}],GeoPosition[{40.422935,-3.6719895}],GeoPosition[{41.3833,2.18333}],GeoPosition[ {36.72226206,-4.41691093}],GeoPosition[{38.4252448,-6.4206233}],GeoPosition[{43.0043825,-7.5558394}],GeoPosition[ {40.43682682,-3.63118288}],GeoPosition[{43.501897,-5.274769}],GeoPosition[{40.7242614,8.56253705}],GeoPosition[ {41.41991825,2.18337759}],GeoPosition[{41.38007,2.16901}],GeoPosition[{41.2333,-2.11667}],GeoPosition[ {40.6563164,-4.6979404}],GeoPosition[{38.7167,-9.13333}],GeoPosition[{40.45049045,-3.70127678}],GeoPosition[ {38.42654,-6.4199}],GeoPosition[{38.43498,-0.5019625}],GeoPosition[{41.34746681,2.03700352}],GeoPosition[ {40.4230479,-3.6714112}],GeoPosition[{42.26172678,3.17542927}],GeoPosition[{40.00275361,-0.0416388}],GeoPosition[ {38.003587,-0.656028}],GeoPosition[{43.36936212,-3.03372898}],GeoPosition[{36.1275,-5.45389}],GeoPosition[ {38.3705292,-0.41053}],GeoPosition[{40.4230493,-3.6714107}],GeoPosition[{53.7632254,-2.7044052}],GeoPosition[ {40.5510198,-3.6298644}],GeoPosition[{38.3705292,-0.41053}],GeoPosition[{38.0035526,-0.6560144}],GeoPosition[ {41.9,12.5}],GeoPosition[{40.44916697,-3.73462794}],GeoPosition[{37.388163,-5.982399}],GeoPosition[ {40.422935,-3.6719895}],GeoPosition[{36.72180126,-4.44279995}],GeoPosition[{40.4504518,0.4041246}],GeoPosition[ {37.8833,-4.76667}],GeoPosition[{42.42212646,-8.63640788}],GeoPosition[{40.43438081,-3.71757693}],GeoPosition[ {40.42804,-3.65275}],GeoPosition[{45.7239912,12.2562045}],GeoPosition[{40.4167,-3.70325}],GeoPosition[ {40.47810267,-3.71941093}],GeoPosition[{38.4252448,-6.4206233}],GeoPosition[{37.892092,-6.55921314}],GeoPosition[ {37.3932586,-5.9619454}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.39541977,-3.79065266}],GeoPosition[ {37.34127619,-6.04249877}],GeoPosition[{40.422935,-3.6719895}],GeoPosition[{37.3889999,-6.0022998}],GeoPosition[ {36.8346738,-2.4516454}],GeoPosition[{40.43869187,-3.70497383}],GeoPosition[{40.39870978,-3.67240839}],GeoPosition[ {42.87345,-8.55282}],GeoPosition[{40.422935,-3.6719895}],GeoPosition[{40.550984,-3.6298976}],GeoPosition[ {42.1924961,-1.6331535}],GeoPosition[{37.97777778,-0.68333333}],GeoPosition[{43.221101,-2.7327342}],GeoPosition[ {37.37897144,-6.01160459}],GeoPosition[{36.84388889,-2.37}],GeoPosition[{38.0035525,-0.656008}],GeoPosition[ {36.0125,-5.60556}],GeoPosition[{40.52392239,-3.68267577}],GeoPosition[{42.42858042,-8.64003897}],GeoPosition[ {37.25,-6.3}],GeoPosition[{41.2787734,1.9768064}],GeoPosition[{42.439002,-8.636827}],GeoPosition[ {40.48775826,-3.65080833}],GeoPosition[{36.7223676,-4.4836786}],GeoPosition[{41.65411846,-0.8785359}],GeoPosition[ {38.4252448,-6.4206233}],GeoPosition[{40.46178429,-3.61513228}],GeoPosition[{40.73361111,-3.58138889}],GeoPosition[ {40.4167,-3.70325}],GeoPosition[{40.5508824,-3.6298448}],GeoPosition[{41.6462593,-4.7206502}],GeoPosition[ {39.7,3.}],GeoPosition[{41.6462593,-4.7206502}],GeoPosition[{40.422935,-3.6719895}],GeoPosition[ {40.4346502,-3.6924924}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.41973787,-3.70073481}],GeoPosition[ {43.3715,-8.396}],GeoPosition[{37.9998791,-1.1734899}],GeoPosition[{38.38994247,-0.44423691}],GeoPosition[ {36.1275,-5.45389}],GeoPosition[{37.4231713,-5.89973981}],GeoPosition[{42.1924961,-1.6331535}],GeoPosition[ {38.36102516,-0.43158596}],GeoPosition[{40.4042324,-3.6761033}],GeoPosition[{38.69766667,-9.206}],GeoPosition[ {36.7223284,-4.4836472}],GeoPosition[{40.5509185,-3.6298957}],GeoPosition[{36.7167,-4.41667}],GeoPosition[ {40.41896,-3.70161}],GeoPosition[{43.2687,-2.9461}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {36.7183,-4.4202}],GeoPosition[{37.983,-1.1302}],GeoPosition[{43.83283954,10.30690942}],GeoPosition[ {41.3879,2.16992}],GeoPosition[{39.5715,2.6469}],GeoPosition[{37.3877,-6.0018}],GeoPosition[ {39.4692,-0.3768}],GeoPosition[{41.6517,-0.8813}],GeoPosition[{39.4698868,-0.3725744}],GeoPosition[ {40.4230475,-3.6714116}],GeoPosition[{40.56505365,-3.26516796}],GeoPosition[{43.3242912,-1.97882}],GeoPosition[ {41.5079575,-5.7406344}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[{40.4277226,-3.6959433}],GeoPosition[ {39.03579253,-4.17276856}],GeoPosition[{52.520007,13.404954}],GeoPosition[{38.0532851,-1.20840914}],GeoPosition[ {40.46776455,-3.56948976}],GeoPosition[{40.1167,-3.83333}],GeoPosition[{36.7224303,-4.4838332}],GeoPosition[ {39.3833129,-0.4130984}],GeoPosition[{41.39426363,2.17064395}],GeoPosition[{43.3715,-8.396}],GeoPosition[ {36.72471,-4.43409}],GeoPosition[{42.1924961,-1.6331535}],GeoPosition[{40.4167,-3.70325}],GeoPosition[ {40.4167,-3.70325}],GeoPosition[{45.69893405,9.66662178}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {43.47780474,-8.24248092}],GeoPosition[{41.5311036,-4.8948026}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {36.5167,-4.88333}],GeoPosition[{40.5510325,-3.6298165}],GeoPosition[{39.46986871,-0.35673708}],GeoPosition[ {51.50898971,-0.07748771}],GeoPosition[{41.652869,-4.7286738}],GeoPosition[{39.53427134,2.56597176}],GeoPosition[ {42.8525,-2.6581}],GeoPosition[{40.2934635,-3.7814749}],GeoPosition[{40.5510231,-3.6298114}],GeoPosition[ {37.3889999,-6.0022998}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{48.8590256,2.29811714}],GeoPosition[ {41.3833,2.18333}],GeoPosition[{36.73058207,-2.61829684}],GeoPosition[{38.35934584,-0.48708286}],GeoPosition[ {38.3459963,-0.4906855}],GeoPosition[{37.1833,-3.6}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {43.2581058,-2.93036272}],GeoPosition[{41.05673623,-2.61721301}],GeoPosition[{41.39416199,2.12618086}],GeoPosition[ {43.37090042,-8.39742498}],GeoPosition[{41.25341128,1.50456419}],GeoPosition[{41.40195,2.16202}],GeoPosition[ {39.86513544,-0.12282479}],GeoPosition[{40.422935,-3.6719895}],GeoPosition[{40.4625232,-3.6158312}],GeoPosition[ {36.69115126,-4.45446907}],GeoPosition[{42.32915028,-8.56778953}],GeoPosition[{39.4633897,-0.3917753}],GeoPosition[ {41.360939,2.1057501}],GeoPosition[{40.422935,-3.6719895}],GeoPosition[{42.1924961,-1.6331535}],GeoPosition[ {42.340837,-3.701723}],GeoPosition[{42.340837,-3.701723}],GeoPosition[{42.340315,-3.70029}],GeoPosition[ {41.39416199,2.12618086}],GeoPosition[{41.5334015,2.1833401}],GeoPosition[{40.5833,-4.11667}],GeoPosition[ {40.9476395,-4.1217899}],GeoPosition[{41.3,-7.75}],GeoPosition[{40.4331647,-3.60968867}],GeoPosition[ {40.40751319,-3.90163721}],GeoPosition[{41.378165,1.1620858}],GeoPosition[{48.89072604,2.51531979}],GeoPosition[ {40.4230477,-3.6714113}],GeoPosition[{36.6868319,-6.1107059}],GeoPosition[{41.6564713,-0.8787}],GeoPosition[ {39.4633665,-0.3917516}],GeoPosition[{41.4048299,2.15433}],GeoPosition[{43.41897081,-4.75253509}],GeoPosition[ {43.55594988,-5.88316084}],GeoPosition[{37.89629683,-4.7901383}],GeoPosition[{41.40267,2.13394}],GeoPosition[ {42.1924961,-1.6331535}],GeoPosition[{39.47144,-0.37729}],GeoPosition[{37.99298095,-1.11222053}],GeoPosition[ {40.37623038,-3.69775741}],GeoPosition[{40.46305,-3.65075}],GeoPosition[{41.10622008,1.14807665}],GeoPosition[ {37.89629683,-4.7901383}],GeoPosition[{41.7167,-2.48333}],GeoPosition[{39.00116795,-0.16380291}],GeoPosition[ {36.71561188,-4.47016626}],GeoPosition[{39.47017632,-0.3723119}],GeoPosition[{38.7,-2.6}],GeoPosition[ {40.7333,-3.16667}],GeoPosition[{43.02228488,13.86166836}],GeoPosition[{39.47017632,-0.3723119}],GeoPosition[ {40.43402936,-3.71564525}],GeoPosition[{40.4457818,-3.6758012}],GeoPosition[{40.0323753,-3.6077352}],GeoPosition[ {38.18638889,-1.89055556}],GeoPosition[{38.36508857,-0.48395725}],GeoPosition[{40.47524464,-3.63411432}],GeoPosition[ {41.6583093,-4.7079161}],GeoPosition[{42.1924961,-1.6331535}],GeoPosition[{37.89629683,-4.7901383}],GeoPosition[ {45.42111201,9.24921541}],GeoPosition[{38.35934584,-0.48708286}],GeoPosition[{42.45777778,-6.05694444}],GeoPosition[ {36.7167,-4.41667}],GeoPosition[{40.98895682,39.67258185}],GeoPosition[{39.4634276,-0.3917461}],GeoPosition[ {42.8160485,-1.6406129}],GeoPosition[{36.74311911,-3.58747086}],GeoPosition[{41.54391054,2.43548547}],GeoPosition[ {45.44213867,12.32321848}],GeoPosition[{38.0853259,-0.6543247}],GeoPosition[{51.33856,-1.98913}],GeoPosition[ {37.39112,-5.99128}],GeoPosition[{36.7129337,-4.43158389}],GeoPosition[{47.9877531,8.8200267}],GeoPosition[ {39.4686813,-0.36618}],GeoPosition[{36.5098848,-4.8690087}],GeoPosition[{38.35,-0.483333}],GeoPosition[ {60.745416,67.03499}],GeoPosition[{40.7333,-3.16667}],GeoPosition[{47.9877531,8.8200267}],GeoPosition[ {40.422935,-3.6719895}],GeoPosition[{41.7167,2.93333}],GeoPosition[{39.2833,-2.8}],GeoPosition[ {41.39107,2.17831}],GeoPosition[{39.4634016,-0.3916798}],GeoPosition[{42.1924961,-1.6331535}],GeoPosition[ {39.03579253,-4.17276856}],GeoPosition[{36.6868153,-6.110791}],GeoPosition[{36.5167,-4.88333}],GeoPosition[ {41.5311036,-4.8948026}],GeoPosition[{40.43333333,-4.05}],GeoPosition[{38.25304846,-2.88901933}],GeoPosition[ {42.35133773,2.16509838}],GeoPosition[{40.426728,-3.714528}],GeoPosition[{38.38994247,-0.44423691}],GeoPosition[ {39.40351679,-2.42431404}],GeoPosition[{40.37808022,-3.7484859}],GeoPosition[{40.33603606,-3.75474216}],GeoPosition[ {40.4894517,-3.3430324}],GeoPosition[{40.4,-3.68333}],GeoPosition[{40.49583386,-3.56743161}],GeoPosition[ {38.48017849,22.49997865}],GeoPosition[{45.6333,13.8}],GeoPosition[{39.467411,-0.38326}],GeoPosition[ {40.6344322,-4.0178973}],GeoPosition[{39.4634037,-0.3917643}],GeoPosition[{41.3360828,2.0967979}],GeoPosition[ {37.90413293,-6.22123803}],GeoPosition[{40.7333,-3.16667}],GeoPosition[{39.47877539,-6.34256866}],GeoPosition[ {39.06611111,-5.72277778}],GeoPosition[{40.4230475,-3.6714116}],GeoPosition[{43.30972222,-2.0075}],GeoPosition[ {38.61472222,-1.11972222}],GeoPosition[{52.481388,13.435}],GeoPosition[{43.73666667,-7.87722222}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{37.785,-3.9025}],GeoPosition[{37.19972222,-3.60472222}],GeoPosition[ {39.4634146,-0.3917469}],GeoPosition[{40.2833,-7.5}],GeoPosition[{39.46575333,-0.35113899}],GeoPosition[ {39.47285,-0.39029}],GeoPosition[{38.3705292,-0.41053}],GeoPosition[{42.8167,-1.63333}],GeoPosition[ {38.3705292,-0.41053}],GeoPosition[{40.42461977,-3.71234229}],GeoPosition[{41.3879,2.16992}],GeoPosition[ {37.36732439,-5.75599185}],GeoPosition[{45.4386,12.3267}],GeoPosition[{43.29472222,5.37083333}],GeoPosition[ {39.4633802,-0.3917057}],GeoPosition[{39.463416,-0.3917352}],GeoPosition[{41.40579923,2.17132587}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{41.65268771,-0.87372664}],GeoPosition[{41.640468,-0.8971307}],GeoPosition[ {40.4167,-3.70325}],GeoPosition[{42.01097,-4.53252}],GeoPosition[{40.46698029,-3.81472349}],GeoPosition[ {38.35,-0.483333}],GeoPosition[{45.43768514,10.98709199}],GeoPosition[{41.678466,2.784316}],GeoPosition[ {41.683449,2.491277}],GeoPosition[{40.97030557,-5.64820757}],GeoPosition[{41.2811068,1.981536}],GeoPosition[ {42.587482,-5.576699}],GeoPosition[{37.9861,-1.1303}],GeoPosition[{39.45,-0.45}],GeoPosition[ {36.1275,-5.45389}],GeoPosition[{41.2811068,1.981536}],GeoPosition[{44.4359387,20.6945264}],GeoPosition[ {36.7114239,-4.4456671}],GeoPosition[{41.38202497,2.15362122}],GeoPosition[{40.50793501,-3.88821221}],GeoPosition[ {37.1892582,-3.599266}],GeoPosition[{37.96982527,-0.68063961}],GeoPosition[{40.45259027,-3.68536378}],GeoPosition[ {40.4,-1.9}],GeoPosition[{38.71942684,-9.14240419}],GeoPosition[{43.1560579,-5.8293241}],GeoPosition[ {40.54803994,-3.64439249}],GeoPosition[{40.34806708,-3.70454373}],GeoPosition[{40.3,-3.43333}],GeoPosition[ {41.1134134,1.2422197}],GeoPosition[{37.60922785,-6.541743}],GeoPosition[{38.47356914,27.11208684}],GeoPosition[ {38.08809845,-3.6232167}],GeoPosition[{37.1833,-3.6}],GeoPosition[{39.4699749,-6.3790551}],GeoPosition[ {36.1275,-5.45389}],GeoPosition[{42.1629568,-8.4331921}],GeoPosition[{42.4619434,-2.46026}],GeoPosition[ {38.06703,-1.20425}],GeoPosition[{40.95,-4.11667}],GeoPosition[{38.34665318,-0.5095699}],GeoPosition[ {41.34952428,2.11104179}],GeoPosition[{41.1134134,1.2422197}],GeoPosition[{36.59457748,-5.26113448}],GeoPosition[ {38.73708839,-9.13319947}],GeoPosition[{41.280902,1.9802851}],GeoPosition[{41.43087,2.16956308}],GeoPosition[ {36.7593797,-2.7529519}],GeoPosition[{43.33107517,-2.96860323}],GeoPosition[{40.44097,-3.62711}],GeoPosition[ {40.43427427,-3.71797466}],GeoPosition[{39.30981,-0.31784}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {41.9035606,12.4765301}],GeoPosition[{43.30840947,-5.69265088}],GeoPosition[{41.11258133,1.24953284}],GeoPosition[ {41.50200702,2.35201069}],GeoPosition[{39.58167062,2.67346085}],GeoPosition[{38.34523756,-0.48118723}],GeoPosition[ {42.64028037,23.29203873}],GeoPosition[{40.4230473,-3.6714112}],GeoPosition[{45.25,19.85}],GeoPosition[ {38.38002053,-0.43145444}],GeoPosition[{38.6333,-0.85}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {38.77164489,-9.09213579}],GeoPosition[{45.07370924,7.69977817}],GeoPosition[{39.4597386,-0.3384722}],GeoPosition[ {37.3772,-5.98694}],GeoPosition[{41.06934288,1.06044614}],GeoPosition[{37.17605438,-3.58720057}],GeoPosition[ {39.9,-4.55}],GeoPosition[{38.9663478,-0.18667519}],GeoPosition[{40.41931811,-3.80358533}],GeoPosition[ {43.3242912,-1.97882}],GeoPosition[{39.4597347,-0.3384477}],GeoPosition[{40.5667,-3.06667}],GeoPosition[ {42.43163917,-8.70510415}],GeoPosition[{38.3833,-0.433333}],GeoPosition[{41.6528064,-4.728567}],GeoPosition[ {41.3977,2.19562}],GeoPosition[{40.422935,-3.6719895}],GeoPosition[{37.17686144,-3.59002549}],GeoPosition[ {51.5011248,-0.1257026}],GeoPosition[{40.41235369,-3.64848773}],GeoPosition[{43.2557964,-2.9129653}],GeoPosition[ {37.38567094,-6.00333127}],GeoPosition[{40.44919447,-3.73311565}],GeoPosition[{38.0167,-3.36667}],GeoPosition[ {40.72412,8.56228}],GeoPosition[{36.1275,-5.45389}],GeoPosition[{38.38727,-0.49108}],GeoPosition[ {39.4634041,-0.3918073}],GeoPosition[{41.4325507,2.21498513}],GeoPosition[{41.65223464,-4.72386905}],GeoPosition[ {38.4252448,-6.4206233}],GeoPosition[{38.9062691,-6.6160598}],GeoPosition[{40.422935,-3.6719895}],GeoPosition[ {38.02163608,-3.50426085}],GeoPosition[{40.41577729,-3.72268446}],GeoPosition[{41.6111515,2.6513503}],GeoPosition[ {40.4870473,-3.6509564}],GeoPosition[{45.43666667,12.33305556}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {38.95759336,-5.86113957}],GeoPosition[{43.3080057,11.4650436}],GeoPosition[{39.0020362,-0.5311599}],GeoPosition[ {41.40099471,2.20152124}],GeoPosition[{41.55321272,2.1047266}],GeoPosition[{39.85664,-4.03058}],GeoPosition[ {51.51330224,-0.13134784}],GeoPosition[{40.469999,-3.6777025}],GeoPosition[{38.3705292,-0.41053}],GeoPosition[ {38.038969,-4.0468385}],GeoPosition[{38.4133623,-0.4324043}],GeoPosition[{40.4870162,-3.6510345}],GeoPosition[ {40.422935,-3.6719895}],GeoPosition[{40.9710011,-5.66289861}],GeoPosition[{45.43666667,12.33305556}],GeoPosition[ {39.4634427,-0.3917974}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[{41.25,-8.61666667}],GeoPosition[ {37.9748921,-1.1500664}],GeoPosition[{40.4238586,-3.7054901}],GeoPosition[{38.02243689,-1.17316678}],GeoPosition[ {41.4585971,2.0782195}],GeoPosition[{41.40206,2.17595}],GeoPosition[{36.832393,-2.463541}],GeoPosition[ {38.9895042,-3.9262701}],GeoPosition[{40.4167,-3.70325}],GeoPosition[{38.038969,-4.0468385}],GeoPosition[ {40.4167,-3.70325}],GeoPosition[{39.47266195,-0.33986295}],GeoPosition[{51.46369878,-0.11072413}],GeoPosition[ {43.4591052,-3.8230701}],GeoPosition[{37.9861,-1.1303}],GeoPosition[{37.33333333,-5.84646845}],GeoPosition[ {38.42654,-6.4199}],GeoPosition[{45.43666667,12.33305556}],GeoPosition[{40.4119,-3.69471}],GeoPosition[ {42.86015979,-8.53482159}],GeoPosition[{38.93700874,-9.32803673}],GeoPosition[{41.29612288,2.07624435}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.36535372,18.20860513}],GeoPosition[{40.3252561,-3.7686589}],GeoPosition[ {40.4230473,-3.6714111}],GeoPosition[{37.378239,-5.9963907}],GeoPosition[{40.42250614,-3.70930531}],GeoPosition[ {47.3932165,-2.4296878}],GeoPosition[{41.1333,14.75}],GeoPosition[{45.493685,9.24094}],GeoPosition[ {38.9194298,1.4581701}],GeoPosition[{39.4633949,-0.3918113}],GeoPosition[{41.3816,2.13339}],GeoPosition[ {45.43666667,12.33305556}],GeoPosition[{36.71201272,-4.43176547}],GeoPosition[{39.57297607,2.65682659}],GeoPosition[ {38.0389657,-4.0468484}],GeoPosition[{38.3705292,-0.41053}],GeoPosition[{36.73028053,-2.88574413}],GeoPosition[ {41.04092436,28.82080403}],GeoPosition[{39.4633964,-0.3918493}],GeoPosition[{36.47111838,-5.0234536}],GeoPosition[ {45.43666667,12.33305556}],GeoPosition[{35.3,-3.81}],GeoPosition[{42.88094,-8.54557}],GeoPosition[ {40.4167,-3.70325}],GeoPosition[{43.37090042,-8.39742498}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {38.3705292,-0.41053}],GeoPosition[{38.9909096,-0.52076}],GeoPosition[{43.5333,-5.7}],GeoPosition[ {43.44845569,-3.77083792}],GeoPosition[{43.25960598,-2.93396761}],GeoPosition[{43.27000625,-2.93115238}],GeoPosition[ {48.87078822,2.32279969}],GeoPosition[{43.26375628,-2.93355564}],GeoPosition[{38.35,-0.483333}],GeoPosition[ {39.4634206,-0.3918552}],GeoPosition[{51.5080414,0.02394}],GeoPosition[{38.9869322,-1.8625071}],GeoPosition[ {40.4230479,-3.6714112}],GeoPosition[{43.36339,-8.42575}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {41.3953285,2.1526201}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.38244357,-3.70196435}],GeoPosition[ {52.37503,4.88382466}],GeoPosition[{53.4228,-7.93722}],GeoPosition[{36.35227875,-6.11684623}],GeoPosition[ {36.35227875,-6.11684623}],GeoPosition[{36.25,-5.96667}],GeoPosition[{40.4507542,-3.7132298}],GeoPosition[ {45.438037,12.335895}],GeoPosition[{42.84559634,-2.67237577}],GeoPosition[{39.4634179,-0.391826}],GeoPosition[ {37.17605438,-3.58720057}],GeoPosition[{40.42250614,-3.70930531}],GeoPosition[{38.3705292,-0.41053}],GeoPosition[ {40.7333,-3.16667}],GeoPosition[{37.1833,-3.6}],GeoPosition[{43.4591303,-3.8230945}],GeoPosition[ {39.64759195,-3.959806}],GeoPosition[{43.2581058,-2.93036272}],GeoPosition[{40.422935,-3.6719895}],GeoPosition[ {37.8833,-4.76667}],GeoPosition[{41.3833,2.18333}],GeoPosition[{42.09122843,1.85609156}],GeoPosition[ {36.73060266,-4.43204494}],GeoPosition[{41.4108556,2.17724109}],GeoPosition[{42.84951759,-8.58179524}],GeoPosition[ {41.224218,1.724857}],GeoPosition[{38.3705292,-0.41053}],GeoPosition[{36.5318376,-6.2965066}],GeoPosition[ {43.34375834,5.33038817}],GeoPosition[{38.9869322,-1.8625071}],GeoPosition[{43.31004364,-1.97596588}],GeoPosition[ {39.4633873,-0.3918158}],GeoPosition[{40.47222222,-3.56083333}],GeoPosition[{37.3919948,-5.960624}],GeoPosition[ {42.2012596,-8.6995096}],GeoPosition[{41.44104,2.17858}],GeoPosition[{38.9869322,-1.8625071}],GeoPosition[ {37.36732439,-5.75599185}],GeoPosition[{41.561,2.0104}],GeoPosition[{39.45891,-0.33992}],GeoPosition[ {39.4633907,-0.3918498}],GeoPosition[{36.1275,-5.45389}],GeoPosition[{38.3705292,-0.41053}],GeoPosition[ {38.0853256,-0.654318}],GeoPosition[{37.33333333,-5.84646845}],GeoPosition[{43.28277778,-2.9825}],GeoPosition[ {42.117529,-0.4466823}],GeoPosition[{36.72894234,-4.41983188}],GeoPosition[{39.4634032,-0.3918333}],GeoPosition[ {36.70047531,-2.78844347}],GeoPosition[{41.3879,2.16992}],GeoPosition[{39.57323,2.65652}],GeoPosition[ {40.0288472,-6.09019532}],GeoPosition[{36.1275,-5.45389}],GeoPosition[{43.00383114,-7.56927967}],GeoPosition[ {40.345211,-3.8283401}],GeoPosition[{36.71800041,-4.41650336}],GeoPosition[{41.4093183,2.1404815}],GeoPosition[ {36.4667,25.3667}],GeoPosition[{37.35504,-6.05253}],GeoPosition[{40.460453,-3.70057}],GeoPosition[ {52.5006,13.3989}],GeoPosition[{38.4285206,-0.4053543}],GeoPosition[{39.4657399,-0.37108}],GeoPosition[ {36.734861,-6.431699}],GeoPosition[{36.75,-5.8}],GeoPosition[{40.43802314,-3.69088275}],GeoPosition[ {38.47957,-0.79348}],GeoPosition[{41.53263059,2.12078089}],GeoPosition[{40.42250614,-3.70930531}],GeoPosition[ {37.39349944,-6.00775394}],GeoPosition[{39.53831713,-0.34805156}],GeoPosition[{37.37095904,-5.99113604}],GeoPosition[ {35.34953461,33.25709772}],GeoPosition[{40.4676025,-3.6765532}],GeoPosition[{38.3705292,-0.41053}],GeoPosition[ {40.96500928,-5.66411734}],GeoPosition[{37.33333333,-5.84646845}],GeoPosition[{41.56213846,2.01119024}],GeoPosition[ {41.38481336,2.16381425}],GeoPosition[{38.0389814,-4.0468712}],GeoPosition[{36.718177,-4.420208}],GeoPosition[ {38.3705292,-0.41053}],GeoPosition[{36.52651221,-6.19112594}],GeoPosition[{41.65261,-4.72518}],GeoPosition[ {41.87747,3.07195}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[{38.38994247,-0.44423691}],GeoPosition[ {36.672067,-6.1300644}],GeoPosition[{39.54557344,-0.56775001}],GeoPosition[{39.41032,-0.38555}],GeoPosition[ {37.37694444,-5.98694444}],GeoPosition[{40.45296523,-3.69327519}],GeoPosition[{37.3919948,-5.960624}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{36.734861,-6.431699}],GeoPosition[{40.41694444,-3.69194444}],GeoPosition[ {37.25,-6.95}],GeoPosition[{40.39590151,-3.77345037}],GeoPosition[{41.40133128,2.17658922}],GeoPosition[ {38.085327,-0.6543156}],GeoPosition[{37.8768753,-4.7665905}],GeoPosition[{36.5333,-6.2833}],GeoPosition[ {38.34656522,-0.49428205}],GeoPosition[{41.65727195,-0.88164551}],GeoPosition[{43.3276619,-8.3833055}],GeoPosition[ {40.8667,-3.48333}],GeoPosition[{36.61707375,-6.35571202}],GeoPosition[{37.3772202,-5.9865699}],GeoPosition[ {37.3772,-5.98694}],GeoPosition[{53.43835,-2.2773}],GeoPosition[{41.4232903,2.18151}],GeoPosition[ {38.34211955,-0.50122022}],GeoPosition[{41.2375417,1.8371671}],GeoPosition[{36.1275,-5.45389}],GeoPosition[ {40.4064282,-3.60035407}],GeoPosition[{37.1727409,-3.5966599}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {41.38666667,2.17}],GeoPosition[{45.5780716,10.2287197}],GeoPosition[{42.5,1.51667}],GeoPosition[ {36.6720779,-6.1299883}],GeoPosition[{39.54557344,-0.56775001}],GeoPosition[{42.70043333,0.87222313}],GeoPosition[ {40.55070925,14.24542195}],GeoPosition[{39.4670603,-6.3733857}],GeoPosition[{40.03204424,-3.60315578}],GeoPosition[ {36.6720961,-6.1300055}],GeoPosition[{37.19162987,-3.59624637}],GeoPosition[{37.76165,-3.76463}],GeoPosition[ {36.9167,-6.06667}],GeoPosition[{41.3360828,2.0967979}],GeoPosition[{40.42644551,-3.53272925}],GeoPosition[ {38.0035866,-0.6560187}],GeoPosition[{43.2818985,-2.88199997}],GeoPosition[{41.36093903,2.16730976}],GeoPosition[ {38.9569328,-5.8615791}],GeoPosition[{38.9907174,-3.9201482}],GeoPosition[{37.38358056,-6.0052}],GeoPosition[ {36.77392844,-6.34445082}],GeoPosition[{38.3450367,-0.4870633}],GeoPosition[{38.9907475,-3.9202442}],GeoPosition[ {40.42690565,-3.6997945}],GeoPosition[{41.39253325,2.17106735}],GeoPosition[{52.406822,-1.519693}],GeoPosition[ {40.42453,-3.71208}],GeoPosition[{40.4369087,-3.69979}],GeoPosition[{36.72159228,-4.46483776}],GeoPosition[ {39.4597212,-0.3384687}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{36.70205507,-4.49648063}],GeoPosition[ {41.40902555,2.13017214}],GeoPosition[{40.4,-3.68333}],GeoPosition[{38.3705292,-0.41053}],GeoPosition[ {41.3879,2.16992}],GeoPosition[{40.41774562,-3.69053142}],GeoPosition[{39.85475667,-0.157195}],GeoPosition[ {39.48397454,-0.35982949}],GeoPosition[{40.4230479,-3.6714112}],GeoPosition[{38.4285193,-0.4053533}],GeoPosition[ {40.45259027,-3.68536378}],GeoPosition[{37.38978192,-5.99150624}],GeoPosition[{41.3833,2.18333}],GeoPosition[ {37.3919948,-5.960624}],GeoPosition[{39.6,-9.06666667}],GeoPosition[{40.41782128,-3.6844646}],GeoPosition[ {38.4285227,-0.4053822}],GeoPosition[{38.39357612,-0.5182757}],GeoPosition[{42.85,-5.86667}],GeoPosition[ {39.4243,-7.22813}],GeoPosition[{39.98004868,-2.86337386}],GeoPosition[{38.3705292,-0.41053}],GeoPosition[ {36.772577,-6.352969}],GeoPosition[{53.27026299,-9.05766332}],GeoPosition[{35.2972,-3.8051}],GeoPosition[ {40.422935,-3.6719895}],GeoPosition[{37.40444444,-5.99722222}],GeoPosition[{42.49671658,-2.57445177}],GeoPosition[ {40.31207156,-3.73119603}],GeoPosition[{43.28277778,-2.9825}],GeoPosition[{40.43000816,-3.68757155}],GeoPosition[ {37.35488012,-6.5409703}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {41.15324756,16.41082623}],GeoPosition[{39.35,-9.38333}],GeoPosition[{37.2333,-1.91667}],GeoPosition[ {41.65,-4.71667}],GeoPosition[{37.41289912,-4.50525256}],GeoPosition[{42.44052929,-8.63658428}],GeoPosition[ {39.5667,2.65}],GeoPosition[{37.38898149,-5.99380898}],GeoPosition[{41.2540679,1.7217975}],GeoPosition[ {55.6886373,12.5779546}],GeoPosition[{39.463375,-0.3916006}],GeoPosition[{37.391712,-5.9596329}],GeoPosition[ {55.86448,-4.254675}],GeoPosition[{37.994231,-0.68914}],GeoPosition[{37.38851905,-6.0075947}],GeoPosition[ {36.83957,-2.46453}],GeoPosition[{40.4167,-3.70325}],GeoPosition[{41.224235,1.724846}],GeoPosition[ {39.4081917,-3.1239522}],GeoPosition[{40.9648929,-5.6915387}],GeoPosition[{40.37623038,-3.69775741}],GeoPosition[ {41.4916399,2.14421}],GeoPosition[{38.3333,-3.58333}],GeoPosition[{40.46683648,-3.69341357}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{42.8525,-2.6581}],GeoPosition[{42.35,-3.7}],GeoPosition[ {36.71595178,-4.42512432}],GeoPosition[{43.26189043,-2.92757229}],GeoPosition[{38.34562095,-0.48552353}],GeoPosition[ {37.3772,-5.98694}],GeoPosition[{37.3772,-5.98694}],GeoPosition[{36.85071117,30.78249336}],GeoPosition[ {37.3915622,-5.9626061}],GeoPosition[{40.28310219,-3.81961128}],GeoPosition[{37.3772,-5.98694}],GeoPosition[ {43.2687,-2.9461}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{36.7183,-4.4202}],GeoPosition[ {37.983,-1.1302}],GeoPosition[{39.5715,2.6469}],GeoPosition[{40.43073425,-3.78973377}],GeoPosition[ {37.3877,-6.0018}],GeoPosition[{39.4692,-0.3768}],GeoPosition[{37.23505,-3.62958}],GeoPosition[ {41.3879,2.16992}],GeoPosition[{40.4796677,-3.3632984}],GeoPosition[{36.1897,-5.92167}],GeoPosition[ {38.9906113,-3.9203069}],GeoPosition[{40.96121,-5.66659}],GeoPosition[{43.46993501,-3.80691234}],GeoPosition[ {41.2345374,1.7333855}],GeoPosition[{40.37890859,-3.72611336}],GeoPosition[{53.3236022,-6.2703212}],GeoPosition[ {39.4667,-3.6}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[{40.4113617,-3.7095301}],GeoPosition[ {40.4228193,-3.6727296}],GeoPosition[{37.9861,-1.1303}],GeoPosition[{43.34867,-3.01123}],GeoPosition[ {37.386,-5.99034}],GeoPosition[{40.4304536,-3.7105118}],GeoPosition[{40.41704446,-3.70354074}],GeoPosition[ {40.4667,-3.3667}],GeoPosition[{40.41676144,-3.70682895}],GeoPosition[{38.38994247,-0.44423691}],GeoPosition[ {40.42628867,-3.71113972}],GeoPosition[{38.9062691,-6.6160598}],GeoPosition[{41.224205,1.724859}],GeoPosition[ {40.4167,-3.70325}],GeoPosition[{37.3828,-5.97317}],GeoPosition[{45.44121619,12.33421047}],GeoPosition[ {43.53575798,-5.66876568}],GeoPosition[{38.8187,0.02004}],GeoPosition[{36.7167,-4.41667}],GeoPosition[ {37.5667,-6.75}],GeoPosition[{37.40515581,-6.00130482}],GeoPosition[{41.3744373,2.16968919}],GeoPosition[ {39.45620535,-0.3521486}],GeoPosition[{43.3641205,-5.8441701}],GeoPosition[{40.41654,-3.69863}],GeoPosition[ {38.3705292,-0.41053}],GeoPosition[{40.41825293,-3.71065473}],GeoPosition[{39.45620535,-0.3521486}],GeoPosition[ {39.47543393,-6.37134627}],GeoPosition[{41.676253,-0.8772784}],GeoPosition[{42.39163183,-8.84405495}],GeoPosition[ {41.37127,2.1594699}],GeoPosition[{40.4167,-3.70325}],GeoPosition[{40.4167,-3.70325}],GeoPosition[ {43.52882,5.43993}],GeoPosition[{40.9506299,-4.12464}],GeoPosition[{37.38491517,-6.00289106}],GeoPosition[ {37.3915622,-5.9626061}],GeoPosition[{41.5377935,2.43986604}],GeoPosition[{43.3226395,-1.98587}],GeoPosition[ {40.57805575,-3.69866618}],GeoPosition[{38.3705292,-0.41053}],GeoPosition[{42.8833,-8.55}],GeoPosition[ {36.72791944,-4.47094565}],GeoPosition[{43.26189043,-2.92757229}],GeoPosition[{41.3833,2.18333}],GeoPosition[ {36.23091089,-6.06962391}],GeoPosition[{43.35398644,-8.39785065}],GeoPosition[{40.45655361,-3.67698}],GeoPosition[ {36.7,-6.1167}],GeoPosition[{43.3242912,-1.97882}],GeoPosition[{40.4524116,-3.6987112}],GeoPosition[ {41.74727403,2.81687807}],GeoPosition[{37.08804179,-2.26934539}],GeoPosition[{40.41704446,-3.70354074}],GeoPosition[ {43.2512828,-2.917609}],GeoPosition[{37.3915622,-5.9626061}],GeoPosition[{36.7086539,-4.4520613}],GeoPosition[ {42.2355919,-8.7164097}],GeoPosition[{40.46721802,-3.61671203}],GeoPosition[{38.38994247,-0.44423691}],GeoPosition[ {41.36236047,2.08420306}],GeoPosition[{36.1275,-5.45389}],GeoPosition[{37.3915622,-5.9626061}],GeoPosition[ {39.45161944,-0.36613333}],GeoPosition[{36.713195,-5.24574333}],GeoPosition[{43.35861111,-8.39166667}],GeoPosition[ {36.7167,-4.41667}],GeoPosition[{40.34806708,-3.70454373}],GeoPosition[{41.37600639,2.15470547}],GeoPosition[ {40.4484596,-3.99896}],GeoPosition[{38.8789,-6.9669}],GeoPosition[{40.2833,-3.8}],GeoPosition[ {41.42241,2.17894}],GeoPosition[{36.1897,-5.92167}],GeoPosition[{37.38322482,-5.94908902}],GeoPosition[ {37.25,-6.95}],GeoPosition[{40.40111589,-3.67457695}],GeoPosition[{40.3281,-3.7644}],GeoPosition[ {41.37587546,2.16890223}],GeoPosition[{41.64502531,-0.85947633}],GeoPosition[{37.9949188,-1.13141}],GeoPosition[ {40.40586813,-3.69011729}],GeoPosition[{40.28376629,-3.79989509}],GeoPosition[{39.37229839,3.22963293}],GeoPosition[ {40.4252586,-3.7137201}],GeoPosition[{43.2629395,-2.93433}],GeoPosition[{42.340837,-3.701723}],GeoPosition[ {36.1275,-5.45389}],GeoPosition[{40.41649878,-3.6841619}],GeoPosition[{38.0599059,-3.4325432}],GeoPosition[ {51.50258739,-0.13531852}],GeoPosition[{41.6785895,2.4856789}],GeoPosition[{40.4311449,-3.6996931}],GeoPosition[ {41.9038,12.4438}],GeoPosition[{37.4045934,-5.9868927}],GeoPosition[{40.39701613,0.4141668}],GeoPosition[ {41.38732733,2.15522273}],GeoPosition[{36.6833,-5.45}],GeoPosition[{37.6667,-5.98333}],GeoPosition[ {40.45651833,-3.67697571}],GeoPosition[{43.5350113,-5.6659198}],GeoPosition[{39.3667,-2.13333}],GeoPosition[ {39.4702,-0.376805}],GeoPosition[{40.33603606,-3.75474216}],GeoPosition[{41.5021294,-5.74623585}],GeoPosition[ {40.40639,-3.67662}],GeoPosition[{53.70010829,-9.80697155}],GeoPosition[{36.74924,-4.41749}],GeoPosition[ {41.224211,1.724859}],GeoPosition[{37.3772,-5.98694}],GeoPosition[{45.5645027,12.1962233}],GeoPosition[ {37.3973398,-5.9940306}],GeoPosition[{36.721949,-4.3760171}],GeoPosition[{36.71533362,-4.49618411}],GeoPosition[ {36.2542037,-5.96553556}],GeoPosition[{41.45421426,2.19017676}],GeoPosition[{38.5493731,-0.1253396}],GeoPosition[ {36.75263423,-4.42083888}],GeoPosition[{40.2334595,-3.7686601}],GeoPosition[{40.42529,-3.68564}],GeoPosition[ {36.4282522,-5.1498273}],GeoPosition[{53.34388889,-6.25680556}],GeoPosition[{40.33603606,-3.75474216}],GeoPosition[ {36.84813199,-2.45193671}],GeoPosition[{42.61273988,-5.55912139}],GeoPosition[{40.1934826,-3.6801547}],GeoPosition[ {39.57692451,2.6238774}],GeoPosition[{41.4404503,2.1982986}],GeoPosition[{39.56684,3.21013}],GeoPosition[ {41.3986282,2.1396599}],GeoPosition[{43.37090042,-8.39742498}],GeoPosition[{44.40836005,8.92138467}],GeoPosition[ {52.2125282,5.4994898}],GeoPosition[{43.3242912,-1.97882}],GeoPosition[{45.4519691,9.2520504}],GeoPosition[ {37.1808014,-3.6136301}],GeoPosition[{39.9722786,-0.07656}],GeoPosition[{39.5667,-0.333333}],GeoPosition[ {40.36505409,-3.54995728}],GeoPosition[{37.3772,-5.98694}],GeoPosition[{41.5,2.16667}],GeoPosition[ {41.36093903,2.16730976}],GeoPosition[{41.3833,2.18333}],GeoPosition[{40.51530734,-3.66567411}],GeoPosition[ {43.2581058,-2.93036272}],GeoPosition[{39.4641445,-0.346837}],GeoPosition[{43.36351643,-1.79129461}],GeoPosition[ {40.9667,-5.65}],GeoPosition[{51.51281111,-0.08351944}],GeoPosition[{37.38582123,-5.99843975}],GeoPosition[ {39.464163,-0.3468969}],GeoPosition[{37.1,-3.63333}],GeoPosition[{36.6,-6.23333}],GeoPosition[ {41.3833,2.18333}],GeoPosition[{43.46170614,-3.81421311}],GeoPosition[{36.46583333,-6.1975}],GeoPosition[ {40.9629593,-5.6618299}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{39.60690327,2.64535546}],GeoPosition[ {39.4633835,-0.3916046}],GeoPosition[{40.6,-3.5}],GeoPosition[{41.66943229,-4.70837326}],GeoPosition[ {40.4065797,-3.7013608}],GeoPosition[{40.4,-3.68333}],GeoPosition[{42.01666667,-4.53333333}],GeoPosition[ {43.3577541,-5.857551}],GeoPosition[{40.4,-3.68333}],GeoPosition[{36.7725601,-6.3445501}],GeoPosition[ {37.3833,-4.78333}],GeoPosition[{40.41825293,-3.71065473}],GeoPosition[{40.42250614,-3.70930531}],GeoPosition[ {37.88502623,-4.80182612}],GeoPosition[{41.224204,1.724832}],GeoPosition[{41.3814087,2.1800799}],GeoPosition[ {38.3705292,-0.41053}],GeoPosition[{40.4,-3.68333}],GeoPosition[{40.4611885,-1.5970354}],GeoPosition[ {50.5927213,26.2593794}],GeoPosition[{37.3919948,-5.960624}],GeoPosition[{40.39202127,-3.69764135}],GeoPosition[ {39.4633863,-0.3915705}],GeoPosition[{40.4140205,-3.69889}],GeoPosition[{37.3919948,-5.960624}],GeoPosition[ {36.4167,-6.13333}],GeoPosition[{41.38683,2.14337}],GeoPosition[{43.3667,-4.08333}],GeoPosition[ {36.8333,-2.45}],GeoPosition[{39.1642794,-3.0128137}],GeoPosition[{49.0449794,3.9561869}],GeoPosition[ {52.51187531,13.31215793}],GeoPosition[{36.7224923,-4.4838772}],GeoPosition[{40.41872256,-3.8038989}],GeoPosition[ {39.4633796,-0.3915696}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[{43.30972222,-2.0075}],GeoPosition[ {38.61472222,-1.11972222}],GeoPosition[{41.384445,2.133314}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {37.785,-3.9025}],GeoPosition[{41.56638889,2.0825}],GeoPosition[{37.34832,-5.98594}],GeoPosition[ {36.77018094,-6.34865235}],GeoPosition[{37.8833,-4.76667}],GeoPosition[{37.40515581,-6.00130482}],GeoPosition[ {38.85377759,0.08508286}],GeoPosition[{37.19972222,-3.60472222}],GeoPosition[{39.3940399,-3.20657}],GeoPosition[ {43.3242912,-1.97882}],GeoPosition[{36.2542037,-5.96553556}],GeoPosition[{43.53575798,-5.66876568}],GeoPosition[ {42.33641,-3.69735}],GeoPosition[{36.721949,-4.3760171}],GeoPosition[{38.954463,-5.8618982}],GeoPosition[ {38.60019012,-0.05505789}],GeoPosition[{39.459731,-0.3384036}],GeoPosition[{38.98648329,-3.91410436}],GeoPosition[ {44.81265077,-0.70292073}],GeoPosition[{40.4302497,-3.68457662}],GeoPosition[{40.42678694,-3.69378778}],GeoPosition[ {36.5167,-4.88333}],GeoPosition[{41.35525046,2.06392765}],GeoPosition[{43.74253087,7.43087141}],GeoPosition[ {37.386,-5.9983}],GeoPosition[{39.1642927,-3.0128275}],GeoPosition[{37.38027778,-6.01083333}],GeoPosition[ {48.86316381,2.22276354}],GeoPosition[{41.3745613,2.1672699}],GeoPosition[{40.50769181,-3.37179864}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{43.25954943,-2.9387973}],GeoPosition[{51.89621157,-8.46731853}],GeoPosition[ {38.71267366,-9.13342898}],GeoPosition[{38.38994247,-0.44423691}],GeoPosition[{40.4546891,-3.6912243}],GeoPosition[ {43.26223147,-2.94145545}],GeoPosition[{40.3597514,-4.3402975}],GeoPosition[{40.41825293,-3.71065473}],GeoPosition[ {41.395649,2.1473}],GeoPosition[{40.4046783,-3.6837101}],GeoPosition[{36.7167,-4.42328}],GeoPosition[ {37.36766424,-5.98793964}],GeoPosition[{40.4545963,-3.6915176}],GeoPosition[{36.7464354,-3.0260611}],GeoPosition[ {38.25472222,-0.64611111}],GeoPosition[{40.42,-3.68888889}],GeoPosition[{40.42250614,-3.70930531}],GeoPosition[ {41.678466,2.784316}],GeoPosition[{53.3478,-6.2597}],GeoPosition[{40.4275208,-3.6910999}],GeoPosition[ {44.37694244,12.32106505}],GeoPosition[{42.5995,-5.57959}],GeoPosition[{37.41944587,-5.96207143}],GeoPosition[ {39.1642737,-3.0128033}],GeoPosition[{36.68476021,-6.11830217}],GeoPosition[{37.37694444,-5.98694444}],GeoPosition[ {41.3879,2.16992}],GeoPosition[{39.4702,-0.376805}],GeoPosition[{36.69359058,-4.4496993}],GeoPosition[ {41.3869497,2.16965425}],GeoPosition[{38.56139856,-6.33004633}],GeoPosition[{43.25038713,-8.2843927}],GeoPosition[ {43.07051445,-8.10504897}],GeoPosition[{42.8053398,-1.654}],GeoPosition[{43.25111111,-2.91083333}],GeoPosition[ {40.45381868,-3.68429807}],GeoPosition[{42.5369112,-8.3055915}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.430503,-3.70307608}],GeoPosition[{40.39872142,-3.69463222}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {40.51768522,-3.69719464}],GeoPosition[{43.31972,-1.97127}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {37.5667,-1.81667}],GeoPosition[{42.65,-2.03333}],GeoPosition[{35.92413765,14.48905851}],GeoPosition[ {40.43963,-3.69431}],GeoPosition[{41.224219,1.72485}],GeoPosition[{42.3414612,-3.70437}],GeoPosition[ {40.39872142,-3.69463222}],GeoPosition[{41.5286598,2.1993563}],GeoPosition[{36.7315082,-4.56566135}],GeoPosition[ {40.46188736,-3.7678473}],GeoPosition[{39.66189,-0.21087}],GeoPosition[{40.40991188,-3.69264455}],GeoPosition[ {40.4467172,-4.00324513}],GeoPosition[{36.694576,-6.1262028}],GeoPosition[{37.28584,-6.05373}],GeoPosition[ {42.85505581,-2.69009157}],GeoPosition[{39.00770286,-0.17201044}],GeoPosition[{37.98734,-1.12815}],GeoPosition[ {40.29131928,-4.01125147}],GeoPosition[{38.33880458,-0.77664223}],GeoPosition[{40.4167,-3.70325}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{36.69359058,-4.4496993}],GeoPosition[{42.23712998,-8.70384573}],GeoPosition[ {41.70968926,-0.99802852}],GeoPosition[{52.21844363,20.95585504}],GeoPosition[{40.37650041,-3.68858774}],GeoPosition[ {43.09653,-7.11128}],GeoPosition[{43.92047506,10.93455255}],GeoPosition[{39.01337613,-1.86987706}],GeoPosition[ {37.8833,-4.76667}],GeoPosition[{40.4183083,-3.7031901}],GeoPosition[{41.38426449,2.16909863}],GeoPosition[ {39.468297,-0.380648}],GeoPosition[{40.4,-1.9}],GeoPosition[{38.8789,-6.9669}],GeoPosition[ {38.9895042,-3.9262701}],GeoPosition[{42.6333,-2.1}],GeoPosition[{39.47164704,-0.48802109}],GeoPosition[ {41.8,2.21667}],GeoPosition[{40.4168644,-3.6956051}],GeoPosition[{37.80003383,-0.80295229}],GeoPosition[ {38.38994247,-0.44423691}],GeoPosition[{37.388163,-5.982399}],GeoPosition[{37.4548622,-5.6350923}],GeoPosition[ {36.9833477,-2.4633539}],GeoPosition[{36.80632,-5.328}],GeoPosition[{37.0982154,-2.124113}],GeoPosition[ {37.3427756,-2.5039014}],GeoPosition[{36.7845225,-3.412659}],GeoPosition[{37.13274,-3.43589}],GeoPosition[ {37.1723852,-5.7962233}],GeoPosition[{37.18027,-5.80272}],GeoPosition[{37.35526,-4.22976}],GeoPosition[ {40.53390457,-3.69369029}],GeoPosition[{36.7307184,-2.14576841}],GeoPosition[{39.47313776,-6.37551688}],GeoPosition[ {38.0389634,-4.046844}],GeoPosition[{55.8304775,-3.9569672}],GeoPosition[{39.164276,-3.012806}],GeoPosition[ {37.2142928,-3.6236882}],GeoPosition[{39.4702,-0.376805}],GeoPosition[{43.4631962,-3.80561586}],GeoPosition[ {36.721949,-4.3760171}],GeoPosition[{40.5729443,-3.9254523}],GeoPosition[{40.3019894,-3.7271749}],GeoPosition[ {40.271315,-3.7503073}],GeoPosition[{40.5677713,-3.9156904}],GeoPosition[{40.3943783,-3.5054083}],GeoPosition[ {40.0572895,-3.5283741}],GeoPosition[{40.0650925,-3.5255086}],GeoPosition[{40.55627,-3.7104556}],GeoPosition[ {40.4656688,-3.8861187}],GeoPosition[{43.5333,-5.7}],GeoPosition[{39.8503575,-4.02256989}],GeoPosition[ {38.5333,-0.133333}],GeoPosition[{38.39357612,-0.5182757}],GeoPosition[{38.3705292,-0.41053}],GeoPosition[ {41.23175011,-5.49761536}],GeoPosition[{41.60825389,-0.88720564}],GeoPosition[{39.56722222,-1.20666667}],GeoPosition[ {40.31529,-3.7271}],GeoPosition[{37.3772,-5.98694}],GeoPosition[{40.9667,-5.65}],GeoPosition[ {37.18123523,-3.592605}],GeoPosition[{40.49266922,-3.87414329}],GeoPosition[{38.8833,-3.71667}],GeoPosition[ {41.37333315,2.15060086}],GeoPosition[{52.67455235,-8.57388237}],GeoPosition[{41.6998327,2.7391046}],GeoPosition[ {48.8558693,2.31598}],GeoPosition[{43.3475,-4.1025}],GeoPosition[{36.7161637,-4.4230867}],GeoPosition[ {46.392907,6.801181}],GeoPosition[{40.03217986,-3.60464859}],GeoPosition[{45.4634399,9.1901398}],GeoPosition[ {39.47546316,-0.35109351}],GeoPosition[{39.3940399,-3.20657}],GeoPosition[{37.38176766,-5.99469544}],GeoPosition[ {37.2668,-3.66053}],GeoPosition[{40.65655126,-4.69736783}],GeoPosition[{39.47164704,-0.48802109}],GeoPosition[ {39.4591073,-0.3464756}],GeoPosition[{41.40592097,2.15146707}],GeoPosition[{38.00146027,-1.14432127}],GeoPosition[ {37.90139362,-4.77364374}],GeoPosition[{40.660057,-4.71127331}],GeoPosition[{38.9833,-1.85}],GeoPosition[ {41.3556482,2.06359673}],GeoPosition[{38.710199,-9.422137}],GeoPosition[{37.41012097,-5.99574787}],GeoPosition[ {40.41782128,-3.6844646}],GeoPosition[{36.7167,-4.41667}],GeoPosition[{38.26694444,-0.69833333}],GeoPosition[ {37.3810603,-5.9904005}],GeoPosition[{45.89859089,6.12692717}],GeoPosition[{39.1642769,-3.012811}],GeoPosition[ {38.38002053,-0.43145444}],GeoPosition[{53.35347155,-6.26194954}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[ {41.38666486,2.17993208}],GeoPosition[{41.14397275,1.41292891}],GeoPosition[{51.37417,-0.0981563}],GeoPosition[ {38.7167,-5.55}],GeoPosition[{41.3909912,2.1602299}],GeoPosition[{39.1642119,-3.0127265}],GeoPosition[ {36.5333,-6.2833}],GeoPosition[{40.46557994,-3.75183693}],GeoPosition[{44.4080842,8.92108769}],GeoPosition[ {42.6435234,-8.5591551}],GeoPosition[{41.65234086,-4.73130413}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {37.3667,-6.03333}],GeoPosition[{40.40947014,-3.70016052}],GeoPosition[{36.5038098,-4.7887249}],GeoPosition[ {42.45455171,-2.38804207}],GeoPosition[{36.6,-6.23333}],GeoPosition[{40.44308829,-3.71267728}],GeoPosition[ {51.5142937,-0.1809249}],GeoPosition[{39.47546316,-0.35109351}],GeoPosition[{39.64981829,-0.30174044}],GeoPosition[ {42.6459084,-8.8860064}],GeoPosition[{40.4965539,-3.8861239}],GeoPosition[{40.45679,-3.66075}],GeoPosition[ {39.76666667,-0.18333333}],GeoPosition[{40.4307128,-3.6635662}],GeoPosition[{40.29131928,-4.01125147}],GeoPosition[ {39.45620535,-0.3521486}],GeoPosition[{38.0389739,-4.0468498}],GeoPosition[{39.4776,-0.35701}],GeoPosition[ {40.41416199,-3.69248583}],GeoPosition[{41.9004628,12.482636}],GeoPosition[{40.41531372,-3.7090199}],GeoPosition[ {39.47164704,-0.48802109}],GeoPosition[{41.3614502,2.1033499}],GeoPosition[{36.8667,-5.8}],GeoPosition[ {40.36128527,-3.75021578}],GeoPosition[{42.8733079,-8.5518614}],GeoPosition[{39.47463239,-6.37044304}],GeoPosition[ {37.38593234,-6.00222932}],GeoPosition[{36.8333,-2.45}],GeoPosition[{43.46320581,-3.80557222}],GeoPosition[ {37.99842,-1.13154}],GeoPosition[{37.39861111,-6.00722222}],GeoPosition[{38.3705292,-0.41053}],GeoPosition[ {36.76833371,-2.61289649}],GeoPosition[{45.4479408,11.0027399}],GeoPosition[{40.65,-4.7}],GeoPosition[ {37.35942,-6.9700721}],GeoPosition[{40.81111367,0.52420964}],GeoPosition[{41.14928,-8.61432}],GeoPosition[ {41.35525674,2.06391725}],GeoPosition[{35.17523,33.37786}],GeoPosition[{41.3688907,2.1532228}],GeoPosition[ {52.51627222,13.37772222}],GeoPosition[{36.69311,-4.47615}],GeoPosition[{40.4167,-3.70325}],GeoPosition[ {39.47530544,-0.38423717}],GeoPosition[{41.9,12.45}],GeoPosition[{43.3276619,-8.3833055}],GeoPosition[ {36.59963196,-4.53403348}],GeoPosition[{51.50514919,-0.07558474}],GeoPosition[{40.37436007,-3.6304741}],GeoPosition[ {58.16181604,16.25683072}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {43.35363,-5.86177}],GeoPosition[{40.55,-3.63333}],GeoPosition[{40.34806708,-3.70454373}],GeoPosition[ {36.70533403,-4.45915975}],GeoPosition[{40.4167,-3.70325}],GeoPosition[{39.54468047,-0.39462485}],GeoPosition[ {41.39865149,2.19484961}],GeoPosition[{39.1643318,-3.0128805}],GeoPosition[{-33.012436,-61.8182138}],GeoPosition[ {40.4201,-3.7056}],GeoPosition[{53.42721652,-6.2437122}],GeoPosition[{38.3555172,-0.456056}],GeoPosition[ {43.53844,-5.69501}],GeoPosition[{40.45679,-3.66075}],GeoPosition[{40.42618816,-3.68986746}],GeoPosition[ {40.42690565,-3.6997945}],GeoPosition[{42.03122114,-6.26885891}],GeoPosition[{37.35942,-6.9700721}],GeoPosition[ {39.1642168,-3.012733}],GeoPosition[{41.37363995,2.15138173}],GeoPosition[{50.9297714,-1.3839972}],GeoPosition[ {39.1642168,-3.012733}],GeoPosition[{42.1132517,-8.8167985}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {39.1641708,-3.0126721}],GeoPosition[{51.22890354,9.52734321}],GeoPosition[{42.01666667,-4.53333333}],GeoPosition[ {40.3921394,-3.73122}],GeoPosition[{40.440881,-3.700357}],GeoPosition[{41.3869497,2.16965425}],GeoPosition[ {40.446876,-3.452777}],GeoPosition[{38.6333,-0.566667}],GeoPosition[{41.38805556,2.1875}],GeoPosition[ {41.3833,2.18333}],GeoPosition[{41.4404503,2.1982986}],GeoPosition[{38.99406,-1.85485}],GeoPosition[ {38.3705292,-0.41053}],GeoPosition[{40.4333,-3.81667}],GeoPosition[{38.42767,-6.416275}],GeoPosition[ {36.53417172,-6.30217888}],GeoPosition[{37.5667,-6.75}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {37.3772,-5.98694}],GeoPosition[{41.14282677,-8.61152709}],GeoPosition[{44.4111,8.9328}],GeoPosition[ {55.75392294,37.55763222}],GeoPosition[{41.4222838,2.1482566}],GeoPosition[{38.42733297,-6.41601906}],GeoPosition[ {40.42250614,-3.70930531}],GeoPosition[{36.87883949,30.66285219}],GeoPosition[{38.38994247,-0.44423691}],GeoPosition[ {60.1698557,24.938379}],GeoPosition[{40.05,0.0666667}],GeoPosition[{42.3932981,-8.6922087}],GeoPosition[ {39.59195811,2.59684822}],GeoPosition[{40.4398384,-3.6824901}],GeoPosition[{42.96809177,-8.44349446}],GeoPosition[ {39.006036,-6.0911577}],GeoPosition[{37.98671762,-1.13171113}],GeoPosition[{39.42720601,3.01742613}],GeoPosition[ {38.95,-5.96667}],GeoPosition[{39.1643894,-3.0129514}],GeoPosition[{38.2375107,-1.42698}],GeoPosition[ {43.36,-5.845}],GeoPosition[{36.52872654,-4.62619342}],GeoPosition[{39.1643894,-3.0129514}],GeoPosition[ {51.3741873,-0.0981327}],GeoPosition[{41.3834,2.17448}],GeoPosition[{37.16814,-3.60226}],GeoPosition[ {39.19615,-2.16372}],GeoPosition[{43.37154,-8.40191}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {38.42719006,-6.41617966}],GeoPosition[{41.39028671,2.15154893}],GeoPosition[{36.7167,-4.41667}],GeoPosition[ {39.96977489,32.82086904}],GeoPosition[{41.7112367,1.8356687}],GeoPosition[{39.87149351,-4.0351779}],GeoPosition[ {43.37090042,-8.39742498}],GeoPosition[{43.26375628,-2.93355564}],GeoPosition[{43.3465042,-8.3883704}],GeoPosition[ {37.25,-6.95}],GeoPosition[{41.90556015,12.47541158}],GeoPosition[{42.80724353,-1.62559909}],GeoPosition[ {45.52358445,10.21701617}],GeoPosition[{36.6719279,-6.1306971}],GeoPosition[{39.00593271,-6.09044882}],GeoPosition[ {41.3879,2.16992}],GeoPosition[{42.34279746,-7.85161108}],GeoPosition[{40.34327347,-3.6840904}],GeoPosition[ {40.0667,-2.13333}],GeoPosition[{39.20160732,-0.30998753}],GeoPosition[{41.90556015,12.47541158}],GeoPosition[ {37.25487573,-6.95995182}],GeoPosition[{40.42494967,-3.67654091}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {38.38994247,-0.44423691}],GeoPosition[{37.3978277,-5.98301855}],GeoPosition[{41.90556015,12.47541158}],GeoPosition[ {39.1640898,-3.0125399}],GeoPosition[{36.53204851,-6.29539621}],GeoPosition[{40.48438385,-3.65347262}],GeoPosition[ {39.5333,-0.516667}],GeoPosition[{53.683298,-1.505924}],GeoPosition[{40.5040451,-3.6369816}],GeoPosition[ {39.20160732,-0.30998753}],GeoPosition[{37.38412623,-6.00889694}],GeoPosition[{40.4220338,-3.6936709}],GeoPosition[ {37.9861,-1.1303}],GeoPosition[{40.9872226,-5.8852491}],GeoPosition[{39.5667,2.65}],GeoPosition[ {41.15931706,-8.65886814}],GeoPosition[{36.72217679,-4.37007708}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[ {40.4252586,-3.7137201}],GeoPosition[{40.4252586,-3.7137201}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {37.28811145,-6.05305345}],GeoPosition[{41.640468,-0.8971307}],GeoPosition[{41.4188499,2.1803999}],GeoPosition[ {51.5132099,-0.1305202}],GeoPosition[{37.3772,-5.98694}],GeoPosition[{41.3935646,2.15032942}],GeoPosition[ {45.54008079,9.13055028}],GeoPosition[{36.71601546,-4.43282749}],GeoPosition[{40.44544548,-3.80949596}],GeoPosition[ {37.9861,-1.1303}],GeoPosition[{36.48851192,-4.95304491}],GeoPosition[{41.49107976,2.35399423}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{40.4,-3.68333}],GeoPosition[{38.9,-6.33333333}],GeoPosition[ {37.39773527,-5.98104169}],GeoPosition[{42.43136623,-8.64419437}],GeoPosition[{36.6719552,-6.1306397}],GeoPosition[ {39.59234,-0.4608}],GeoPosition[{48.8567,2.3508}],GeoPosition[{40.95223389,-5.62280549}],GeoPosition[ {42.48587,1.49045}],GeoPosition[{39.47002,-0.37104}],GeoPosition[{39.1,-5.46667}],GeoPosition[ {40.4167,-3.70325}],GeoPosition[{40.4,-3.68333}],GeoPosition[{40.4870636,-3.650962}],GeoPosition[ {43.53872068,-5.66929698}],GeoPosition[{37.56795445,-6.10088159}],GeoPosition[{37.3978277,-5.98301855}],GeoPosition[ {36.48183,-4.99589}],GeoPosition[{38.35934584,-0.48708286}],GeoPosition[{53.34572981,-6.26070559}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{49.2753939,4.0473642}],GeoPosition[{37.6736,-1.69821837}],GeoPosition[ {36.7333,-3.86667}],GeoPosition[{41.224193,1.724826}],GeoPosition[{41.3167,2.}],GeoPosition[ {39.46050002,-0.3725311}],GeoPosition[{37.38498589,-6.00286404}],GeoPosition[{40.46929406,-3.65650612}],GeoPosition[ {38.34794185,-0.48602164}],GeoPosition[{41.90250733,12.45764482}],GeoPosition[{38.3705292,-0.41053}],GeoPosition[ {37.77327297,-3.78865008}],GeoPosition[{38.33694444,-0.48861111}],GeoPosition[{36.8377419,-2.45944}],GeoPosition[ {37.3772,-5.98694}],GeoPosition[{41.15499971,1.10201118}],GeoPosition[{36.71914101,-4.620561}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{37.35942,-6.9700721}],GeoPosition[{40.4870446,-3.6509717}],GeoPosition[ {40.46482229,-3.62763987}],GeoPosition[{37.97777778,-0.68333333}],GeoPosition[{37.38619444,-5.99241667}],GeoPosition[ {39.4641431,-0.3467193}],GeoPosition[{43.53353,-5.64644}],GeoPosition[{43.5569,-5.92472}],GeoPosition[ {51.50075556,-0.12466111}],GeoPosition[{41.65,-0.8833}],GeoPosition[{40.83333333,14.26666667}],GeoPosition[ {40.4047021,-3.74834744}],GeoPosition[{43.55179296,-5.93571871}],GeoPosition[{38.00941283,-1.14845713}],GeoPosition[ {37.388163,-5.982399}],GeoPosition[{37.202125,-6.9208837}],GeoPosition[{53.72172378,-1.85890168}],GeoPosition[ {37.0708001,37.3960146}],GeoPosition[{37.8862396,-4.8115185}],GeoPosition[{37.9797897,-0.67702}],GeoPosition[ {38.3833,-0.433333}],GeoPosition[{39.46666667,-0.38333333}],GeoPosition[{42.42750552,-8.64080761}],GeoPosition[ {41.3879,2.16992}],GeoPosition[{38.38994247,-0.44423691}],GeoPosition[{38.65,0.05}],GeoPosition[ {40.15344142,-4.11127385}],GeoPosition[{40.4200299,-3.70027}],GeoPosition[{38.3705292,-0.41053}],GeoPosition[ {41.35366048,1.7051315}],GeoPosition[{39.16409,-3.0125381}],GeoPosition[{41.97736734,2.79569544}],GeoPosition[ {40.47215,-3.87064}],GeoPosition[{38.0807737,-1.2786782}],GeoPosition[{43.3788257,-5.8294981}],GeoPosition[ {40.37897,-3.71002}],GeoPosition[{40.32370384,-3.71588336}],GeoPosition[{52.514781,13.4361438}],GeoPosition[ {38.02293416,-1.16961066}],GeoPosition[{42.84436,-2.6694412}],GeoPosition[{40.42663846,-3.67188989}],GeoPosition[ {41.224204,1.724827}],GeoPosition[{42.8833,-8.55}],GeoPosition[{52.5147922,13.436182}],GeoPosition[ {52.381905,13.1199934}],GeoPosition[{43.3663715,-5.84478}],GeoPosition[{53.47525714,-2.24145421}],GeoPosition[ {38.38994247,-0.44423691}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {37.6964104,-5.2736781}],GeoPosition[{43.16592407,-3.63130546}],GeoPosition[{37.34383011,-5.98705912}],GeoPosition[ {43.12481689,-3.60894108}],GeoPosition[{41.14059067,1.35775995}],GeoPosition[{37.40533829,-5.94828987}],GeoPosition[ {37.39723607,-5.80497507}],GeoPosition[{40.49261768,-3.65507848}],GeoPosition[{40.43745,-3.71298}],GeoPosition[ {40.42872301,-3.70313071}],GeoPosition[{36.7315082,-4.56566135}],GeoPosition[{36.39828493,-6.17120573}],GeoPosition[ {39.8908569,4.27560592}],GeoPosition[{44.50202443,11.3459464}],GeoPosition[{40.45868458,-3.44953338}],GeoPosition[ {41.39774,2.19108}],GeoPosition[{40.32364224,-3.71587893}],GeoPosition[{38.64274405,34.82927669}],GeoPosition[ {38.87962,-6.9707}],GeoPosition[{40.4870733,-3.650922}],GeoPosition[{37.3833,-6.06667}],GeoPosition[ {52.5147919,13.4361291}],GeoPosition[{42.8833,-8.55}],GeoPosition[{40.4544799,-3.69403}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{39.1636765,-3.0147491}],GeoPosition[{43.3242912,-1.97882}],GeoPosition[ {42.84436,-2.6694412}],GeoPosition[{48.83940656,2.33770215}],GeoPosition[{39.47465556,-0.35836111}],GeoPosition[ {48.8590256,2.29811714}],GeoPosition[{38.35,-0.483333}],GeoPosition[{51.92061514,4.48070801}],GeoPosition[ {41.4038391,2.12866}],GeoPosition[{40.45,-3.48333}],GeoPosition[{43.25633,-2.92917}],GeoPosition[ {38.28756186,-0.55259943}],GeoPosition[{50.08631449,14.40670455}],GeoPosition[{37.98963198,-1.13362718}],GeoPosition[ {40.4870945,-3.6508893}],GeoPosition[{37.1833,-3.6}],GeoPosition[{42.81958072,-1.64245605}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.4167,-3.70325}],GeoPosition[ {41.6282427,-4.78501797}],GeoPosition[{40.4667,-3.86667}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {41.38282,2.10563}],GeoPosition[{41.9996712,2.2483658}],GeoPosition[{41.5895236,1.7728474}],GeoPosition[ {38.3,-3.03333}],GeoPosition[{43.2687,-2.9461}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {36.7183,-4.4202}],GeoPosition[{37.983,-1.1302}],GeoPosition[{39.5715,2.6469}],GeoPosition[ {37.3877,-6.0018}],GeoPosition[{39.4692,-0.3768}],GeoPosition[{41.6517,-0.8813}],GeoPosition[ {51.51884492,-0.17092734}],GeoPosition[{50.908596,0.2494235}],GeoPosition[{37.3557915,-5.93851254}],GeoPosition[ {41.224212,1.724835}],GeoPosition[{39.4833,-6.36667}],GeoPosition[{43.2680999,-2.9345}],GeoPosition[ {40.3971786,-3.76108}],GeoPosition[{38.38666667,-0.48888889}],GeoPosition[{42.54759814,-6.60646982}],GeoPosition[ {36.8405418,-2.4662399}],GeoPosition[{43.3786982,-5.8294016}],GeoPosition[{40.35844529,0.39777912}],GeoPosition[ {38.8782501,-6.9705601}],GeoPosition[{40.43994977,-3.72926336}],GeoPosition[{39.57323,2.65652}],GeoPosition[ {36.51027125,-4.89751913}],GeoPosition[{40.4492658,-3.69522572}],GeoPosition[{40.47916667,-3.61166667}],GeoPosition[ {39.06611111,-5.72277778}],GeoPosition[{40.4321965,-3.6640362}],GeoPosition[{40.47916667,-3.61166667}],GeoPosition[ {41.6670025,-0.8935795}],GeoPosition[{36.4167,-6.13333}],GeoPosition[{42.98338699,-6.40779924}],GeoPosition[ {40.3954764,-3.6902166}],GeoPosition[{36.2542037,-5.96553556}],GeoPosition[{39.60437393,-0.3503806}],GeoPosition[ {43.03889084,-6.01364756}],GeoPosition[{40.48400879,-3.6735599}],GeoPosition[{41.3879,2.16992}],GeoPosition[ {39.4702,-0.376805}],GeoPosition[{52.3513794,4.8727198}],GeoPosition[{45.44213867,12.32321848}],GeoPosition[ {50.73757,4.23251}],GeoPosition[{40.41530449,-3.70714414}],GeoPosition[{39.1634604,-3.0142874}],GeoPosition[ {39.8833,-3.71667}],GeoPosition[{39.47654,-0.3790799}],GeoPosition[{39.4167,-0.783333}],GeoPosition[ {40.4379164,-3.69204182}],GeoPosition[{52.3513794,4.8727198}],GeoPosition[{39.5076659,-0.4372391}],GeoPosition[ {41.3845699,2.17404}],GeoPosition[{42.547552,-6.606448}],GeoPosition[{36.63817,-4.49318}],GeoPosition[ {52.3513794,4.8727198}],GeoPosition[{37.76818,-3.78672}],GeoPosition[{42.52805556,-1.67694444}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{43.4425154,-5.818571}],GeoPosition[{41.4118195,2.1382101}],GeoPosition[ {40.4167,-3.70325}],GeoPosition[{40.1814716,-3.6863304}],GeoPosition[{42.50814185,1.52211639}],GeoPosition[ {42.58932906,-5.56900664}],GeoPosition[{37.8894118,-6.7398653}],GeoPosition[{39.6071811,2.6350517}],GeoPosition[ {38.3705292,-0.41053}],GeoPosition[{40.40028,-3.6938}],GeoPosition[{51.3737779,-0.1045008}],GeoPosition[ {43.2766294,-1.6792623}],GeoPosition[{40.4167,-3.70325}],GeoPosition[{40.4167,-3.70325}],GeoPosition[ {38.38994247,-0.44423691}],GeoPosition[{41.3930999,2.13558}],GeoPosition[{40.8556709,14.2348299}],GeoPosition[ {43.5428305,-5.6609158}],GeoPosition[{37.6833,-4.85}],GeoPosition[{41.4118195,2.1382101}],GeoPosition[ {39.1636066,-3.0142183}],GeoPosition[{38.42482525,27.13858255}],GeoPosition[{43.3669128,-8.4021711}],GeoPosition[ {43.53522883,-5.66907275}],GeoPosition[{41.224209,1.724851}],GeoPosition[{43.4425785,-5.8185165}],GeoPosition[ {43.53165799,-5.66305352}],GeoPosition[{39.548646,2.732677}],GeoPosition[{41.3333395,-4.3713646}],GeoPosition[ {39.55944444,-1.27944444}],GeoPosition[{40.43340859,-3.69818687}],GeoPosition[{42.0170318,-4.5276355}],GeoPosition[ {42.465,-2.44555556}],GeoPosition[{52.59059437,-8.6949117}],GeoPosition[{37.34383011,-5.98705912}],GeoPosition[ {37.55,-4.35}],GeoPosition[{43.378809,-5.8293374}],GeoPosition[{39.47654,-0.3790799}],GeoPosition[ {37.86876,-4.7718299}],GeoPosition[{39.58175914,2.62058333}],GeoPosition[{40.06162549,-2.13228146}],GeoPosition[ {36.71539794,-4.47309744}],GeoPosition[{41.30361728,2.08157758}],GeoPosition[{42.8833,-8.55}],GeoPosition[ {39.9506194,-0.0639576}],GeoPosition[{37.61408455,-0.9890785}],GeoPosition[{40.98320263,-5.66154242}],GeoPosition[ {37.17605438,-3.58720057}],GeoPosition[{38.1167,-0.766667}],GeoPosition[{42.3486845,-3.6703974}],GeoPosition[ {36.13012,-5.44144}],GeoPosition[{37.1983981,-3.6172215}],GeoPosition[{39.1643304,-3.0128761}],GeoPosition[ {41.96035407,3.22941272}],GeoPosition[{36.8,-3.5}],GeoPosition[{37.621708,-0.7763342}],GeoPosition[ {38.0342252,-4.0481595}],GeoPosition[{40.4,-3.68333}],GeoPosition[{38.4,-0.516667}],GeoPosition[ {41.9972388,-4.5168416}],GeoPosition[{52.30714578,0.49142413}],GeoPosition[{37.88025693,-4.77440126}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{41.38800783,2.15420692}],GeoPosition[{43.3715,-8.396}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{39.47028,-0.37557}],GeoPosition[{43.55661717,-5.92500338}],GeoPosition[ {39.46694444,-0.37722222}],GeoPosition[{40.4252899,-3.68298}],GeoPosition[{40.,-4.}],GeoPosition[ {40.3452652,-3.71137787}],GeoPosition[{40.4,-3.68333}],GeoPosition[{41.224217,1.724824}],GeoPosition[ {36.71539794,-4.47309744}],GeoPosition[{37.36732439,-5.75599185}],GeoPosition[{37.25,-6.95}],GeoPosition[ {39.6625214,-0.21504}],GeoPosition[{37.38426097,-5.99019595}],GeoPosition[{36.82047067,34.58989103}],GeoPosition[ {40.42559,-3.70495}],GeoPosition[{41.37368552,2.15238798}],GeoPosition[{38.0342075,-4.0481079}],GeoPosition[ {37.39223146,-6.00247476}],GeoPosition[{41.5442,-8.4219}],GeoPosition[{36.33411991,-6.16327146}],GeoPosition[ {38.00025,-1.1736243}],GeoPosition[{40.51202507,-3.68043265}],GeoPosition[{43.1315672,-2.5455973}],GeoPosition[ {37.3828,-5.97317}],GeoPosition[{37.2954736,-4.8882739}],GeoPosition[{37.17686144,-3.59002549}],GeoPosition[ {37.9022789,-4.7911301}],GeoPosition[{37.37742,-5.97677}],GeoPosition[{43.30857077,-8.25787774}],GeoPosition[ {41.3957481,2.1918099}],GeoPosition[{40.4331647,-3.60968867}],GeoPosition[{39.49571927,-0.35328954}],GeoPosition[ {39.4489416,-6.5060209}],GeoPosition[{52.4667,-1.91667}],GeoPosition[{39.4702,-0.376805}],GeoPosition[ {42.2667,-8.78333}],GeoPosition[{40.42690565,-3.6997945}],GeoPosition[{41.2501783,1.7716633}],GeoPosition[ {40.415364,-3.707398}],GeoPosition[{37.41944587,-5.96207143}],GeoPosition[{41.0257893,28.8227792}],GeoPosition[ {38.38994247,-0.44423691}],GeoPosition[{37.1833,-3.6}],GeoPosition[{36.7225032,-4.4838841}],GeoPosition[ {51.42646029,-0.16961556}],GeoPosition[{43.27129097,-2.96984908}],GeoPosition[{43.4425314,-5.818555}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{42.1675552,2.89030458}],GeoPosition[{43.009345,-4.2279334}],GeoPosition[ {36.47132,-6.19812}],GeoPosition[{51.51330224,-0.13134784}],GeoPosition[{38.28002239,-0.71933589}],GeoPosition[ {36.7224863,-4.4838622}],GeoPosition[{39.8333,-8.7}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {43.3788099,-5.8293208}],GeoPosition[{48.4522866,22.7111648}],GeoPosition[{42.6129959,-5.56215268}],GeoPosition[ {39.42459298,-0.41319464}],GeoPosition[{39.4833,-6.36667}],GeoPosition[{48.8241835,2.2892898}],GeoPosition[ {40.40845703,-3.63877949}],GeoPosition[{40.4041905,-3.6761173}],GeoPosition[{39.58348429,2.61896401}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{43.2766323,-1.6792637}],GeoPosition[{38.3655349,-0.4414968}],GeoPosition[ {41.395,2.1387299}],GeoPosition[{38.34763053,-0.48464835}],GeoPosition[{43.26375628,-2.93355564}],GeoPosition[ {39.4751267,-6.37155245}],GeoPosition[{42.4004215,-8.8079077}],GeoPosition[{43.439683,-5.8207151}],GeoPosition[ {43.3715,-8.396}],GeoPosition[{41.02461342,29.10603635}],GeoPosition[{43.37090042,-8.39742498}],GeoPosition[ {38.36816748,-0.4778137}],GeoPosition[{38.34763053,-0.48464835}],GeoPosition[{38.9833,-8.8}],GeoPosition[ {41.39898394,2.20311284}],GeoPosition[{38.90871,1.43412}],GeoPosition[{37.34166818,-6.05921346}],GeoPosition[ {40.39316308,-3.75775121}],GeoPosition[{40.3835946,-3.6960117}],GeoPosition[{45.44213867,12.32321848}],GeoPosition[ {40.42416,-3.70074}],GeoPosition[{43.3242912,-1.97882}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[ {40.42520815,-3.71356593}],GeoPosition[{43.30972222,-2.0075}],GeoPosition[{38.61472222,-1.11972222}],GeoPosition[ {39.50277778,-0.44055556}],GeoPosition[{43.73666667,-7.87722222}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {41.56638889,2.0825}],GeoPosition[{37.785,-3.9025}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {37.34383011,-5.98705912}],GeoPosition[{37.19972222,-3.60472222}],GeoPosition[{40.0631523,-2.1277387}],GeoPosition[ {41.3819518,2.1757278}],GeoPosition[{43.4425082,-5.8185713}],GeoPosition[{37.78735434,-3.77685667}],GeoPosition[ {40.4491997,-3.6950901}],GeoPosition[{41.39110502,2.14892149}],GeoPosition[{39.46986871,-0.35673708}],GeoPosition[ {52.36112106,4.87800621}],GeoPosition[{42.8520899,-2.65979}],GeoPosition[{40.9578213,0.5102578}],GeoPosition[ {42.2890546,1.8542072}],GeoPosition[{41.5533412,1.8408229}],GeoPosition[{41.472192,1.9423732}],GeoPosition[ {41.2721511,2.0399164}],GeoPosition[{41.5368902,1.8952757}],GeoPosition[{41.4932426,1.842808}],GeoPosition[ {43.5190043,-5.6857137}],GeoPosition[{36.58043854,-6.26123219}],GeoPosition[{53.3478,-6.2597}],GeoPosition[ {40.03802552,-6.07941886}],GeoPosition[{38.0134392,-1.10365}],GeoPosition[{39.73801103,-3.90010105}],GeoPosition[ {41.3745384,2.1574399}],GeoPosition[{40.4,-3.68333}],GeoPosition[{49.1333,18.3333}],GeoPosition[ {36.42318759,-5.15075666}],GeoPosition[{37.38358056,-6.0052}],GeoPosition[{36.7224804,-4.4839022}],GeoPosition[ {40.42382,-3.68707}],GeoPosition[{42.46768275,-2.44571017}],GeoPosition[{39.4833,-6.36667}],GeoPosition[ {37.8,-0.85}],GeoPosition[{41.4056975,2.13483898}],GeoPosition[{37.6217082,-0.776333}],GeoPosition[ {38.3705292,-0.41053}],GeoPosition[{37.9861,-1.1303}],GeoPosition[{37.3762093,-5.9712701}],GeoPosition[ {42.55291,-3.321}],GeoPosition[{40.39915,-3.4801}],GeoPosition[{40.4110794,-3.7064199}],GeoPosition[ {45.60304946,10.62768459}],GeoPosition[{40.42923206,-3.66613596}],GeoPosition[{41.72241137,2.46375716}],GeoPosition[ {38.6586549,-0.098615}],GeoPosition[{36.7224574,-4.4838936}],GeoPosition[{40.4007099,-3.69642}],GeoPosition[ {38.36102516,-0.43158596}],GeoPosition[{37.09400025,-3.38620045}],GeoPosition[{39.4735218,-0.330633}],GeoPosition[ {37.33154336,-5.9242326}],GeoPosition[{40.6333,-3.16667}],GeoPosition[{37.3772,-5.98694}],GeoPosition[ {41.9004628,12.482636}],GeoPosition[{37.36732439,-5.75599185}],GeoPosition[{37.97971723,-0.67682978}],GeoPosition[ {39.4634107,-0.3915316}],GeoPosition[{37.41502,-4.4847498}],GeoPosition[{43.3715,-8.396}],GeoPosition[ {42.4650383,-2.43186}],GeoPosition[{36.5333,-6.2833}],GeoPosition[{41.5377935,2.43986604}],GeoPosition[ {40.41416199,-3.69248583}],GeoPosition[{39.4735253,-0.3306574}],GeoPosition[{41.58197047,-4.72083906}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{41.3879,2.16992}],GeoPosition[{43.06368114,-5.37709118}],GeoPosition[ {48.4522866,22.7111648}],GeoPosition[{40.33318511,-3.86632233}],GeoPosition[{40.6132644,0.5861883}],GeoPosition[ {43.2802003,-2.9627148}],GeoPosition[{37.9861,-1.1303}],GeoPosition[{39.4735253,-0.3306574}],GeoPosition[ {40.06707,-2.1340699}],GeoPosition[{40.96479854,-5.66481152}],GeoPosition[{38.1194305,13.3652802}],GeoPosition[ {36.13797,-5.45118}],GeoPosition[{51.0162,5.02049}],GeoPosition[{42.59985,-5.5749}],GeoPosition[ {43.31864527,11.33145059}],GeoPosition[{42.465,-2.44555556}],GeoPosition[{43.4647,-3.80444}],GeoPosition[ {43.2569,-2.9236}],GeoPosition[{38.3833,-0.433333}],GeoPosition[{37.97081837,-1.21971745}],GeoPosition[ {41.61635389,1.99882088}],GeoPosition[{41.224238,1.724875}],GeoPosition[{42.59944444,-5.56666667}],GeoPosition[ {43.26129,-2.930084}],GeoPosition[{50.9297714,-1.3839972}],GeoPosition[{43.318098,-1.982688}],GeoPosition[ {37.36732439,-5.75599185}],GeoPosition[{39.4735478,-0.3306285}],GeoPosition[{37.38408081,-5.99298166}],GeoPosition[ {37.378643,-5.9891229}],GeoPosition[{37.24638889,-6.95416667}],GeoPosition[{40.4167,-3.70325}],GeoPosition[ {48.4522866,22.7111648}],GeoPosition[{38.9,1.43333}],GeoPosition[{37.2536139,-6.9530941}],GeoPosition[ {40.30407628,-3.70955944}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{37.25591355,-6.94667524}],GeoPosition[ {42.23086929,-8.70396387}],GeoPosition[{36.7250283,-4.40038288}],GeoPosition[{37.4063416,-5.9559002}],GeoPosition[ {60.170833,24.9375}],GeoPosition[{38.34562095,-0.48552353}],GeoPosition[{37.6,-0.983333}],GeoPosition[ {42.465,-2.44555556}],GeoPosition[{38.39174268,-0.42006205}],GeoPosition[{42.61273988,-5.55912139}],GeoPosition[ {40.4,-1.9}],GeoPosition[{40.43819949,-3.73282004}],GeoPosition[{36.71264175,-4.4782106}],GeoPosition[ {43.32262,-3.02201}],GeoPosition[{48.4522697,22.71109}],GeoPosition[{37.8833,-4.76667}],GeoPosition[ {36.5895882,-4.5778298}],GeoPosition[{40.7418289,-4.0553298}],GeoPosition[{41.3833,2.18333}],GeoPosition[ {37.7333,-0.95}],GeoPosition[{51.51330224,-0.13134784}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {42.6725248,-2.033914}],GeoPosition[{37.34383011,-5.98705912}],GeoPosition[{40.44020266,-3.70685577}],GeoPosition[ {40.64914106,-3.54769098}],GeoPosition[{40.52339828,-3.88434146}],GeoPosition[{38.42767,-6.416275}],GeoPosition[ {38.96742,-0.18006}],GeoPosition[{40.46557994,-3.75183693}],GeoPosition[{38.87267461,-6.9805445}],GeoPosition[ {38.27235843,-0.53114853}],GeoPosition[{39.58175915,2.62058332}],GeoPosition[{40.4085,-3.701}],GeoPosition[ {41.23382,1.8039}],GeoPosition[{40.41981331,-3.70763999}],GeoPosition[{42.672575,-2.0337915}],GeoPosition[ {37.8833,-4.76667}],GeoPosition[{43.69748508,7.26029458}],GeoPosition[{42.7165661,-3.7497197}],GeoPosition[ {39.4913386,-0.4735739}],GeoPosition[{39.46666667,-0.38333333}],GeoPosition[{36.4711549,-6.20982613}],GeoPosition[ {43.2766334,-1.6792667}],GeoPosition[{40.42396377,-3.6720743}],GeoPosition[{50.11072509,8.6504758}],GeoPosition[ {40.0667,-2.13333}],GeoPosition[{40.462685,-3.671481}],GeoPosition[{42.7165656,-3.7497213}],GeoPosition[ {44.10696572,9.72838596}],GeoPosition[{36.31457187,-6.15474701}],GeoPosition[{36.7236199,-4.41711}],GeoPosition[ {40.3667,-3.9}],GeoPosition[{37.4063416,-5.9559002}],GeoPosition[{40.5667,-3.26667}],GeoPosition[ {37.38358056,-6.0052}],GeoPosition[{41.5756314,-4.8431518}],GeoPosition[{37.9931183,-3.4684}],GeoPosition[ {40.45782115,-3.68598366}],GeoPosition[{48.4522874,22.7111657}],GeoPosition[{38.7833,0.166667}],GeoPosition[ {43.5463791,-5.6652999}],GeoPosition[{36.46125296,-6.20658405}],GeoPosition[{39.2771492,-0.27693}],GeoPosition[ {52.01055172,-0.73438011}],GeoPosition[{38.6701822,-6.9788004}],GeoPosition[{36.33691285,-6.16031329}],GeoPosition[ {41.37601852,2.14185834}],GeoPosition[{41.95,-7.98333}],GeoPosition[{37.37694444,-5.98694444}],GeoPosition[ {43.12884149,-9.18336538}],GeoPosition[{42.17919326,-1.748732}],GeoPosition[{41.6111513,2.6513716}],GeoPosition[ {41.67003748,-0.88990188}],GeoPosition[{45.77766693,13.00094027}],GeoPosition[{36.88553278,28.70352194}],GeoPosition[ {37.25,-6.95}],GeoPosition[{40.4,-3.68333}],GeoPosition[{39.96266,-4.83471}],GeoPosition[ {40.62657177,14.37895264}],GeoPosition[{41.38637,2.17815}],GeoPosition[{48.121225,-1.70395278}],GeoPosition[ {37.25,-6.95}],GeoPosition[{37.9833,-3.46667}],GeoPosition[{40.45259027,-3.68536378}],GeoPosition[ {39.4576908,-0.3610992}],GeoPosition[{36.72060643,-4.3724118}],GeoPosition[{40.51202507,-3.68043265}],GeoPosition[ {37.3828,-5.97317}],GeoPosition[{36.7224588,-4.4838562}],GeoPosition[{40.96481146,-5.6742283}],GeoPosition[ {36.7167,-4.3}],GeoPosition[{36.9167,-6.06667}],GeoPosition[{40.95223389,-5.62280549}],GeoPosition[ {51.4826514,-0.2005171}],GeoPosition[{36.83957,-2.46453}],GeoPosition[{37.20699384,-3.63276954}],GeoPosition[ {41.4381104,2.17116}],GeoPosition[{42.6167,-5.6}],GeoPosition[{39.14890059,-0.44046586}],GeoPosition[ {40.41896,-3.70161}],GeoPosition[{48.85351,2.33896}],GeoPosition[{37.37904929,-5.97619396}],GeoPosition[ {36.75,-3.38333}],GeoPosition[{37.25,-1.86666667}],GeoPosition[{40.4240232,-3.6942875}],GeoPosition[ {40.35737423,-3.6913304}],GeoPosition[{40.4,-3.68333}],GeoPosition[{42.59837321,-5.59693382}],GeoPosition[ {40.90763284,-3.73883752}],GeoPosition[{36.7333,-3.01667}],GeoPosition[{39.14891049,-0.44049839}],GeoPosition[ {41.3860397,2.1681199}],GeoPosition[{37.1983714,-7.3248287}],GeoPosition[{40.4713228,-3.6799135}],GeoPosition[ {39.9833,-6.03333}],GeoPosition[{43.3,-5.68333333}],GeoPosition[{36.71832,-4.42016}],GeoPosition[ {41.39028671,2.15154893}],GeoPosition[{40.48283388,-3.66297539}],GeoPosition[{37.39041932,-5.98332218}],GeoPosition[ {36.7141641,-4.4637952}],GeoPosition[{42.01666667,-4.53333333}],GeoPosition[{51.06989,5.8859}],GeoPosition[ {38.81831377,-0.61063108}],GeoPosition[{39.1489111,-0.440499}],GeoPosition[{51.51330224,-0.13134784}],GeoPosition[ {39.4735307,-0.3306258}],GeoPosition[{39.00021862,-1.84735771}],GeoPosition[{38.82877302,0.01443799}],GeoPosition[ {41.62452573,-4.74986862}],GeoPosition[{37.38680711,-5.97277945}],GeoPosition[{40.6333,-3.5}],GeoPosition[ {36.7224698,-4.4838767}],GeoPosition[{41.23492025,1.82482094}],GeoPosition[{38.2736816,-0.68651}],GeoPosition[ {38.41361111,-0.44555556}],GeoPosition[{36.5167,-4.88333}],GeoPosition[{52.50305556,13.44472222}],GeoPosition[ {43.5538545,-5.92714607}],GeoPosition[{39.4735401,-0.3306689}],GeoPosition[{40.85,-3.95}],GeoPosition[ {42.3701999,-2.5447099}],GeoPosition[{40.49087485,-3.68747268}],GeoPosition[{41.3833,2.18333}],GeoPosition[ {40.32364164,-3.71587144}],GeoPosition[{38.87267461,-6.9805445}],GeoPosition[{42.04131,-8.64789}],GeoPosition[ {35.27726157,-2.95789719}],GeoPosition[{38.37136307,-0.4098713}],GeoPosition[{41.8168135,0.570176}],GeoPosition[ {41.6785895,2.4856789}],GeoPosition[{40.42490887,-3.7008364}],GeoPosition[{42.13333333,-0.41666667}],GeoPosition[ {43.3625042,-5.8594511}],GeoPosition[{37.3667,-6.06667}],GeoPosition[{43.3787289,-5.8293631}],GeoPosition[ {38.35934584,-0.48708286}],GeoPosition[{41.83779581,12.20012326}],GeoPosition[{41.39651,2.16386}],GeoPosition[ {39.57386079,2.65003119}],GeoPosition[{41.39139567,2.14660423}],GeoPosition[{39.9823456,-0.04542855}],GeoPosition[ {40.03204424,-3.60315578}],GeoPosition[{37.2667,-5.55}],GeoPosition[{39.48398515,-0.62936127}],GeoPosition[ {42.22994535,-8.7316277}],GeoPosition[{40.44296256,-3.6831665}],GeoPosition[{39.14889321,-0.44052311}],GeoPosition[ {37.6217073,-0.7763323}],GeoPosition[{40.41705713,-3.70667937}],GeoPosition[{37.38610767,-5.99145657}],GeoPosition[ {39.4763948,-0.36611408}],GeoPosition[{37.4231713,-5.89973981}],GeoPosition[{41.54859167,2.1075}],GeoPosition[ {40.35737423,-3.6913304}],GeoPosition[{39.50388619,-0.40919752}],GeoPosition[{36.7,-3.48333}],GeoPosition[ {41.3873211,2.1596044}],GeoPosition[{41.3895598,2.1634777}],GeoPosition[{37.3936492,-5.9648357}],GeoPosition[ {38.34942,-0.49603}],GeoPosition[{40.32365977,-3.71586565}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {38.98948,-0.52438}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{43.4640694,-3.7971599}],GeoPosition[ {37.35440826,-5.94616413}],GeoPosition[{40.52012634,-3.65224695}],GeoPosition[{37.34383011,-5.98705912}],GeoPosition[ {51.51119527,-0.08351591}],GeoPosition[{40.6333,-3.16667}],GeoPosition[{38.99101948,-3.91473764}],GeoPosition[ {41.83345257,-1.53326758}],GeoPosition[{36.72322106,-4.49146787}],GeoPosition[{40.41649878,-3.6841619}],GeoPosition[ {43.442565,-5.8185334}],GeoPosition[{40.32365977,-3.71586565}],GeoPosition[{38.37932759,-0.43909771}],GeoPosition[ {40.4167,-3.70325}],GeoPosition[{37.3934821,-5.965476}],GeoPosition[{42.84849,-2.67036}],GeoPosition[ {38.35934584,-0.48708286}],GeoPosition[{43.44761131,-3.85661742}],GeoPosition[{36.52069515,-6.2866294}],GeoPosition[ {40.42891326,-3.67534964}],GeoPosition[{43.3244284,-1.98519945}],GeoPosition[{37.3934821,-5.965476}],GeoPosition[ {41.65511,-4.72548}],GeoPosition[{41.38944,2.11874}],GeoPosition[{41.3873187,2.1596022}],GeoPosition[ {37.66536697,-1.70338986}],GeoPosition[{40.32364414,-3.71584868}],GeoPosition[{51.8827782,0.90943}],GeoPosition[ {40.65,-3.98333}],GeoPosition[{41.56078976,2.10108982}],GeoPosition[{38.42763078,-6.42178807}],GeoPosition[ {39.4763948,-0.36611408}],GeoPosition[{39.3667,-9.15}],GeoPosition[{38.53590198,-0.12678487}],GeoPosition[ {39.4633944,-0.3915427}],GeoPosition[{38.37932759,-0.43909771}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {42.8833,-8.55}],GeoPosition[{41.3833,2.18333}],GeoPosition[{42.87173707,-8.54469604}],GeoPosition[ {40.58677284,-4.15061923}],GeoPosition[{40.47222222,-3.56083333}],GeoPosition[{40.46754793,-3.26671071}],GeoPosition[ {37.38397057,-5.95764171}],GeoPosition[{40.4737612,-3.687173}],GeoPosition[{40.42028,-3.70578}],GeoPosition[ {40.75416667,-3.78333333}],GeoPosition[{36.85150169,-6.03720616}],GeoPosition[{39.85705466,-4.02397871}],GeoPosition[ {43.44047214,-4.83961518}],GeoPosition[{37.18921708,-3.607053}],GeoPosition[{37.2552185,-6.9367599}],GeoPosition[ {40.4173428,-3.7119897}],GeoPosition[{36.7,-6.1167}],GeoPosition[{41.65,-0.8833}],GeoPosition[ {36.52184589,-4.87441063}],GeoPosition[{43.46102747,-3.80523387}],GeoPosition[{40.48029,-3.72147}],GeoPosition[ {38.35,-0.483333}],GeoPosition[{40.3297691,-1.0995531}],GeoPosition[{40.96627888,-5.6662156}],GeoPosition[ {39.4634048,-0.3915424}],GeoPosition[{40.32363086,-3.71587863}],GeoPosition[{40.42702232,-3.68672031}],GeoPosition[ {37.2528999,-6.93782}],GeoPosition[{40.2167,-6.8}],GeoPosition[{36.7798989,-6.36084214}],GeoPosition[ {41.40253,2.16287}],GeoPosition[{40.3833,-3.61667}],GeoPosition[{36.7356921,-4.09653755}],GeoPosition[ {40.4667,-3.3667}],GeoPosition[{41.51666667,-4.31666667}],GeoPosition[{38.03503671,-4.05968793}],GeoPosition[ {40.42434305,-3.69900201}],GeoPosition[{37.4413818,-4.1960997}],GeoPosition[{41.387946,2.16770478}],GeoPosition[ {40.54594824,-3.45845171}],GeoPosition[{41.3809618,2.1772836}],GeoPosition[{40.44097,-3.62711}],GeoPosition[ {43.33954,-2.6659}],GeoPosition[{37.38731,-5.9955702}],GeoPosition[{40.46682739,-3.47147465}],GeoPosition[ {37.37227249,-6.02291059}],GeoPosition[{40.52508163,-3.6888299}],GeoPosition[{42.45012474,-2.36995697}],GeoPosition[ {40.44485855,-3.82763958}],GeoPosition[{40.48465729,-3.7430284}],GeoPosition[{37.86436081,-4.76781368}],GeoPosition[ {40.41609192,-3.61626983}],GeoPosition[{40.44502258,-3.65911889}],GeoPosition[{43.20560074,-2.03640008}],GeoPosition[ {37.40533829,-5.94828987}],GeoPosition[{51.51220247,-0.14589624}],GeoPosition[{39.53851564,2.44600006}],GeoPosition[ {39.03444254,-4.173516}],GeoPosition[{36.7739782,-2.61307776}],GeoPosition[{41.11738507,1.25324501}],GeoPosition[ {37.3812089,-6.0135332}],GeoPosition[{41.3833,2.18333}],GeoPosition[{39.47547381,-6.37368301}],GeoPosition[ {41.38749111,2.12389702}],GeoPosition[{38.3705292,-0.41053}],GeoPosition[{38.42763078,-6.42178807}],GeoPosition[ {42.4333,-8.63333}],GeoPosition[{40.40449943,-3.69592703}],GeoPosition[{43.60593166,1.44142643}],GeoPosition[ {38.8808708,-6.9685898}],GeoPosition[{43.2983806,5.36976375}],GeoPosition[{41.35958071,2.12339872}],GeoPosition[ {37.36732439,-5.75599185}],GeoPosition[{40.46239293,-3.68701816}],GeoPosition[{40.5040455,-3.6369484}],GeoPosition[ {40.4264173,-3.6165985}],GeoPosition[{40.2167,-6.8}],GeoPosition[{36.721949,-4.3760171}],GeoPosition[ {42.7048323,-2.9521445}],GeoPosition[{43.4834699,-8.22934}],GeoPosition[{39.5856506,2.6229324}],GeoPosition[ {37.17701,-3.60387}],GeoPosition[{37.8833,-4.76667}],GeoPosition[{40.42303403,-3.61441868}],GeoPosition[ {38.2736816,-0.68651}],GeoPosition[{40.6333,-3.23333}],GeoPosition[{53.34405712,-6.23900153}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{45.60304946,10.62768459}],GeoPosition[{41.61025297,-4.75804108}],GeoPosition[ {41.4404276,2.19813513}],GeoPosition[{37.35813711,-5.98683086}],GeoPosition[{40.41567939,-3.69877743}],GeoPosition[ {36.5415,-4.62404}],GeoPosition[{41.70152,-0.9888}],GeoPosition[{44.8206,20.4622}],GeoPosition[ {40.73066089,-3.86178123}],GeoPosition[{41.3883514,2.1600599}],GeoPosition[{38.34308,-0.49901}],GeoPosition[ {39.4634406,-0.3916443}],GeoPosition[{37.27770172,-5.93673168}],GeoPosition[{41.38609,2.1821}],GeoPosition[ {42.7,-3.06667}],GeoPosition[{42.18265489,-8.73900554}],GeoPosition[{42.31143396,-3.70368004}],GeoPosition[ {37.621708,-0.7763343}],GeoPosition[{41.4044139,2.15768468}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[ {40.3167,-3.63333}],GeoPosition[{43.27000625,-2.93115238}],GeoPosition[{40.95,-4.11667}],GeoPosition[ {38.92714875,1.42219596}],GeoPosition[{37.39110184,-5.94257784}],GeoPosition[{40.35461426,-3.83684659}],GeoPosition[ {41.38131714,2.10107636}],GeoPosition[{40.38557434,-3.78229356}],GeoPosition[{41.36854172,2.1735723}],GeoPosition[ {40.4670105,-3.44721675}],GeoPosition[{39.40118408,-0.38641381}],GeoPosition[{39.4632906,-0.3915035}],GeoPosition[ {38.96888889,0.185}],GeoPosition[{53.28478936,-6.15377884}],GeoPosition[{40.52539034,-3.68585788}],GeoPosition[ {41.57,2.013}],GeoPosition[{40.971269,-5.6395497}],GeoPosition[{40.4808499,-3.69149}],GeoPosition[ {40.5497704,-3.6173401}],GeoPosition[{38.38994247,-0.44423691}],GeoPosition[{40.9667,-5.65}],GeoPosition[ {41.50321657,2.1035124}],GeoPosition[{41.89865161,12.46999741}],GeoPosition[{37.7680162,-3.80155519}],GeoPosition[ {42.3333,-7.85}],GeoPosition[{40.36776093,-3.53270277}],GeoPosition[{43.26375628,-2.93355564}],GeoPosition[ {37.3828,-5.97317}],GeoPosition[{38.0203497,-1.1704883}],GeoPosition[{40.4220333,-3.6931317}],GeoPosition[ {43.56207837,-5.92284349}],GeoPosition[{39.4755082,-0.3772785}],GeoPosition[{41.37956,2.1763499}],GeoPosition[ {41.3771629,2.0582633}],GeoPosition[{36.5828285,-6.22012}],GeoPosition[{37.1833,-3.6}],GeoPosition[ {40.9667,-5.65}],GeoPosition[{42.61273988,-5.55912139}],GeoPosition[{43.26416027,-2.92753156}],GeoPosition[ {43.264284,-2.950366}],GeoPosition[{36.7167,-4.41667}],GeoPosition[{41.38598095,2.17983677}],GeoPosition[ {43.78043409,11.27860852}],GeoPosition[{40.9712818,-5.6395844}],GeoPosition[{40.634051,-3.162638}],GeoPosition[ {40.43589501,-3.71625065}],GeoPosition[{40.21689728,-5.09540679}],GeoPosition[{37.65,-5.53333}],GeoPosition[ {38.36744239,26.13894636}],GeoPosition[{43.37090042,-8.39742498}],GeoPosition[{43.27444444,-2.95805556}],GeoPosition[ {43.37056194,-8.39962184}],GeoPosition[{42.34451168,-3.69854772}],GeoPosition[{41.9,12.5}],GeoPosition[ {40.96157485,-5.66607569}],GeoPosition[{38.77781291,-0.08922083}],GeoPosition[{37.09428594,-3.3987036}],GeoPosition[ {40.4167,-3.70325}],GeoPosition[{40.4167,-3.70325}],GeoPosition[{40.4737612,-3.687173}],GeoPosition[ {36.5268898,-6.2912102}],GeoPosition[{41.7172775,-1.02454514}],GeoPosition[{53.43835,-2.2773}],GeoPosition[ {40.40274098,-3.66608008}],GeoPosition[{43.3687057,-5.8520344}],GeoPosition[{37.39349944,-6.00775394}],GeoPosition[ {38.38994247,-0.44423691}],GeoPosition[{40.32136067,-3.86462759}],GeoPosition[{42.59919,-5.56929}],GeoPosition[ {37.20344995,-3.59950814}],GeoPosition[{42.5271978,-0.35961564}],GeoPosition[{41.9040893,12.4542153}],GeoPosition[ {39.4634253,-0.3915658}],GeoPosition[{39.5679512,2.6480899}],GeoPosition[{37.6217082,-0.776333}],GeoPosition[ {37.0167,-3.63333}],GeoPosition[{37.35541659,-5.98904084}],GeoPosition[{38.39174268,-0.42006205}],GeoPosition[ {40.42233409,-3.69255156}],GeoPosition[{37.39037963,-6.00250754}],GeoPosition[{36.4167,-6.13333}],GeoPosition[ {39.4818306,-0.43007591}],GeoPosition[{40.5510294,-3.6298961}],GeoPosition[{37.37227249,-6.02291059}],GeoPosition[ {37.38640976,-5.94074011}],GeoPosition[{41.46741486,2.17207003}],GeoPosition[{36.16587448,-5.45781946}],GeoPosition[ {40.46615219,-3.80518055}],GeoPosition[{41.2879105,-4.6858602}],GeoPosition[{41.6552101,-4.7192612}],GeoPosition[ {41.4833,2.03333}],GeoPosition[{39.4576527,-0.361087}],GeoPosition[{38.03188526,-1.14908497}],GeoPosition[ {38.38994247,-0.44423691}],GeoPosition[{41.4764,2.09594}],GeoPosition[{41.40712696,2.01880618}],GeoPosition[ {39.58385121,2.64227}],GeoPosition[{40.48462484,-3.66295338}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {41.3879,2.16992}],GeoPosition[{40.53125,-3.63363}],GeoPosition[{38.085367,-3.6234605}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{41.68399793,-0.87212264}],GeoPosition[{43.32169807,-1.86792883}],GeoPosition[ {40.67055556,-3.20055556}],GeoPosition[{36.7284788,-4.41824373}],GeoPosition[{36.53152781,-6.19242836}],GeoPosition[ {39.47155,-6.3724}],GeoPosition[{41.6585617,-4.7165699}],GeoPosition[{40.55429538,-3.63342331}],GeoPosition[ {40.40385085,-3.7001425}],GeoPosition[{42.6451912,-8.8879004}],GeoPosition[{40.3985484,-3.6212238}],GeoPosition[ {37.98512452,-1.13270516}],GeoPosition[{39.4632835,-0.3904775}],GeoPosition[{40.551041,-3.6298839}],GeoPosition[ {37.3772,-5.98694}],GeoPosition[{41.40384119,2.17477799}],GeoPosition[{36.83957,-2.46453}],GeoPosition[ {41.6297798,-4.7750001}],GeoPosition[{41.32564746,19.80843269}],GeoPosition[{37.3809291,-6.04600753}],GeoPosition[ {40.41704446,-3.70354074}],GeoPosition[{42.05,-6.63333}],GeoPosition[{39.56757025,2.65799595}],GeoPosition[ {36.722493,-4.4838954}],GeoPosition[{37.6084812,-0.9842767}],GeoPosition[{36.8833,-2.43333}],GeoPosition[ {41.6297798,-4.7750001}],GeoPosition[{43.49611196,-5.68776502}],GeoPosition[{40.5040462,-3.6369463}],GeoPosition[ {38.363269,-0.495174}],GeoPosition[{42.0333,-3.65}],GeoPosition[{41.38609,2.1821}],GeoPosition[ {40.72657427,-3.86494793}],GeoPosition[{38.11202114,-0.78779436}],GeoPosition[{37.6084659,-0.9843136}],GeoPosition[ {41.6297798,-4.7750001}],GeoPosition[{37.09428594,-3.3987036}],GeoPosition[{43.34867,-3.01123}],GeoPosition[ {41.65509301,-4.71976191}],GeoPosition[{42.2667,-8.78333}],GeoPosition[{36.8758683,7.7259271}],GeoPosition[ {40.32365004,-3.71588112}],GeoPosition[{37.9280692,-1.1475377}],GeoPosition[{42.05,-6.63333}],GeoPosition[ {37.6229743,-0.7769042}],GeoPosition[{41.6297798,-4.7750001}],GeoPosition[{37.8841275,-4.77955866}],GeoPosition[ {40.42733478,-3.7012704}],GeoPosition[{40.43015,-3.71428}],GeoPosition[{41.3905924,2.1649978}],GeoPosition[ {39.4633663,-0.391553}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{37.40533829,-5.94828987}],GeoPosition[ {36.16587448,-5.45781946}],GeoPosition[{41.5121727,2.14090109}],GeoPosition[{39.60437393,-0.3503806}],GeoPosition[ {41.6297798,-4.7750001}],GeoPosition[{40.36111069,-3.67441607}],GeoPosition[{40.46894073,-3.62847281}],GeoPosition[ {40.6036884,-4.3290463}],GeoPosition[{45.4667883,9.19561642}],GeoPosition[{37.8833,-4.76667}],GeoPosition[ {43.32418638,-1.98477621}],GeoPosition[{37.3899761,-6.00101017}],GeoPosition[{41.6297798,-4.7750001}],GeoPosition[ {37.5167,-5.98333}],GeoPosition[{55.86666667,12.83333333}],GeoPosition[{40.420453,-3.712696}],GeoPosition[ {38.4,-0.433333}],GeoPosition[{43.36378396,-3.19470491}],GeoPosition[{41.36414903,2.14039447}],GeoPosition[ {37.39045527,-6.00212637}],GeoPosition[{41.65509301,-4.71976191}],GeoPosition[{37.60391325,-0.985744}],GeoPosition[ {41.65582659,-0.87830608}],GeoPosition[{52.36666667,4.88333333}],GeoPosition[{43.42138889,-4.75638889}],GeoPosition[ {41.6297798,-4.7750001}],GeoPosition[{39.2333,-3.76667}],GeoPosition[{40.41932831,-3.79721403}],GeoPosition[ {41.4004,2.15}],GeoPosition[{39.4634092,-0.3915505}],GeoPosition[{37.5833,-4.63333}],GeoPosition[ {41.40057129,2.17261552}],GeoPosition[{37.1833,-3.6}],GeoPosition[{37.40017725,-5.97502999}],GeoPosition[ {37.15526475,-3.60648939}],GeoPosition[{41.6297798,-4.7750001}],GeoPosition[{40.5509881,-3.6298701}],GeoPosition[ {40.4240267,-3.6942734}],GeoPosition[{48.8154928,2.36383325}],GeoPosition[{37.38628116,-6.00094519}],GeoPosition[ {42.61225487,-5.5572842}],GeoPosition[{37.39310572,-5.99189453}],GeoPosition[{51.08992136,4.38233155}],GeoPosition[ {42.05,-6.63333}],GeoPosition[{39.47469099,-0.34930495}],GeoPosition[{40.4398556,-3.73569036}],GeoPosition[ {39.4633971,-0.3915849}],GeoPosition[{40.5040418,-3.6369443}],GeoPosition[{36.53774652,-6.20184513}],GeoPosition[ {38.35934584,-0.48708286}],GeoPosition[{36.154933,-5.348363}],GeoPosition[{36.62128,29.11526}],GeoPosition[ {41.6297798,-4.7750001}],GeoPosition[{38.08555556,-0.94694444}],GeoPosition[{39.4634114,-0.3915703}],GeoPosition[ {36.48680153,-4.98706162}],GeoPosition[{39.8667,-4.01667}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.73013141,-3.86680273}],GeoPosition[{37.23793476,-5.1004841}],GeoPosition[{40.1917,29.0611}],GeoPosition[ {40.41198,-3.70104}],GeoPosition[{43.32742706,-1.96168053}],GeoPosition[{42.05,-6.63333}],GeoPosition[ {38.0852329,-3.6234229}],GeoPosition[{41.3879,2.16992}],GeoPosition[{39.16331776,-6.26404279}],GeoPosition[ {36.280775,-6.089821}],GeoPosition[{38.3705292,-0.41053}],GeoPosition[{40.47220395,-3.68241549}],GeoPosition[ {39.46986871,-0.35673708}],GeoPosition[{43.2867813,-2.1732199}],GeoPosition[{42.2667,-8.78333}],GeoPosition[ {48.8154928,2.36383325}],GeoPosition[{43.2687,-2.9461}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {36.7183,-4.4202}],GeoPosition[{37.983,-1.1302}],GeoPosition[{39.5715,2.6469}],GeoPosition[ {37.3877,-6.0018}],GeoPosition[{39.4692,-0.3768}],GeoPosition[{41.6517,-0.8813}],GeoPosition[ {41.40778024,2.18424082}],GeoPosition[{38.02834803,-1.15042992}],GeoPosition[{41.1167,1.25}],GeoPosition[ {42.7333,-2.08333}],GeoPosition[{43.26166667,-4.06527778}],GeoPosition[{39.4576312,-0.3611009}],GeoPosition[ {42.05,-6.63333}],GeoPosition[{39.47119809,-6.37206027}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {39.00370737,-0.52764002}],GeoPosition[{40.323585,-3.71590389}],GeoPosition[{39.4633782,-0.391588}],GeoPosition[ {40.6132644,0.5861883}],GeoPosition[{40.42027664,-3.70211053}],GeoPosition[{38.0852329,-3.6234229}],GeoPosition[ {40.4167,-3.70325}],GeoPosition[{37.3864778,-6.0080511}],GeoPosition[{38.20760581,-1.11075907}],GeoPosition[ {38.3705292,-0.41053}],GeoPosition[{38.73888145,-9.16642184}],GeoPosition[{37.9861,-1.1303}],GeoPosition[ {38.8828545,-7.0163512}],GeoPosition[{42.5333,-5.86667}],GeoPosition[{40.42687759,-3.68759775}],GeoPosition[ {41.3801,2.17485}],GeoPosition[{40.4,-3.68333}],GeoPosition[{43.0167,-8.88333}],GeoPosition[ {37.3848915,-5.9798102}],GeoPosition[{40.46349335,-3.7819612}],GeoPosition[{42.4757134,-7.98549203}],GeoPosition[ {37.41339111,-5.99892139}],GeoPosition[{48.86316381,2.22276354}],GeoPosition[{40.31630325,-3.89774513}],GeoPosition[ {39.47477956,-0.37841141}],GeoPosition[{37.37902069,-6.02626085}],GeoPosition[{41.44582748,1.99620807}],GeoPosition[ {40.44485855,-3.82763958}],GeoPosition[{40.43014514,-3.71902675}],GeoPosition[{38.33694444,-0.48861111}],GeoPosition[ {42.05,-6.63333}],GeoPosition[{41.4809108,2.23767117}],GeoPosition[{40.43579102,-3.65879323}],GeoPosition[ {38.87267461,-6.9805445}],GeoPosition[{40.4,-3.68333}],GeoPosition[{42.4167,-2.73333}],GeoPosition[ {43.31470864,-1.89994387}],GeoPosition[{40.0288472,-6.09019532}],GeoPosition[{37.36732439,-5.75599185}],GeoPosition[ {43.30779123,-2.04318803}],GeoPosition[{36.52419224,-6.28716182}],GeoPosition[{40.41704446,-3.70354074}],GeoPosition[ {39.49111571,-0.47406794}],GeoPosition[{39.47934283,-0.36815769}],GeoPosition[{38.35218063,-0.40926549}],GeoPosition[ {39.10108868,-5.470307}],GeoPosition[{51.92568,4.4765499}],GeoPosition[{37.3848915,-5.9798102}],GeoPosition[ {40.5040432,-3.6369487}],GeoPosition[{43.1315728,-2.5455811}],GeoPosition[{36.7315082,-4.56566135}],GeoPosition[ {43.49611196,-5.68776502}],GeoPosition[{40.41830179,-3.67819737}],GeoPosition[{40.63942674,22.94011593}],GeoPosition[ {39.49112451,-0.47407861}],GeoPosition[{36.7,-3.48333}],GeoPosition[{40.954451,-4.10982341}],GeoPosition[ {42.05,-6.63333}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.45259027,-3.68536378}],GeoPosition[ {43.318334,-1.9812313}],GeoPosition[{43.46331008,-3.8055755}],GeoPosition[{41.38304,2.16021}],GeoPosition[ {37.3772,-5.98694}],GeoPosition[{40.42486142,-3.70193787}],GeoPosition[{40.47901042,-3.57210159}],GeoPosition[ {43.35766,-5.85436}],GeoPosition[{36.6952568,-6.1154474}],GeoPosition[{40.7525077,-3.7779567}],GeoPosition[ {40.42,-3.68888889}],GeoPosition[{36.7166015,-4.45347026}],GeoPosition[{41.8,-4.53333}],GeoPosition[ {59.93333333,10.68333333}],GeoPosition[{41.38236621,2.18364918}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {40.4167,-3.70325}],GeoPosition[{40.4167,-3.70325}],GeoPosition[{41.66073009,-0.89737444}],GeoPosition[ {40.7525077,-3.7779567}],GeoPosition[{40.42461977,-3.71234229}],GeoPosition[{38.25,-0.7}],GeoPosition[ {41.6167,0.616667}],GeoPosition[{40.7525077,-3.7779567}],GeoPosition[{40.45,-3.58333}],GeoPosition[ {41.896225,12.515729}],GeoPosition[{40.42291,-3.75595}],GeoPosition[{38.35934584,-0.48708286}],GeoPosition[ {41.65485277,-4.72392564}],GeoPosition[{39.4762087,-0.35031944}],GeoPosition[{38.27880566,-0.70957107}],GeoPosition[ {39.07664722,-3.59549584}],GeoPosition[{43.48233624,-8.22385388}],GeoPosition[{40.38092615,-3.66317889}],GeoPosition[ {38.09592,-3.63662}],GeoPosition[{40.43869187,-3.70497383}],GeoPosition[{39.80648335,-5.4824657}],GeoPosition[ {40.4167,-3.70325}],GeoPosition[{37.38358056,-6.0052}],GeoPosition[{41.38609,2.1821}],GeoPosition[ {42.05,-6.63333}],GeoPosition[{37.38358056,-6.0052}],GeoPosition[{41.65488,-4.72819}],GeoPosition[ {40.39041381,-3.64794575}],GeoPosition[{38.67481527,-0.50817078}],GeoPosition[{41.38666486,2.17993208}],GeoPosition[ {36.92592541,-6.06870218}],GeoPosition[{41.9,12.5}],GeoPosition[{40.31909,-3.87242}],GeoPosition[ {41.36854172,2.1735723}],GeoPosition[{41.55120468,2.22396374}],GeoPosition[{41.5401696,2.4347129}],GeoPosition[ {41.15,-8.61667}],GeoPosition[{39.48,-0.382778}],GeoPosition[{41.23492025,1.82482094}],GeoPosition[ {40.2652201,-3.84048199}],GeoPosition[{38.8789,-6.9669}],GeoPosition[{39.2765083,-2.5896001}],GeoPosition[ {37.8884583,-4.77529}],GeoPosition[{38.38994247,-0.44423691}],GeoPosition[{41.06557878,29.00820596}],GeoPosition[ {41.6448201,-4.72707425}],GeoPosition[{39.46666667,-0.38333333}],GeoPosition[{52.374268,-7.922926}],GeoPosition[ {40.46768205,-3.61589919}],GeoPosition[{40.50438342,-3.67671101}],GeoPosition[{42.0141067,-4.5297638}],GeoPosition[ {39.4702,-0.376805}],GeoPosition[{39.49110137,-0.47408941}],GeoPosition[{40.50461006,-3.67677773}],GeoPosition[ {37.6217082,-0.776333}],GeoPosition[{40.2,-5.08333}],GeoPosition[{36.7725601,-6.3445501}],GeoPosition[ {37.38432183,-6.00401384}],GeoPosition[{40.1167,-3.83333}],GeoPosition[{36.7843376,-6.35904701}],GeoPosition[ {43.4833,-8.23333}],GeoPosition[{39.47198,-6.39073}],GeoPosition[{41.45324475,2.20871447}],GeoPosition[ {39.46753962,-0.3446703}],GeoPosition[{39.9393163,-0.1058119}],GeoPosition[{42.05,-6.63333}],GeoPosition[ {38.44082154,-0.45450333}],GeoPosition[{39.45532039,-0.34573734}],GeoPosition[{73.49967414,1.05857753}],GeoPosition[ {39.42306,-0.48981}],GeoPosition[{45.0629729,39.03318465}],GeoPosition[{38.25,-0.7}],GeoPosition[ {59.37741757,17.02560731}],GeoPosition[{40.2997345,-3.92473398}],GeoPosition[{41.54391054,2.43548547}],GeoPosition[ {36.7167,-4.41667}],GeoPosition[{41.65488,-4.72819}],GeoPosition[{51.49413065,-0.082938}],GeoPosition[ {37.318412,-5.994012}],GeoPosition[{40.44388889,-3.58611111}],GeoPosition[{42.61273988,-5.55912139}],GeoPosition[ {41.7939999,0.81292}],GeoPosition[{40.49234098,-3.37014984}],GeoPosition[{39.45620535,-0.3521486}],GeoPosition[ {40.53125,-3.63363}],GeoPosition[{36.72134,-4.42288}],GeoPosition[{40.23911003,-3.76036177}],GeoPosition[ {38.9833,-3.93333}],GeoPosition[{40.22193631,-5.75034895}],GeoPosition[{37.3772,-5.98694}],GeoPosition[ {43.33633371,-8.39922647}],GeoPosition[{36.52069515,-6.2866294}],GeoPosition[{43.27800522,-2.93664604}],GeoPosition[ {36.71533362,-4.49618411}],GeoPosition[{39.7,-6.35}],GeoPosition[{42.3357983,-7.86393328}],GeoPosition[ {41.64996426,-0.87768344}],GeoPosition[{40.47957932,-3.70718144}],GeoPosition[{38.871297,-6.984869}],GeoPosition[ {40.30015,-3.44479}],GeoPosition[{43.26350556,-2.94839167}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {37.09428594,-3.3987036}],GeoPosition[{43.46312,-3.81302}],GeoPosition[{52.3731,4.8922}],GeoPosition[ {41.63697025,-0.9110628}],GeoPosition[{39.684,-3.777}],GeoPosition[{43.31577471,-3.01814263}],GeoPosition[ {37.98456989,-1.20301575}],GeoPosition[{36.68705272,-6.13796455}],GeoPosition[{40.42277778,-3.71194444}],GeoPosition[ {37.7667,-3.7711}],GeoPosition[{37.38030053,-5.97735583}],GeoPosition[{40.36437607,-3.69836283}],GeoPosition[ {40.48465729,-3.7430284}],GeoPosition[{41.46741486,2.17207003}],GeoPosition[{40.41908646,-3.60787797}],GeoPosition[ {40.30771255,-3.74021101}],GeoPosition[{37.3772,-5.98694}],GeoPosition[{37.8884583,-4.77529}],GeoPosition[ {41.53294,2.44056}],GeoPosition[{40.4,-3.68333}],GeoPosition[{39.46666667,-0.38333333}],GeoPosition[ {37.8833,-4.76667}],GeoPosition[{43.5079455,-8.201995}],GeoPosition[{39.5884209,2.6147311}],GeoPosition[ {40.45753968,-3.69478381}],GeoPosition[{40.4,-3.68333}],GeoPosition[{37.38766433,-5.91941214}],GeoPosition[ {41.64331119,-0.93482988}],GeoPosition[{38.7833,0.166667}],GeoPosition[{51.49763804,-3.56760912}],GeoPosition[ {53.43082778,-2.96084722}],GeoPosition[{38.9690439,-0.1850611}],GeoPosition[{55.7522,37.6156}],GeoPosition[ {43.36,-5.845}],GeoPosition[{37.38204694,-5.99184154}],GeoPosition[{38.6333,-1.98333}],GeoPosition[ {36.82030997,-5.74357796}],GeoPosition[{41.51363161,-5.7315657}],GeoPosition[{40.4333,-3.56667}],GeoPosition[ {41.6670025,-0.8935795}],GeoPosition[{38.45,-6.96667}],GeoPosition[{40.414595,-3.70303}],GeoPosition[ {41.5,-5.75}],GeoPosition[{40.47137661,-3.58326214}],GeoPosition[{38.35218063,-0.40926549}],GeoPosition[ {38.9663478,-0.18667519}],GeoPosition[{40.43672921,-3.68644036}],GeoPosition[{41.37418816,2.0692887}],GeoPosition[ {38.3632719,-0.4951925}],GeoPosition[{40.39561738,-3.66194658}],GeoPosition[{37.38731,-5.9955702}],GeoPosition[ {43.5400032,-5.6581011}],GeoPosition[{40.9675598,-5.6598802}],GeoPosition[{36.5080986,-6.2742887}],GeoPosition[ {38.363309,-0.4951977}],GeoPosition[{41.49503466,2.33134137}],GeoPosition[{37.96856297,23.72921101}],GeoPosition[ {43.2569,-2.9236}],GeoPosition[{36.53502743,-6.29185634}],GeoPosition[{39.9,-6.35}],GeoPosition[ {43.,-7.56667}],GeoPosition[{40.40981227,-3.76165783}],GeoPosition[{39.38756289,-0.32622743}],GeoPosition[ {40.42566,-3.68263}],GeoPosition[{38.8782501,-6.9705601}],GeoPosition[{39.4678307,-0.38159}],GeoPosition[ {37.99379,-1.13607}],GeoPosition[{40.4,-3.68333}],GeoPosition[{37.98977897,-1.11666799}],GeoPosition[ {40.3047,-3.7311}],GeoPosition[{42.8833,-8.55}],GeoPosition[{43.,-7.56667}],GeoPosition[ {43.48138889,-3.51861111}],GeoPosition[{36.71456107,-4.30468421}],GeoPosition[{41.65057917,-0.90898136}],GeoPosition[ {39.40351679,-2.42431404}],GeoPosition[{40.4064282,-3.60035407}],GeoPosition[{38.9690529,-0.1850642}],GeoPosition[ {40.9667,-5.65}],GeoPosition[{38.0833,-1.}],GeoPosition[{37.90993993,-0.74951649}],GeoPosition[ {40.500294,-3.366322}],GeoPosition[{40.43871832,-3.63861144}],GeoPosition[{40.29935833,-3.83284445}],GeoPosition[ {36.72070288,-4.40244448}],GeoPosition[{36.1275,-5.45389}],GeoPosition[{35.287388,-2.9482088}],GeoPosition[ {40.44885993,-3.72016785}],GeoPosition[{39.4833,-6.36667}],GeoPosition[{52.4331109,-3.108817}],GeoPosition[ {43.101773,-7.613699}],GeoPosition[{40.42684,-3.7029}],GeoPosition[{36.53020629,-6.29571571}],GeoPosition[ {37.77463,-3.78762}],GeoPosition[{38.3632878,-0.4952016}],GeoPosition[{38.5167,-6.61667}],GeoPosition[ {40.25,-3.83333}],GeoPosition[{38.61472222,-1.11972222}],GeoPosition[{43.30972222,-2.0075}],GeoPosition[ {41.3833,2.18333}],GeoPosition[{43.73666667,-7.87722222}],GeoPosition[{41.504958,0.064015}],GeoPosition[ {39.06611111,-5.72277778}],GeoPosition[{37.1885757,-3.6071618}],GeoPosition[{36.6929,-6.13683}],GeoPosition[ {37.785,-3.9025}],GeoPosition[{36.7356921,-4.09653755}],GeoPosition[{41.56638889,2.0825}],GeoPosition[ {43.3715,-8.396}],GeoPosition[{40.4486351,-3.54968262}],GeoPosition[{36.45673752,-6.22049189}],GeoPosition[ {40.44502258,-3.65911889}],GeoPosition[{37.37902069,-6.02626085}],GeoPosition[{37.19972222,-3.60472222}],GeoPosition[ {52.31371183,4.94390906}],GeoPosition[{44.11695753,27.2609302}],GeoPosition[{37.2,-4.03333}],GeoPosition[ {41.3879,2.16992}],GeoPosition[{42.3584501,-2.4764548}],GeoPosition[{40.71471484,0.49173861}],GeoPosition[ {42.73861011,-8.66027686}],GeoPosition[{36.72552559,-4.37820298}],GeoPosition[{36.53097362,-6.30591694}],GeoPosition[ {40.32364126,-3.71589703}],GeoPosition[{41.3819518,2.1757278}],GeoPosition[{48.38559,20.0243499}],GeoPosition[ {40.55,-3.63333}],GeoPosition[{36.71162437,-4.43231821}],GeoPosition[{37.3833,-6.05}],GeoPosition[ {43.30983301,-5.69170667}],GeoPosition[{42.43052022,-8.64359593}],GeoPosition[{37.60391325,-0.985744}],GeoPosition[ {37.3941383,-5.9891701}],GeoPosition[{37.3772,-5.98694}],GeoPosition[{40.4132385,-3.6967599}],GeoPosition[ {37.39349944,-6.00775394}],GeoPosition[{36.59972615,-6.22712698}],GeoPosition[{40.77619609,-4.22571382}],GeoPosition[ {39.47805633,-0.40994346}],GeoPosition[{42.3584113,-2.4763775}],GeoPosition[{37.3828,-5.97317}],GeoPosition[ {40.43745,-3.71298}],GeoPosition[{42.2345248,-8.71885325}],GeoPosition[{40.18648063,-5.82898765}],GeoPosition[ {41.4148799,2.1948}],GeoPosition[{39.45501269,-0.32661757}],GeoPosition[{52.31371183,4.94390906}],GeoPosition[ {40.0288472,-6.09019532}],GeoPosition[{40.0288472,-6.09019532}],GeoPosition[{38.38002053,-0.43145444}],GeoPosition[ {40.412281,-3.70749}],GeoPosition[{42.3584197,-2.4764232}],GeoPosition[{40.33130659,-3.76533564}],GeoPosition[ {37.38896932,-5.99045586}],GeoPosition[{37.3881378,-5.9741815}],GeoPosition[{38.5333,-0.133333}],GeoPosition[ {37.98653588,-1.12680341}],GeoPosition[{38.08811023,-3.62297673}],GeoPosition[{40.46221067,-3.74967446}],GeoPosition[ {36.5167,-4.88333}],GeoPosition[{38.03668497,-4.0496977}],GeoPosition[{38.25472222,-0.64611111}],GeoPosition[ {39.07664722,-3.59549584}],GeoPosition[{38.3679106,-0.4340128}],GeoPosition[{41.0667,1.13333}],GeoPosition[ {37.3952828,-6.0000609}],GeoPosition[{43.3679133,-5.8700061}],GeoPosition[{39.9863563,-0.0513246}],GeoPosition[ {43.37072417,-8.39639714}],GeoPosition[{41.683449,2.491277}],GeoPosition[{37.18274509,-3.60185995}],GeoPosition[ {40.41782128,-3.6844646}],GeoPosition[{39.42777778,-0.41833333}],GeoPosition[{36.7,-6.1167}],GeoPosition[ {39.58175914,2.62058333}],GeoPosition[{39.47365325,-6.37709141}],GeoPosition[{42.0333,-6.71667}],GeoPosition[ {52.31371183,4.94390906}],GeoPosition[{38.37358075,-0.48713967}],GeoPosition[{36.7167,-4.41667}],GeoPosition[ {40.51815463,-3.90101552}],GeoPosition[{41.65,-4.71667}],GeoPosition[{43.27000625,-2.93115238}],GeoPosition[ {38.38994247,-0.44423691}],GeoPosition[{37.2944,-6.37639}],GeoPosition[{40.9725819,-5.6657214}],GeoPosition[ {35.2873721,-2.9482129}],GeoPosition[{33.2514,44.3919}],GeoPosition[{42.6474184,-8.88338913}],GeoPosition[ {42.23698,-8.71673}],GeoPosition[{38.9333,-3.23333}],GeoPosition[{39.4678307,-0.38159}],GeoPosition[ {40.3236269,-3.71589214}],GeoPosition[{37.96982527,-0.68063961}],GeoPosition[{43.37090042,-8.39742498}],GeoPosition[ {38.38994247,-0.44423691}],GeoPosition[{35.2873699,-2.94821}],GeoPosition[{40.47271729,-3.76021123}],GeoPosition[ {40.44485855,-3.82763958}],GeoPosition[{36.45673752,-6.22049189}],GeoPosition[{40.4670105,-3.44721675}],GeoPosition[ {36.47847769,-4.97688999}],GeoPosition[{43.34000358,-8.41134146}],GeoPosition[{40.41704446,-3.70354074}],GeoPosition[ {42.8167,-6.73333}],GeoPosition[{40.41501124,-3.71091991}],GeoPosition[{36.77053533,-6.37874371}],GeoPosition[ {43.,-4.11667}],GeoPosition[{38.03668497,-4.0496977}],GeoPosition[{38.9952236,-0.1591708}],GeoPosition[ {40.4676254,-3.6764698}],GeoPosition[{40.40813712,-3.69398117}],GeoPosition[{38.8867474,-6.98198976}],GeoPosition[ {39.684,-3.777}],GeoPosition[{52.25319541,-7.10656006}],GeoPosition[{39.4833,-6.36667}],GeoPosition[ {39.46896488,-0.36831748}],GeoPosition[{38.7167,-9.13333}],GeoPosition[{41.65343,-0.88021}],GeoPosition[ {36.43002967,-6.14467743}],GeoPosition[{43.54275193,-5.66244373}],GeoPosition[{41.3833,2.18333}],GeoPosition[ {43.26410023,-2.94941104}],GeoPosition[{39.47808237,-0.3637731}],GeoPosition[{37.3880908,-5.9741786}],GeoPosition[ {38.02834803,-1.15042992}],GeoPosition[{40.42660048,-3.70330336}],GeoPosition[{42.8800087,-8.5441799}],GeoPosition[ {39.4678307,-0.38159}],GeoPosition[{38.3632928,-0.4951063}],GeoPosition[{42.60164,-5.5687}],GeoPosition[ {40.3824646,-3.6235216}],GeoPosition[{36.1275,-5.45389}],GeoPosition[{36.8333,-2.45}],GeoPosition[ {42.33758,-7.85742}],GeoPosition[{54.3520252,18.6466384}],GeoPosition[{40.4327583,-3.6789}],GeoPosition[ {41.63978,-4.76904}],GeoPosition[{37.173232,-3.598775}],GeoPosition[{43.46187074,-3.8102057}],GeoPosition[ {40.36046046,0.40284377}],GeoPosition[{41.3833,2.18333}],GeoPosition[{40.3843939,-3.6228884}],GeoPosition[ {43.36121833,-5.85593208}],GeoPosition[{38.05,-4.06667}],GeoPosition[{41.374522,2.1477128}],GeoPosition[ {43.542558,-5.66520236}],GeoPosition[{40.43194814,-3.66331054}],GeoPosition[{41.19974381,-8.69048171}],GeoPosition[ {51.489443,-0.058786}],GeoPosition[{42.34036016,-3.72752993}],GeoPosition[{36.746439,-3.661387}],GeoPosition[ {40.4231415,-3.7044499}],GeoPosition[{40.40790586,-3.64748243}],GeoPosition[{42.2322139,-8.7313954}],GeoPosition[ {37.4,-4.48333}],GeoPosition[{41.53239464,2.12166076}],GeoPosition[{41.3668437,2.05628623}],GeoPosition[ {51.49240295,-0.14892499}],GeoPosition[{42.1293503,-2.234018}],GeoPosition[{42.21598,-2.21994}],GeoPosition[ {42.90262796,-1.82978056}],GeoPosition[{42.43612,-2.95315}],GeoPosition[{42.95159289,-1.01235773}],GeoPosition[ {42.88080424,-8.54034116}],GeoPosition[{41.784021,-1.1314269}],GeoPosition[{35.88978241,-5.30684054}],GeoPosition[ {37.383878,-5.970467}],GeoPosition[{43.47025596,-3.78286391}],GeoPosition[{37.2031137,-3.5961882}],GeoPosition[ {38.3869856,-2.5826497}],GeoPosition[{36.778617,-6.351815}],GeoPosition[{40.40888889,-3.7075}],GeoPosition[ {43.5428305,-5.6609158}],GeoPosition[{41.65,-4.71667}],GeoPosition[{43.36382212,-3.18583654}],GeoPosition[ {40.27381228,-3.76277447}],GeoPosition[{40.1179012,-3.92761285}],GeoPosition[{37.3653166,-5.9738166}],GeoPosition[ {35.26647479,-2.93322483}],GeoPosition[{41.50219027,-5.74575409}],GeoPosition[{43.4647,-3.80444}],GeoPosition[ {36.7323457,-4.3000536}],GeoPosition[{37.6,-5.81667}],GeoPosition[{41.52856,2.43484}],GeoPosition[ {39.56684,3.21013}],GeoPosition[{36.7167,-4.41667}],GeoPosition[{40.40667,-3.68179}],GeoPosition[ {40.34846115,-3.54650331}],GeoPosition[{40.4486351,-3.54968262}],GeoPosition[{36.45673752,-6.22049189}],GeoPosition[ {40.46349335,-3.7819612}],GeoPosition[{37.37227249,-6.02291059}],GeoPosition[{41.40532,2.15645}],GeoPosition[ {40.8833,-5.1}],GeoPosition[{42.88276667,-8.51601389}],GeoPosition[{42.6129959,-5.56215268}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{36.8333,-2.45}],GeoPosition[{37.9667,-1.21667}],GeoPosition[ {42.51826374,-8.81393736}],GeoPosition[{42.2780359,-1.74758293}],GeoPosition[{38.35,-0.483333}],GeoPosition[ {38.3705292,-0.41053}],GeoPosition[{43.3167,-2.96667}],GeoPosition[{37.98694,-1.12337}],GeoPosition[ {40.41515931,-3.69528265}],GeoPosition[{37.37037635,-6.00033119}],GeoPosition[{42.75,-8.93333}],GeoPosition[ {40.416599,-3.70573474}],GeoPosition[{38.39357612,-0.5182757}],GeoPosition[{40.71470875,0.4917511}],GeoPosition[ {38.8789,-6.9669}],GeoPosition[{38.92009586,-5.67313012}],GeoPosition[{37.406111,-6.006111}],GeoPosition[ {43.49611196,-5.68776502}],GeoPosition[{42.4691564,-2.4440235}],GeoPosition[{37.37807769,-5.99071422}],GeoPosition[ {40.399812,-3.701189}],GeoPosition[{41.4167,2.}],GeoPosition[{41.39111,2.16651}],GeoPosition[ {36.83682,-2.46092}],GeoPosition[{41.3695499,2.12473}],GeoPosition[{37.30716779,-6.59858358}],GeoPosition[ {41.41954,2.16072}],GeoPosition[{43.3475,-4.1025}],GeoPosition[{40.4167,-3.70325}],GeoPosition[ {39.4243,-7.22813}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{39.28290879,-2.80347053}],GeoPosition[ {40.41973787,-3.70073481}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{37.1849672,-3.7778377}],GeoPosition[ {38.9895042,-3.9262701}],GeoPosition[{40.1833,-3.31667}],GeoPosition[{36.7323788,-4.2999488}],GeoPosition[ {41.38372362,2.18368673}],GeoPosition[{43.5531311,-5.9317002}],GeoPosition[{37.3772,-5.98694}],GeoPosition[ {37.1808014,-3.6136301}],GeoPosition[{41.36418466,2.14034183}],GeoPosition[{38.8411,0.10723}],GeoPosition[ {39.5667,2.65}],GeoPosition[{38.38264132,-0.76692719}],GeoPosition[{37.199383,-7.3182719}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.4,-1.9}],GeoPosition[{41.3796997,2.1752801}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {43.31989924,-1.9853443}],GeoPosition[{43.3664738,-5.8451615}],GeoPosition[{38.93849187,-6.36148792}],GeoPosition[ {43.24678123,-5.77311035}],GeoPosition[{41.45378,2.18898}],GeoPosition[{41.3705559,2.1577921}],GeoPosition[ {40.40667,-3.68179}],GeoPosition[{40.29131928,-4.01125147}],GeoPosition[{42.7833,1.75}],GeoPosition[ {39.4833,-0.45}],GeoPosition[{41.8,-4.53333}],GeoPosition[{40.4062908,-3.69054794}],GeoPosition[ {36.71769762,-4.51275746}],GeoPosition[{39.4711418,-0.32558}],GeoPosition[{45.60304946,10.62768459}],GeoPosition[ {48.8,2.13333}],GeoPosition[{36.5333,-6.2833}],GeoPosition[{40.4358902,-3.71649}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{43.3333,-6.}],GeoPosition[{40.39274,-3.69184}],GeoPosition[ {40.57849863,-3.73947144}],GeoPosition[{40.57849863,-3.73947144}],GeoPosition[{40.57849863,-3.73947144}],GeoPosition[ {40.57849863,-3.73947144}],GeoPosition[{40.57849863,-3.73947144}],GeoPosition[{40.57849863,-3.73947144}],GeoPosition[ {40.57849863,-3.73947144}],GeoPosition[{40.57849863,-3.73947144}],GeoPosition[{48.8567,2.3508}],GeoPosition[ {43.2111816,-8.6917295}],GeoPosition[{37.9861,-1.1303}],GeoPosition[{51.77630956,19.47287444}],GeoPosition[ {40.44921323,-3.60927284}],GeoPosition[{37.59898429,-1.31485514}],GeoPosition[{37.17149,-3.60726}],GeoPosition[ {48.89459929,18.0426423}],GeoPosition[{39.4646111,-0.38021}],GeoPosition[{40.41399888,-3.70063324}],GeoPosition[ {39.06611111,-5.72277778}],GeoPosition[{39.4594,-0.391606}],GeoPosition[{41.6,-4.11666667}],GeoPosition[ {40.44918416,-3.60817194}],GeoPosition[{40.44485855,-3.82763958}],GeoPosition[{42.6011,21.1958}],GeoPosition[ {36.45673752,-6.22049189}],GeoPosition[{40.42277778,-3.71194444}],GeoPosition[{40.24796677,-3.69002557}],GeoPosition[ {40.43694444,-3.72166667}],GeoPosition[{37.17605438,-3.58720057}],GeoPosition[{40.399811,-3.701188}],GeoPosition[ {40.0288472,-6.09019532}],GeoPosition[{38.01550147,-1.16437732}],GeoPosition[{38.69302,-0.48621}],GeoPosition[ {37.87313675,-6.08306366}],GeoPosition[{42.3468018,-3.69385}],GeoPosition[{38.427578,-6.422112}],GeoPosition[ {52.381905,13.1199934}],GeoPosition[{44.49873094,11.34386015}],GeoPosition[{38.02638889,-1.24361111}],GeoPosition[ {42.83443,-1.6684005}],GeoPosition[{40.42396377,-3.6720743}],GeoPosition[{43.43333333,-5.05}],GeoPosition[ {41.3908618,2.1609699}],GeoPosition[{37.38881,-6.07368}],GeoPosition[{38.27169179,-1.42207924}],GeoPosition[ {40.94864,-4.12186}],GeoPosition[{39.3898888,-3.2044101}],GeoPosition[{37.4833,-5.96667}],GeoPosition[ {36.4167,-6.13333}],GeoPosition[{40.4,-3.68333}],GeoPosition[{37.1,-3.63333}],GeoPosition[ {43.36,-5.845}],GeoPosition[{39.41828,-0.52622}],GeoPosition[{36.77448073,-2.60943975}],GeoPosition[ {40.45538296,-3.70567262}],GeoPosition[{41.3899304,2.1632524}],GeoPosition[{42.54535881,-6.58342295}],GeoPosition[ {38.5333,-0.133333}],GeoPosition[{38.9,1.43333}],GeoPosition[{42.1667,-1.7}],GeoPosition[ {37.37037635,-6.00033119}],GeoPosition[{52.31371183,4.94390906}],GeoPosition[{40.039847,-6.0872431}],GeoPosition[ {43.542558,-5.66520236}],GeoPosition[{41.6167,2.3}],GeoPosition[{37.649678,-2.074843}],GeoPosition[ {42.88367983,-8.54190278}],GeoPosition[{41.11475525,1.26275109}],GeoPosition[{40.96474,-5.66117}],GeoPosition[ {38.02638889,-1.24361111}],GeoPosition[{40.41280777,-3.70904297}],GeoPosition[{42.26394227,-8.77533688}],GeoPosition[ {55.94416667,-3.16194444}],GeoPosition[{35.9125,14.5019}],GeoPosition[{49.9789278,8.3993203}],GeoPosition[ {39.45531499,-0.35237789}],GeoPosition[{51.51330224,-0.13134784}],GeoPosition[{43.49246,-3.5236}],GeoPosition[ {38.18972222,-0.55555556}],GeoPosition[{38.32269,-4.6212}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {42.39801026,-8.84487521}],GeoPosition[{40.47904307,-3.61339688}],GeoPosition[{39.58175914,2.62058333}],GeoPosition[ {42.05039969,-8.64321342}],GeoPosition[{39.01341437,-1.86988789}],GeoPosition[{38.3460617,-0.48617}],GeoPosition[ {37.38731,-5.9955702}],GeoPosition[{42.59224542,-6.66654699}],GeoPosition[{40.399811,-3.701188}],GeoPosition[ {40.4062908,-3.69054794}],GeoPosition[{39.5667,2.65}],GeoPosition[{40.3775902,-3.7490001}],GeoPosition[ {39.47781111,-0.38034167}],GeoPosition[{37.2654606,-6.9243186}],GeoPosition[{39.4916529,-0.3911066}],GeoPosition[ {43.32432524,-1.98482434}],GeoPosition[{41.0667,-5.08333}],GeoPosition[{36.7,-6.1167}],GeoPosition[ {37.98527,-1.13274}],GeoPosition[{38.0833,-3.63333}],GeoPosition[{38.427578,-6.422112}],GeoPosition[ {41.5,-5.75}],GeoPosition[{36.73266983,-3.58789202}],GeoPosition[{41.38138889,2.17305556}],GeoPosition[ {40.123515,-3.84873266}],GeoPosition[{37.8884583,-4.77529}],GeoPosition[{39.2333,-6.28333}],GeoPosition[ {56.9545,24.12057}],GeoPosition[{41.16419268,-8.64826374}],GeoPosition[{37.39768998,-5.99358224}],GeoPosition[ {53.3556786,-6.2646399}],GeoPosition[{42.7256,-6.65225}],GeoPosition[{42.4691126,-2.4440367}],GeoPosition[ {37.96885987,23.7294261}],GeoPosition[{37.35903461,-6.06558703}],GeoPosition[{37.6,-0.983333}],GeoPosition[ {40.5667,-5.66667}],GeoPosition[{44.4413,26.0973}],GeoPosition[{40.399811,-3.701188}],GeoPosition[ {38.3705292,-0.41053}],GeoPosition[{49.9789125,8.399238}],GeoPosition[{40.4255441,-3.70311076}],GeoPosition[ {40.04320951,-3.89956064}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.4486351,-3.54968262}],GeoPosition[ {37.37227249,-6.02291059}],GeoPosition[{36.2542037,-5.96553556}],GeoPosition[{36.4167,-6.13333}],GeoPosition[ {41.3833,2.18333}],GeoPosition[{38.427578,-6.422112}],GeoPosition[{43.58003343,39.71866111}],GeoPosition[ {45.4653056,9.1901553}],GeoPosition[{39.47058115,-6.37777766}],GeoPosition[{40.47171493,-3.93997101}],GeoPosition[ {41.3207098,2.0968227}],GeoPosition[{42.4,-7.26667}],GeoPosition[{36.53502743,-6.29185634}],GeoPosition[ {38.38053722,-0.72752745}],GeoPosition[{41.38052456,2.17517302}],GeoPosition[{39.46666667,-0.38333333}],GeoPosition[ {36.5333,-6.2833}],GeoPosition[{41.1539359,-8.53565544}],GeoPosition[{39.4702,-0.376805}],GeoPosition[ {48.85093785,2.32468745}],GeoPosition[{41.38134278,2.10918176}],GeoPosition[{38.427578,-6.422112}],GeoPosition[ {48.8590256,2.29811714}],GeoPosition[{39.479293,-0.375933}],GeoPosition[{38.427578,-6.422112}],GeoPosition[ {37.58174724,-0.97483008}],GeoPosition[{40.45259027,-3.68536378}],GeoPosition[{38.04179223,-1.23000511}],GeoPosition[ {52.35,6.66667}],GeoPosition[{49.9815224,8.4033035}],GeoPosition[{38.10143848,-1.86574993}],GeoPosition[ {37.38212264,-5.99650824}],GeoPosition[{41.3899304,2.1632524}],GeoPosition[{37.76873725,-3.76965105}],GeoPosition[ {52.0741629,-0.60054955}],GeoPosition[{39.29367,-2.79558}],GeoPosition[{40.41782128,-3.6844646}],GeoPosition[ {37.38412623,-6.00889694}],GeoPosition[{40.43333661,-3.90339168}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {37.4100593,-5.9813443}],GeoPosition[{52.47501855,-1.90682348}],GeoPosition[{40.95224835,-4.13097769}],GeoPosition[ {41.29710007,2.07845998}],GeoPosition[{39.53861282,29.49040236}],GeoPosition[{43.34375834,5.33038817}],GeoPosition[ {37.5534,-6.26771}],GeoPosition[{42.88659172,-8.51853236}],GeoPosition[{39.46666667,-0.38333333}],GeoPosition[ {45.50864882,8.08115195}],GeoPosition[{37.8833,-4.76667}],GeoPosition[{41.45262,2.21654}],GeoPosition[ {37.87666667,-4.77805556}],GeoPosition[{38.38994247,-0.44423691}],GeoPosition[{38.08555556,-0.94694444}],GeoPosition[ {38.9,-6.33333333}],GeoPosition[{42.2167,-5.58333}],GeoPosition[{37.2844,-5.92417}],GeoPosition[ {38.9895042,-3.9262701}],GeoPosition[{41.8679315,12.6501546}],GeoPosition[{42.8167,-6.73333}],GeoPosition[ {37.27770172,-5.93673168}],GeoPosition[{51.49051996,-0.01932925}],GeoPosition[{38.40138889,-0.43666667}],GeoPosition[ {52.2297144,21.00270015}],GeoPosition[{43.3333,-6.}],GeoPosition[{40.4329491,-3.60848}],GeoPosition[ {43.35623,-4.0464}],GeoPosition[{37.76873725,-3.76965105}],GeoPosition[{38.427578,-6.422112}],GeoPosition[ {40.2167,-0.916667}],GeoPosition[{48.8590256,2.29811714}],GeoPosition[{37.38898149,-5.99380898}],GeoPosition[ {36.83957,-2.46453}],GeoPosition[{42.6056,-5.57}],GeoPosition[{42.8833,-8.55}],GeoPosition[ {41.3833,2.18333}],GeoPosition[{39.25,-8.58333}],GeoPosition[{40.4167,-3.70325}],GeoPosition[ {41.8678939,12.6500142}],GeoPosition[{41.41476392,2.22700009}],GeoPosition[{40.29131928,-4.01125147}],GeoPosition[ {37.91422768,-4.72132781}],GeoPosition[{43.5312119,-5.6666799}],GeoPosition[{37.7645977,-3.7901942}],GeoPosition[ {39.42306,-0.48981}],GeoPosition[{38.91482877,-1.65726557}],GeoPosition[{42.01666667,-4.53333333}],GeoPosition[ {38.427578,-6.422112}],GeoPosition[{52.36664663,4.89449395}],GeoPosition[{39.47805633,-0.40994346}],GeoPosition[ {36.45673752,-6.22049189}],GeoPosition[{40.46349335,-3.7819612}],GeoPosition[{54.6712346,17.8246676}],GeoPosition[ {35.26647479,-2.93322483}],GeoPosition[{37.13084247,-6.48522904}],GeoPosition[{40.13972222,-5.88055556}],GeoPosition[ {37.3772,-5.98694}],GeoPosition[{40.4255441,-3.70311076}],GeoPosition[{40.42732429,-3.69691684}],GeoPosition[ {38.99101948,-3.91473764}],GeoPosition[{39.46785,-0.39372}],GeoPosition[{36.76212582,-3.88808922}],GeoPosition[ {43.384,-8.4098}],GeoPosition[{58.9865648,6.18845493}],GeoPosition[{37.76688295,-1.50323584}],GeoPosition[ {41.36415513,2.14030476}],GeoPosition[{37.2229,-3.6899}],GeoPosition[{52.50722222,13.3825}],GeoPosition[ {42.44070436,-8.87195198}],GeoPosition[{36.7090775,-4.4635488}],GeoPosition[{39.33722222,-5.49222222}],GeoPosition[ {38.87267461,-6.9805445}],GeoPosition[{38.79333333,0.18}],GeoPosition[{41.1747,29.6108}],GeoPosition[ {41.19228,-1.78401}],GeoPosition[{44.57097217,26.07898302}],GeoPosition[{41.38052456,2.17517302}],GeoPosition[ {36.7,-6.1167}],GeoPosition[{36.52429458,-6.22320431}],GeoPosition[{39.45765,-0.3610855}],GeoPosition[ {36.8403613,-2.46719856}],GeoPosition[{42.63222222,0.65777778}],GeoPosition[{42.4650383,-2.43186}],GeoPosition[ {37.3772,-5.98694}],GeoPosition[{38.17824607,-1.92366455}],GeoPosition[{40.40622283,-3.67733783}],GeoPosition[ {37.65,-3.45}],GeoPosition[{37.3772202,-5.9865699}],GeoPosition[{37.25,-6.95}],GeoPosition[ {48.85403318,2.34812112}],GeoPosition[{39.46666667,-0.38333333}],GeoPosition[{40.44911884,-3.69567633}],GeoPosition[ {40.6333,-3.5}],GeoPosition[{38.427578,-6.422112}],GeoPosition[{41.36418029,2.14038033}],GeoPosition[ {37.3667,-5.75}],GeoPosition[{36.7039147,-4.45605074}],GeoPosition[{37.26497242,-6.92712856}],GeoPosition[ {40.75,-3.78333}],GeoPosition[{41.68333333,-3.68333333}],GeoPosition[{37.44399061,-6.0446043}],GeoPosition[ {38.76204801,-3.38786061}],GeoPosition[{40.50329591,-3.69855957}],GeoPosition[{40.50329591,-3.69855957}],GeoPosition[ {40.50329591,-3.69855957}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{43.46516092,-3.7964484}],GeoPosition[ {40.50329591,-3.69855957}],GeoPosition[{40.50329591,-3.69855957}],GeoPosition[{40.50329591,-3.69855957}],GeoPosition[ {40.19128927,-3.68970244}],GeoPosition[{41.9,12.5}],GeoPosition[{41.40319,2.17485}],GeoPosition[ {38.2680716,-3.62317472}],GeoPosition[{38.5167,-6.61667}],GeoPosition[{38.427578,-6.422112}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{36.14562743,-5.35365768}],GeoPosition[{51.54352067,-0.17489427}],GeoPosition[ {36.50988965,-4.90250938}],GeoPosition[{39.5761143,2.6692098}],GeoPosition[{38.541158,-0.0990546}],GeoPosition[ {41.3898955,2.1630817}],GeoPosition[{40.38375129,-3.78134398}],GeoPosition[{38.427578,-6.422112}],GeoPosition[ {42.4691191,-2.4440114}],GeoPosition[{41.3898955,2.1630817}],GeoPosition[{40.12052888,-3.80305695}],GeoPosition[ {40.75,-2.86667}],GeoPosition[{37.37037635,-6.00033119}],GeoPosition[{37.4100909,-5.9813471}],GeoPosition[ {42.24237177,-8.70853959}],GeoPosition[{38.427578,-6.422112}],GeoPosition[{38.97761701,1.30102262}],GeoPosition[ {40.4148712,-3.72082}],GeoPosition[{36.82777778,-2.42972222}],GeoPosition[{39.1955667,-0.4322211}],GeoPosition[ {43.31963079,-1.98274829}],GeoPosition[{41.8167,-5.95}],GeoPosition[{38.0160713,-3.36902}],GeoPosition[ {38.6833,-6.4}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[{38.427578,-6.422112}],GeoPosition[ {37.37227249,-6.02291059}],GeoPosition[{37.40533829,-5.94828987}],GeoPosition[{41.3611412,2.13092136}],GeoPosition[ {40.52508163,-3.6888299}],GeoPosition[{43.3213204,-1.966837}],GeoPosition[{40.27438736,-3.75184464}],GeoPosition[ {36.6833,-6.13333}],GeoPosition[{37.2889099,-5.9157438}],GeoPosition[{41.87245296,12.42265575}],GeoPosition[ {40.3903994,-3.70168511}],GeoPosition[{41.45369,2.18874}],GeoPosition[{39.46666667,-0.38333333}],GeoPosition[ {39.5005616,-0.3433513}],GeoPosition[{42.0130501,-4.5352998}],GeoPosition[{38.38994247,-0.44423691}],GeoPosition[ {39.4702,-0.376805}],GeoPosition[{39.4761396,-0.3280275}],GeoPosition[{38.20413695,-1.40024672}],GeoPosition[ {40.2833,-3.8}],GeoPosition[{37.8833,-4.76667}],GeoPosition[{38.98648329,-3.91410436}],GeoPosition[ {41.38052456,2.17517302}],GeoPosition[{37.39641106,-5.96432988}],GeoPosition[{52.51826,13.40093}],GeoPosition[ {36.721949,-4.3760171}],GeoPosition[{38.427578,-6.422112}],GeoPosition[{41.461511,2.25726128}],GeoPosition[ {38.0134392,-1.10365}],GeoPosition[{45.4667,9.2}],GeoPosition[{41.64460209,-4.73401611}],GeoPosition[ {42.328847,-3.653123}],GeoPosition[{37.3772,-5.98694}],GeoPosition[{45.04742427,9.70407067}],GeoPosition[ {37.81852,-1.07745}],GeoPosition[{43.17807577,-6.55084764}],GeoPosition[{40.544239,-3.69203}],GeoPosition[ {36.8333,-2.45}],GeoPosition[{43.54716663,-5.91851984}],GeoPosition[{43.4647,-3.80444}],GeoPosition[ {37.9861,-1.1303}],GeoPosition[{37.33574629,-6.54333971}],GeoPosition[{38.427578,-6.422112}],GeoPosition[ {43.35364446,-8.41725259}],GeoPosition[{41.3798115,2.17416094}],GeoPosition[{37.4201604,-6.0954929}],GeoPosition[ {40.40839854,-3.67066741}],GeoPosition[{36.873951,-5.8048}],GeoPosition[{40.510136,-3.690395}],GeoPosition[ {38.59920299,-0.05382336}],GeoPosition[{39.47028,-0.37557}],GeoPosition[{44.90974,8.61059}],GeoPosition[ {36.6833,-6.13333}],GeoPosition[{43.2596893,-4.0692301}],GeoPosition[{43.5667,-6.63333}],GeoPosition[ {38.427578,-6.422112}],GeoPosition[{40.427033,-3.70392452}],GeoPosition[{39.4755082,-0.3772785}],GeoPosition[ {40.4167,-3.70325}],GeoPosition[{40.4167,-3.70325}],GeoPosition[{40.4227869,-3.68687288}],GeoPosition[ {41.1333,-3.8}],GeoPosition[{41.36498089,2.1473384}],GeoPosition[{40.43120081,-3.66294009}],GeoPosition[ {39.86456015,-3.95322886}],GeoPosition[{43.18494024,-2.4777442}],GeoPosition[{36.7167,-4.65}],GeoPosition[ {38.99606119,-1.85416717}],GeoPosition[{38.427578,-6.422112}],GeoPosition[{42.3662891,-2.4822087}],GeoPosition[ {38.25,-0.7}],GeoPosition[{39.46600323,-0.38180591}],GeoPosition[{48.88048344,2.31275647}],GeoPosition[ {44.09994082,9.82812696}],GeoPosition[{39.53203996,2.56789541}],GeoPosition[{39.4833,-6.36667}],GeoPosition[ {36.873951,-5.8048}],GeoPosition[{38.0355039,-1.0766676}],GeoPosition[{39.46705795,-0.35457672}],GeoPosition[ {40.9667,-5.65}],GeoPosition[{38.26697997,-5.41873048}],GeoPosition[{41.4035796,2.17393062}],GeoPosition[ {37.17704406,-3.59744159}],GeoPosition[{37.28929138,-5.97877359}],GeoPosition[{40.32475281,-3.89397621}],GeoPosition[ {40.61273193,-3.72381282}],GeoPosition[{38.3677542,-0.4266441}],GeoPosition[{37.33214,-6.53789}],GeoPosition[ {40.39419199,-3.70769007}],GeoPosition[{43.47296908,-3.69932409}],GeoPosition[{40.40622283,-3.67733783}],GeoPosition[ {38.8782501,-6.9705601}],GeoPosition[{42.3333,-3.91667}],GeoPosition[{55.6761,12.5683}],GeoPosition[ {53.34973,-6.25941}],GeoPosition[{38.427578,-6.422112}],GeoPosition[{41.24426178,32.69235571}],GeoPosition[ {39.47805633,-0.40994346}],GeoPosition[{40.3,-4.}],GeoPosition[{40.6313095,-3.1507199}],GeoPosition[ {42.0451482,2.2336955}],GeoPosition[{38.3674393,-0.41427}],GeoPosition[{49.00464254,2.58500482}],GeoPosition[ {40.40559,-3.89464}],GeoPosition[{40.65,-4.7}],GeoPosition[{38.25105,-0.68227}],GeoPosition[ {38.427578,-6.422112}],GeoPosition[{41.38637,2.17815}],GeoPosition[{42.3662891,-2.4822087}],GeoPosition[ {44.09994082,9.82812696}],GeoPosition[{41.3833,2.18333}],GeoPosition[{37.25784,-5.5494199}],GeoPosition[ {42.3662891,-2.4822087}],GeoPosition[{39.971332,-6.37825}],GeoPosition[{36.7167,-4.41667}],GeoPosition[ {37.4100814,-5.9813277}],GeoPosition[{36.7167,-4.41667}],GeoPosition[{41.9,12.5}],GeoPosition[ {43.4416861,-4.0090984}],GeoPosition[{36.53910215,-4.62379267}],GeoPosition[{40.42111039,-3.69879421}],GeoPosition[ {39.4617195,-0.36475}],GeoPosition[{43.36,-5.845}],GeoPosition[{38.35,-0.483333}],GeoPosition[ {38.02834803,-1.15042992}],GeoPosition[{43.26375628,-2.93355564}],GeoPosition[{38.99114,-0.52629}],GeoPosition[ {36.49416667,-6.21694444}],GeoPosition[{41.38052456,2.17517302}],GeoPosition[{36.67692944,-4.49249625}],GeoPosition[ {42.7833,-4.83333}],GeoPosition[{41.6386817,-0.88729904}],GeoPosition[{43.37090042,-8.39742498}],GeoPosition[ {41.38647477,2.16373174}],GeoPosition[{42.6,-8.93333}],GeoPosition[{40.3440839,-3.7503678}],GeoPosition[ {38.03503671,-4.05968793}],GeoPosition[{38.427578,-6.422112}],GeoPosition[{51.55234163,-0.18621719}],GeoPosition[ {37.71666667,-3.96666667}],GeoPosition[{40.49498628,-3.59038238}],GeoPosition[{41.79891968,12.25214481}],GeoPosition[ {40.9667,-5.65}],GeoPosition[{38.93515105,-0.48292188}],GeoPosition[{42.6129959,-5.56215268}],GeoPosition[ {41.33237754,36.27061892}],GeoPosition[{43.3556703,-8.3989636}],GeoPosition[{40.68430413,0.71585897}],GeoPosition[ {38.38994247,-0.44423691}],GeoPosition[{43.2581058,-2.93036272}],GeoPosition[{37.35,-6.18333}],GeoPosition[ {39.00116795,-0.16380291}],GeoPosition[{37.3772202,-5.9865699}],GeoPosition[{37.1758274,-3.6003119}],GeoPosition[ {38.76204801,-3.38786061}],GeoPosition[{37.1833,-3.6}],GeoPosition[{40.5833,-3.3}],GeoPosition[ {39.96590864,-4.84074727}],GeoPosition[{42.6167,-6.73333}],GeoPosition[{41.35518174,2.12985109}],GeoPosition[ {40.4872818,-3.6993899}],GeoPosition[{36.4718646,-6.1965948}],GeoPosition[{43.0833,-3.55}],GeoPosition[ {41.3833,2.18333}],GeoPosition[{40.4695652,-3.66445843}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {41.9972315,-4.5168845}],GeoPosition[{43.3606911,-5.84585}],GeoPosition[{42.3333,-3.91667}],GeoPosition[ {37.41339111,-5.99892139}],GeoPosition[{40.56797028,-3.9155283}],GeoPosition[{36.6,-6.23333}],GeoPosition[ {40.87729645,29.23241041}],GeoPosition[{36.1681,-5.35167}],GeoPosition[{38.427578,-6.422112}],GeoPosition[ {43.10464396,-5.50987204}],GeoPosition[{41.66541674,-4.70460132}],GeoPosition[{41.9972351,-4.5169096}],GeoPosition[ {37.7375145,-0.9665556}],GeoPosition[{37.3772202,-5.9865699}],GeoPosition[{36.5333,-6.2833}],GeoPosition[ {37.17874937,-3.5895983}],GeoPosition[{38.57070264,-0.10997304}],GeoPosition[{40.6667,-3.76667}],GeoPosition[ {37.2167,-7.4}],GeoPosition[{38.722222,1.458333}],GeoPosition[{40.53125,-3.63363}],GeoPosition[ {41.4209499,2.203965}],GeoPosition[{37.97501083,-1.06830685}],GeoPosition[{37.8833,-4.76667}],GeoPosition[ {38.9882034,-3.9239428}],GeoPosition[{43.2685247,-2.9248705}],GeoPosition[{38.1667,-6.65}],GeoPosition[ {37.8833,-4.76667}],GeoPosition[{48.94538959,2.34976075}],GeoPosition[{42.4333,-8.63333}],GeoPosition[ {43.3189543,-1.9607646}],GeoPosition[{42.86430582,-2.16341246}],GeoPosition[{38.93849187,-6.36148792}],GeoPosition[ {42.8833,-8.55}],GeoPosition[{40.5956266,-3.99248559}],GeoPosition[{43.26410023,-2.94941104}],GeoPosition[ {53.34405712,-6.23900153}],GeoPosition[{39.46666667,-0.38333333}],GeoPosition[{40.3970875,-3.7839922}],GeoPosition[ {39.5632365,-0.4003008}],GeoPosition[{40.0518,-5.43719}],GeoPosition[{40.67969144,-3.95902268}],GeoPosition[ {38.8789,-6.9669}],GeoPosition[{37.4100822,-5.9813501}],GeoPosition[{36.46125296,-6.20658405}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{41.4955044,2.0315574}],GeoPosition[{40.4746524,-3.68739367}],GeoPosition[ {38.68266392,-4.08825567}],GeoPosition[{37.38790348,-5.99269514}],GeoPosition[{38.427578,-6.422112}],GeoPosition[ {41.43742062,2.14599138}],GeoPosition[{38.87267461,-6.9805445}],GeoPosition[{41.3879,2.16992}],GeoPosition[ {40.4064828,-3.69036763}],GeoPosition[{40.0663664,-6.65409821}],GeoPosition[{38.25,-3.61667}],GeoPosition[ {40.42253919,-3.66546837}],GeoPosition[{38.00382724,-1.1586048}],GeoPosition[{40.41704446,-3.70354074}],GeoPosition[ {42.7,-8.23333}],GeoPosition[{41.65,-4.71667}],GeoPosition[{39.41570471,-0.38056511}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{37.36999658,-6.03260319}],GeoPosition[{42.36604691,-3.65494678}],GeoPosition[ {37.8833,-4.76667}],GeoPosition[{40.30076161,-2.82303655}],GeoPosition[{51.51330224,-0.13134784}],GeoPosition[ {38.59311369,-0.11504051}],GeoPosition[{43.2687,-2.9461}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {36.7183,-4.4202}],GeoPosition[{37.983,-1.1302}],GeoPosition[{39.5715,2.6469}],GeoPosition[ {37.3877,-6.0018}],GeoPosition[{39.57773612,2.65103102}],GeoPosition[{39.4692,-0.3768}],GeoPosition[ {41.6517,-0.8813}],GeoPosition[{38.18972222,-0.55555556}],GeoPosition[{38.04060343,-1.14873135}],GeoPosition[ {42.23153161,-8.70204075}],GeoPosition[{37.8912537,-4.7805778}],GeoPosition[{40.41649878,-3.6841619}],GeoPosition[ {51.7300606,-2.16817}],GeoPosition[{37.565235,-1.25863237}],GeoPosition[{37.6667,-1.7}],GeoPosition[ {41.2167,1.68333}],GeoPosition[{42.81649665,-1.64017572}],GeoPosition[{40.42559701,-3.70398849}],GeoPosition[ {36.46125296,-6.20658405}],GeoPosition[{41.38052456,2.17517302}],GeoPosition[{43.46516092,-3.7964484}],GeoPosition[ {42.59210128,-8.41503897}],GeoPosition[{37.9333,-4.88333}],GeoPosition[{40.4,-1.45}],GeoPosition[ {43.5402238,-5.6534858}],GeoPosition[{37.8833,-4.76667}],GeoPosition[{37.7239153,-1.1693894}],GeoPosition[ {37.57126149,-1.25316498}],GeoPosition[{41.23871994,1.80960965}],GeoPosition[{40.4883919,-3.6633201}],GeoPosition[ {53.1046782,-1.5623885}],GeoPosition[{41.3,-4.91666667}],GeoPosition[{37.3841833,-5.9598624}],GeoPosition[ {36.9933014,-6.5472398}],GeoPosition[{41.9,12.5}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[ {42.465,-2.44555556}],GeoPosition[{42.42212646,-8.63640788}],GeoPosition[{52.9251595,-1.48613}],GeoPosition[ {40.4167,-3.70325}],GeoPosition[{41.39396,2.14726}],GeoPosition[{37.3819389,-5.95503}],GeoPosition[ {40.27438736,-3.75184464}],GeoPosition[{40.27438736,-3.75184464}],GeoPosition[{40.41407,-3.69023}],GeoPosition[ {40.34980011,-3.67457318}],GeoPosition[{37.8912537,-4.7805778}],GeoPosition[{37.37227249,-6.02291059}],GeoPosition[ {40.34980011,-3.67457318}],GeoPosition[{40.46682739,-3.47147465}],GeoPosition[{37.53078286,-5.07730097}],GeoPosition[ {36.85,-5.31667}],GeoPosition[{37.4100941,-5.9813369}],GeoPosition[{37.15881247,-3.60383742}],GeoPosition[ {42.87209901,-8.55177298}],GeoPosition[{52.3731,4.8922}],GeoPosition[{40.8833,9.03333}],GeoPosition[ {43.1543922,-4.64396331}],GeoPosition[{39.5632365,-0.4003008}],GeoPosition[{37.388163,-5.982399}],GeoPosition[ {39.9460077,-2.59753348}],GeoPosition[{40.50330665,-3.70525318}],GeoPosition[{38.40155118,-0.43039276}],GeoPosition[ {40.57849863,-3.73947144}],GeoPosition[{40.57849863,-3.73947144}],GeoPosition[{40.57849863,-3.73947144}],GeoPosition[ {40.57849863,-3.73947144}],GeoPosition[{42.43082093,-8.6409806}],GeoPosition[{40.57849863,-3.73947144}],GeoPosition[ {40.57849863,-3.73947144}],GeoPosition[{40.57849863,-3.73947144}],GeoPosition[{40.57849863,-3.73947144}],GeoPosition[ {36.24619204,-5.96905087}],GeoPosition[{37.,-3.98333333}],GeoPosition[{39.97586538,0.01484944}],GeoPosition[ {38.9895042,-3.9262701}],GeoPosition[{39.4699749,-6.3790551}],GeoPosition[{37.3772,-5.98694}],GeoPosition[ {36.77511842,-6.35317034}],GeoPosition[{41.97063536,3.14557798}],GeoPosition[{36.217988,-5.574183}],GeoPosition[ {36.71743944,-4.42304455}],GeoPosition[{41.3850527,2.1328596}],GeoPosition[{37.4100297,-5.9813506}],GeoPosition[ {40.4737612,-3.687173}],GeoPosition[{38.9895042,-3.9262701}],GeoPosition[{42.88097434,-8.54592685}],GeoPosition[ {36.54772977,-4.62917982}],GeoPosition[{40.4,-3.68333}],GeoPosition[{37.8065411,26.8188547}],GeoPosition[ {40.406571,-3.7013427}],GeoPosition[{37.67162096,21.44039121}],GeoPosition[{37.6,-0.983333}],GeoPosition[ {41.3851422,2.1326765}],GeoPosition[{38.3705292,-0.41053}],GeoPosition[{44.49388889,11.34277778}],GeoPosition[ {43.35164186,-3.01087276}],GeoPosition[{43.36558,-5.84547}],GeoPosition[{36.15777778,-5.44111111}],GeoPosition[ {38.3705292,-0.41053}],GeoPosition[{38.9895042,-3.9262701}],GeoPosition[{39.56224531,-2.10893259}],GeoPosition[ {43.43861111,-5.85}],GeoPosition[{40.95224835,-4.13097769}],GeoPosition[{41.9833,2.81667}],GeoPosition[ {41.4209153,2.2038412}],GeoPosition[{36.5099193,-4.8854949}],GeoPosition[{40.69797679,-4.00706831}],GeoPosition[ {38.3677507,-0.4266301}],GeoPosition[{39.00116795,-0.16380291}],GeoPosition[{38.42767,-6.416275}],GeoPosition[ {41.9751502,2.8192306}],GeoPosition[{36.728573,-5.1506199}],GeoPosition[{37.3851165,-5.9624224}],GeoPosition[ {36.7167,-4.41667}],GeoPosition[{39.8,2.68333}],GeoPosition[{37.29804917,-6.04567184}],GeoPosition[ {40.55732529,-3.61627924}],GeoPosition[{37.17666667,-3.59444444}],GeoPosition[{40.61318101,-3.78578567}],GeoPosition[ {40.42251,-3.6977}],GeoPosition[{43.34872,-4.04684}],GeoPosition[{37.9861,-1.1303}],GeoPosition[ {40.56797028,-3.9155283}],GeoPosition[{40.46615219,-3.80518055}],GeoPosition[{40.48354721,-3.85894918}],GeoPosition[ {40.45803452,-3.74715352}],GeoPosition[{41.44582748,1.99620807}],GeoPosition[{38.35,-0.483333}],GeoPosition[ {40.32475281,-3.89397621}],GeoPosition[{42.81834446,-1.6254763}],GeoPosition[{40.39191055,-3.77419019}],GeoPosition[ {40.42277778,-3.71194444}],GeoPosition[{41.0051526,-8.6242508}],GeoPosition[{37.40515581,-6.00130482}],GeoPosition[ {40.44887199,-3.73031891}],GeoPosition[{43.47116254,-3.80739177}],GeoPosition[{38.86339499,0.01115799}],GeoPosition[ {37.41944587,-5.96207143}],GeoPosition[{40.4216118,-3.70841}],GeoPosition[{38.21081302,-1.94950226}],GeoPosition[ {38.91195084,-6.34178255}],GeoPosition[{43.4007991,-3.4901823}],GeoPosition[{40.3833,-3.61667}],GeoPosition[ {43.77314469,11.25500288}],GeoPosition[{43.390202,-3.472563}],GeoPosition[{36.18151828,-5.49008177}],GeoPosition[ {40.45481,-3.68687}],GeoPosition[{37.385142,-5.9624179}],GeoPosition[{42.340837,-3.701723}],GeoPosition[ {42.34662769,-3.68930271}],GeoPosition[{42.3613444,-3.6790892}],GeoPosition[{41.90078,12.4834}],GeoPosition[ {41.393,2.17846}],GeoPosition[{43.25923837,-2.92480023}],GeoPosition[{50.08975,14.3984}],GeoPosition[ {41.667693,2.77947648}],GeoPosition[{42.86430582,-2.16341246}],GeoPosition[{38.38994247,-0.44423691}],GeoPosition[ {39.75362513,-0.22394024}],GeoPosition[{41.59329002,1.83731741}],GeoPosition[{40.4402809,-3.6310799}],GeoPosition[ {38.43017,-0.3878}],GeoPosition[{41.56078976,2.10108982}],GeoPosition[{40.48892597,-6.11051001}],GeoPosition[ {42.00956,-4.53339}],GeoPosition[{40.34806708,-3.70454373}],GeoPosition[{40.40954065,-3.69317219}],GeoPosition[ {42.34315884,-3.69874618}],GeoPosition[{36.4667,-5.73333}],GeoPosition[{41.3850717,2.1328497}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{52.51231,13.3269796}],GeoPosition[{37.1833,-3.6}],GeoPosition[ {41.39719876,2.15305538}],GeoPosition[{54.5170302,-1.5243112}],GeoPosition[{36.22658145,-6.06693797}],GeoPosition[ {40.4331647,-3.60968867}],GeoPosition[{39.50287027,-0.4201701}],GeoPosition[{42.8167,-1.6}],GeoPosition[ {40.4898856,-3.8920195}],GeoPosition[{41.9,12.5}],GeoPosition[{36.50824749,-4.88853832}],GeoPosition[ {38.9895042,-3.9262701}],GeoPosition[{37.3833,-6.05}],GeoPosition[{40.39419199,-3.70769007}],GeoPosition[ {39.5865494,2.6343671}],GeoPosition[{36.6592,-4.75723}],GeoPosition[{40.41704446,-3.70354074}],GeoPosition[ {40.48472222,-3.36444444}],GeoPosition[{40.46724173,-3.79487616}],GeoPosition[{38.700803,-9.2198128}],GeoPosition[ {41.03008902,28.8141773}],GeoPosition[{41.65194444,-4.72888889}],GeoPosition[{41.4955135,2.0315524}],GeoPosition[ {36.60290549,-4.53618512}],GeoPosition[{45.828209,9.070176}],GeoPosition[{40.4833,-6.1}],GeoPosition[ {37.16814,-3.60226}],GeoPosition[{42.50807574,1.5355509}],GeoPosition[{37.37852661,-5.97719315}],GeoPosition[ {37.9167,-6.73333}],GeoPosition[{40.45259027,-3.68536378}],GeoPosition[{39.14903509,-0.4405473}],GeoPosition[ {38.77249838,0.1904375}],GeoPosition[{37.9861,-1.1303}],GeoPosition[{39.5868583,2.6342907}],GeoPosition[ {36.16997025,-5.8652298}],GeoPosition[{46.7667,23.5833}],GeoPosition[{38.40333333,-1.04222222}],GeoPosition[ {40.33881437,-3.73282271}],GeoPosition[{37.34895308,-5.9874022}],GeoPosition[{39.4863205,-0.35369}],GeoPosition[ {37.3653166,-5.9738166}],GeoPosition[{40.48892597,-6.11051001}],GeoPosition[{36.7,-6.1167}],GeoPosition[ {40.4402809,-3.6310799}],GeoPosition[{42.0167,-1.95}],GeoPosition[{40.3329084,-3.8230607}],GeoPosition[ {41.37368552,2.15238798}],GeoPosition[{36.49754815,-4.80139024}],GeoPosition[{37.7833,-3.61667}],GeoPosition[ {45.05030248,7.62930013}],GeoPosition[{36.68701152,-6.10355409}],GeoPosition[{41.63539536,-0.90072274}],GeoPosition[ {40.79230595,-3.97461225}],GeoPosition[{40.24635315,-3.77855492}],GeoPosition[{41.38336182,2.10782003}],GeoPosition[ {41.51805878,2.14992309}],GeoPosition[{43.55487051,-8.27395233}],GeoPosition[{39.14903978,-0.440617}],GeoPosition[ {37.18274509,-3.60185995}],GeoPosition[{40.4264908,-3.70521}],GeoPosition[{40.27438736,-3.75184464}],GeoPosition[ {40.27438736,-3.75184464}],GeoPosition[{37.8884583,-4.77529}],GeoPosition[{37.26067,-6.51583}],GeoPosition[ {37.38062475,-6.06081958}],GeoPosition[{37.65,-1.}],GeoPosition[{37.41944587,-5.96207143}],GeoPosition[ {41.9,12.5}],GeoPosition[{41.65,-4.71667}],GeoPosition[{36.5333,-6.2833}],GeoPosition[ {37.40408306,-5.95735029}],GeoPosition[{38.427578,-6.422112}],GeoPosition[{37.2844,-5.92417}],GeoPosition[ {39.1489943,-0.44059545}],GeoPosition[{41.63857985,-0.88906785}],GeoPosition[{38.7,-0.466667}],GeoPosition[ {37.17553024,-3.58720713}],GeoPosition[{39.46447486,-0.32298262}],GeoPosition[{39.4917262,-0.3646078}],GeoPosition[ {41.65,-0.8833}],GeoPosition[{43.4647,-3.80444}],GeoPosition[{40.35,-4.4}],GeoPosition[ {41.3833,2.18333}],GeoPosition[{36.29092621,-5.27284247}],GeoPosition[{37.2118344,-3.6192796}],GeoPosition[ {37.09428594,-3.3987036}],GeoPosition[{46.121284,1.0485684}],GeoPosition[{36.5167,-5.86667}],GeoPosition[ {37.9857631,-1.1294135}],GeoPosition[{38.4125704,-0.4433016}],GeoPosition[{39.0667,-6.5}],GeoPosition[ {38.38994247,-0.44423691}],GeoPosition[{42.31195659,-7.88184736}],GeoPosition[{39.4833,-6.36667}],GeoPosition[ {42.4690457,-2.4440677}],GeoPosition[{40.9721933,-5.6733569}],GeoPosition[{37.98075131,-1.13914534}],GeoPosition[ {39.85906037,-4.02060507}],GeoPosition[{43.36384165,-8.41036706}],GeoPosition[{39.9833,-3.43333}],GeoPosition[ {37.12536202,-6.80023454}],GeoPosition[{42.55,-2.61667}],GeoPosition[{41.37564386,2.1813576}],GeoPosition[ {38.8167,-6.21667}],GeoPosition[{50.0833,14.4167}],GeoPosition[{39.47537,-6.37142}],GeoPosition[ {36.7167,-4.41667}],GeoPosition[{48.86615618,2.31236463}],GeoPosition[{39.14901064,-0.44064666}],GeoPosition[ {39.4915803,-0.3645387}],GeoPosition[{39.57386079,2.65003119}],GeoPosition[{39.87121605,-4.0238942}],GeoPosition[ {36.83670608,-2.46016197}],GeoPosition[{36.48718805,-4.72412236}],GeoPosition[{40.42062085,-3.67734324}],GeoPosition[ {40.474767,-3.63435}],GeoPosition[{39.01430682,-0.16990021}],GeoPosition[{38.95759336,-5.86113957}],GeoPosition[ {37.89510759,-0.96807161}],GeoPosition[{40.5434494,-3.61251}],GeoPosition[{39.47198,-6.39073}],GeoPosition[ {37.8833,-4.76667}],GeoPosition[{41.34952428,2.11104179}],GeoPosition[{37.81853858,-0.78621229}],GeoPosition[ {38.39929269,-0.43469639}],GeoPosition[{40.40954065,-3.69317219}],GeoPosition[{36.52069515,-6.2866294}],GeoPosition[ {36.5333,-6.2833}],GeoPosition[{40.4,-3.68333}],GeoPosition[{41.55265757,2.09840997}],GeoPosition[ {40.33931866,-3.73325218}],GeoPosition[{40.51202507,-3.68043265}],GeoPosition[{37.37987703,-5.98769102}],GeoPosition[ {36.71886503,-4.42224078}],GeoPosition[{40.33731901,-3.74750372}],GeoPosition[{37.3333,-6.13333}],GeoPosition[ {39.14900147,-0.44055578}],GeoPosition[{39.49145,-0.3645493}],GeoPosition[{51.50021403,-0.10170952}],GeoPosition[ {41.56727516,-4.80580005}],GeoPosition[{43.5311924,-5.6673349}],GeoPosition[{40.2333,-3.68333}],GeoPosition[ {40.4248695,-3.6969199}],GeoPosition[{42.,-1.68333}],GeoPosition[{40.00097607,3.83531331}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{36.78317576,31.38972158}],GeoPosition[{38.09356621,-3.62938111}],GeoPosition[ {37.42067,-5.96883}],GeoPosition[{40.07808767,-2.14809668}],GeoPosition[{36.7122045,-4.4650626}],GeoPosition[ {43.27916667,-8.21055556}],GeoPosition[{39.14900147,-0.44055578}],GeoPosition[{38.39909984,27.08249675}],GeoPosition[ {36.7229805,-4.4239502}],GeoPosition[{39.4913574,-0.3647706}],GeoPosition[{43.07203817,-6.19886419}],GeoPosition[ {36.7,-6.1167}],GeoPosition[{38.4125769,-0.4432745}],GeoPosition[{36.6833,-6.13333}],GeoPosition[ {43.30972222,-2.0075}],GeoPosition[{38.61472222,-1.11972222}],GeoPosition[{41.3869497,2.16965425}],GeoPosition[ {36.139682,-5.353794}],GeoPosition[{43.73666667,-7.87722222}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[ {41.56638889,2.0825}],GeoPosition[{37.785,-3.9025}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {39.4818306,-0.43007591}],GeoPosition[{37.8833,-4.76667}],GeoPosition[{41.44868851,2.20137548}],GeoPosition[ {37.19972222,-3.60472222}],GeoPosition[{37.37227249,-6.02291059}],GeoPosition[{37.41352844,-6.00998449}],GeoPosition[ {39.46227646,-0.41586581}],GeoPosition[{41.69887927,2.84776845}],GeoPosition[{42.84538616,-2.67272604}],GeoPosition[ {37.13084247,-6.48522904}],GeoPosition[{43.46516092,-3.7964484}],GeoPosition[{39.5691489,-0.5212055}],GeoPosition[ {37.25,-7.2}],GeoPosition[{37.7811385,-3.7966985}],GeoPosition[{43.32857187,-1.85876925}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{40.4762954,-3.64589033}],GeoPosition[{40.45281665,-3.68896181}],GeoPosition[ {43.31299194,-3.00877508}],GeoPosition[{39.14902706,-0.44048043}],GeoPosition[{38.67481527,-0.50817078}],GeoPosition[ {41.3833,2.18333}],GeoPosition[{36.8333,-2.45}],GeoPosition[{40.5523205,-3.6536303}],GeoPosition[ {40.2667,-5.85}],GeoPosition[{37.1833,-3.6}],GeoPosition[{40.50828635,-3.68261933}],GeoPosition[ {40.50828635,-3.68261933}],GeoPosition[{40.50828635,-3.68261933}],GeoPosition[{40.50828635,-3.68261933}],GeoPosition[ {37.3772202,-5.9865699}],GeoPosition[{40.35045183,49.83769243}],GeoPosition[{38.05535429,23.80617152}],GeoPosition[ {42.22888366,-8.6912175}],GeoPosition[{39.4916356,-0.3651015}],GeoPosition[{36.41834423,25.43160683}],GeoPosition[ {43.35,-3.01667}],GeoPosition[{42.60318608,0.52214465}],GeoPosition[{40.58888889,-4.14777778}],GeoPosition[ {40.41599,-3.69214}],GeoPosition[{42.465,-2.44555556}],GeoPosition[{39.14900931,-0.44043899}],GeoPosition[ {40.42172117,-3.70514084}],GeoPosition[{37.34166667,-5.93444444}],GeoPosition[{41.38646944,2.18919722}],GeoPosition[ {39.40604334,-2.9471042}],GeoPosition[{36.81970834,-2.439963}],GeoPosition[{36.7122326,-4.4652355}],GeoPosition[ {37.37868576,-5.95716744}],GeoPosition[{36.6,-4.56667}],GeoPosition[{41.5404611,2.439504}],GeoPosition[ {41.5404599,2.439504}],GeoPosition[{39.4914268,-0.3646938}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {39.46986871,-0.35673708}],GeoPosition[{40.42188,-3.6903}],GeoPosition[{37.38344922,-5.99368932}],GeoPosition[ {53.3500519,-6.2606535}],GeoPosition[{39.1489727,-0.44047262}],GeoPosition[{41.39114,2.1568999}],GeoPosition[ {40.42715,-3.67445}],GeoPosition[{41.678466,2.784316}],GeoPosition[{41.683449,2.491277}],GeoPosition[ {39.4702,-0.376805}],GeoPosition[{48.85049691,2.29145307}],GeoPosition[{44.1983,12.4117}],GeoPosition[ {37.39076996,-6.03052902}],GeoPosition[{40.3424748,-1.1079475}],GeoPosition[{40.4221337,-3.69063024}],GeoPosition[ {41.386819,2.174287}],GeoPosition[{37.1860105,-3.6129318}],GeoPosition[{38.9667,-0.183333}],GeoPosition[ {53.43835,-2.2773}],GeoPosition[{37.99907453,-3.47554722}],GeoPosition[{39.4914268,-0.3646938}],GeoPosition[ {42.69022148,-2.94123915}],GeoPosition[{41.40782,-4.96009}],GeoPosition[{38.3705292,-0.41053}],GeoPosition[ {40.43362092,-3.71016026}],GeoPosition[{39.14899048,-0.44057372}],GeoPosition[{37.25,-6.95}],GeoPosition[ {37.3772,-5.98694}],GeoPosition[{38.93849187,-6.36148792}],GeoPosition[{40.42162573,-3.72102922}],GeoPosition[ {36.4254913,-6.1431699}],GeoPosition[{42.0074692,-4.5285902}],GeoPosition[{45.05030248,7.62930013}],GeoPosition[ {37.3772,-5.98694}],GeoPosition[{40.2333,-3.31667}],GeoPosition[{40.9667,-5.65}],GeoPosition[ {40.33603606,-3.75474216}],GeoPosition[{39.14902383,-0.44042003}],GeoPosition[{40.27438736,-3.75184464}],GeoPosition[ {40.24635315,-3.77855492}],GeoPosition[{37.3333,-6.06667}],GeoPosition[{38.9895042,-3.9262701}],GeoPosition[ {38.9,-6.33333333}],GeoPosition[{40.4257584,-3.7043099}],GeoPosition[{38.3869868,-2.5826174}],GeoPosition[ {38.9667,-0.183333}],GeoPosition[{37.3557915,-5.93851254}],GeoPosition[{48.86316381,2.22276354}],GeoPosition[ {43.2569,-2.9236}],GeoPosition[{40.41649878,-3.6841619}],GeoPosition[{41.4585903,2.0782098}],GeoPosition[ {36.58213,-6.25826}],GeoPosition[{39.14904553,-0.44045016}],GeoPosition[{42.4691822,-2.444059}],GeoPosition[ {39.4915469,-0.364298}],GeoPosition[{37.98587937,23.73747906}],GeoPosition[{41.9474867,2.2442767}],GeoPosition[ {41.38025704,2.12378838}],GeoPosition[{50.503887,4.469936}],GeoPosition[{40.4167,-3.70325}],GeoPosition[ {36.6333,-4.68333}],GeoPosition[{38.42542668,-6.41591462}],GeoPosition[{43.77090389,11.25436867}],GeoPosition[ {37.7667,-3.7711}],GeoPosition[{40.5427412,-3.633039}],GeoPosition[{40.41337404,-3.69999172}],GeoPosition[ {37.38985583,-5.99303909}],GeoPosition[{37.38358056,-6.0052}],GeoPosition[{41.90403772,12.45750964}],GeoPosition[ {41.65,-4.71667}],GeoPosition[{39.47595015,-6.38077924}],GeoPosition[{37.3772,-5.98694}],GeoPosition[ {41.34952428,2.11104179}],GeoPosition[{39.4916644,-0.3645619}],GeoPosition[{39.96519645,-0.26147788}],GeoPosition[ {40.42152326,-3.72098168}],GeoPosition[{37.2167,-7.4}],GeoPosition[{40.4915423,-3.8986683}],GeoPosition[ {43.390579,-5.801811}],GeoPosition[{40.3775902,-3.7490001}],GeoPosition[{40.49357,-3.70939}],GeoPosition[ {43.26056667,-2.81597327}],GeoPosition[{36.6667,-4.75}],GeoPosition[{39.9792146,3.83872242}],GeoPosition[ {43.37090042,-8.39742498}],GeoPosition[{37.9861,-1.1303}],GeoPosition[{40.20851325,-8.4304084}],GeoPosition[ {39.59448393,2.64851942}],GeoPosition[{38.315,-3.68697}],GeoPosition[{38.3833,-0.433333}],GeoPosition[ {41.4333,2.06667}],GeoPosition[{37.13084247,-6.48522904}],GeoPosition[{40.5039567,-3.6370977}],GeoPosition[ {37.3772,-5.98694}],GeoPosition[{41.65,-0.8833}],GeoPosition[{38.86331267,-0.00307638}],GeoPosition[ {38.6974094,-0.4738198}],GeoPosition[{39.67638889,-0.27333333}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {36.8684883,-6.1756701}],GeoPosition[{40.3968856,-3.6972962}],GeoPosition[{40.49357,-3.70939}],GeoPosition[ {36.464125,-6.2020991}],GeoPosition[{42.30525666,-1.96370754}],GeoPosition[{43.26056667,-2.81597327}],GeoPosition[ {39.4915448,-0.3644839}],GeoPosition[{42.60163383,-5.57979473}],GeoPosition[{43.53712445,-5.6755043}],GeoPosition[ {38.38994247,-0.44423691}],GeoPosition[{36.69268057,-6.13215074}],GeoPosition[{41.65,-4.71667}],GeoPosition[ {38.9895042,-3.9262701}],GeoPosition[{41.3869497,2.16965425}],GeoPosition[{41.890419,12.4905901}],GeoPosition[ {40.49357,-3.70939}],GeoPosition[{40.42151795,-3.72096762}],GeoPosition[{42.8525,-2.6581}],GeoPosition[ {37.3772,-5.98694}],GeoPosition[{48.836817,2.379336}],GeoPosition[{36.4641898,-6.2021111}],GeoPosition[ {40.42396377,-3.6720743}],GeoPosition[{38.5149644,-6.56739867}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {40.35036,-3.90501}],GeoPosition[{40.75,-8.56666667}],GeoPosition[{40.36715452,-3.69204634}],GeoPosition[ {38.26679687,-5.41976527}],GeoPosition[{40.4172401,-3.7061901}],GeoPosition[{38.35934584,-0.48708286}],GeoPosition[ {37.1711388,-3.6029401}],GeoPosition[{37.18123523,-3.592605}],GeoPosition[{40.49357,-3.70939}],GeoPosition[ {40.48354721,-3.85894918}],GeoPosition[{37.41352844,-6.00998449}],GeoPosition[{40.46615219,-3.80518055}],GeoPosition[ {43.26056667,-2.81597327}],GeoPosition[{36.72062247,-4.46438014}],GeoPosition[{37.21519731,-7.23061146}],GeoPosition[ {40.42136769,-3.70500674}],GeoPosition[{38.11102545,13.35097672}],GeoPosition[{37.99174789,-1.1251783}],GeoPosition[ {39.4918741,-0.3646755}],GeoPosition[{39.55288227,2.63107122}],GeoPosition[{42.8525,-2.6581}],GeoPosition[ {36.75087,-3.66632}],GeoPosition[{40.40778653,-3.74461286}],GeoPosition[{43.26056667,-2.81597327}],GeoPosition[ {41.3793297,2.1370299}],GeoPosition[{40.49357,-3.70939}],GeoPosition[{39.87387536,4.31120076}],GeoPosition[ {40.38333333,-5.76666667}],GeoPosition[{36.84083,-2.47083}],GeoPosition[{39.4914,-0.3646217}],GeoPosition[ {38.9895042,-3.9262701}],GeoPosition[{43.26056667,-2.81597327}],GeoPosition[{42.67224923,-2.03319147}],GeoPosition[ {41.38552304,2.16646783}],GeoPosition[{41.4116034,2.18181085}],GeoPosition[{40.4667,-3.3667}],GeoPosition[ {36.7515766,-5.1548816}],GeoPosition[{40.4667,-3.3667}],GeoPosition[{41.3833,2.18333}],GeoPosition[ {40.9376407,-4.1118092}],GeoPosition[{40.43251,-3.70703}],GeoPosition[{40.42715,-3.67445}],GeoPosition[ {40.03204424,-3.60315578}],GeoPosition[{41.6564713,-0.8787}],GeoPosition[{35.33702556,25.13444399}],GeoPosition[ {37.3167,-6.66667}],GeoPosition[{38.38112,-4.84975}],GeoPosition[{41.394351,2.153824}],GeoPosition[ {40.96121,-5.66659}],GeoPosition[{40.3584445,-3.6825167}],GeoPosition[{37.9861,-1.1303}],GeoPosition[ {39.14896726,-0.44040039}],GeoPosition[{42.49887194,-5.41753174}],GeoPosition[{41.5404718,2.4395152}],GeoPosition[ {53.40377,5.284429}],GeoPosition[{36.73632,-4.60966}],GeoPosition[{38.2375116,-1.4216806}],GeoPosition[ {46.5198,6.6335}],GeoPosition[{39.4833,-6.36667}],GeoPosition[{42.499679,-5.418441}],GeoPosition[ {40.3964709,-3.76793754}],GeoPosition[{40.45599021,-3.68177333}],GeoPosition[{40.557176,-3.6282785}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{39.4912873,-0.3647806}],GeoPosition[{36.5333,-6.2833}],GeoPosition[ {40.42231,-3.6982}],GeoPosition[{35.2951995,-2.9386315}],GeoPosition[{43.26056667,-2.81597327}],GeoPosition[ {38.697351,-0.4736589}],GeoPosition[{41.3833,2.18333}],GeoPosition[{38.8789,-6.9669}],GeoPosition[ {39.5888219,2.6621341}],GeoPosition[{40.47537329,-3.87200492}],GeoPosition[{38.3632808,-0.4951715}],GeoPosition[ {37.8833,-4.76667}],GeoPosition[{43.3,-3.}],GeoPosition[{37.40902973,-4.48733722}],GeoPosition[ {43.35305556,-4.04583333}],GeoPosition[{37.4,-4.48333}],GeoPosition[{39.46955854,-0.41187089}],GeoPosition[ {40.4,-1.9}],GeoPosition[{41.15499971,1.10201118}],GeoPosition[{42.4833,12.25}],GeoPosition[ {39.4913966,-0.3643656}],GeoPosition[{41.65234086,-4.73130413}],GeoPosition[{40.42242,-3.69376}],GeoPosition[ {40.30587162,-3.72909484}],GeoPosition[{41.3933368,2.1246846}],GeoPosition[{41.12844,-8.60568}],GeoPosition[ {46.55098907,25.11960485}],GeoPosition[{42.88108937,-9.27163892}],GeoPosition[{38.4760083,-1.3210754}],GeoPosition[ {41.3833,2.18333}],GeoPosition[{37.9861,-1.1303}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[ {39.46666667,-0.38333333}],GeoPosition[{45.66496776,12.25216832}],GeoPosition[{40.44961166,-3.60804009}],GeoPosition[ {40.44502258,-3.65911889}],GeoPosition[{41.540486,2.4395024}],GeoPosition[{40.47860718,-3.75099945}],GeoPosition[ {41.38336182,2.10782003}],GeoPosition[{39.60437393,-0.3503806}],GeoPosition[{43.53987945,-5.64306582}],GeoPosition[ {45.4386,12.3267}],GeoPosition[{43.26056667,-2.81597327}],GeoPosition[{37.39291969,-5.98688863}],GeoPosition[ {39.14901227,-0.44046489}],GeoPosition[{38.088056,-3.62302182}],GeoPosition[{38.90938317,1.43940494}],GeoPosition[ {36.52651221,-6.19112594}],GeoPosition[{43.26056667,-2.81597327}],GeoPosition[{40.4252586,-3.7137201}],GeoPosition[ {38.8789,-6.9669}],GeoPosition[{37.97777778,-0.68333333}],GeoPosition[{52.48065644,-1.8991872}],GeoPosition[ {40.1,-3.76667}],GeoPosition[{41.15499971,1.10201118}],GeoPosition[{41.3741922,2.1753239}],GeoPosition[ {40.4953414,-3.374437}],GeoPosition[{41.45,2.21667}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {40.45107351,-3.73777463}],GeoPosition[{36.71838707,-4.42413778}],GeoPosition[{40.41998336,-3.68299428}],GeoPosition[ {40.5449943,-3.6977188}],GeoPosition[{38.3833,-0.433333}],GeoPosition[{40.44726591,-3.80013845}],GeoPosition[ {39.46666667,-0.38333333}],GeoPosition[{36.8447568,-2.43145455}],GeoPosition[{43.26056667,-2.81597327}],GeoPosition[ {37.16814,-3.60226}],GeoPosition[{38.3705292,-0.41053}],GeoPosition[{38.2497874,-6.3019655}],GeoPosition[ {43.3625612,-5.8368776}],GeoPosition[{43.26056667,-2.81597327}],GeoPosition[{37.1833,-3.6}],GeoPosition[ {41.3252983,2.10429}],GeoPosition[{40.42041399,-3.70487979}],GeoPosition[{37.1833,-3.6}],GeoPosition[ {37.98226367,-1.12431572}],GeoPosition[{40.4952725,-3.3744255}],GeoPosition[{36.7,-6.1167}],GeoPosition[ {51.5009714,-0.12696712}],GeoPosition[{41.39166667,2.165}],GeoPosition[{40.42023261,-3.70582086}],GeoPosition[ {43.54486667,-5.90411333}],GeoPosition[{44.39883,0.22059667}],GeoPosition[{43.43781257,-3.83939251}],GeoPosition[ {40.40449943,-3.69592703}],GeoPosition[{40.4248657,-3.67684429}],GeoPosition[{40.65,-4.7}],GeoPosition[ {40.472101,-3.6826857}],GeoPosition[{37.78735434,-3.77685667}],GeoPosition[{40.4242584,-3.7019937}],GeoPosition[ {39.4863205,-0.35369}],GeoPosition[{43.3625552,-5.8368843}],GeoPosition[{37.00038873,35.32276094}],GeoPosition[ {37.98226367,-1.12431572}],GeoPosition[{40.4167,-3.70325}],GeoPosition[{40.4167,-3.70325}],GeoPosition[ {60.1698557,24.938379}],GeoPosition[{41.3833,2.18333}],GeoPosition[{36.71777966,-4.41052011}],GeoPosition[ {37.26067,-6.51583}],GeoPosition[{37.1774911,-5.7756272}],GeoPosition[{41.3897199,2.1591999}],GeoPosition[ {42.6070354,-5.5710666}],GeoPosition[{43.36,-5.845}],GeoPosition[{42.4333,-8.63333}],GeoPosition[ {37.15,-3.61667}],GeoPosition[{36.9035773,7.754553}],GeoPosition[{40.46279264,-3.63678482}],GeoPosition[ {42.3662891,-2.4822087}],GeoPosition[{40.4132881,-3.7260399}],GeoPosition[{43.25752019,-2.91335248}],GeoPosition[ {38.19136257,-0.56000813}],GeoPosition[{38.9747584,-3.92645}],GeoPosition[{42.24619863,3.12487575}],GeoPosition[ {40.39623257,-3.70850891}],GeoPosition[{36.17711209,-5.37830405}],GeoPosition[{43.46186176,-3.80384744}],GeoPosition[ {40.4167,-3.70325}],GeoPosition[{37.40902973,-4.48733722}],GeoPosition[{43.3,-3.}],GeoPosition[ {37.9861,-1.1303}],GeoPosition[{38.4333,-4.76667}],GeoPosition[{40.4054718,-4.70474}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{37.37227249,-6.02291059}],GeoPosition[{40.32475281,-3.89397621}],GeoPosition[ {40.27438736,-3.75184464}],GeoPosition[{40.42690565,-3.6997945}],GeoPosition[{43.3625613,-5.8368843}],GeoPosition[ {43.26296675,-2.946747}],GeoPosition[{40.5038987,-3.6372088}],GeoPosition[{39.19035672,-1.42837327}],GeoPosition[ {41.3833,2.18333}],GeoPosition[{40.43375171,-3.69897264}],GeoPosition[{36.24619204,-5.96905087}],GeoPosition[ {44.39883,0.22059667}],GeoPosition[{39.52340612,-0.42242191}],GeoPosition[{42.79104858,-4.85693868}],GeoPosition[ {42.96809177,-8.44349446}],GeoPosition[{39.8667,-4.01667}],GeoPosition[{37.98729821,-1.1286575}],GeoPosition[ {42.3333,-3.91667}],GeoPosition[{39.4742393,-0.37672}],GeoPosition[{38.516528,-1.7007914}],GeoPosition[ {48.6333,9.35}],GeoPosition[{36.84919144,-4.2482543}],GeoPosition[{38.891764,1.40900829}],GeoPosition[ {52.1872472,0.9707801}],GeoPosition[{37.1833,-3.6}],GeoPosition[{36.66254238,-4.45920124}],GeoPosition[ {41.65182379,-4.73028489}],GeoPosition[{38.9833,-3.93333}],GeoPosition[{40.47916667,-3.61166667}],GeoPosition[ {42.45455171,-2.38804207}],GeoPosition[{41.902783,12.496365}],GeoPosition[{38.9,-6.33333333}],GeoPosition[ {45.96562977,12.53288281}],GeoPosition[{39.5333,-0.416667}],GeoPosition[{40.4066403,-3.668192}],GeoPosition[ {43.5079455,-8.201995}],GeoPosition[{37.43865841,-5.88513425}],GeoPosition[{39.3497118,-0.32357555}],GeoPosition[ {40.4132881,-3.7260399}],GeoPosition[{40.44570614,-3.57618111}],GeoPosition[{38.4265302,-6.4095898}],GeoPosition[ {43.0167,-2.96667}],GeoPosition[{40.4,-3.68333}],GeoPosition[{36.7,-6.1167}],GeoPosition[ {41.34952428,2.11104179}],GeoPosition[{37.388163,-5.982399}],GeoPosition[{42.43105,1.92428}],GeoPosition[ {43.26056667,-2.81597327}],GeoPosition[{42.0315514,-1.65326}],GeoPosition[{37.97698,-1.13127}],GeoPosition[ {41.35486795,2.12286039}],GeoPosition[{37.8904,-4.7801}],GeoPosition[{40.42104358,-3.72034192}],GeoPosition[ {37.2031617,-3.5961506}],GeoPosition[{40.3,-3.43333}],GeoPosition[{38.93849187,-6.36148792}],GeoPosition[ {40.3613908,0.4023689}],GeoPosition[{42.89417072,-8.52114201}],GeoPosition[{42.16883159,0.89455903}],GeoPosition[ {43.5333,-5.7}],GeoPosition[{41.38138889,2.17305556}],GeoPosition[{40.5064283,-3.6552654}],GeoPosition[ {41.37445023,2.15134622}],GeoPosition[{41.7,2.85}],GeoPosition[{37.38623905,-5.9885467}],GeoPosition[ {38.15,-0.833333}],GeoPosition[{38.1,-1.8}],GeoPosition[{39.14898353,-0.44043119}],GeoPosition[ {40.5040461,-3.6369943}],GeoPosition[{40.416599,-3.70573474}],GeoPosition[{40.50896086,-3.66689988}],GeoPosition[ {41.8,-3.03333}],GeoPosition[{40.4,-3.68333}],GeoPosition[{41.9,-8.88333}],GeoPosition[ {36.77511842,-6.35317034}],GeoPosition[{40.43271308,-3.6788597}],GeoPosition[{37.37037635,-6.00033119}],GeoPosition[ {40.4167715,-3.7136156}],GeoPosition[{37.39955125,-6.00350718}],GeoPosition[{38.35,-0.483333}],GeoPosition[ {40.4762761,-3.6544273}],GeoPosition[{37.05887985,-5.62265921}],GeoPosition[{36.47063828,-6.25665331}],GeoPosition[ {40.41908646,-3.60787797}],GeoPosition[{40.45383835,-3.60782361}],GeoPosition[{39.5780429,2.6461818}],GeoPosition[ {40.46615219,-3.80518055}],GeoPosition[{39.4725113,-0.374638}],GeoPosition[{40.47222222,-3.56083333}],GeoPosition[ {43.4333,-2.71667}],GeoPosition[{40.42723,-3.7581}],GeoPosition[{40.33410726,-3.86052122}],GeoPosition[ {42.4333,-8.63333}],GeoPosition[{40.55,-3.63333}],GeoPosition[{41.3833,2.18333}],GeoPosition[ {42.35,-3.7}],GeoPosition[{36.89297906,-4.4291542}],GeoPosition[{37.1833,-3.6}],GeoPosition[ {37.3240982,-5.858908}],GeoPosition[{36.75,-5.8}],GeoPosition[{40.425,-3.69027778}],GeoPosition[ {37.3889999,-6.0022998}],GeoPosition[{39.14898338,-0.4404998}],GeoPosition[{38.0277651,-1.1250698}],GeoPosition[ {43.5333,-5.7}],GeoPosition[{43.1885288,-2.4562423}],GeoPosition[{43.50426549,-8.20399344}],GeoPosition[ {45.0667,7.7}],GeoPosition[{38.2333,-1.7}],GeoPosition[{36.67961095,-5.44471873}],GeoPosition[ {37.3772,-5.98694}],GeoPosition[{41.99106778,-8.74364577}],GeoPosition[{42.349895,-7.86607089}],GeoPosition[ {43.46516092,-3.7964484}],GeoPosition[{41.94156046,12.52198583}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.4248691,-3.6957427}],GeoPosition[{40.4198914,-3.70608}],GeoPosition[{43.3194807,-8.3540781}],GeoPosition[ {43.2685267,-2.9248776}],GeoPosition[{37.36732439,-5.75599185}],GeoPosition[{43.44029207,-7.28941888}],GeoPosition[ {43.35364446,-8.41725259}],GeoPosition[{40.4203,-3.70734}],GeoPosition[{37.26920166,-6.92106806}],GeoPosition[ {37.39119795,-5.99176798}],GeoPosition[{40.32980728,-3.85510762}],GeoPosition[{37.9667,-1.21667}],GeoPosition[ {39.06611111,-5.72277778}],GeoPosition[{36.5333,-6.2833}],GeoPosition[{40.43089331,-3.67194414}],GeoPosition[ {38.4760083,-1.3210754}],GeoPosition[{41.38131714,2.10107636}],GeoPosition[{37.05887985,-5.62265921}],GeoPosition[ {35.88956725,-5.30302227}],GeoPosition[{48.,0.2}],GeoPosition[{39.47537,-6.37142}],GeoPosition[ {43.319448,-8.3540201}],GeoPosition[{48.86999427,2.32252504}],GeoPosition[{53.34405712,-6.23900153}],GeoPosition[ {43.319469,-8.3540619}],GeoPosition[{37.37009646,-6.00201415}],GeoPosition[{41.5833,1.63333}],GeoPosition[ {44.7996265,10.3402474}],GeoPosition[{37.1833,-3.6}],GeoPosition[{40.40634474,-3.61006935}],GeoPosition[ {42.8,-5.11667}],GeoPosition[{40.55,-3.63333}],GeoPosition[{40.0288472,-6.09019532}],GeoPosition[ {49.6375765,-1.6296485}],GeoPosition[{40.43699201,-3.80168489}],GeoPosition[{36.7255946,-4.8597965}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{43.42009504,-4.75437567}],GeoPosition[{40.4331647,-3.60968867}],GeoPosition[ {43.24476507,-3.83757591}],GeoPosition[{40.4335252,-3.7161777}],GeoPosition[{37.3772,-5.98694}],GeoPosition[ {40.42422,-3.70627}],GeoPosition[{40.45281665,-3.68896181}],GeoPosition[{40.50329591,-3.69855957}],GeoPosition[ {40.50329591,-3.69855957}],GeoPosition[{40.50329591,-3.69855957}],GeoPosition[{44.78656769,20.4489212}],GeoPosition[ {39.4761396,-0.3280275}],GeoPosition[{51.4939003,7.45296}],GeoPosition[{40.50329591,-3.69855957}],GeoPosition[ {40.50329591,-3.69855957}],GeoPosition[{40.50329591,-3.69855957}],GeoPosition[{36.5333,-6.18333}],GeoPosition[ {45.04939386,7.68298055}],GeoPosition[{37.3772,-5.98694}],GeoPosition[{37.386222,-6.002333}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.4,-3.68333}],GeoPosition[{40.4759249,-3.6541489}],GeoPosition[ {43.31989924,-1.9853443}],GeoPosition[{43.4543568,5.2385844}],GeoPosition[{40.33851738,-3.86606337}],GeoPosition[ {40.42723,-3.7581}],GeoPosition[{40.40581576,-3.69846799}],GeoPosition[{42.6129959,-5.56215268}],GeoPosition[ {40.74487196,-3.51353989}],GeoPosition[{40.5092812,-3.6930001}],GeoPosition[{38.38994247,-0.44423691}],GeoPosition[ {40.47472083,-3.68764659}],GeoPosition[{37.385849,-5.99927}],GeoPosition[{42.4,-2.31667}],GeoPosition[ {39.14888202,-0.44043844}],GeoPosition[{38.93648623,-3.97926002}],GeoPosition[{43.53087894,-5.66049588}],GeoPosition[ {38.91037219,1.40047556}],GeoPosition[{43.36861346,-8.41349069}],GeoPosition[{41.38243,2.178771}],GeoPosition[ {40.24635315,-3.77855492}],GeoPosition[{41.44582748,1.99620807}],GeoPosition[{40.44485855,-3.82763958}],GeoPosition[ {40.47860718,-3.75099945}],GeoPosition[{37.15598075,-5.72352825}],GeoPosition[{40.41782128,-3.6844646}],GeoPosition[ {40.42552,-3.70383}],GeoPosition[{40.49910193,-3.36896302}],GeoPosition[{42.51198138,-8.75889393}],GeoPosition[ {40.2830696,-3.7948401}],GeoPosition[{39.14900131,-0.4404033}],GeoPosition[{42.81353676,-1.64578527}],GeoPosition[ {41.389019,2.1221099}],GeoPosition[{37.1833,-3.6}],GeoPosition[{40.47901042,-3.57210159}],GeoPosition[ {37.1833,-3.6}],GeoPosition[{40.48226421,-3.71748238}],GeoPosition[{36.7167,-4.41667}],GeoPosition[ {41.5404714,2.4395107}],GeoPosition[{53.3228555,-6.26545761}],GeoPosition[{40.62667961,-3.16650596}],GeoPosition[ {39.9,-5.53333}],GeoPosition[{37.56756757,-4.27357845}],GeoPosition[{36.6682888,-6.1271658}],GeoPosition[ {37.39291969,-5.98688863}],GeoPosition[{37.2880184,-5.9101248}],GeoPosition[{40.4509473,-3.4630664}],GeoPosition[ {41.3964521,2.1257525}],GeoPosition[{40.43414,-3.70853}],GeoPosition[{36.09868853,-5.44313903}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.42,-3.68888889}],GeoPosition[{41.51263,-5.73869783}],GeoPosition[ {38.77204983,0.19012666}],GeoPosition[{39.96341242,-4.79843457}],GeoPosition[{41.57916734,-1.10944695}],GeoPosition[ {43.53984606,-5.66307641}],GeoPosition[{40.42327841,-3.68859917}],GeoPosition[{38.38994247,-0.44423691}],GeoPosition[ {37.17816751,-5.77549731}],GeoPosition[{43.37090042,-8.39742498}],GeoPosition[{40.55,-4.16667}],GeoPosition[ {43.72324048,11.21773897}],GeoPosition[{41.7981902,2.7604793}],GeoPosition[{51.51330224,-0.13134784}],GeoPosition[ {37.9861,-1.1303}],GeoPosition[{51.4875,-0.1684}],GeoPosition[{38.06412504,46.32518893}],GeoPosition[ {37.34444,-5.9809}],GeoPosition[{40.41782128,-3.6844646}],GeoPosition[{39.58378,2.61938}],GeoPosition[ {37.9861,-1.1303}],GeoPosition[{40.4192799,-3.69230103}],GeoPosition[{43.77319764,11.2555904}],GeoPosition[ {38.9663478,-0.18667519}],GeoPosition[{43.53087894,-5.66049588}],GeoPosition[{52.30923954,4.762187}],GeoPosition[ {43.57326407,-7.25107746}],GeoPosition[{42.8167,-6.73333}],GeoPosition[{51.08992136,4.38233155}],GeoPosition[ {37.4071632,-1.74774913}],GeoPosition[{38.35,-0.483333}],GeoPosition[{40.3625,-5.13361111}],GeoPosition[ {38.0304676,14.0032178}],GeoPosition[{38.87621135,1.36843742}],GeoPosition[{40.4200299,-3.70027}],GeoPosition[ {37.8849226,-4.7795793}],GeoPosition[{40.37723561,-3.69947923}],GeoPosition[{36.18552532,-5.94051896}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.24796677,-3.69002557}],GeoPosition[ {40.47957932,-3.70718144}],GeoPosition[{40.42690565,-3.6997945}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.42291,-3.75595}],GeoPosition[{41.32432189,-3.63228838}],GeoPosition[ {43.2569,-2.9236}],GeoPosition[{38.5333,-0.133333}],GeoPosition[{39.46666667,-0.38333333}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{38.36083712,-0.42461888}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {40.42339,-3.67468}],GeoPosition[{40.4701584,-3.656462}],GeoPosition[{40.4759067,-3.6541145}],GeoPosition[ {36.7,-6.1167}],GeoPosition[{37.28174174,-1.73426855}],GeoPosition[{36.48387345,-4.98887373}],GeoPosition[ {38.4782625,-0.7855249}],GeoPosition[{37.8833,-4.76667}],GeoPosition[{40.4383087,-3.6652701}],GeoPosition[ {38.35934584,-0.48708286}],GeoPosition[{43.3333,-6.}],GeoPosition[{41.69939,2.8476499}],GeoPosition[ {38.3869916,-2.5827201}],GeoPosition[{36.5333,-6.2833}],GeoPosition[{42.779044,-0.412983}],GeoPosition[ {40.41704446,-3.70354074}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{37.6667,-1.7}],GeoPosition[ {48.8667,2.3397}],GeoPosition[{39.42125552,-0.3342376}],GeoPosition[{48.1240924,-1.6958085}],GeoPosition[ {39.5738106,-0.28149}],GeoPosition[{40.4262841,-3.68332335}],GeoPosition[{44.9,8.61667}],GeoPosition[ {37.29943092,-1.71638599}],GeoPosition[{37.3772202,-5.9865699}],GeoPosition[{40.38423907,-3.76426}],GeoPosition[ {43.55,-5.86667}],GeoPosition[{36.71834037,-4.4401381}],GeoPosition[{43.2687,-2.9461}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{46.53794,24.3069326}],GeoPosition[{36.7183,-4.4202}],GeoPosition[ {37.983,-1.1302}],GeoPosition[{39.5715,2.6469}],GeoPosition[{39.47583333,-0.375}],GeoPosition[ {41.00682023,28.97582984}],GeoPosition[{37.3877,-6.0018}],GeoPosition[{39.4692,-0.3768}],GeoPosition[ {41.6517,-0.8813}],GeoPosition[{36.69715775,-4.49898163}],GeoPosition[{37.36191052,-5.97905294}],GeoPosition[ {41.37957429,2.14246463}],GeoPosition[{39.455765,-6.3824177}],GeoPosition[{37.38399706,-6.00106722}],GeoPosition[ {38.76204801,-3.38786061}],GeoPosition[{36.5333,-6.2833}],GeoPosition[{43.38682805,-8.40796407}],GeoPosition[ {39.0618393,-3.6066741}],GeoPosition[{36.51697302,-6.27768384}],GeoPosition[{36.65847405,-4.57073671}],GeoPosition[ {48.1239943,-1.6956877}],GeoPosition[{46.006023,8.950915}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[ {36.06519701,-5.68319321}],GeoPosition[{36.72082296,-4.40530728}],GeoPosition[{39.3940399,-3.20657}],GeoPosition[ {42.3346786,-3.69787}],GeoPosition[{39.4460523,-0.3892082}],GeoPosition[{41.6552064,-4.7192756}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{40.43277106,-3.68800945}],GeoPosition[{37.38583333,-5.99305556}],GeoPosition[ {38.9833,-3.93333}],GeoPosition[{37.25784,-5.5494199}],GeoPosition[{43.3242912,-1.97882}],GeoPosition[ {43.3715,-8.396}],GeoPosition[{43.06289037,-5.37703179}],GeoPosition[{40.0167,-3.91667}],GeoPosition[ {42.59675223,-5.57115865}],GeoPosition[{41.9,12.5}],GeoPosition[{40.4311533,-3.7004118}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{42.52805556,-1.67694444}],GeoPosition[{37.7808638,-3.7971727}],GeoPosition[ {39.85075,-0.51136}],GeoPosition[{40.42405278,-3.71777778}],GeoPosition[{37.25385,-6.94391}],GeoPosition[ {37.1833,-3.6}],GeoPosition[{40.6344393,-4.0178534}],GeoPosition[{41.69939,2.8476499}],GeoPosition[ {39.14905228,-0.44049248}],GeoPosition[{42.44800683,-8.8326219}],GeoPosition[{50.84716,4.352}],GeoPosition[ {41.49175983,2.14761798}],GeoPosition[{44.93088,1.649}],GeoPosition[{41.34952428,2.11104179}],GeoPosition[ {39.14904341,-0.44050259}],GeoPosition[{37.39222062,-5.97500682}],GeoPosition[{41.65157127,-0.88445871}],GeoPosition[ {41.15499971,1.10201118}],GeoPosition[{42.2333,-8.71667}],GeoPosition[{43.32177464,-2.00567007}],GeoPosition[ {40.4167,-3.70325}],GeoPosition[{37.41312608,-5.97956828}],GeoPosition[{40.4167,-3.70325}],GeoPosition[ {41.3879,2.16992}],GeoPosition[{40.3047,-3.7311}],GeoPosition[{43.1085625,12.3886509}],GeoPosition[ {38.50558774,-0.22926922}],GeoPosition[{40.03204424,-3.60315578}],GeoPosition[{42.23845991,-8.71936488}],GeoPosition[ {37.62822723,-6.14550781}],GeoPosition[{40.48354721,-3.85894918}],GeoPosition[{40.56797028,-3.9155283}],GeoPosition[ {40.42023261,-3.70582086}],GeoPosition[{43.48346213,-8.23027945}],GeoPosition[{43.73957244,7.42768432}],GeoPosition[ {43.48346213,-8.23027945}],GeoPosition[{45.03682051,7.6239774}],GeoPosition[{45.7054638,11.9863061}],GeoPosition[ {42.340837,-3.701723}],GeoPosition[{42.3385825,-3.6988566}],GeoPosition[{36.7914581,-6.3378701}],GeoPosition[ {37.88764481,-4.75860325}],GeoPosition[{39.4833,-6.36667}],GeoPosition[{42.88093449,-8.54594496}],GeoPosition[ {43.41622072,-3.84867866}],GeoPosition[{39.53851564,2.44600006}],GeoPosition[{43.48346213,-8.23027945}],GeoPosition[ {41.29914,1.77546}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {37.3714562,-5.9762626}],GeoPosition[{39.8833,4.25}],GeoPosition[{40.4833,-6.05}],GeoPosition[ {43.48346213,-8.23027945}],GeoPosition[{37.88363943,-4.79525362}],GeoPosition[{43.4647,-3.80444}],GeoPosition[ {40.6344096,-4.0178478}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{38.29992291,-0.72165368}],GeoPosition[ {38.63807,-0.86632}],GeoPosition[{39.4580085,-0.3612071}],GeoPosition[{36.18756258,-5.92066977}],GeoPosition[ {37.38755431,-5.99712878}],GeoPosition[{44.78656769,20.4489212}],GeoPosition[{40.42033351,-3.6987405}],GeoPosition[ {37.5930093,-5.73449271}],GeoPosition[{36.1320554,-5.44203491}],GeoPosition[{35.2873432,-2.9482046}],GeoPosition[ {41.33253594,2.10332123}],GeoPosition[{37.17444685,-3.6073885}],GeoPosition[{37.3772,-5.98694}],GeoPosition[ {41.3869497,2.16965425}],GeoPosition[{40.41963872,-3.69719061}],GeoPosition[{40.2830696,-3.7948401}],GeoPosition[ {41.7981902,2.7604793}],GeoPosition[{42.34232915,-3.70119416}],GeoPosition[{41.51018,2.20436}],GeoPosition[ {38.98428773,-3.92438882}],GeoPosition[{43.361948,-8.4085169}],GeoPosition[{40.41908646,-3.60787797}],GeoPosition[ {41.36122894,2.13080645}],GeoPosition[{36.7502529,-3.0199911}],GeoPosition[{40.00047139,3.8116001}],GeoPosition[ {39.97743003,-0.04307049}],GeoPosition[{40.49499371,-3.61704814}],GeoPosition[{37.56756757,-4.27357845}],GeoPosition[ {37.1636,-3.595}],GeoPosition[{52.2273748,5.178263}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {37.177455,-5.7757643}],GeoPosition[{50.08714143,14.40754673}],GeoPosition[{36.1275,-5.45389}],GeoPosition[ {37.6085144,-0.9843792}],GeoPosition[{37.38846383,-6.003628}],GeoPosition[{38.998125,1.42845208}],GeoPosition[ {43.3715,-8.396}],GeoPosition[{40.43016794,-3.7895855}],GeoPosition[{42.5515561,-6.594531}],GeoPosition[ {40.48697163,-3.6571132}],GeoPosition[{41.40532,2.15645}],GeoPosition[{37.3772,-5.98694}],GeoPosition[ {38.84448859,-6.97141381}],GeoPosition[{37.1773058,-5.7756407}],GeoPosition[{40.4252899,-3.68298}],GeoPosition[ {37.174059,-3.6067357}],GeoPosition[{41.3833,2.18333}],GeoPosition[{40.42690565,-3.6997945}],GeoPosition[ {52.37707559,4.89807167}],GeoPosition[{43.4637505,-3.79827006}],GeoPosition[{40.41309719,-3.72210479}],GeoPosition[ {41.6256153,-0.878847}],GeoPosition[{39.9984249,3.83225736}],GeoPosition[{41.72055693,1.82654428}],GeoPosition[ {45.86264119,6.14404874}],GeoPosition[{39.6,-5.5}],GeoPosition[{39.8833,-3.71667}],GeoPosition[ {41.890419,12.4905901}],GeoPosition[{40.45095,-2.31348}],GeoPosition[{36.53417172,-6.30217888}],GeoPosition[ {37.3772,-5.98694}],GeoPosition[{37.41144,-4.48778}],GeoPosition[{41.6256571,-0.8788987}],GeoPosition[ {40.3281,-3.7644}],GeoPosition[{52.30909199,4.76385839}],GeoPosition[{40.34806708,-3.70454373}],GeoPosition[ {51.2399483,4.58074}],GeoPosition[{40.30693219,-3.73079599}],GeoPosition[{36.7271875,-4.4226929}],GeoPosition[ {39.97051476,32.71379461}],GeoPosition[{47.56614486,7.5603826}],GeoPosition[{40.40817766,-3.69909971}],GeoPosition[ {43.30972222,-2.0075}],GeoPosition[{38.61472222,-1.11972222}],GeoPosition[{43.73666667,-7.87722222}],GeoPosition[ {39.06611111,-5.72277778}],GeoPosition[{41.56638889,2.0825}],GeoPosition[{37.785,-3.9025}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{41.5217514,2.16077614}],GeoPosition[{37.19972222,-3.60472222}],GeoPosition[ {38.9891999,-3.90609}],GeoPosition[{40.47862623,-3.73755993}],GeoPosition[{42.35,-3.7}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{39.26407859,-2.60446153}],GeoPosition[{39.4751754,-0.4596813}],GeoPosition[ {37.3333,-6.13333}],GeoPosition[{39.54285271,-0.45493629}],GeoPosition[{40.3143822,-3.4539304}],GeoPosition[ {41.39006155,2.16800922}],GeoPosition[{38.4333,-0.4}],GeoPosition[{41.36455775,2.13280906}],GeoPosition[ {45.60304946,10.62768459}],GeoPosition[{42.15897127,-8.61785928}],GeoPosition[{40.3143209,-3.453956}],GeoPosition[ {40.96186966,-5.65704953}],GeoPosition[{42.27240851,2.94814935}],GeoPosition[{42.8923768,-8.4190435}],GeoPosition[ {38.3705292,-0.41053}],GeoPosition[{35.7667,-5.8}],GeoPosition[{41.0197456,29.0250482}],GeoPosition[ {40.43619218,-3.72979109}],GeoPosition[{40.44694313,-4.0034645}],GeoPosition[{42.2319531,-8.7149803}],GeoPosition[ {37.38027778,-6.01083333}],GeoPosition[{38.7167,-9.13333}],GeoPosition[{41.5390799,2.0961138}],GeoPosition[ {42.33751535,3.20498228}],GeoPosition[{41.6,-4.11666667}],GeoPosition[{40.44012429,-3.64005104}],GeoPosition[ {40.45843612,-3.68589985}],GeoPosition[{36.71834991,-4.42899227}],GeoPosition[{40.9664688,-5.66429}],GeoPosition[ {38.96305054,-5.95803439}],GeoPosition[{37.6477892,-3.9077015}],GeoPosition[{38.25472222,-0.64611111}],GeoPosition[ {40.13722047,-3.66744974}],GeoPosition[{42.26173301,3.10192398}],GeoPosition[{41.683449,2.491277}],GeoPosition[ {40.41782128,-3.6844646}],GeoPosition[{36.8303729,-2.4482723}],GeoPosition[{41.66141613,-4.75000684}],GeoPosition[ {40.0551641,4.13004092}],GeoPosition[{41.375,2.149}],GeoPosition[{41.6465912,-0.89063}],GeoPosition[ {41.61025297,-4.75804108}],GeoPosition[{42.8924807,-8.419172}],GeoPosition[{44.10696572,9.72838596}],GeoPosition[ {40.416599,-3.70573474}],GeoPosition[{41.1167,1.15}],GeoPosition[{48.2139702,17.4133828}],GeoPosition[ {38.34763053,-0.48464835}],GeoPosition[{44.11416667,15.22777778}],GeoPosition[{40.446876,-3.452777}],GeoPosition[ {40.50828635,-3.68261933}],GeoPosition[{42.46376446,-2.44574265}],GeoPosition[{40.50828635,-3.68261933}],GeoPosition[ {40.50828635,-3.68261933}],GeoPosition[{40.50828635,-3.68261933}],GeoPosition[{40.1,-3.65}],GeoPosition[ {40.43414,-3.70853}],GeoPosition[{37.383605,-5.99448333}],GeoPosition[{40.24635315,-3.77855492}],GeoPosition[ {39.48916245,-0.444884}],GeoPosition[{40.44502258,-3.65911889}],GeoPosition[{41.60404587,2.26143932}],GeoPosition[ {41.36093903,2.16730976}],GeoPosition[{38.0884462,-1.1851538}],GeoPosition[{41.4120281,2.2206303}],GeoPosition[ {43.1833,-5.88333}],GeoPosition[{40.37650041,-3.68858774}],GeoPosition[{37.2689915,-4.4119189}],GeoPosition[ {38.2652512,-0.69651}],GeoPosition[{36.27855073,-5.43203981}],GeoPosition[{43.6,1.43333}],GeoPosition[ {38.99373,-1.85428}],GeoPosition[{41.6552101,-4.7192612}],GeoPosition[{37.88544923,-4.76742025}],GeoPosition[ {38.72702991,35.51652645}],GeoPosition[{41.5390503,2.0961149}],GeoPosition[{36.5167,-4.88333}],GeoPosition[ {36.7167,-4.41667}],GeoPosition[{38.42482525,27.13858255}],GeoPosition[{37.2689915,-4.4119191}],GeoPosition[ {37.6467575,-3.9065945}],GeoPosition[{40.42255013,-3.66546466}],GeoPosition[{42.26635463,2.96039884}],GeoPosition[ {43.3601763,-8.4182251}],GeoPosition[{45.35,11.7833}],GeoPosition[{37.6667,-1.7}],GeoPosition[ {40.4132309,-3.6965699}],GeoPosition[{41.3207298,2.0156417}],GeoPosition[{37.3167,-4.36667}],GeoPosition[ {42.25050358,3.07385445}],GeoPosition[{36.4905,-4.76255}],GeoPosition[{36.7667,-3.96667}],GeoPosition[ {51.6394,-2.16222}],GeoPosition[{38.0884489,-1.1850724}],GeoPosition[{40.43084,-3.68384}],GeoPosition[ {40.4167,-3.70325}],GeoPosition[{40.4,-3.68333}],GeoPosition[{45.60304946,10.62768459}],GeoPosition[ {41.40384119,2.17477799}],GeoPosition[{48.86316381,2.22276354}],GeoPosition[{37.3772,-5.98694}],GeoPosition[ {40.36145465,-3.7643093}],GeoPosition[{36.52991837,-6.21231076}],GeoPosition[{38.1286437,-3.745572}],GeoPosition[ {41.55428034,2.40286426}],GeoPosition[{38.38994247,-0.44423691}],GeoPosition[{43.313826,-2.6749383}],GeoPosition[ {41.6513265,-0.8844047}],GeoPosition[{37.38809165,-6.01043421}],GeoPosition[{40.42538952,-3.70395309}],GeoPosition[ {45.4945887,9.1827503}],GeoPosition[{36.873951,-5.8048}],GeoPosition[{41.65502556,-0.87528}],GeoPosition[ {40.5,-3.68333}],GeoPosition[{43.32540137,-1.97440625}],GeoPosition[{37.17874937,-3.5895983}],GeoPosition[ {43.5403679,-5.6571892}],GeoPosition[{37.2844,-5.92417}],GeoPosition[{36.7257309,-4.4214301}],GeoPosition[ {39.58341316,2.68141181}],GeoPosition[{42.34080556,-3.70447222}],GeoPosition[{43.5403922,-5.6578567}],GeoPosition[ {51.5309326,0.0069359}],GeoPosition[{40.334374,-3.743419}],GeoPosition[{52.655098,-1.124283}],GeoPosition[ {37.9832687,-1.1300499}],GeoPosition[{39.46722078,-0.32368479}],GeoPosition[{40.4229507,-3.6905601}],GeoPosition[ {36.7167,-4.41667}],GeoPosition[{40.41649878,-3.6841619}],GeoPosition[{48.87885709,2.31507754}],GeoPosition[ {38.9,-6.33333333}],GeoPosition[{39.9398204,-3.7138758}],GeoPosition[{42.8167,-6.73333}],GeoPosition[ {43.27444444,-2.95805556}],GeoPosition[{41.97063536,3.14557798}],GeoPosition[{40.4243206,-3.705702}],GeoPosition[ {43.313826,-2.6749383}],GeoPosition[{39.14894559,-0.44031259}],GeoPosition[{37.25,-6.95}],GeoPosition[ {41.35,2.08333}],GeoPosition[{36.84502046,-2.38567785}],GeoPosition[{36.873951,-5.8048}],GeoPosition[ {40.42028,-3.70578}],GeoPosition[{40.43295127,-3.70064378}],GeoPosition[{43.313826,-2.6749383}],GeoPosition[ {36.72084933,-4.4234916}],GeoPosition[{40.45143751,-3.68617058}],GeoPosition[{39.46722078,-0.32368479}],GeoPosition[ {40.43853259,-3.7323722}],GeoPosition[{41.7173806,-1.0210562}],GeoPosition[{48.87910389,2.30268376}],GeoPosition[ {48.84184992,2.36306041}],GeoPosition[{36.7,-6.1167}],GeoPosition[{40.420538,-3.702032}],GeoPosition[ {41.6446472,-0.8769049}],GeoPosition[{43.3475,-4.1025}],GeoPosition[{43.37090042,-8.39742498}],GeoPosition[ {41.51018,2.20436}],GeoPosition[{40.42690565,-3.6997945}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {40.9643131,-5.66044059}],GeoPosition[{45.47175065,9.18275077}],GeoPosition[{50.11149414,8.64743007}],GeoPosition[ {42.88026378,-8.54559333}],GeoPosition[{41.47949075,2.31985298}],GeoPosition[{44.302353,8.477405}],GeoPosition[ {38.34621363,-0.4834832}],GeoPosition[{40.4089584,-3.69314}],GeoPosition[{40.35,-3.83333333}],GeoPosition[ {39.5708759,2.6445242}],GeoPosition[{36.6769008,-6.1204482}],GeoPosition[{37.1833,-3.6}],GeoPosition[ {40.45,-3.7}],GeoPosition[{39.14899349,-0.44027203}],GeoPosition[{37.98570852,-1.12483377}],GeoPosition[ {37.56756757,-4.27357845}],GeoPosition[{40.03548083,-3.58565651}],GeoPosition[{48.235583,16.3502102}],GeoPosition[ {40.41986143,-3.7078649}],GeoPosition[{36.7167,-4.41667}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[ {36.5422516,-4.6205101}],GeoPosition[{37.3790782,-5.9564986}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {41.92271,-8.84349381}],GeoPosition[{45.48088,9.18609}],GeoPosition[{39.85799456,-4.02678493}],GeoPosition[ {37.88217232,-4.77993643}],GeoPosition[{36.71286288,-4.43404555}],GeoPosition[{40.3286716,-3.7602955}],GeoPosition[ {43.4629464,-3.8086158}],GeoPosition[{41.6552101,-4.7192612}],GeoPosition[{40.2833,-3.8}],GeoPosition[ {43.36,-5.845}],GeoPosition[{41.3869497,2.16965425}],GeoPosition[{40.40696789,-3.68629332}],GeoPosition[ {37.6085278,-0.9843684}],GeoPosition[{51.52729629,-0.15085954}],GeoPosition[{37.35,-5.21667}],GeoPosition[ {37.6084576,-0.9843328}],GeoPosition[{39.4587367,-0.3385167}],GeoPosition[{38.26510753,-0.69625854}],GeoPosition[ {41.88333195,-5.04553942}],GeoPosition[{39.4576645,-0.3610844}],GeoPosition[{39.9888921,-3.7715652}],GeoPosition[ {41.26751287,1.97110535}],GeoPosition[{43.650723,-7.355898}],GeoPosition[{39.14908933,-0.44055004}],GeoPosition[ {38.70388889,-3.23944444}],GeoPosition[{43.5640025,-8.20864897}],GeoPosition[{36.1681,-5.35167}],GeoPosition[ {37.6733477,-1.6881747}],GeoPosition[{43.32262,-3.02201}],GeoPosition[{37.38539793,-5.99378468}],GeoPosition[ {37.95925233,23.7118357}],GeoPosition[{42.6599933,-8.11310092}],GeoPosition[{53.01121107,-6.32554362}],GeoPosition[ {36.01108697,-5.60859717}],GeoPosition[{40.64194444,-4.15527778}],GeoPosition[{38.9869322,-1.8625071}],GeoPosition[ {43.40912645,-4.70856786}],GeoPosition[{39.14900517,-0.44052114}],GeoPosition[{36.5980209,-6.2372593}],GeoPosition[ {37.755,14.995}],GeoPosition[{39.85694759,-4.02417183}],GeoPosition[{43.35,-3.01667}],GeoPosition[ {37.257019,-5.5512099}],GeoPosition[{40.9686945,-5.66217965}],GeoPosition[{37.40978598,-6.389642}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{40.4,-1.9}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {43.46310161,-3.79647977}],GeoPosition[{37.34683415,-5.97889458}],GeoPosition[{40.42023261,-3.70582086}],GeoPosition[ {47.5099443,19.0578478}],GeoPosition[{39.14894757,-0.44038419}],GeoPosition[{43.5362919,-5.6606385}],GeoPosition[ {43.36208527,-5.84808604}],GeoPosition[{40.6344325,-4.0178949}],GeoPosition[{37.1700516,-3.61253}],GeoPosition[ {45.35,11.7833}],GeoPosition[{37.3819842,-5.973054}],GeoPosition[{40.104386,-3.697152}],GeoPosition[ {40.4625232,-3.6158312}],GeoPosition[{36.71410126,-4.47020735}],GeoPosition[{43.54155,-5.65919}],GeoPosition[ {40.42138,-3.70736}],GeoPosition[{41.258208,1.7718464}],GeoPosition[{37.17208405,-3.60076569}],GeoPosition[ {40.4167,-3.70325}],GeoPosition[{40.4167,-3.70325}],GeoPosition[{37.43865841,-5.88513425}],GeoPosition[ {37.25,-6.95}],GeoPosition[{42.877892,-5.8831397}],GeoPosition[{36.7167,-4.41667}],GeoPosition[ {36.7,-6.1167}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{41.6111183,0.62007}],GeoPosition[ {40.2664032,-3.7572298}],GeoPosition[{40.29853439,-3.94395423}],GeoPosition[{39.14894757,-0.44038419}],GeoPosition[ {37.33807755,-5.98421669}],GeoPosition[{41.60404587,2.26143932}],GeoPosition[{40.351581,-3.692125}],GeoPosition[ {42.2333,-8.71667}],GeoPosition[{40.45143751,-3.68617058}],GeoPosition[{36.5314511,-6.29618026}],GeoPosition[ {39.91990303,-5.17466866}],GeoPosition[{39.57086,2.64651}],GeoPosition[{44.4076984,12.1938392}],GeoPosition[ {39.34855218,-0.3166374}],GeoPosition[{40.48311169,-3.36262893}],GeoPosition[{40.9376342,-4.1117504}],GeoPosition[ {42.34035939,-3.69977399}],GeoPosition[{40.41111072,-3.74964237}],GeoPosition[{37.2689912,-4.4119184}],GeoPosition[ {37.1833,-3.6}],GeoPosition[{38.9869322,-1.8625071}],GeoPosition[{40.15930358,-3.6185183}],GeoPosition[ {40.4631002,-3.6768772}],GeoPosition[{40.3100929,-3.7216724}],GeoPosition[{37.2845399,-5.91107165}],GeoPosition[ {41.38095751,2.12277934}],GeoPosition[{37.1833,-3.6}],GeoPosition[{37.6733783,-1.6882456}],GeoPosition[ {36.83957,-2.46453}],GeoPosition[{39.59448393,2.64851942}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {37.38846383,-6.003628}],GeoPosition[{40.9505975,-4.1240106}],GeoPosition[{38.87962,-6.9707}],GeoPosition[ {43.5333,-5.7}],GeoPosition[{41.5063,-5.74312}],GeoPosition[{48.85938231,2.34646459}],GeoPosition[ {39.14894052,-0.44040313}],GeoPosition[{53.9915028,-1.5412015}],GeoPosition[{40.493047,-3.873223}],GeoPosition[ {40.42250614,-3.70930531}],GeoPosition[{37.36732439,-5.75599185}],GeoPosition[{38.0167,-1.13333}],GeoPosition[ {40.4275894,-3.7040901}],GeoPosition[{40.4614952,-3.6770818}],GeoPosition[{39.14892386,-0.4404597}],GeoPosition[ {39.4333,-0.466667}],GeoPosition[{38.35934584,-0.48708286}],GeoPosition[{38.36489976,-0.41760147}],GeoPosition[ {36.71811886,-4.4208225}],GeoPosition[{37.40378,-1.58268}],GeoPosition[{38.9869322,-1.8625071}],GeoPosition[ {41.53860474,2.08554649}],GeoPosition[{40.32475281,-3.89397621}],GeoPosition[{36.7167,-4.41667}],GeoPosition[ {39.4917101,-0.3645829}],GeoPosition[{41.38684519,2.16994041}],GeoPosition[{42.34450272,-3.68649839}],GeoPosition[ {50.11004588,8.63636459}],GeoPosition[{43.26056667,-2.81597327}],GeoPosition[{43.17516331,-6.54993545}],GeoPosition[ {37.38412623,-6.00889694}],GeoPosition[{40.46689137,-3.67836729}],GeoPosition[{37.33333333,-5.84646845}],GeoPosition[ {43.4146167,-4.7314999}],GeoPosition[{37.1833,-3.6}],GeoPosition[{44.4076984,12.1938392}],GeoPosition[ {45.57060008,8.79931555}],GeoPosition[{36.29092621,-5.27284247}],GeoPosition[{38.93849187,-6.36148792}],GeoPosition[ {40.44039864,-3.71990204}],GeoPosition[{37.1833,-3.6}],GeoPosition[{37.37037635,-6.00033119}],GeoPosition[ {36.71630521,-4.4140728}],GeoPosition[{39.9565261,-4.8465356}],GeoPosition[{40.5833,-4.4}],GeoPosition[ {39.4917821,-0.3645071}],GeoPosition[{38.36489976,-0.41760147}],GeoPosition[{38.9833,-3.93333}],GeoPosition[ {41.64615889,-0.91796161}],GeoPosition[{40.41782128,-3.6844646}],GeoPosition[{38.36489976,-0.41760147}],GeoPosition[ {41.06757575,1.17644125}],GeoPosition[{38.0399004,-1.1249224}],GeoPosition[{37.28847715,-5.94200711}],GeoPosition[ {40.41068328,-3.79004002}],GeoPosition[{40.1593018,-3.61853681}],GeoPosition[{37.5656077,-1.1785804}],GeoPosition[ {43.53020793,-5.63730543}],GeoPosition[{40.4269104,-3.7077501}],GeoPosition[{36.60327369,-6.21654682}],GeoPosition[ {36.72609711,-4.41529179}],GeoPosition[{39.4912697,-0.3647511}],GeoPosition[{42.21503,-8.68379}],GeoPosition[ {40.46233654,-3.61635409}],GeoPosition[{40.4064828,-3.69036763}],GeoPosition[{41.902783,12.496365}],GeoPosition[ {43.40388889,-2.63583333}],GeoPosition[{38.3705292,-0.41053}],GeoPosition[{39.42842022,-0.46480418}],GeoPosition[ {40.42538952,-3.70395309}],GeoPosition[{41.5412374,1.8688469}],GeoPosition[{50.14710717,15.12162285}],GeoPosition[ {39.14891533,-0.44046687}],GeoPosition[{39.79645803,-0.18106126}],GeoPosition[{39.18966,-0.44106}],GeoPosition[ {37.4273605,-5.9712796}],GeoPosition[{40.4062908,-3.69054794}],GeoPosition[{39.4915283,-0.3645111}],GeoPosition[ {38.0355032,-1.0766676}],GeoPosition[{41.5,-5.75}],GeoPosition[{38.35,-0.483333}],GeoPosition[ {51.4413,5.47997}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[{40.9167,-2.28333}],GeoPosition[ {37.1833,-3.6}],GeoPosition[{39.47238,-0.37961}],GeoPosition[{37.9667,-3.8}],GeoPosition[ {37.3879797,-5.9202555}],GeoPosition[{38.96888889,0.185}],GeoPosition[{39.585664,2.620783}],GeoPosition[ {47.7243005,1.53699143}],GeoPosition[{37.7808049,-3.7971803}],GeoPosition[{40.42550309,-3.72579753}],GeoPosition[ {42.59746781,-5.56758892}],GeoPosition[{43.2592248,-4.067295}],GeoPosition[{39.802036,-5.1713489}],GeoPosition[ {47.5099443,19.0578478}],GeoPosition[{40.9760513,-5.6562099}],GeoPosition[{37.36732439,-5.75599185}],GeoPosition[ {41.38881,2.16682}],GeoPosition[{40.42242,-3.69376}],GeoPosition[{41.3741812,2.1753266}],GeoPosition[ {59.95,30.3167}],GeoPosition[{47.8,13.0333}],GeoPosition[{38.9869322,-1.8625071}],GeoPosition[ {37.38761957,-5.96959029}],GeoPosition[{37.87975069,-4.77523243}],GeoPosition[{36.69182,-4.45461}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{37.39349944,-6.00775394}],GeoPosition[{41.75353409,1.89211038}],GeoPosition[ {38.0167,-3.36667}],GeoPosition[{42.1758194,-1.75348}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {43.42031436,-4.75424849}],GeoPosition[{52.5147858,13.436168}],GeoPosition[{36.71811886,-4.4208225}],GeoPosition[ {40.9667,-5.65}],GeoPosition[{51.16024654,-0.17699628}],GeoPosition[{77.937597,33.701846}],GeoPosition[ {37.1833,-3.6}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.3045197,-3.4558001}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {36.7167,-4.41667}],GeoPosition[{42.89076695,-8.41755926}],GeoPosition[{59.32261036,18.09030217}],GeoPosition[ {37.8833,-4.76667}],GeoPosition[{40.4167,-3.70325}],GeoPosition[{40.3897823,-3.62810187}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{41.3879,2.16992}],GeoPosition[{41.89888889,12.47305556}],GeoPosition[ {37.1833,-3.6}],GeoPosition[{40.43646287,-3.68315834}],GeoPosition[{51.51330224,-0.13134784}],GeoPosition[ {41.3833,2.18333}],GeoPosition[{52.514804,13.4361455}],GeoPosition[{40.35,-4.4}],GeoPosition[ {37.5656077,-1.1785804}],GeoPosition[{39.47781111,-0.38034167}],GeoPosition[{39.9366423,-3.9202867}],GeoPosition[ {40.45259027,-3.68536378}],GeoPosition[{39.47184664,-0.3777819}],GeoPosition[{43.4522222,-3.7242435}],GeoPosition[ {36.52763279,-6.29009995}],GeoPosition[{39.7202797,2.90956}],GeoPosition[{52.5147993,13.4361032}],GeoPosition[ {39.80049268,-5.1729596}],GeoPosition[{39.46666667,-0.38333333}],GeoPosition[{40.99967096,28.88121204}],GeoPosition[ {39.5865545,2.6343691}],GeoPosition[{37.8833,-4.76667}],GeoPosition[{40.29417038,-3.9757328}],GeoPosition[ {39.47639689,-0.37536225}],GeoPosition[{43.3638953,-5.8517164}],GeoPosition[{37.9861,-1.1303}],GeoPosition[ {39.8021888,-5.1713613}],GeoPosition[{41.39755625,2.19116105}],GeoPosition[{41.6552101,-4.7192612}],GeoPosition[ {43.0324489,-2.4004598}],GeoPosition[{39.98758393,-0.04784712}],GeoPosition[{41.3667,2.01667}],GeoPosition[ {38.9869322,-1.8625071}],GeoPosition[{45.35,11.7833}],GeoPosition[{43.76086712,10.39083066}],GeoPosition[ {39.5866598,2.634258}],GeoPosition[{50.11004588,8.63636459}],GeoPosition[{39.14892531,-0.44042948}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{40.4167,-3.70325}],GeoPosition[{41.9,12.5}],GeoPosition[ {41.61951437,-0.91867552}],GeoPosition[{41.6694,2.26337}],GeoPosition[{36.16666667,-5.43333333}],GeoPosition[ {38.86136496,-6.10196114}],GeoPosition[{39.4576841,-0.3611028}],GeoPosition[{40.4667,-3.63333}],GeoPosition[ {38.0355048,-1.0766681}],GeoPosition[{40.18713432,29.05952232}],GeoPosition[{40.4062908,-3.69054794}],GeoPosition[ {42.0333,-6.75}],GeoPosition[{52.5147927,13.43614}],GeoPosition[{38.7,1.41667}],GeoPosition[ {39.5865253,2.6343398}],GeoPosition[{38.00459697,-1.17504107}],GeoPosition[{39.47357861,-0.34637655}],GeoPosition[ {49.95,17.9167}],GeoPosition[{37.3833,-6.03333}],GeoPosition[{41.3759193,2.1677401}],GeoPosition[ {36.84083,-2.47083}],GeoPosition[{41.06946503,1.05321148}],GeoPosition[{43.4866084,-3.5457702}],GeoPosition[ {40.50329591,-3.69855957}],GeoPosition[{40.50329591,-3.69855957}],GeoPosition[{40.50329591,-3.69855957}],GeoPosition[ {40.50329591,-3.69855957}],GeoPosition[{40.50329591,-3.69855957}],GeoPosition[{37.98475374,-1.13297613}],GeoPosition[ {40.50329591,-3.69855957}],GeoPosition[{43.18805556,-4.04833333}],GeoPosition[{41.56727516,-4.80580005}],GeoPosition[ {51.58036074,-0.09930188}],GeoPosition[{42.6,-8.75}],GeoPosition[{39.6476673,-0.5729234}],GeoPosition[ {40.3583975,-3.6824475}],GeoPosition[{52.18740873,20.99419969}],GeoPosition[{52.5147959,13.4361536}],GeoPosition[ {36.77136,-6.3541299}],GeoPosition[{38.25,-3.61667}],GeoPosition[{39.4949157,-0.3482676}],GeoPosition[ {38.9869322,-1.8625071}],GeoPosition[{37.6798,-1.6944}],GeoPosition[{41.39462046,2.16207206}],GeoPosition[ {38.8867474,-6.98198976}],GeoPosition[{42.44052929,-8.63658428}],GeoPosition[{37.25,-6.95}],GeoPosition[ {40.42977419,-3.71459319}],GeoPosition[{41.0514695,28.9925408}],GeoPosition[{37.8833,-4.76667}],GeoPosition[ {40.4167,-3.70325}],GeoPosition[{43.35142,-3.23542}],GeoPosition[{41.7660648,-2.457597}],GeoPosition[ {36.7203,-4.41937}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {42.55091663,-2.90917691}],GeoPosition[{39.03460671,1.56545943}],GeoPosition[{42.0333,-6.83333}],GeoPosition[ {37.38397057,-5.95764171}],GeoPosition[{40.,-4.}],GeoPosition[{41.93828388,3.21555088}],GeoPosition[ {37.1763191,-3.59514}],GeoPosition[{41.27837665,1.9927256}],GeoPosition[{50.11004588,8.63636459}],GeoPosition[ {40.2667,-5.85}],GeoPosition[{38.9908767,-0.5103309}],GeoPosition[{38.38994247,-0.44423691}],GeoPosition[ {43.0324581,-2.4004026}],GeoPosition[{41.0667,-4.4}],GeoPosition[{51.58034088,-0.09930241}],GeoPosition[ {38.64274405,34.82927669}],GeoPosition[{42.0333,-6.83333}],GeoPosition[{39.586482,2.6343171}],GeoPosition[ {37.37694444,-5.98694444}],GeoPosition[{39.46447486,-0.32298262}],GeoPosition[{48.8639821,2.3339644}],GeoPosition[ {40.42227258,-3.7045785}],GeoPosition[{41.11407554,-1.41431395}],GeoPosition[{43.32540137,-1.97440625}],GeoPosition[ {36.7455561,-4.59525137}],GeoPosition[{37.1970748,-3.622679}],GeoPosition[{52.5147849,13.4361493}],GeoPosition[ {39.3930724,-3.221987}],GeoPosition[{43.53359789,-5.65495354}],GeoPosition[{41.5390226,2.0961227}],GeoPosition[ {40.2833,-3.8}],GeoPosition[{37.2654606,-6.9243186}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {36.54016789,-4.63507453}],GeoPosition[{40.26775959,-6.20148454}],GeoPosition[{42.21648216,-8.73946905}],GeoPosition[ {40.41649878,-3.6841619}],GeoPosition[{37.38846383,-6.003628}],GeoPosition[{40.5523205,-3.6536303}],GeoPosition[ {39.5865436,2.6343661}],GeoPosition[{36.6833,-6.13333}],GeoPosition[{43.2687,-2.9461}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{42.10721221,1.85158005}],GeoPosition[{37.99258031,-0.69298905}],GeoPosition[ {37.983,-1.1302}],GeoPosition[{39.5715,2.6469}],GeoPosition[{37.3877,-6.0018}],GeoPosition[ {41.6517,-0.8813}],GeoPosition[{38.9869322,-1.8625071}],GeoPosition[{36.71658296,-3.55839211}],GeoPosition[ {42.11465129,-1.13940239}],GeoPosition[{37.98366477,-1.12922}],GeoPosition[{42.0333,-6.83333}],GeoPosition[ {41.7493232,1.90378912}],GeoPosition[{41.1375193,-8.61448432}],GeoPosition[{40.645885,29.118126}],GeoPosition[ {40.435404,-3.692539}],GeoPosition[{56.98265662,24.20365049}],GeoPosition[{40.64692474,-4.70152854}],GeoPosition[ {37.3772,-5.98694}],GeoPosition[{40.4331647,-3.60968867}],GeoPosition[{42.0333,-6.83333}],GeoPosition[ {40.28310219,-3.81961128}],GeoPosition[{37.18331937,-6.98032316}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[ {36.8558601,-2.4560343}],GeoPosition[{41.6552101,-4.7192612}],GeoPosition[{40.42690565,-3.6997945}],GeoPosition[ {41.5412374,1.8688469}],GeoPosition[{39.55378657,2.66391923}],GeoPosition[{38.9869322,-1.8625071}],GeoPosition[ {37.45861,-3.92181}],GeoPosition[{41.2155433,1.7261303}],GeoPosition[{40.42883929,-3.70480161}],GeoPosition[ {51.580382,-0.09930398}],GeoPosition[{41.01883392,28.95672231}],GeoPosition[{41.3833,2.18333}],GeoPosition[ {38.8,-9.38333}],GeoPosition[{43.37090042,-8.39742498}],GeoPosition[{36.72126342,-4.41898454}],GeoPosition[ {37.42311987,-5.98880349}],GeoPosition[{36.84083,-2.47083}],GeoPosition[{39.8,-5.66666667}],GeoPosition[ {37.9861,-1.1303}],GeoPosition[{35.34953461,33.25709772}],GeoPosition[{41.38726244,2.18278015}],GeoPosition[ {50.07157902,14.43906825}],GeoPosition[{40.49261768,-3.65507848}],GeoPosition[{43.76822725,11.2531587}],GeoPosition[ {40.43551276,-3.69760054}],GeoPosition[{38.99101948,-3.91473764}],GeoPosition[{40.19210133,-3.67704611}],GeoPosition[ {36.84083,-2.47083}],GeoPosition[{37.53907,-5.0888184}],GeoPosition[{41.2154923,1.7261953}],GeoPosition[ {39.1489772,-0.44041519}],GeoPosition[{39.01723695,-3.90973578}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {41.9833,2.81667}],GeoPosition[{41.71040968,2.90231779}],GeoPosition[{36.154933,-5.348363}],GeoPosition[ {37.3793282,-6.20034}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{41.29612288,2.07624435}],GeoPosition[ {40.44804764,-3.6693449}],GeoPosition[{36.84083,-2.47083}],GeoPosition[{40.4221172,-3.7233245}],GeoPosition[ {37.7722206,-3.79038}],GeoPosition[{40.49266922,-3.87414329}],GeoPosition[{36.5303624,-6.2996665}],GeoPosition[ {41.47913271,-5.75065613}],GeoPosition[{40.4,-3.68333}],GeoPosition[{40.4062908,-3.69054794}],GeoPosition[ {36.6900482,-4.4451499}],GeoPosition[{41.6669044,-0.8865703}],GeoPosition[{43.55,10.3167}],GeoPosition[ {40.429775,-3.701504}],GeoPosition[{38.9869322,-1.8625071}],GeoPosition[{40.4167,-4.}],GeoPosition[ {40.33931866,-3.73325218}],GeoPosition[{40.4295883,-3.7035}],GeoPosition[{39.48441565,-0.360839}],GeoPosition[ {45.60304946,10.62768459}],GeoPosition[{43.41569183,5.24824022}],GeoPosition[{40.41896,-3.70161}],GeoPosition[ {41.410608,2.18273569}],GeoPosition[{37.37111344,-5.96131675}],GeoPosition[{40.3904614,-3.6323881}],GeoPosition[ {41.8951571,12.5169943}],GeoPosition[{40.4,-3.68333}],GeoPosition[{39.4728355,-0.3458942}],GeoPosition[ {36.5290451,-6.2071228}],GeoPosition[{40.4657436,-3.4504059}],GeoPosition[{40.36437607,-3.69836283}],GeoPosition[ {38.4319116,-2.7314943}],GeoPosition[{41.04178254,29.00415301}],GeoPosition[{40.42250614,-3.70930531}],GeoPosition[ {40.378767,-3.4120927}],GeoPosition[{36.7241516,-4.4215298}],GeoPosition[{39.5866018,2.634358}],GeoPosition[ {36.53231,-6.29704}],GeoPosition[{38.26020889,-5.63766111}],GeoPosition[{41.370881,2.1262273}],GeoPosition[ {41.61018239,2.34333781}],GeoPosition[{40.39623257,-3.70850891}],GeoPosition[{40.4625232,-3.6158312}],GeoPosition[ {41.64282163,-0.93496212}],GeoPosition[{42.2257723,-2.1030219}],GeoPosition[{42.33213552,-3.70948526}],GeoPosition[ {40.3972,-3.78387}],GeoPosition[{37.1944232,-3.594249}],GeoPosition[{36.7167,-4.41667}],GeoPosition[ {41.65151859,-4.72489121}],GeoPosition[{51.5011248,-0.1257026}],GeoPosition[{39.58167062,2.67346085}],GeoPosition[ {37.6084892,-0.9843302}],GeoPosition[{41.4012489,2.2032499}],GeoPosition[{47.54324108,19.2262691}],GeoPosition[ {50.93721984,6.95659586}],GeoPosition[{39.5865568,2.6343861}],GeoPosition[{40.3786499,-3.4120818}],GeoPosition[ {37.572055,-6.1086632}],GeoPosition[{40.07804762,-2.14733685}],GeoPosition[{40.42918105,-3.68381997}],GeoPosition[ {37.1943959,-3.5942338}],GeoPosition[{40.41666667,3.53333333}],GeoPosition[{40.3904614,-3.6323881}],GeoPosition[ {43.27300847,13.20994245}],GeoPosition[{37.194751,-3.59663566}],GeoPosition[{40.2093,-5.08968}],GeoPosition[ {55.7522,37.6156}],GeoPosition[{35.91365002,14.5011601}],GeoPosition[{40.40406491,-3.74661802}],GeoPosition[ {52.5148098,13.4361473}],GeoPosition[{45.757542,4.832928}],GeoPosition[{39.46666667,-0.38333333}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{41.38401,2.16342}],GeoPosition[{37.340841,-5.936852}],GeoPosition[ {38.38994247,-0.44423691}],GeoPosition[{37.2731287,-5.9198609}],GeoPosition[{40.40880336,-3.71089027}],GeoPosition[ {41.2154961,1.7261703}],GeoPosition[{40.5133727,-3.34591752}],GeoPosition[{40.5333,-3.63333}],GeoPosition[ {37.37355909,-5.95918029}],GeoPosition[{38.275,-0.68416667}],GeoPosition[{41.7664881,-2.4722236}],GeoPosition[ {36.5986598,-4.5308694}],GeoPosition[{56.96706,8.69449}],GeoPosition[{43.4833,-8.23333}],GeoPosition[ {38.5324707,-0.16117}],GeoPosition[{41.5333,2.45}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {37.2731281,-5.9198621}],GeoPosition[{42.2167,-2.1}],GeoPosition[{41.40421927,2.14733744}],GeoPosition[ {52.5147831,13.4361961}],GeoPosition[{40.29876709,-3.73802161}],GeoPosition[{40.32475281,-3.89397621}],GeoPosition[ {45.81384544,15.97703934}],GeoPosition[{37.2731313,-5.9198633}],GeoPosition[{40.4057007,-3.7074299}],GeoPosition[ {40.4594917,-3.6856699}],GeoPosition[{41.40198929,2.14678536}],GeoPosition[{37.1808014,-3.6136301}],GeoPosition[ {43.3210407,-1.9693299}],GeoPosition[{40.43835,-3.70085}],GeoPosition[{41.38637,2.17815}],GeoPosition[ {43.3664736,-5.8451598}],GeoPosition[{41.74493395,2.63115011}],GeoPosition[{40.4252899,-3.68298}],GeoPosition[ {36.693409,-4.4488702}],GeoPosition[{37.1833,-3.6}],GeoPosition[{36.83670275,-2.46205858}],GeoPosition[ {42.51023315,-6.67471484}],GeoPosition[{40.43589501,-3.71625065}],GeoPosition[{40.95194444,-5.50194444}],GeoPosition[ {38.16632382,-0.47946093}],GeoPosition[{43.79926458,11.22713289}],GeoPosition[{40.3907697,-3.6327048}],GeoPosition[ {37.2731293,-5.9198609}],GeoPosition[{36.9167,-6.06667}],GeoPosition[{37.2731315,-5.9198627}],GeoPosition[ {36.71963508,-4.29470745}],GeoPosition[{40.45938091,-3.68811737}],GeoPosition[{40.50130209,-3.33059549}],GeoPosition[ {52.5147918,13.4361194}],GeoPosition[{41.29710007,2.07845998}],GeoPosition[{39.4702,-0.376805}],GeoPosition[ {40.31207156,-3.73119603}],GeoPosition[{37.2731353,-5.9198647}],GeoPosition[{40.3262567,-3.75879313}],GeoPosition[ {37.91422768,-4.72132781}],GeoPosition[{39.7224,-6.8924}],GeoPosition[{52.5148101,13.4361725}],GeoPosition[ {43.3664685,-5.8451287}],GeoPosition[{40.96062778,15.81523542}],GeoPosition[{45.60304946,10.62768459}],GeoPosition[ {36.5987421,-4.5309134}],GeoPosition[{37.2731306,-5.9198626}],GeoPosition[{37.1689916,-3.6018253}],GeoPosition[ {40.6333,-3.16667}],GeoPosition[{48.73945092,16.74947262}],GeoPosition[{41.82490565,12.45523092}],GeoPosition[ {42.3431111,-7.8778975}],GeoPosition[{39.5864909,2.634316}],GeoPosition[{43.3209925,-1.9693473}],GeoPosition[ {41.8,-0.166667}],GeoPosition[{37.8833,-4.76667}],GeoPosition[{40.42690565,-3.6997945}],GeoPosition[ {43.385852,-6.0727762}],GeoPosition[{43.0833,-3.55}],GeoPosition[{38.4332774,-0.4373557}],GeoPosition[ {40.3907697,-3.6327048}],GeoPosition[{39.56608345,2.65917445}],GeoPosition[{40.425,-3.69027778}],GeoPosition[ {43.38848656,-5.80590921}],GeoPosition[{42.40194,-8.80973}],GeoPosition[{36.72082636,-4.35671741}],GeoPosition[ {40.4200103,-3.7018052}],GeoPosition[{37.38680711,-5.97277945}],GeoPosition[{43.30972222,-2.0075}],GeoPosition[ {38.61472222,-1.11972222}],GeoPosition[{38.7333,-9.2333}],GeoPosition[{43.32009012,-1.93700664}],GeoPosition[ {39.06611111,-5.72277778}],GeoPosition[{42.81353676,-1.64578527}],GeoPosition[{43.73666667,-7.87722222}],GeoPosition[ {41.56638889,2.0825}],GeoPosition[{37.785,-3.9025}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{39.18300094,-0.21871814}],GeoPosition[{37.3572197,-6.00280905}],GeoPosition[ {42.,-7.11667}],GeoPosition[{43.28630066,-2.89269996}],GeoPosition[{40.24796677,-3.69002557}],GeoPosition[ {37.33333333,-5.84646845}],GeoPosition[{37.19972222,-3.60472222}],GeoPosition[{37.3895302,-5.9962702}],GeoPosition[ {38.9901,-9.1413}],GeoPosition[{36.6929512,-6.11483}],GeoPosition[{55.7954208,52.012569}],GeoPosition[ {41.3740082,2.1559401}],GeoPosition[{39.5865421,2.6343434}],GeoPosition[{39.46666667,-0.38333333}],GeoPosition[ {40.47901042,-3.57210159}],GeoPosition[{41.1430206,1.40202}],GeoPosition[{39.5667,2.65}],GeoPosition[ {38.9889408,-3.9234937}],GeoPosition[{43.39743227,-4.73249054}],GeoPosition[{40.637454,22.9412196}],GeoPosition[ {52.486243,-1.890401}],GeoPosition[{36.59847907,-6.27567597}],GeoPosition[{36.71586,-4.423316}],GeoPosition[ {36.52872654,-4.62619342}],GeoPosition[{37.38680711,-5.97277945}],GeoPosition[{38.7035843,-0.4758396}],GeoPosition[ {43.4647,-3.80444}],GeoPosition[{39.5865295,2.6343543}],GeoPosition[{41.5958307,1.7434438}],GeoPosition[ {48.89065229,2.23866358}],GeoPosition[{40.42332026,-3.72334566}],GeoPosition[{36.16139977,-5.3535951}],GeoPosition[ {37.2571769,-3.5934727}],GeoPosition[{43.31989924,-1.9853443}],GeoPosition[{41.678466,2.784316}],GeoPosition[ {39.38055556,-0.41138889}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.4199733,-3.6770625}],GeoPosition[ {42.80931233,-1.67467644}],GeoPosition[{38.93849187,-6.36148792}],GeoPosition[{43.3663715,-5.84478}],GeoPosition[ {43.3664568,-5.8452456}],GeoPosition[{53.3267,-6.24472}],GeoPosition[{39.47469674,-6.39166117}],GeoPosition[ {36.5987397,-4.5308873}],GeoPosition[{42.4538506,-2.4651326}],GeoPosition[{42.50667579,1.5350037}],GeoPosition[ {37.38388889,-5.99138889}],GeoPosition[{43.4733019,-3.7949716}],GeoPosition[{41.5333,2.08333}],GeoPosition[ {40.5025482,-3.3603201}],GeoPosition[{39.00648173,-1.79579633}],GeoPosition[{40.29876709,-3.73802161}],GeoPosition[ {41.42481613,1.82945275}],GeoPosition[{38.9890128,-3.9235026}],GeoPosition[{37.23257065,-5.08650255}],GeoPosition[ {41.44888889,2.24611111}],GeoPosition[{37.7808622,-3.7971973}],GeoPosition[{43.30779123,-2.04318803}],GeoPosition[ {40.40635345,-3.61006868}],GeoPosition[{40.6344192,-4.0178428}],GeoPosition[{38.03188526,-1.14908497}],GeoPosition[ {41.4585971,2.0782195}],GeoPosition[{36.9833,-3.56667}],GeoPosition[{38.7167,-9.13333}],GeoPosition[ {39.84089106,3.13584396}],GeoPosition[{41.39785666,2.12280515}],GeoPosition[{48.83641829,2.29580763}],GeoPosition[ {41.40266,2.19449}],GeoPosition[{41.8631894,-5.4147643}],GeoPosition[{43.3663715,-5.84478}],GeoPosition[ {37.9857631,-1.1294135}],GeoPosition[{42.8167,-6.73333}],GeoPosition[{39.47028,-0.37557}],GeoPosition[ {36.48674072,-4.95323104}],GeoPosition[{37.3695002,-5.9472304}],GeoPosition[{40.41199176,-3.70979765}],GeoPosition[ {38.9890165,-3.9234868}],GeoPosition[{41.3869497,2.16965425}],GeoPosition[{36.7483615,-3.0145034}],GeoPosition[ {43.97915484,15.38314462}],GeoPosition[{40.45259027,-3.68536378}],GeoPosition[{39.0833,-0.583333}],GeoPosition[ {41.6275112,-0.8789073}],GeoPosition[{43.1667709,-2.631799}],GeoPosition[{40.17083333,-3.89694444}],GeoPosition[ {40.47858266,-3.47820919}],GeoPosition[{40.4625232,-3.6158312}],GeoPosition[{48.73945092,16.74947262}],GeoPosition[ {41.4008779,2.16969548}],GeoPosition[{52.5147947,13.4361375}],GeoPosition[{38.87267461,-6.9805445}],GeoPosition[ {41.38764679,2.15783829}],GeoPosition[{45.46488524,9.19283108}],GeoPosition[{41.902783,12.496365}],GeoPosition[ {40.55828701,-3.90076975}],GeoPosition[{38.1667,-6.65}],GeoPosition[{36.2542037,-5.96553556}],GeoPosition[ {41.45277,2.24603}],GeoPosition[{42.0356642,0.1197005}],GeoPosition[{40.94893194,-4.12363924}],GeoPosition[ {36.48239334,-4.96593705}],GeoPosition[{40.42136769,-3.70500674}],GeoPosition[{38.9889935,-3.9234848}],GeoPosition[ {39.93227,-0.10745}],GeoPosition[{45.45020347,9.15989756}],GeoPosition[{37.30693436,-5.98266983}],GeoPosition[ {40.3281,-3.7644}],GeoPosition[{35.4882926,23.9076247}],GeoPosition[{43.43878353,-3.83915849}],GeoPosition[ {38.7372894,-9.1440897}],GeoPosition[{36.1929498,-5.9229492}],GeoPosition[{38.6833,-9.15}],GeoPosition[ {37.3333,-5.83333}],GeoPosition[{38.08810009,-3.62322332}],GeoPosition[{43.5333,-5.7}],GeoPosition[ {40.42966,-3.66492}],GeoPosition[{41.2876836,1.9889932}],GeoPosition[{41.6253622,-4.7680404}],GeoPosition[ {40.41894,-3.69697}],GeoPosition[{40.4233284,-3.6768999}],GeoPosition[{36.59734,-4.5105}],GeoPosition[ {37.3791695,-5.9717698}],GeoPosition[{40.4167,-3.70325}],GeoPosition[{42.58128723,-5.63956028}],GeoPosition[ {38.9890363,-3.9234702}],GeoPosition[{39.4769783,-0.3478143}],GeoPosition[{51.50855961,-0.10675811}],GeoPosition[ {40.15,-3.86667}],GeoPosition[{40.41925973,-3.69791696}],GeoPosition[{40.4066329,-3.6750064}],GeoPosition[ {45.04946,7.68532}],GeoPosition[{37.2731284,-5.9198597}],GeoPosition[{43.3,-2.98333}],GeoPosition[ {39.4639159,-0.3900039}],GeoPosition[{51.51330224,-0.13134784}],GeoPosition[{36.6,-6.23333}],GeoPosition[ {36.7145022,-4.4259067}],GeoPosition[{37.2731312,-5.919858}],GeoPosition[{41.56749186,0.52847813}],GeoPosition[ {51.22412849,6.77444329}],GeoPosition[{39.48756523,-0.35955548}],GeoPosition[{40.42242,-3.69376}],GeoPosition[ {43.26406578,-2.94943362}],GeoPosition[{53.3498053,-6.2603097}],GeoPosition[{39.4640568,-0.3907312}],GeoPosition[ {36.7786383,-6.35395031}],GeoPosition[{45.48006858,9.21010586}],GeoPosition[{41.65393647,-0.87359352}],GeoPosition[ {40.544239,-3.69203}],GeoPosition[{38.75976606,-3.37797338}],GeoPosition[{42.87913,-8.54435}],GeoPosition[ {42.4001603,-7.6527363}],GeoPosition[{36.7167,-4.41667}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[ {41.625,2.69167}],GeoPosition[{43.3708034,-5.831576}],GeoPosition[{41.43952179,2.15840435}],GeoPosition[ {40.29876709,-3.73802161}],GeoPosition[{39.48295325,-0.3853343}],GeoPosition[{39.4643712,-0.3908453}],GeoPosition[ {38.76703503,-9.11011357}],GeoPosition[{37.21443797,-3.61677147}],GeoPosition[{41.2856666,1.98039}],GeoPosition[ {36.71882,-4.42152}],GeoPosition[{41.3759459,2.1756066}],GeoPosition[{39.47188266,-0.36591605}],GeoPosition[ {50.84157424,4.38759323}],GeoPosition[{40.42250614,-3.70930531}],GeoPosition[{45.60304946,10.62768459}],GeoPosition[ {40.43987571,-3.73567658}],GeoPosition[{37.1630281,-3.5762059}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {40.4168881,-3.7027525}],GeoPosition[{38.55291127,-0.17070034}],GeoPosition[{42.6459084,-8.8860064}],GeoPosition[ {40.422957,-3.701589}],GeoPosition[{40.45725412,-3.6781627}],GeoPosition[{43.3644161,-8.4109052}],GeoPosition[ {41.38544962,2.1701374}],GeoPosition[{40.421648,-3.6899364}],GeoPosition[{55.7663859,52.0090701}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{36.5268898,-6.2912102}],GeoPosition[{41.3601189,2.1266201}],GeoPosition[ {41.97063536,3.14557798}],GeoPosition[{43.28443885,-2.17883618}],GeoPosition[{39.4641464,-0.3913542}],GeoPosition[ {42.6833,-8.9}],GeoPosition[{37.32551602,-5.96707821}],GeoPosition[{52.5147965,13.4361196}],GeoPosition[ {42.32828932,-7.86973067}],GeoPosition[{41.3833,2.18333}],GeoPosition[{39.82221,-0.23035}],GeoPosition[ {43.3679477,-1.794268}],GeoPosition[{37.98964319,-1.1301106}],GeoPosition[{39.48861713,-0.36185473}],GeoPosition[ {41.37913978,2.19221977}],GeoPosition[{39.47297655,-0.37746787}],GeoPosition[{43.37657153,-2.51033159}],GeoPosition[ {40.4625232,-3.6158312}],GeoPosition[{39.4636491,-0.3911205}],GeoPosition[{40.,-4.}],GeoPosition[ {41.73366,-4.646285}],GeoPosition[{41.5958307,1.7434438}],GeoPosition[{40.42250614,-3.70930531}],GeoPosition[ {45.84501,9.07942}],GeoPosition[{38.02872956,-6.22008381}],GeoPosition[{38.09283355,-3.63865705}],GeoPosition[ {37.20590491,-7.21687037}],GeoPosition[{37.2414117,-3.6222483}],GeoPosition[{40.55853205,-4.01720708}],GeoPosition[ {55.86451425,-4.29960277}],GeoPosition[{41.9,12.5}],GeoPosition[{43.3644263,-8.4108875}],GeoPosition[ {43.37090042,-8.39742498}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.71375656,-4.19013596}],GeoPosition[{43.51637849,-5.26938336}],GeoPosition[{40.4657436,-3.4504059}],GeoPosition[ {38.9889406,-3.923632}],GeoPosition[{41.9031,12.4958}],GeoPosition[{37.12671927,-1.83177073}],GeoPosition[ {48.8569,2.3412}],GeoPosition[{38.9901,-9.1413}],GeoPosition[{41.6473312,-4.7177801}],GeoPosition[ {40.3392923,-3.7358892}],GeoPosition[{37.1833,-3.6}],GeoPosition[{41.07778699,1.09001172}],GeoPosition[ {45.80225906,9.18727517}],GeoPosition[{39.4642078,-0.3920421}],GeoPosition[{37.2689914,-4.4119196}],GeoPosition[ {36.13577,-5.4485}],GeoPosition[{53.66899652,9.7659317}],GeoPosition[{41.3879,2.16992}],GeoPosition[ {42.3741604,-3.692674}],GeoPosition[{38.9581331,-5.8699825}],GeoPosition[{40.42667,-3.67319}],GeoPosition[ {39.4833,-6.36667}],GeoPosition[{39.95194444,-0.33222222}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {40.49897399,-3.36930489}],GeoPosition[{37.15,-3.56667}],GeoPosition[{43.3644203,-8.4108824}],GeoPosition[ {36.75066221,-3.86731825}],GeoPosition[{40.96479854,-5.66481152}],GeoPosition[{40.4,-1.9}],GeoPosition[ {38.93849187,-6.36148792}],GeoPosition[{39.4642078,-0.3920421}],GeoPosition[{38.35934584,-0.48708286}],GeoPosition[ {37.3947983,-5.9892902}],GeoPosition[{43.3242912,-1.97882}],GeoPosition[{43.5569,-5.92472}],GeoPosition[ {40.42156,-3.70478}],GeoPosition[{41.84456097,3.1014104}],GeoPosition[{47.8,13.0333}],GeoPosition[ {40.50343279,-3.88798666}],GeoPosition[{41.54663684,2.10883301}],GeoPosition[{40.4105415,-3.7081001}],GeoPosition[ {36.61196097,-6.21496401}],GeoPosition[{38.9889395,-3.9236338}],GeoPosition[{38.0203497,-1.1704883}],GeoPosition[ {38.4319741,-2.7314077}],GeoPosition[{52.5148173,13.4361136}],GeoPosition[{39.463907,-0.391336}],GeoPosition[ {41.38600389,2.1723854}],GeoPosition[{40.40650972,-3.63323621}],GeoPosition[{40.4121017,-3.7117801}],GeoPosition[ {39.95194444,-0.33222222}],GeoPosition[{39.466222,-0.369824}],GeoPosition[{41.4035796,2.17393062}],GeoPosition[ {43.2569,-2.9236}],GeoPosition[{38.73694096,-9.21800728}],GeoPosition[{42.21928618,-8.73782504}],GeoPosition[ {40.4625587,-3.69294}],GeoPosition[{41.9,12.5}],GeoPosition[{51.5383452,-0.144111}],GeoPosition[ {36.34940306,-6.16667218}],GeoPosition[{40.46768205,-3.61589919}],GeoPosition[{43.30840947,-5.69265088}],GeoPosition[ {37.0399879,-8.05014203}],GeoPosition[{38.63391783,-0.86492376}],GeoPosition[{39.46986871,-0.35673708}],GeoPosition[ {39.46955854,-0.41187089}],GeoPosition[{42.7165674,-3.7496637}],GeoPosition[{38.9569328,-5.8615791}],GeoPosition[ {37.3557915,-5.93851254}],GeoPosition[{39.47164704,-0.48802109}],GeoPosition[{36.54089578,-4.62165201}],GeoPosition[ {42.55515974,-8.99338461}],GeoPosition[{40.65,-4.7}],GeoPosition[{36.27618266,-5.3365966}],GeoPosition[ {43.44775335,3.65775172}],GeoPosition[{43.3646698,-8.4191399}],GeoPosition[{50.75048062,3.36199241}],GeoPosition[ {43.1667,-3.78333}],GeoPosition[{43.54888283,-5.6627195}],GeoPosition[{42.401382,-8.8096733}],GeoPosition[ {38.9833,-1.85}],GeoPosition[{37.89491706,-4.79694751}],GeoPosition[{40.2,-3.66667}],GeoPosition[ {40.38075574,-3.69550068}],GeoPosition[{38.0203497,-1.1704883}],GeoPosition[{40.41782128,-3.6844646}],GeoPosition[ {41.8962479,12.5048882}],GeoPosition[{41.29007165,2.0752107}],GeoPosition[{36.7224812,-4.4838623}],GeoPosition[ {40.45542576,-3.688975}],GeoPosition[{37.82013072,-0.81378963}],GeoPosition[{52.5148014,13.4361346}],GeoPosition[ {37.38943,-6.0008}],GeoPosition[{60.45612528,22.25063537}],GeoPosition[{41.80314,-3.22273}],GeoPosition[ {40.4173428,-3.7119897}],GeoPosition[{40.96916567,-5.64988432}],GeoPosition[{38.35,-0.483333}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{38.66648272,1.50975808}],GeoPosition[{40.41861063,-3.79845992}],GeoPosition[ {41.3275,19.8189}],GeoPosition[{36.71489205,-3.55187798}],GeoPosition[{43.47163667,-3.79131401}],GeoPosition[ {37.18104522,-5.7812775}],GeoPosition[{36.59588419,-4.6371022}],GeoPosition[{37.38943,-6.0008}],GeoPosition[ {37.38412623,-6.00889694}],GeoPosition[{36.54266525,-6.27973788}],GeoPosition[{40.42690565,-3.6997945}],GeoPosition[ {39.48095251,-0.3430074}],GeoPosition[{39.4637843,-0.3918358}],GeoPosition[{41.3833,2.18333}],GeoPosition[ {40.3904614,-3.6323881}],GeoPosition[{38.97881335,-1.85244165}],GeoPosition[{41.49194444,2.13888889}],GeoPosition[ {39.06611111,-5.72277778}],GeoPosition[{37.2689907,-4.4119177}],GeoPosition[{40.36304092,-3.6866169}],GeoPosition[ {40.36304092,-3.6866169}],GeoPosition[{43.560661,10.3301024}],GeoPosition[{36.84083,-2.47083}],GeoPosition[ {41.1167,1.25}],GeoPosition[{41.7068056,-4.7591405}],GeoPosition[{37.39217342,-5.97524841}],GeoPosition[ {40.4173428,-3.7119897}],GeoPosition[{41.38447094,2.1758508}],GeoPosition[{40.4304536,-3.7105118}],GeoPosition[ {40.4206581,-3.68906}],GeoPosition[{37.59809106,-0.9869783}],GeoPosition[{37.7740798,-3.7893915}],GeoPosition[ {40.41649878,-3.6841619}],GeoPosition[{37.2689907,-4.4119177}],GeoPosition[{41.5776787,2.0228804}],GeoPosition[ {37.1727409,-3.5966599}],GeoPosition[{61.6884896,27.2735831}],GeoPosition[{38.9,-6.33333333}],GeoPosition[ {36.6816788,-6.1392202}],GeoPosition[{40.41663279,-3.70355129}],GeoPosition[{39.85634108,-4.02493057}],GeoPosition[ {42.15429623,-8.82524187}],GeoPosition[{42.8167,-1.63333}],GeoPosition[{37.67268662,-1.70103762}],GeoPosition[ {45.844975,9.0799}],GeoPosition[{36.75,-3.51666667}],GeoPosition[{43.3646698,-8.4191399}],GeoPosition[ {41.3781997,1.1620375}],GeoPosition[{36.49034829,-4.95158902}],GeoPosition[{38.9869322,-1.8625071}],GeoPosition[ {54.8324375,18.3186981}],GeoPosition[{41.90361111,12.48833333}],GeoPosition[{40.4092468,-3.65725416}],GeoPosition[ {40.2333,-3.76667}],GeoPosition[{37.32345507,-5.40600501}],GeoPosition[{41.5311036,-4.8948026}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.33318511,-3.86632233}],GeoPosition[{41.7068114,-4.7590768}],GeoPosition[ {38.4766495,-0.7810657}],GeoPosition[{40.1845894,-3.6796634}],GeoPosition[{40.64752085,14.82163434}],GeoPosition[ {40.9295201,8.8012491}],GeoPosition[{37.40515581,-6.00130482}],GeoPosition[{37.8833,-4.76667}],GeoPosition[ {39.4699749,-6.3790551}],GeoPosition[{41.374516,2.1477298}],GeoPosition[{41.91485865,1.52464271}],GeoPosition[ {40.40194281,-3.72035717}],GeoPosition[{37.2689913,-4.4119197}],GeoPosition[{45.6442586,9.80398138}],GeoPosition[ {41.387953,2.169367}],GeoPosition[{43.3242912,-1.97882}],GeoPosition[{39.4633635,-0.391711}],GeoPosition[ {37.2689913,-4.4119196}],GeoPosition[{41.81420351,3.06376885}],GeoPosition[{39.5667,-3.05}],GeoPosition[ {43.0324946,-2.4004511}],GeoPosition[{36.85438461,-2.45470333}],GeoPosition[{51.52400933,-0.12736496}],GeoPosition[ {37.2689915,-4.4119195}],GeoPosition[{37.38179745,-6.55222718}],GeoPosition[{42.2186541,-8.73746749}],GeoPosition[ {51.49916581,-0.16288519}],GeoPosition[{40.42214,-3.708724}],GeoPosition[{40.42204638,-3.68436522}],GeoPosition[ {39.4634007,-0.391725}],GeoPosition[{41.64334965,-0.90671539}],GeoPosition[{42.88214578,-8.54422029}],GeoPosition[ {40.41928357,-3.69808301}],GeoPosition[{40.4,-3.68333}],GeoPosition[{42.60163383,-5.57979473}],GeoPosition[ {37.33720341,-5.85723639}],GeoPosition[{41.3781841,1.1621128}],GeoPosition[{39.46886248,-6.38107365}],GeoPosition[ {42.34929872,-3.69839065}],GeoPosition[{40.32702599,-3.7585677}],GeoPosition[{42.33966992,-3.70805401}],GeoPosition[ {37.38582123,-5.99843975}],GeoPosition[{38.3705292,-0.41053}],GeoPosition[{41.4615871,1.6679505}],GeoPosition[ {39.4702,-0.376805}],GeoPosition[{40.4,-3.68333}],GeoPosition[{39.19011922,-0.22372614}],GeoPosition[ {38.28002239,-0.71933589}],GeoPosition[{41.0455487,28.9911917}],GeoPosition[{40.53023618,-3.38886608}],GeoPosition[ {41.3833,2.18333}],GeoPosition[{40.41687784,-3.70354056}],GeoPosition[{40.4173428,-3.7119897}],GeoPosition[ {41.58194444,2.55027778}],GeoPosition[{36.1275,-5.45389}],GeoPosition[{52.381905,13.1199934}],GeoPosition[ {39.4635365,-0.3917992}],GeoPosition[{37.76634067,30.55499938}],GeoPosition[{40.42098206,-4.56218004}],GeoPosition[ {37.37845233,-6.11996366}],GeoPosition[{37.40597252,-5.99879988}],GeoPosition[{40.4204271,-3.67442}],GeoPosition[ {40.5156815,-3.8971807}],GeoPosition[{55.69144642,12.59318595}],GeoPosition[{38.34494494,-0.48259862}],GeoPosition[ {40.460331,-3.7095201}],GeoPosition[{37.40289556,-6.03335992}],GeoPosition[{40.4438782,-3.6956999}],GeoPosition[ {36.8333,-2.45}],GeoPosition[{46.0833,19.65}],GeoPosition[{43.3646698,-8.4191399}],GeoPosition[ {40.460331,-3.7095201}],GeoPosition[{38.9663478,-0.18667519}],GeoPosition[{40.331797,-3.841252}],GeoPosition[ {39.3940399,-3.20657}],GeoPosition[{43.42402802,-8.20352783}],GeoPosition[{40.45259027,-3.68536378}],GeoPosition[ {48.35392731,11.7892643}],GeoPosition[{40.42516818,-3.67789292}],GeoPosition[{39.4633288,-0.3916236}],GeoPosition[ {37.90139362,-4.77364374}],GeoPosition[{40.38606222,-3.72651796}],GeoPosition[{39.150403,-4.1569501}],GeoPosition[ {39.3930839,-3.2219449}],GeoPosition[{43.36352829,-5.85428495}],GeoPosition[{39.4634749,-0.3918131}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{50.9833,11.3167}],GeoPosition[{42.84510573,-8.57744868}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{41.3869497,2.16965425}],GeoPosition[ {48.8569,2.3412}],GeoPosition[{38.9901,-9.1413}],GeoPosition[{42.26428765,3.1799399}],GeoPosition[ {48.8708954,2.33093486}],GeoPosition[{37.2921818,-5.9465924}],GeoPosition[{37.18123523,-3.592605}],GeoPosition[ {36.71769346,-4.41354459}],GeoPosition[{38.67610216,-0.19908428}],GeoPosition[{40.4164869,-3.69980736}],GeoPosition[ {41.8944873,12.49240258}],GeoPosition[{40.4064282,-3.60035407}],GeoPosition[{40.50329591,-3.69855957}],GeoPosition[ {40.50329591,-3.69855957}],GeoPosition[{40.50329591,-3.69855957}],GeoPosition[{40.55,-4.16667}],GeoPosition[ {40.50329591,-3.69855957}],GeoPosition[{40.50329591,-3.69855957}],GeoPosition[{40.50329591,-3.69855957}],GeoPosition[ {39.71945,2.87216}],GeoPosition[{52.32358,4.93651}],GeoPosition[{40.45382,-3.72883}],GeoPosition[ {45.2466394,38.9974984}],GeoPosition[{38.84272466,-7.5863173}],GeoPosition[{40.96534803,-5.66491548}],GeoPosition[ {40.3316383,-3.86134}],GeoPosition[{36.1275,-5.45389}],GeoPosition[{36.83957,-2.46453}],GeoPosition[ {38.8789,-6.9669}],GeoPosition[{38.1118011,-0.90491}],GeoPosition[{39.46024849,-6.37847798}],GeoPosition[ {39.45902,-3.60637}],GeoPosition[{38.58254123,26.96505648}],GeoPosition[{45.2466394,38.9974984}],GeoPosition[ {41.02604993,28.95655743}],GeoPosition[{38.28002239,-0.71933589}],GeoPosition[{45.2458099,38.9970206}],GeoPosition[ {38.0277648,-1.1250695}],GeoPosition[{37.2921598,-5.9245017}],GeoPosition[{41.30361728,2.08157758}],GeoPosition[ {36.71549464,-4.42646027}],GeoPosition[{42.2389488,-8.7228498}],GeoPosition[{43.3618634,-5.8323036}],GeoPosition[ {42.22089029,-8.72413158}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{41.60770714,2.28529686}],GeoPosition[ {41.5775818,2.0230677}],GeoPosition[{40.74140395,-4.05569098}],GeoPosition[{45.2458098,38.9970203}],GeoPosition[ {50.87831855,4.35160358}],GeoPosition[{40.41704446,-3.70354074}],GeoPosition[{38.38994247,-0.44423691}],GeoPosition[ {37.3760185,-5.9678202}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{36.7183,-4.4202}],GeoPosition[ {37.983,-1.1302}],GeoPosition[{39.5715,2.6469}],GeoPosition[{37.3877,-6.0018}],GeoPosition[ {39.4692,-0.3768}],GeoPosition[{41.6517,-0.8813}],GeoPosition[{40.4167599,-3.7068}],GeoPosition[ {45.2458098,38.9970204}],GeoPosition[{45.4386,12.3267}],GeoPosition[{41.3833,2.18333}],GeoPosition[ {41.1430206,1.40202}],GeoPosition[{45.2458099,38.9970206}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[ {38.98075,1.29655}],GeoPosition[{38.35934584,-0.48708286}],GeoPosition[{36.14284,-5.4504}],GeoPosition[ {41.42481613,1.82945275}],GeoPosition[{41.5644798,2.0132}],GeoPosition[{37.38567094,-6.00333127}],GeoPosition[ {39.46474804,-0.39422714}],GeoPosition[{39.80801968,-3.4742281}],GeoPosition[{37.1774896,-5.7756308}],GeoPosition[ {36.7265249,-4.4248585}],GeoPosition[{41.46929164,2.08040324}],GeoPosition[{37.98873917,-1.13866648}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{38.7167,-9.13333}],GeoPosition[{40.2652201,-3.84048199}],GeoPosition[ {41.37087034,2.14998865}],GeoPosition[{45.2466394,38.9974984}],GeoPosition[{39.3605962,9.00230189}],GeoPosition[ {40.42306386,-3.70028791}],GeoPosition[{41.6497803,-4.7270899}],GeoPosition[{42.42892557,-6.0294906}],GeoPosition[ {45.45755432,9.19197045}],GeoPosition[{37.6238764,-0.9856391}],GeoPosition[{45.35,11.7833}],GeoPosition[ {51.5011248,-0.1257026}],GeoPosition[{40.41770621,-3.70566115}],GeoPosition[{41.3879,2.16992}],GeoPosition[ {38.33694444,-0.48861111}],GeoPosition[{43.20732944,5.51950863}],GeoPosition[{40.4167,-3.70325}],GeoPosition[ {51.6906364,-0.41872792}],GeoPosition[{52.381905,13.1199934}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {39.4941653,-0.368896}],GeoPosition[{40.3281,-3.7644}],GeoPosition[{37.23896124,-7.38158753}],GeoPosition[ {54.7294099,-1.8811598}],GeoPosition[{36.7514513,-5.1706774}],GeoPosition[{37.98226367,-1.12431572}],GeoPosition[ {40.41782128,-3.6844646}],GeoPosition[{40.41704446,-3.70354074}],GeoPosition[{41.5511004,2.0960962}],GeoPosition[ {41.3746271,2.18220128}],GeoPosition[{41.4333,-4.45}],GeoPosition[{37.37475592,-6.00216441}],GeoPosition[ {43.0324882,-2.4004577}],GeoPosition[{36.98755073,-4.46918102}],GeoPosition[{40.6333,-3.16667}],GeoPosition[ {36.75,-5.8}],GeoPosition[{42.4307759,-8.6447858}],GeoPosition[{41.08178317,1.15534588}],GeoPosition[ {36.6683049,-6.1272481}],GeoPosition[{41.38817515,2.12046862}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {39.5830799,2.62227029}],GeoPosition[{41.4349945,2.1774483}],GeoPosition[{40.43831274,-3.636864}],GeoPosition[ {37.39112,-5.99128}],GeoPosition[{37.1774896,-5.7757045}],GeoPosition[{41.89499402,12.4820137}],GeoPosition[ {41.5,-5.75}],GeoPosition[{40.4,-3.68333}],GeoPosition[{41.6833,2.35}],GeoPosition[ {38.9963608,-1.85839}],GeoPosition[{42.3592597,-3.6343838}],GeoPosition[{40.42141443,-3.70556363}],GeoPosition[ {41.29612288,2.07624435}],GeoPosition[{36.5167,-4.88333}],GeoPosition[{37.68209615,-1.69192633}],GeoPosition[ {40.41649878,-3.6841619}],GeoPosition[{37.9888148,-1.13878067}],GeoPosition[{43.2358148,-2.89104342}],GeoPosition[ {36.7440124,-3.5827406}],GeoPosition[{37.176943,-5.7757156}],GeoPosition[{40.3167,-3.85}],GeoPosition[ {41.4108556,2.17724109}],GeoPosition[{40.4657008,-3.4504107}],GeoPosition[{37.27235486,-6.91884346}],GeoPosition[ {40.35473945,-5.17385845}],GeoPosition[{37.38582123,-5.99843975}],GeoPosition[{40.42856186,-3.70307616}],GeoPosition[ {36.71408416,-4.47027683}],GeoPosition[{40.49046989,-3.59118408}],GeoPosition[{36.5167,-4.88333}],GeoPosition[ {39.44922941,-8.64460797}],GeoPosition[{42.4651325,-2.448771}],GeoPosition[{41.60460639,2.28910581}],GeoPosition[ {45.4386,12.3267}],GeoPosition[{40.406528,-3.689373}],GeoPosition[{40.9667,-5.65}],GeoPosition[ {37.38397057,-5.95764171}],GeoPosition[{35.1640162,33.32630217}],GeoPosition[{39.78782019,30.50763439}],GeoPosition[ {38.37212,-0.41192}],GeoPosition[{40.47901042,-3.57210159}],GeoPosition[{37.8833,-4.76667}],GeoPosition[ {38.26968,-0.7031}],GeoPosition[{41.3833,2.18333}],GeoPosition[{39.46666667,-0.38333333}],GeoPosition[ {39.5866325,2.6343766}],GeoPosition[{41.65332305,-0.87879721}],GeoPosition[{41.,-8.65}],GeoPosition[ {39.5865842,2.6343884}],GeoPosition[{41.8802419,-1.7819714}],GeoPosition[{42.0515092,-1.85984221}],GeoPosition[ {42.3022269,-1.9816167}],GeoPosition[{42.9443146,-1.1241697}],GeoPosition[{41.12713434,-0.5112505}],GeoPosition[ {39.5865842,2.6343884}],GeoPosition[{39.4941498,-0.3688547}],GeoPosition[{41.5373587,-4.8570871}],GeoPosition[ {43.2817359,-2.1752103}],GeoPosition[{39.46666667,-0.38333333}],GeoPosition[{41.03627468,-0.80655098}],GeoPosition[ {41.22709513,-1.81887031}],GeoPosition[{41.2676867,-1.79658115}],GeoPosition[{40.42660342,-3.67209624}],GeoPosition[ {43.4111426,-3.414355}],GeoPosition[{37.98882528,-1.13875303}],GeoPosition[{38.97704621,-3.92088566}],GeoPosition[ {37.98548,-1.13298}],GeoPosition[{55.97436429,-3.16716877}],GeoPosition[{39.83592621,26.07566357}],GeoPosition[ {39.5865516,2.6343689}],GeoPosition[{41.3879,2.16992}],GeoPosition[{39.70605036,-3.49712258}],GeoPosition[ {53.25,10.4}],GeoPosition[{36.83732091,-2.46389038}],GeoPosition[{39.5865572,2.6343733}],GeoPosition[ {39.4628035,-0.3919347}],GeoPosition[{40.42243,-3.70047}],GeoPosition[{39.5865572,2.6343733}],GeoPosition[ {39.74680649,37.01150251}],GeoPosition[{38.3272293,-0.5179408}],GeoPosition[{40.39915,-3.4801}],GeoPosition[ {37.1774967,-5.7756137}],GeoPosition[{40.4,-3.68333}],GeoPosition[{43.37090042,-8.39742498}],GeoPosition[ {48.80377036,2.12367374}],GeoPosition[{38.2368813,-1.4134901}],GeoPosition[{40.9667,-5.65}],GeoPosition[ {37.8833,-4.76667}],GeoPosition[{39.5865151,2.6343431}],GeoPosition[{42.84109433,-2.68501018}],GeoPosition[ {38.0167,-6.41667}],GeoPosition[{40.4617741,-3.4954062}],GeoPosition[{40.449609,-3.60804}],GeoPosition[ {42.78677597,-0.53716849}],GeoPosition[{39.5667,2.65}],GeoPosition[{42.4167,-2.08333}],GeoPosition[ {41.5777704,2.0229111}],GeoPosition[{39.4629801,-0.3921216}],GeoPosition[{41.902783,12.496365}],GeoPosition[ {42.81834446,-1.6254763}],GeoPosition[{39.479293,-0.375933}],GeoPosition[{37.97081837,-1.21971745}],GeoPosition[ {43.2581058,-2.93036272}],GeoPosition[{37.74,-1.7543}],GeoPosition[{40.29876709,-3.73802161}],GeoPosition[ {39.3860512,-3.2121301}],GeoPosition[{40.29876709,-3.73802161}],GeoPosition[{40.36304092,-3.6866169}],GeoPosition[ {36.18756258,-5.92066977}],GeoPosition[{39.462855,-0.3917185}],GeoPosition[{45.35,11.7833}],GeoPosition[ {37.3772202,-5.9865699}],GeoPosition[{35.96085994,14.34152706}],GeoPosition[{40.40586813,-3.69011729}],GeoPosition[ {40.48704,-3.65101}],GeoPosition[{41.41954,2.16072}],GeoPosition[{42.23859,-8.7195699}],GeoPosition[ {38.3272053,-0.5179724}],GeoPosition[{40.425891,-3.700741}],GeoPosition[{48.8713303,2.39135}],GeoPosition[ {40.4269218,-3.7104399}],GeoPosition[{42.7165674,-3.749668}],GeoPosition[{41.9,12.5}],GeoPosition[ {48.89072604,2.51531979}],GeoPosition[{42.85987554,-2.68639326}],GeoPosition[{37.1775098,-5.7756315}],GeoPosition[ {40.37359715,-3.4827599}],GeoPosition[{37.3828,-5.97317}],GeoPosition[{39.4833,-6.36667}],GeoPosition[ {38.39475305,27.05261424}],GeoPosition[{41.4336598,2.17147668}],GeoPosition[{38.85,0.116667}],GeoPosition[ {37.1891276,-3.6199549}],GeoPosition[{36.27600932,-6.08844409}],GeoPosition[{41.54859167,2.1075}],GeoPosition[ {40.37359715,-3.4827599}],GeoPosition[{41.38684519,2.16994041}],GeoPosition[{40.41973787,-3.70073481}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{41.3872088,2.1705397}],GeoPosition[{40.63583333,-3.16861111}],GeoPosition[ {36.71428197,-4.42551613}],GeoPosition[{40.425,-3.69027778}],GeoPosition[{40.2830696,-3.7948401}],GeoPosition[ {38.99347075,-3.92068449}],GeoPosition[{39.58881652,-3.52145167}],GeoPosition[{40.23911003,-3.76036177}],GeoPosition[ {38.7167,-9.13333}],GeoPosition[{37.36732439,-5.75599185}],GeoPosition[{40.42856974,-3.69939178}],GeoPosition[ {37.1828,-6.96194}],GeoPosition[{40.96616,-5.6664899}],GeoPosition[{47.21752409,-1.55816495}],GeoPosition[ {42.84109433,-2.68501018}],GeoPosition[{45.44144144,9.14205847}],GeoPosition[{43.360783,-5.870222}],GeoPosition[ {36.58069633,-6.26124432}],GeoPosition[{40.18217,-3.68294}],GeoPosition[{43.30972222,-2.0075}],GeoPosition[ {38.61472222,-1.11972222}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[{43.73666667,-7.87722222}],GeoPosition[ {37.785,-3.9025}],GeoPosition[{41.56638889,2.0825}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{41.42481613,1.82945275}],GeoPosition[{37.19972222,-3.60472222}],GeoPosition[ {48.8569,2.3412}],GeoPosition[{38.9901,-9.1413}],GeoPosition[{48.80377036,2.12367374}],GeoPosition[ {37.388163,-5.982399}],GeoPosition[{40.19317341,-5.80702617}],GeoPosition[{36.69444763,-6.1250334}],GeoPosition[ {43.34855793,-8.34759286}],GeoPosition[{48.89065229,2.23866358}],GeoPosition[{45.44144144,9.14205847}],GeoPosition[ {36.6667,-4.75}],GeoPosition[{37.18156911,-6.96914978}],GeoPosition[{41.3869497,2.16965425}],GeoPosition[ {37.1774973,-5.7756344}],GeoPosition[{36.74472222,-6.06}],GeoPosition[{14.095202,-87.1835723}],GeoPosition[ {40.39521947,-3.64581703}],GeoPosition[{37.38027778,-6.01083333}],GeoPosition[{42.21228579,-8.73193425}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{37.03366967,27.42627139}],GeoPosition[{43.37875822,-4.09193516}],GeoPosition[ {41.3688907,2.1532228}],GeoPosition[{37.3772,-5.98694}],GeoPosition[{37.2553482,-6.94911}],GeoPosition[ {37.189184,-3.6199331}],GeoPosition[{40.4871087,-3.6508904}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {37.30716779,-6.59858358}],GeoPosition[{38.25472222,-0.64611111}],GeoPosition[{37.18274509,-3.60185995}],GeoPosition[ {36.1357385,-5.4553813}],GeoPosition[{39.2167,-7.}],GeoPosition[{37.9899497,-0.68681734}],GeoPosition[ {37.1775082,-5.7756069}],GeoPosition[{36.1897,-5.92167}],GeoPosition[{41.678466,2.784316}],GeoPosition[ {41.9,12.5}],GeoPosition[{41.5602917,2.0249589}],GeoPosition[{41.0667,-2.63333}],GeoPosition[ {37.9853261,-1.1238732}],GeoPosition[{37.1758194,-3.5974801}],GeoPosition[{37.6688818,-4.9378505}],GeoPosition[ {42.23530602,-8.71930009}],GeoPosition[{42.21228579,-8.73193425}],GeoPosition[{37.9853261,-1.1238732}],GeoPosition[ {41.5777704,2.0229111}],GeoPosition[{40.35108206,-3.84734995}],GeoPosition[{36.5268898,-6.2912102}],GeoPosition[ {37.25,-6.95}],GeoPosition[{40.42544653,-3.70433096}],GeoPosition[{39.77811619,30.51475921}],GeoPosition[ {42.23494941,-8.71227448}],GeoPosition[{41.90655611,12.45454418}],GeoPosition[{37.38397057,-5.95764171}],GeoPosition[ {37.20483008,-3.59817186}],GeoPosition[{41.38447094,2.1758508}],GeoPosition[{41.3833,2.18333}],GeoPosition[ {37.32150947,-5.41912155}],GeoPosition[{40.4121017,-3.7117801}],GeoPosition[{40.9667,-5.65}],GeoPosition[ {40.4592589,-3.7849617}],GeoPosition[{36.71428197,-4.42551613}],GeoPosition[{42.21228579,-8.73193425}],GeoPosition[ {40.2833,-3.8}],GeoPosition[{40.36304092,-3.6866169}],GeoPosition[{40.36304092,-3.6866169}],GeoPosition[ {37.1833,-3.6}],GeoPosition[{40.18227,-3.68277}],GeoPosition[{36.723097,-4.42890644}],GeoPosition[ {40.41103938,-3.69427152}],GeoPosition[{37.1775194,-5.7756246}],GeoPosition[{40.36269975,-3.76573563}],GeoPosition[ {36.72168667,-4.43255424}],GeoPosition[{41.68558661,1.86045396}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {36.723097,-4.42890644}],GeoPosition[{40.4207191,-3.6998899}],GeoPosition[{37.18916667,-3.71777778}],GeoPosition[ {36.72168667,-4.43255424}],GeoPosition[{40.44437512,-3.86790633}],GeoPosition[{41.4232135,1.7923759}],GeoPosition[ {41.5041008,-5.7472801}],GeoPosition[{41.5,-5.75}],GeoPosition[{43.53882,-5.65817}],GeoPosition[ {42.4167,-2.08333}],GeoPosition[{41.37776,2.17415}],GeoPosition[{36.7167,-4.41667}],GeoPosition[ {43.47859572,-3.51968277}],GeoPosition[{36.7167,-4.41667}],GeoPosition[{40.412128,-3.70954999}],GeoPosition[ {40.39711,-3.65511}],GeoPosition[{37.25,-6.95}],GeoPosition[{41.902783,12.496365}],GeoPosition[ {40.41704446,-3.70354074}],GeoPosition[{40.4558288,-3.6561813}],GeoPosition[{36.1833,-5.5}],GeoPosition[ {42.8652652,-1.7232558}],GeoPosition[{40.3683065,-3.5979116}],GeoPosition[{37.17686144,-3.59002549}],GeoPosition[ {45.49256656,9.2046262}],GeoPosition[{40.49266922,-3.87414329}],GeoPosition[{48.14033207,11.56764788}],GeoPosition[ {41.4148479,2.13543648}],GeoPosition[{41.38739049,2.1363325}],GeoPosition[{39.46666667,-0.38333333}],GeoPosition[ {40.41507458,-3.69429494}],GeoPosition[{42.87504903,-8.55484009}],GeoPosition[{36.69239535,-6.12880213}],GeoPosition[ {52.32394425,-0.90797702}],GeoPosition[{41.44269117,1.85113384}],GeoPosition[{36.49754815,-4.80139024}],GeoPosition[ {41.38080948,2.15688747}],GeoPosition[{53.34538783,-6.26320558}],GeoPosition[{37.36732439,-5.75599185}],GeoPosition[ {39.2833,-7.43333}],GeoPosition[{36.55650461,-4.61723051}],GeoPosition[{36.7356264,-6.4363936}],GeoPosition[ {40.4737612,-3.687173}],GeoPosition[{37.34383011,-5.98705912}],GeoPosition[{42.4661713,-2.4416499}],GeoPosition[ {41.49193192,2.18976235}],GeoPosition[{38.76204801,-3.38786061}],GeoPosition[{41.61018239,2.34333781}],GeoPosition[ {36.855266,30.740169}],GeoPosition[{41.6552016,-4.719295}],GeoPosition[{45.43421605,12.32377816}],GeoPosition[ {40.5322615,-3.6205729}],GeoPosition[{40.48401,-3.67337}],GeoPosition[{36.72078605,-4.40629772}],GeoPosition[ {37.3380814,-5.9377899}],GeoPosition[{41.902783,12.496365}],GeoPosition[{37.3871353,-5.9731404}],GeoPosition[ {40.95979,-5.66571}],GeoPosition[{40.45679,-3.66075}],GeoPosition[{39.586538,2.634308}],GeoPosition[ {42.81341221,-1.63948542}],GeoPosition[{42.6037685,-5.5829129}],GeoPosition[{43.3475,-4.1025}],GeoPosition[ {40.2833,-3.8}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{39.43900504,2.75119505}],GeoPosition[ {42.603749,-5.5829289}],GeoPosition[{43.57188085,-5.96071896}],GeoPosition[{40.46062451,-3.43628579}],GeoPosition[ {37.3828,-5.97317}],GeoPosition[{51.5152824,-0.17295759}],GeoPosition[{40.43208333,-3.66327778}],GeoPosition[ {39.47326881,-6.36945674}],GeoPosition[{40.3452652,-3.71137787}],GeoPosition[{43.39193018,-5.80337561}],GeoPosition[ {40.4238014,-3.68326}],GeoPosition[{42.61273988,-5.55912139}],GeoPosition[{43.34980052,-3.11248165}],GeoPosition[ {53.9158897,19.0364427}],GeoPosition[{40.4,-3.68333}],GeoPosition[{41.5776787,2.0228804}],GeoPosition[ {37.1965834,-5.9117798}],GeoPosition[{53.25,10.4}],GeoPosition[{39.5181618,-0.47215}],GeoPosition[ {43.3715,-8.396}],GeoPosition[{40.4027978,-3.694144}],GeoPosition[{41.5551404,2.2869994}],GeoPosition[ {36.69170548,-4.44169917}],GeoPosition[{37.3557915,-5.93851254}],GeoPosition[{53.9158913,19.0363651}],GeoPosition[ {37.3843245,-5.9768309}],GeoPosition[{41.3819593,2.1729351}],GeoPosition[{48.8567,2.3508}],GeoPosition[ {39.06611111,-5.72277778}],GeoPosition[{45.4386,12.3267}],GeoPosition[{41.65727195,-0.88164551}],GeoPosition[ {48.855,2.3125}],GeoPosition[{51.58038786,-0.09930701}],GeoPosition[{41.39321221,2.16052951}],GeoPosition[ {36.93961434,-1.93436359}],GeoPosition[{38.9978752,-3.3602036}],GeoPosition[{39.46666667,-0.38333333}],GeoPosition[ {41.65046,-0.9048}],GeoPosition[{37.5529869,-6.76456726}],GeoPosition[{40.41649878,-3.6841619}],GeoPosition[ {38.91733,-6.34092}],GeoPosition[{43.5412273,-5.6554902}],GeoPosition[{37.3947983,-5.9892902}],GeoPosition[ {39.74105236,37.04066277}],GeoPosition[{37.20590491,-7.21687037}],GeoPosition[{36.50824749,-4.88853832}],GeoPosition[ {41.5776787,2.0228804}],GeoPosition[{36.72236238,-4.41965448}],GeoPosition[{39.5865136,2.6343725}],GeoPosition[ {40.47222222,-3.56083333}],GeoPosition[{40.64472222,-4.76666667}],GeoPosition[{40.45679,-3.66075}],GeoPosition[ {51.51330224,-0.13134784}],GeoPosition[{40.4784809,-3.3697725}],GeoPosition[{46.0125,6.111667}],GeoPosition[ {36.5333,-6.2833}],GeoPosition[{41.5553192,2.2868238}],GeoPosition[{38.3705292,-0.41053}],GeoPosition[ {49.83388138,24.02686167}],GeoPosition[{40.4592551,-3.7851301}],GeoPosition[{43.45437074,-8.21569795}],GeoPosition[ {40.42307,-3.65708}],GeoPosition[{40.42979654,-3.70709628}],GeoPosition[{51.58035981,-0.09930616}],GeoPosition[ {40.33318511,-3.86632233}],GeoPosition[{39.24325525,-3.42338694}],GeoPosition[{41.5558138,2.2866033}],GeoPosition[ {37.17394,-3.59859}],GeoPosition[{39.5010146,-0.4045383}],GeoPosition[{43.0721367,-8.4131109}],GeoPosition[ {39.4833,-6.36667}],GeoPosition[{40.35,-3.7}],GeoPosition[{40.45011,-3.70445}],GeoPosition[ {41.5556484,2.2867323}],GeoPosition[{36.53417172,-6.30217888}],GeoPosition[{36.51169634,-4.64631325}],GeoPosition[ {42.4307759,-8.6447858}],GeoPosition[{40.7817732,-3.7013941}],GeoPosition[{41.6469,-4.72039}],GeoPosition[ {41.4231849,1.792396}],GeoPosition[{40.49499371,-3.61704814}],GeoPosition[{37.98556583,-1.12881145}],GeoPosition[ {43.3659279,-5.8359837}],GeoPosition[{37.38846383,-6.003628}],GeoPosition[{39.3167,-4.9}],GeoPosition[ {39.8075,2.79333333}],GeoPosition[{41.3821,2.03896}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{41.49193192,2.18976235}],GeoPosition[{43.38737869,-3.32923961}],GeoPosition[ {40.4392662,-3.7281592}],GeoPosition[{43.39081621,-5.80287622}],GeoPosition[{38.9901,-9.1413}],GeoPosition[ {40.4410048,-3.60914861}],GeoPosition[{37.37609,-5.97136}],GeoPosition[{36.72104124,-4.3580935}],GeoPosition[ {41.65727195,-0.88164551}],GeoPosition[{41.04816812,29.01893452}],GeoPosition[{40.49046989,-3.59118408}],GeoPosition[ {36.73060266,-4.43204494}],GeoPosition[{37.2622355,-6.9542971}],GeoPosition[{37.18331937,-6.98032316}],GeoPosition[ {38.709821,-8.9833174}],GeoPosition[{41.62926737,2.36327503}],GeoPosition[{39.48928396,-0.3246428}],GeoPosition[ {39.70955695,3.45833408}],GeoPosition[{44.4580407,8.76925963}],GeoPosition[{54.50689,-3.14435}],GeoPosition[ {37.38846383,-6.003628}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{36.4282556,-5.14982}],GeoPosition[ {37.4667,-3.93333}],GeoPosition[{39.14753159,-3.38615214}],GeoPosition[{43.55092887,7.01807455}],GeoPosition[ {41.3821316,2.1262963}],GeoPosition[{38.3815675,-0.7673904}],GeoPosition[{41.70611111,-4.85194444}],GeoPosition[ {36.5333,-6.2833}],GeoPosition[{38.63171599,-0.86679063}],GeoPosition[{37.8,-0.85}],GeoPosition[ {43.0667,-8.4}],GeoPosition[{53.32455325,-6.24052792}],GeoPosition[{40.5386929,-3.6384055}],GeoPosition[ {38.97761701,1.30102262}],GeoPosition[{40.42291,-3.75595}],GeoPosition[{36.4282448,-5.1498112}],GeoPosition[ {37.2689915,-4.4119195}],GeoPosition[{40.38057,-3.72654}],GeoPosition[{42.84109433,-2.68501018}],GeoPosition[ {41.5551459,2.2869804}],GeoPosition[{41.5644798,2.0132}],GeoPosition[{37.385849,-5.99927}],GeoPosition[ {39.12581852,-3.3770821}],GeoPosition[{40.42692824,-3.69980082}],GeoPosition[{37.6194045,-0.9881912}],GeoPosition[ {36.47542838,-4.98391123}],GeoPosition[{37.6194045,-0.9881912}],GeoPosition[{39.148707,-0.439239}],GeoPosition[ {40.4,-1.9}],GeoPosition[{40.47332855,-3.68120841}],GeoPosition[{38.35,-0.766667}],GeoPosition[ {45.5667,10.7}],GeoPosition[{41.38482113,2.1965525}],GeoPosition[{41.5551343,2.2869818}],GeoPosition[ {40.4228929,-3.70323465}],GeoPosition[{39.9661457,32.7916384}],GeoPosition[{43.37090042,-8.39742498}],GeoPosition[ {39.4941566,-0.3688761}],GeoPosition[{39.45045628,-0.39094269}],GeoPosition[{40.3872795,-3.6364999}],GeoPosition[ {37.25437,-6.94174}],GeoPosition[{42.432081,1.92709916}],GeoPosition[{43.5412273,-5.6554902}],GeoPosition[ {41.75,-5.7}],GeoPosition[{41.07348889,1.14973729}],GeoPosition[{39.08847276,-3.37655774}],GeoPosition[ {38.82717727,-1.55559478}],GeoPosition[{38.34613782,-0.4795151}],GeoPosition[{37.3772202,-5.9865699}],GeoPosition[ {40.41649878,-3.6841619}],GeoPosition[{38.6,-0.05}],GeoPosition[{37.9833,-3.46667}],GeoPosition[ {37.2689912,-4.4119194}],GeoPosition[{42.59818927,-5.57374517}],GeoPosition[{51.507625,-0.09897}],GeoPosition[ {37.38908225,-5.94900906}],GeoPosition[{38.7167,-9.13333}],GeoPosition[{37.77087685,-0.74724514}],GeoPosition[ {36.71882,-4.42152}],GeoPosition[{39.4702,-0.376805}],GeoPosition[{37.3772,-5.98694}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{39.19615,-2.16372}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.4,-3.68333}],GeoPosition[{41.35,2.085}],GeoPosition[ {43.0324337,-2.4004868}],GeoPosition[{40.8667,-3.48333}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {38.78931412,0.1663791}],GeoPosition[{41.3821316,2.1262963}],GeoPosition[{39.87637071,4.16312686}],GeoPosition[ {51.50185328,-0.21404415}],GeoPosition[{37.97777778,-0.68333333}],GeoPosition[{40.5446189,-3.6368848}],GeoPosition[ {41.5777704,2.0229111}],GeoPosition[{51.4273911,6.9956498}],GeoPosition[{42.8652877,-1.7233113}],GeoPosition[ {43.3622757,-5.84529646}],GeoPosition[{37.77087685,-0.74724514}],GeoPosition[{41.7112367,1.8356687}],GeoPosition[ {40.41649878,-3.6841619}],GeoPosition[{40.12969463,-3.85643413}],GeoPosition[{43.3333,-5.76667}],GeoPosition[ {39.0062328,-1.7956878}],GeoPosition[{38.3705292,-0.41053}],GeoPosition[{40.42673,-3.70846}],GeoPosition[ {45.5833,8.2}],GeoPosition[{43.3465042,-8.3883704}],GeoPosition[{37.16222222,-3.60416667}],GeoPosition[ {40.3995433,-3.6773777}],GeoPosition[{45.4755287,9.1712904}],GeoPosition[{43.54950803,7.02659235}],GeoPosition[ {51.51330224,-0.13134784}],GeoPosition[{40.42023261,-3.70582086}],GeoPosition[{37.77087685,-0.74724514}],GeoPosition[ {40.5118574,-3.4976959}],GeoPosition[{40.48401,-3.67337}],GeoPosition[{40.49574,-3.64647}],GeoPosition[ {40.5403484,-3.5742291}],GeoPosition[{40.56824,-3.2844}],GeoPosition[{37.3761986,-5.99141011}],GeoPosition[ {40.41992972,-3.70626396}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[{40.83709566,14.23388973}],GeoPosition[ {41.44623566,2.18084431}],GeoPosition[{40.3416214,-3.53897643}],GeoPosition[{40.42330651,-3.69547058}],GeoPosition[ {41.5776787,2.0228804}],GeoPosition[{59.92544,30.29594}],GeoPosition[{40.42291,-3.75595}],GeoPosition[ {40.45688926,-3.64660216}],GeoPosition[{48.87119345,2.33508825}],GeoPosition[{48.6406073,-0.9630882}],GeoPosition[ {37.93793141,27.34263935}],GeoPosition[{37.20807147,-4.22796356}],GeoPosition[{37.37852661,-5.97719315}],GeoPosition[ {43.264284,-2.950366}],GeoPosition[{40.41355556,-3.68205556}],GeoPosition[{37.37037635,-6.00033119}],GeoPosition[ {40.61041489,-3.6933488}],GeoPosition[{43.5484807,-5.9277822}],GeoPosition[{40.2833,-3.8}],GeoPosition[ {40.61041489,-3.6933488}],GeoPosition[{37.36732439,-5.75599185}],GeoPosition[{41.192467,-8.6690329}],GeoPosition[ {37.37629693,-5.99140918}],GeoPosition[{43.34801863,-2.99985508}],GeoPosition[{43.0324206,-2.4005011}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{37.0167,-7.93333}],GeoPosition[{42.50540145,1.51781711}],GeoPosition[ {43.57997231,-5.95243105}],GeoPosition[{42.8652546,-1.7232881}],GeoPosition[{37.3761986,-5.99141011}],GeoPosition[ {41.3833,2.18333}],GeoPosition[{40.42708,-3.69399}],GeoPosition[{38.7833,0.166667}],GeoPosition[ {51.941,-1.608}],GeoPosition[{37.4667,-6.01667}],GeoPosition[{37.38653946,-6.55234241}],GeoPosition[ {37.3,-3.13333333}],GeoPosition[{42.6056,-5.57}],GeoPosition[{40.43589501,-3.71625065}],GeoPosition[ {37.38659069,-5.98337251}],GeoPosition[{38.85,0.116667}],GeoPosition[{40.4097855,-3.6888815}],GeoPosition[ {39.8567169,-4.0222923}],GeoPosition[{40.43558094,-3.73040813}],GeoPosition[{38.6131,27.4261}],GeoPosition[ {40.4592759,-3.7849471}],GeoPosition[{39.1167,-3.1}],GeoPosition[{43.26648132,-2.94031908}],GeoPosition[ {41.64959916,-4.72662636}],GeoPosition[{52.511512,4.666609}],GeoPosition[{38.38994247,-0.44423691}],GeoPosition[ {36.72174273,-4.479832}],GeoPosition[{36.71777966,-4.41052011}],GeoPosition[{39.4338417,-0.43256}],GeoPosition[ {41.3996506,2.1572499}],GeoPosition[{36.252091,-6.02516}],GeoPosition[{40.11416023,32.9912476}],GeoPosition[ {40.42435612,-3.66704036}],GeoPosition[{40.90069481,-4.00677035}],GeoPosition[{41.407188,2.1883383}],GeoPosition[ {37.37893093,-5.990229}],GeoPosition[{42.5271978,-0.35961564}],GeoPosition[{41.15,-8.61667}],GeoPosition[ {39.93755341,-0.4636364}],GeoPosition[{40.29417038,-3.9757328}],GeoPosition[{42.865334,-1.7232603}],GeoPosition[ {37.3772,-5.98694}],GeoPosition[{48.00494018,0.19642799}],GeoPosition[{42.5467524,-6.5978605}],GeoPosition[ {37.26012874,-6.95482633}],GeoPosition[{36.67185,-5.4461}],GeoPosition[{42.87345,-8.55282}],GeoPosition[ {37.2689914,-4.4119196}],GeoPosition[{37.25,-6.95}],GeoPosition[{43.34801863,-2.99985508}],GeoPosition[ {36.52136338,-6.27672924}],GeoPosition[{36.7467596,-3.5846301}],GeoPosition[{37.18331937,-6.98032316}],GeoPosition[ {41.31845856,2.02117634}],GeoPosition[{42.29325922,-8.10048396}],GeoPosition[{41.5,-5.75}],GeoPosition[ {38.58465534,-3.06237648}],GeoPosition[{40.47826041,-3.70507227}],GeoPosition[{40.9460704,-4.1049159}],GeoPosition[ {39.04731187,-3.37692545}],GeoPosition[{43.0167,-5.76667}],GeoPosition[{39.49145075,-0.36117601}],GeoPosition[ {42.1334949,-0.4097996}],GeoPosition[{40.4829999,-3.39441}],GeoPosition[{36.82888782,-2.453107}],GeoPosition[ {38.25,-0.7}],GeoPosition[{40.35528834,-5.1755406}],GeoPosition[{37.3828,-5.97317}],GeoPosition[ {40.4167,-3.70325}],GeoPosition[{43.34801863,-2.99985508}],GeoPosition[{41.39152673,2.16535334}],GeoPosition[ {40.83748614,0.020305}],GeoPosition[{39.4941548,-0.3689093}],GeoPosition[{41.4048299,2.15433}],GeoPosition[ {37.7667,-3.7711}],GeoPosition[{37.18331937,-6.98032316}],GeoPosition[{40.50166667,-3.25611111}],GeoPosition[ {40.42538952,-3.70395309}],GeoPosition[{42.5464666,-6.5975268}],GeoPosition[{37.87008939,-0.75791931}],GeoPosition[ {61.26624311,12.32071448}],GeoPosition[{43.0324679,-2.4015754}],GeoPosition[{41.99156584,2.81483431}],GeoPosition[ {36.1456223,-5.45548388}],GeoPosition[{38.7167,-9.13333}],GeoPosition[{42.33886,-3.72649}],GeoPosition[ {43.34801863,-2.99985508}],GeoPosition[{53.4487341,-2.3162604}],GeoPosition[{46.21139497,6.14712033}],GeoPosition[ {38.87467491,-3.39291153}],GeoPosition[{40.42788528,-3.70016086}],GeoPosition[{40.41704446,-3.70354074}],GeoPosition[ {37.15414722,-3.59528056}],GeoPosition[{39.3930826,-3.2219463}],GeoPosition[{37.21774853,-3.75126524}],GeoPosition[ {38.83455039,-3.39499215}],GeoPosition[{36.4282324,-5.1498048}],GeoPosition[{41.7939999,0.81292}],GeoPosition[ {37.38582123,-5.99843975}],GeoPosition[{55.7663859,52.0090701}],GeoPosition[{36.54166667,-4.625}],GeoPosition[ {51.25523939,7.14956263}],GeoPosition[{41.4809108,2.23767117}],GeoPosition[{36.9252116,14.7474579}],GeoPosition[ {37.8833,-4.76667}],GeoPosition[{37.39310572,-5.99189453}],GeoPosition[{43.34801863,-2.99985508}],GeoPosition[ {39.47229,-0.4269}],GeoPosition[{41.4072851,2.188038}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{41.49193192,2.18976235}],GeoPosition[{41.62926737,2.36327503}],GeoPosition[ {41.9,12.5}],GeoPosition[{38.63416667,0.07638889}],GeoPosition[{36.5333,-6.18333}],GeoPosition[ {39.4333,-0.466667}],GeoPosition[{36.67961095,-5.44471873}],GeoPosition[{37.9842682,-1.13484}],GeoPosition[ {40.4167,-3.05}],GeoPosition[{40.40100375,-3.68726555}],GeoPosition[{39.4941299,-0.3689272}],GeoPosition[ {42.54773991,-6.60304997}],GeoPosition[{37.15296667,-3.59573611}],GeoPosition[{39.4617195,-0.36475}],GeoPosition[ {40.42924362,-3.71498823}],GeoPosition[{44.8357333,-0.5733285}],GeoPosition[{38.79229625,-3.39374542}],GeoPosition[ {39.47996928,-0.39118055}],GeoPosition[{42.13526835,-0.41136591}],GeoPosition[{40.3171692,-3.87817}],GeoPosition[ {38.43136322,-0.48105581}],GeoPosition[{37.60391325,-0.985744}],GeoPosition[{42.83616161,-1.6738335}],GeoPosition[ {39.4587367,-0.3385167}],GeoPosition[{40.75,14.5}],GeoPosition[{37.74048806,-0.95352008}],GeoPosition[ {36.718177,-4.420208}],GeoPosition[{51.51330224,-0.13134784}],GeoPosition[{42.24619863,3.12487575}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.54106019,-3.61514898}],GeoPosition[{52.5006,13.3989}],GeoPosition[ {50.10694444,8.6625}],GeoPosition[{36.4318695,25.4249592}],GeoPosition[{36.73854,-3.68913}],GeoPosition[ {43.5379295,-5.6381998}],GeoPosition[{40.409177,-3.701023}],GeoPosition[{40.45259027,-3.68536378}],GeoPosition[ {39.35072359,-0.32137061}],GeoPosition[{37.9451264,-1.192461}],GeoPosition[{43.2687,-2.9461}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{36.7183,-4.4202}],GeoPosition[{37.983,-1.1302}],GeoPosition[ {39.5715,2.6469}],GeoPosition[{39.4692,-0.3768}],GeoPosition[{41.6517,-0.8813}],GeoPosition[ {43.,12.}],GeoPosition[{42.56985649,-0.55116703}],GeoPosition[{40.50329591,-3.69855957}],GeoPosition[ {40.50329591,-3.69855957}],GeoPosition[{40.50329591,-3.69855957}],GeoPosition[{40.50329591,-3.69855957}],GeoPosition[ {40.50329591,-3.69855957}],GeoPosition[{40.50329591,-3.69855957}],GeoPosition[{43.2046747,-2.8921663}],GeoPosition[ {38.3705292,-0.41053}],GeoPosition[{36.70228175,-6.03817697}],GeoPosition[{40.361569,-3.757839}],GeoPosition[ {36.8549099,-2.44499}],GeoPosition[{43.3713847,-8.3977453}],GeoPosition[{42.15,-5.6}],GeoPosition[ {42.72085629,-8.65249371}],GeoPosition[{38.8855467,-6.97586155}],GeoPosition[{39.4708172,-0.3831078}],GeoPosition[ {39.06611111,-5.72277778}],GeoPosition[{43.34801863,-2.99985508}],GeoPosition[{42.13498359,-0.4070697}],GeoPosition[ {36.48680153,-4.98706162}],GeoPosition[{40.47901042,-3.57210159}],GeoPosition[{40.9500189,-5.6862958}],GeoPosition[ {37.9867111,-1.1367888}],GeoPosition[{36.4318695,25.4249592}],GeoPosition[{42.8833,-8.55}],GeoPosition[ {40.4298977,-3.6745635}],GeoPosition[{41.38282,2.10563}],GeoPosition[{41.9996712,2.2483658}],GeoPosition[ {41.5895236,1.7728474}],GeoPosition[{43.1193008,12.3857403}],GeoPosition[{37.3872968,-6.55485926}],GeoPosition[ {40.351581,-3.692125}],GeoPosition[{42.52707116,1.71219482}],GeoPosition[{36.4282442,-5.1498136}],GeoPosition[ {41.39114,2.1568999}],GeoPosition[{43.34801863,-2.99985508}],GeoPosition[{41.9,12.5}],GeoPosition[ {40.35904,-3.76365}],GeoPosition[{40.48386,-3.67873}],GeoPosition[{40.3688812,-3.7979584}],GeoPosition[ {40.4727408,-3.7602199}],GeoPosition[{40.4497494,-3.5733501}],GeoPosition[{40.48401,-3.67337}],GeoPosition[ {40.4493228,-3.6428644}],GeoPosition[{40.4634994,-3.7819602}],GeoPosition[{40.2661525,-3.6906806}],GeoPosition[ {40.4210821,-3.6014993}],GeoPosition[{40.3228748,-3.7303445}],GeoPosition[{40.3688812,-3.7979584}],GeoPosition[ {40.4727408,-3.7602199}],GeoPosition[{40.25787,-3.7626033}],GeoPosition[{40.4335726,-3.8391353}],GeoPosition[ {40.5322615,-3.6205729}],GeoPosition[{40.5094572,-3.6892946}],GeoPosition[{36.50785186,-4.86606369}],GeoPosition[ {40.6874116,-3.9522392}],GeoPosition[{40.6925461,-3.9429129}],GeoPosition[{42.52805556,-1.67694444}],GeoPosition[ {40.5,-3.68333}],GeoPosition[{36.4318695,25.4249592}],GeoPosition[{42.23087,-8.71543}],GeoPosition[ {38.73268219,-3.41738801}],GeoPosition[{41.65,-4.71667}],GeoPosition[{43.3242912,-1.97882}],GeoPosition[ {41.11312994,1.24166445}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {36.71742655,-4.42870981}],GeoPosition[{41.89737766,12.51423204}],GeoPosition[{37.3761986,-5.99141011}],GeoPosition[ {42.8652554,-1.7232763}],GeoPosition[{43.5407165,-5.6597631}],GeoPosition[{37.4764834,-5.6551615}],GeoPosition[ {41.29710007,2.07845998}],GeoPosition[{36.8,-3.9}],GeoPosition[{37.3772,-5.98694}],GeoPosition[ {41.01417568,28.94517589}],GeoPosition[{43.36666667,-1.79583333}],GeoPosition[{40.4713228,-3.6799135}],GeoPosition[ {41.89233333,12.47075}],GeoPosition[{40.41649878,-3.6841619}],GeoPosition[{42.65,-8.9}],GeoPosition[ {40.4903,-3.87733}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{41.37526007,2.19036903}],GeoPosition[ {36.46280451,25.38094963}],GeoPosition[{43.34801863,-2.99985508}],GeoPosition[{40.3037096,-3.4371401}],GeoPosition[ {40.3989438,-3.6728571}],GeoPosition[{38.0160713,-3.36902}],GeoPosition[{40.45014755,-3.87396812}],GeoPosition[ {40.05504,-2.124855}],GeoPosition[{41.4809108,2.23767117}],GeoPosition[{42.24024006,-8.72666639}],GeoPosition[ {41.9,12.5}],GeoPosition[{40.4,-3.68333}],GeoPosition[{40.96479854,-5.66481152}],GeoPosition[ {38.9833,-1.85}],GeoPosition[{41.4809108,2.23767117}],GeoPosition[{41.38417,2.17907}],GeoPosition[ {40.82811625,14.05843015}],GeoPosition[{36.606,-4.54223}],GeoPosition[{39.55944444,-1.27944444}],GeoPosition[ {37.3630576,-5.9862588}],GeoPosition[{39.56684,3.21013}],GeoPosition[{40.43438081,-3.71757693}],GeoPosition[ {37.25,-6.95}],GeoPosition[{38.71192084,-3.41455406}],GeoPosition[{41.4277008,2.09116875}],GeoPosition[ {39.1333,16.0667}],GeoPosition[{41.99303,1.51402}],GeoPosition[{37.37037635,-6.00033119}],GeoPosition[ {40.47936525,-3.37113081}],GeoPosition[{41.42481613,1.82945275}],GeoPosition[{37.36997604,-6.23712015}],GeoPosition[ {36.7165424,-4.4111058}],GeoPosition[{39.4633965,-0.3916864}],GeoPosition[{50.8429,-0.1313}],GeoPosition[ {41.6551942,-4.7192697}],GeoPosition[{41.5404218,2.4394372}],GeoPosition[{51.55506394,-0.10841962}],GeoPosition[ {40.96479854,-5.66481152}],GeoPosition[{51.4536667,-2.5935786}],GeoPosition[{42.340837,-3.701723}],GeoPosition[ {38.649316,-3.48406637}],GeoPosition[{40.4237144,-3.70236254}],GeoPosition[{37.98566843,-1.12892304}],GeoPosition[ {40.3983709,-3.701615}],GeoPosition[{37.84860887,27.8445221}],GeoPosition[{39.4634096,-0.3916934}],GeoPosition[ {39.46923379,-0.32764621}],GeoPosition[{37.17701,-3.60387}],GeoPosition[{40.41416199,-3.69248583}],GeoPosition[ {37.1833,-3.6}],GeoPosition[{36.43333333,-5.13333333}],GeoPosition[{41.07348889,1.14973729}],GeoPosition[ {45.60304946,10.62768459}],GeoPosition[{51.50284358,0.00473798}],GeoPosition[{43.2062411,-2.8899828}],GeoPosition[ {40.123515,-3.84873266}],GeoPosition[{40.98857248,27.57779553}],GeoPosition[{42.63213356,1.48201847}],GeoPosition[ {36.59588419,-4.6371022}],GeoPosition[{45.44121619,12.33421047}],GeoPosition[{43.34801863,-2.99985508}],GeoPosition[ {37.3219414,-3.7867899}],GeoPosition[{43.2062411,-2.8899828}],GeoPosition[{36.6904795,-4.4492444}],GeoPosition[ {36.9833,-2.58333}],GeoPosition[{36.1275,-5.45389}],GeoPosition[{36.4318695,25.4249592}],GeoPosition[ {41.64593934,-4.72791457}],GeoPosition[{38.0619019,-1.0523207}],GeoPosition[{37.08818618,-3.53234673}],GeoPosition[ {52.9721298,5.4373298}],GeoPosition[{40.44388889,-3.58611111}],GeoPosition[{41.13259238,1.24464598}],GeoPosition[ {41.29612288,2.07624435}],GeoPosition[{50.94536919,6.98018334}],GeoPosition[{36.9333,-4.68333}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{38.62928104,-3.46854018}],GeoPosition[{36.8333,-2.45}],GeoPosition[ {43.34801863,-2.99985508}],GeoPosition[{40.49023,-3.8773096}],GeoPosition[{39.46923379,-0.32764621}],GeoPosition[ {40.32480771,-3.85709767}],GeoPosition[{38.88028,-7.03199}],GeoPosition[{40.8333,0.0166667}],GeoPosition[ {40.46011,-3.60605}],GeoPosition[{39.46662482,-0.33509255}],GeoPosition[{37.3772,-5.98694}],GeoPosition[ {41.38631242,2.17008209}],GeoPosition[{41.4081256,2.1711798}],GeoPosition[{42.34067118,-7.86218262}],GeoPosition[ {37.32890514,-5.96881422}],GeoPosition[{43.25688015,-2.92391975}],GeoPosition[{42.13333333,-0.41666667}],GeoPosition[ {47.52997,21.63916}],GeoPosition[{43.352977,-8.42337}],GeoPosition[{43.36283937,-8.41049643}],GeoPosition[ {37.3772,-5.98694}],GeoPosition[{38.60389119,-3.47331312}],GeoPosition[{38.52330479,-3.56508593}],GeoPosition[ {42.33838709,-3.72597507}],GeoPosition[{36.8442025,-2.4357557}],GeoPosition[{41.66678888,26.5760994}],GeoPosition[ {39.4633936,-0.3916753}],GeoPosition[{38.35,-0.483333}],GeoPosition[{36.7814384,-6.36152193}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{40.4064828,-3.69036763}],GeoPosition[{35.895,14.51}],GeoPosition[ {52.36225021,4.88381199}],GeoPosition[{40.0333,3.83333}],GeoPosition[{51.4920006,-0.1256885}],GeoPosition[ {51.4865505,-0.1950407}],GeoPosition[{37.3219414,-3.7867899}],GeoPosition[{40.39202127,-3.69764135}],GeoPosition[ {39.1641004,-3.0125821}],GeoPosition[{44.81810868,10.3324463}],GeoPosition[{40.4105415,-3.7081001}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{40.4833,-3.96667}],GeoPosition[{40.41355556,-3.68205556}],GeoPosition[ {43.34801863,-2.99985508}],GeoPosition[{39.4634118,-0.3917197}],GeoPosition[{39.94004,-0.09923}],GeoPosition[ {40.3923913,-3.70183704}],GeoPosition[{40.42673,-3.70846}],GeoPosition[{37.78238827,20.8596128}],GeoPosition[ {40.45,-3.66667}],GeoPosition[{43.5333,-5.7}],GeoPosition[{38.26833697,-0.72960377}],GeoPosition[ {41.4412721,1.6230143}],GeoPosition[{40.406721,-3.711636}],GeoPosition[{43.34801863,-2.99985508}],GeoPosition[ {41.,0.516667}],GeoPosition[{41.2200813,1.72114}],GeoPosition[{38.63068404,-9.15006638}],GeoPosition[ {39.4692155,-0.37667052}],GeoPosition[{41.15,-8.61667}],GeoPosition[{40.41386695,-3.70365584}],GeoPosition[ {35.88166667,14.39888889}],GeoPosition[{37.3219414,-3.7867899}],GeoPosition[{41.42711282,2.19164212}],GeoPosition[ {38.57637694,-3.4964406}],GeoPosition[{40.4272804,-3.6926401}],GeoPosition[{41.41686641,2.18778325}],GeoPosition[ {40.331385,-3.8657917}],GeoPosition[{41.5405056,2.4395189}],GeoPosition[{41.39101,2.13579}],GeoPosition[ {40.3047,-3.7311}],GeoPosition[{38.52689977,-3.49346977}],GeoPosition[{39.4634409,-0.3916898}],GeoPosition[ {40.901088,-4.0330348}],GeoPosition[{51.51330224,-0.13134784}],GeoPosition[{43.34801863,-2.99985508}],GeoPosition[ {37.1833,-3.6}],GeoPosition[{36.08789003,-5.78427352}],GeoPosition[{40.2966766,-3.8009565}],GeoPosition[ {41.3879,2.16992}],GeoPosition[{38.4332638,-2.737079}],GeoPosition[{42.84109433,-2.68501018}],GeoPosition[ {41.81970342,3.06825432}],GeoPosition[{36.51085367,-4.88536848}],GeoPosition[{40.3313829,-3.8658036}],GeoPosition[ {43.7104,10.39894709}],GeoPosition[{36.82945,-2.45192}],GeoPosition[{40.40853,-3.69401}],GeoPosition[ {42.60318608,0.52214465}],GeoPosition[{43.37090042,-8.39742498}],GeoPosition[{41.08595054,1.15828745}],GeoPosition[ {43.30972222,-2.0075}],GeoPosition[{38.61472222,-1.11972222}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[ {41.56638889,2.0825}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{43.73666667,-7.87722222}],GeoPosition[ {37.785,-3.9025}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.42673,-3.70846}],GeoPosition[ {37.19972222,-3.60472222}],GeoPosition[{38.49835428,-3.50511016}],GeoPosition[{39.463389,-0.391698}],GeoPosition[ {38.7366273,-3.8265545}],GeoPosition[{41.92271,-8.84349381}],GeoPosition[{37.41144,-4.48778}],GeoPosition[ {40.466038,-3.6791399}],GeoPosition[{36.68246206,-4.46053505}],GeoPosition[{39.47111111,-0.40083333}],GeoPosition[ {39.463401,-0.3917378}],GeoPosition[{45.4795914,9.1950798}],GeoPosition[{40.44690041,-3.6936695}],GeoPosition[ {37.15282609,-3.59581232}],GeoPosition[{38.0371595,-4.0543188}],GeoPosition[{43.5333,-5.7}],GeoPosition[ {36.7167,-4.41667}],GeoPosition[{41.3833,2.18333}],GeoPosition[{43.25190848,-2.89445956}],GeoPosition[ {40.48262557,-3.36427331}],GeoPosition[{39.9722786,-0.07656}],GeoPosition[{38.11481527,-3.08342222}],GeoPosition[ {40.39202127,-3.69764135}],GeoPosition[{39.9051883,8.592771}],GeoPosition[{38.65062144,-5.60605938}],GeoPosition[ {40.3286643,-3.7603004}],GeoPosition[{40.07897231,-2.14576522}],GeoPosition[{43.42009504,-4.75437567}],GeoPosition[ {36.7333,-5.16667}],GeoPosition[{42.8652961,-1.72324}],GeoPosition[{37.39275436,-5.99845845}],GeoPosition[ {41.32248515,2.08165644}],GeoPosition[{40.03204424,-3.60315578}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {40.41309719,-3.72210479}],GeoPosition[{41.3833,2.18333}],GeoPosition[{45.4457,9.18858}],GeoPosition[ {36.6713362,-6.1348087}],GeoPosition[{43.3614807,-5.8405399}],GeoPosition[{36.69715775,-4.49898163}],GeoPosition[ {39.47475642,-6.37079975}],GeoPosition[{40.9578213,0.5102578}],GeoPosition[{42.2890546,1.8542072}],GeoPosition[ {41.5533412,1.8408229}],GeoPosition[{41.472192,1.9423732}],GeoPosition[{41.2721511,2.0399164}],GeoPosition[ {41.5368902,1.8952757}],GeoPosition[{41.4932426,1.842808}],GeoPosition[{52.52138889,13.39555556}],GeoPosition[ {40.41423124,-3.68325233}],GeoPosition[{41.41246632,2.20133184}],GeoPosition[{42.40194,-8.80973}],GeoPosition[ {39.85808487,-4.03162082}],GeoPosition[{38.7366273,-3.8265545}],GeoPosition[{38.49493564,27.69839325}],GeoPosition[ {37.38593234,-6.00222932}],GeoPosition[{40.4028206,-3.6934}],GeoPosition[{42.45,-6.05}],GeoPosition[ {38.74055556,-0.01222222}],GeoPosition[{40.42479,-3.67913}],GeoPosition[{40.42250614,-3.70930531}],GeoPosition[ {42.4307759,-8.6447858}],GeoPosition[{38.40905248,-0.4264691}],GeoPosition[{40.4167,-3.70325}],GeoPosition[ {48.8398247,2.3801095}],GeoPosition[{36.82030997,-5.74357796}],GeoPosition[{38.33694444,-0.48861111}],GeoPosition[ {39.46884783,-0.33615865}],GeoPosition[{39.48007,-0.39145}],GeoPosition[{38.35,-0.483333}],GeoPosition[ {43.36478855,-8.25083932}],GeoPosition[{38.33694444,-0.48861111}],GeoPosition[{41.3921537,2.15567941}],GeoPosition[ {38.3705292,-0.41053}],GeoPosition[{38.0167,-4.38333}],GeoPosition[{41.36906934,2.18976722}],GeoPosition[ {43.5358842,-8.1076117}],GeoPosition[{40.42207,-3.70238}],GeoPosition[{48.8607,2.35042}],GeoPosition[ {40.42856186,-3.70307616}],GeoPosition[{48.8567,2.3508}],GeoPosition[{37.3828,-5.97317}],GeoPosition[ {36.72059939,-4.44792976}],GeoPosition[{40.4,-3.68333}],GeoPosition[{37.65497148,-5.70816137}],GeoPosition[ {38.08871292,-3.642706}],GeoPosition[{57.29531635,-6.35966054}],GeoPosition[{38.35,-0.483333}],GeoPosition[ {42.5271978,-0.35961564}],GeoPosition[{40.4,-3.68333}],GeoPosition[{38.91102,1.37054}],GeoPosition[ {38.09356621,-3.62938111}],GeoPosition[{41.67081987,-0.89020937}],GeoPosition[{39.2872512,-1.4709409}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{42.883097,-8.5467517}],GeoPosition[{41.40421927,2.14733744}],GeoPosition[ {39.85980922,-4.02497362}],GeoPosition[{40.2333,-3.68333}],GeoPosition[{43.47857073,-3.51795975}],GeoPosition[ {43.34801863,-2.99985508}],GeoPosition[{37.97072599,-1.18463516}],GeoPosition[{37.97081837,-1.21971745}],GeoPosition[ {52.4728699,4.8207102}],GeoPosition[{36.4318695,25.4249592}],GeoPosition[{40.4267,-3.70809}],GeoPosition[ {41.5404066,2.4394445}],GeoPosition[{49.01058445,2.56051592}],GeoPosition[{40.4796677,-3.3632984}],GeoPosition[ {37.35638889,-5.98138889}],GeoPosition[{43.34801863,-2.99985508}],GeoPosition[{42.85458979,-8.67495032}],GeoPosition[ {38.30436095,-0.52062455}],GeoPosition[{39.71945,2.87216}],GeoPosition[{38.07312604,-1.18240505}],GeoPosition[ {40.9785,-5.65053}],GeoPosition[{40.4173428,-3.7119897}],GeoPosition[{36.71465,-6.10777}],GeoPosition[ {38.82125,-0.22146}],GeoPosition[{40.41826724,-3.6964966}],GeoPosition[{37.17444685,-3.6073885}],GeoPosition[ {37.1828,-6.96194}],GeoPosition[{36.4318695,25.4249592}],GeoPosition[{36.72889044,-4.2336504}],GeoPosition[ {37.949129,40.1643694}],GeoPosition[{36.0518382,-5.64742392}],GeoPosition[{41.38805556,2.1875}],GeoPosition[ {52.35876763,4.87043671}],GeoPosition[{42.883097,-8.5467517}],GeoPosition[{40.29721242,-3.43237011}],GeoPosition[ {41.57,2.013}],GeoPosition[{37.38619444,-5.99241667}],GeoPosition[{40.4625232,-3.6158312}],GeoPosition[ {40.41782128,-3.6844646}],GeoPosition[{43.35714596,-3.01345135}],GeoPosition[{37.388163,-5.982399}],GeoPosition[ {49.0002759,2.5188766}],GeoPosition[{40.4,-3.68333}],GeoPosition[{40.41459517,-3.70300864}],GeoPosition[ {37.75456422,-0.84503789}],GeoPosition[{39.9128305,32.80925274}],GeoPosition[{42.2317,-8.6268}],GeoPosition[ {37.36868286,-6.24245977}],GeoPosition[{40.7817636,-3.7014106}],GeoPosition[{40.3037456,-3.4371269}],GeoPosition[ {43.42009504,-4.75437567}],GeoPosition[{40.41808613,-3.70941716}],GeoPosition[{40.4713228,-3.6799135}],GeoPosition[ {43.34801863,-2.99985508}],GeoPosition[{37.40346229,-1.58529574}],GeoPosition[{37.8683094,-4.3217232}],GeoPosition[ {42.87440814,-8.54300933}],GeoPosition[{40.40600522,-3.69980188}],GeoPosition[{41.65,-5.26667}],GeoPosition[ {40.4625232,-3.6158312}],GeoPosition[{40.41928357,-3.69808301}],GeoPosition[{36.7167,-4.41667}],GeoPosition[ {40.42028,-3.70578}],GeoPosition[{40.42673,-3.70846}],GeoPosition[{38.45306574,-3.49942204}],GeoPosition[ {42.60163383,-5.57979473}],GeoPosition[{40.41407,-3.69023}],GeoPosition[{46.0553,14.5144}],GeoPosition[ {41.561,2.0104}],GeoPosition[{37.8833,-4.76667}],GeoPosition[{40.42023261,-3.70582086}],GeoPosition[ {38.9256726,-6.6920444}],GeoPosition[{38.0852914,-0.6543366}],GeoPosition[{38.11657189,-1.29834943}],GeoPosition[ {37.93134203,41.938558}],GeoPosition[{38.8672218,-6.9867601}],GeoPosition[{48.87527732,2.32356434}],GeoPosition[ {40.4019064,-3.67883288}],GeoPosition[{43.0721367,-8.4131109}],GeoPosition[{38.4332638,-2.737079}],GeoPosition[ {37.41006984,-6.00618713}],GeoPosition[{41.66486751,2.19778459}],GeoPosition[{42.42212646,-8.63640788}],GeoPosition[ {40.49357,-3.70939}],GeoPosition[{40.34806708,-3.70454373}],GeoPosition[{38.00356,-1.13403}],GeoPosition[ {41.81221753,3.01961484}],GeoPosition[{40.23550683,-3.6939351}],GeoPosition[{40.4713329,-3.6795965}],GeoPosition[ {36.735,-3.73722222}],GeoPosition[{41.41944,2.18607}],GeoPosition[{40.4062338,-3.5685369}],GeoPosition[ {45.35268462,8.95539207}],GeoPosition[{43.38459941,-4.39892926}],GeoPosition[{52.37560253,4.89839857}],GeoPosition[ {49.0002973,2.5189118}],GeoPosition[{37.386,-5.9983}],GeoPosition[{38.08159568,-0.9456485}],GeoPosition[ {36.54266525,-6.27973788}],GeoPosition[{37.8,-0.85}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[ {36.6833,-6.13333}],GeoPosition[{43.34801863,-2.99985508}],GeoPosition[{45.6503716,13.7726297}],GeoPosition[ {43.4647,-3.80444}],GeoPosition[{40.40209,-3.68947}],GeoPosition[{40.03964225,-2.56838743}],GeoPosition[ {57.27423327,-5.51376888}],GeoPosition[{37.93185998,-1.13810001}],GeoPosition[{37.15282609,-3.59581232}],GeoPosition[ {41.38428,2.15979}],GeoPosition[{43.5333,-5.7}],GeoPosition[{40.42219615,-3.72084498}],GeoPosition[ {37.986015,-0.790846}],GeoPosition[{37.16222222,-3.60416667}],GeoPosition[{40.45259027,-3.68536378}],GeoPosition[ {39.7072088,-6.5500366}],GeoPosition[{36.52832127,-6.29114725}],GeoPosition[{40.48683086,-3.72108869}],GeoPosition[ {36.4167,-6.13333}],GeoPosition[{37.18331937,-6.98032316}],GeoPosition[{40.39419199,-3.70769007}],GeoPosition[ {40.41309719,-3.72210479}],GeoPosition[{40.90284,-4.0267115}],GeoPosition[{40.41280777,-3.70904297}],GeoPosition[ {40.41280777,-3.70904297}],GeoPosition[{36.711934,-4.43218946}],GeoPosition[{38.8789,-6.9669}],GeoPosition[ {36.75,-5.8}],GeoPosition[{40.4269218,-3.7104399}],GeoPosition[{37.6312294,-0.73509}],GeoPosition[ {37.15282609,-3.59581232}],GeoPosition[{36.7,-6.1167}],GeoPosition[{41.39569,2.1584}],GeoPosition[ {36.4832611,-4.98912}],GeoPosition[{40.35325785,-3.71117598}],GeoPosition[{40.40947014,-3.70016052}],GeoPosition[ {42.46789979,-2.43678945}],GeoPosition[{49.0791734,2.0317165}],GeoPosition[{48.13035478,11.5901326}],GeoPosition[ {41.41944,2.18607}],GeoPosition[{39.47028,-0.37557}],GeoPosition[{37.18175444,-5.78452097}],GeoPosition[ {36.7833,-4.1}],GeoPosition[{40.47222222,-3.56083333}],GeoPosition[{42.4004215,-8.8079077}],GeoPosition[ {40.42251,-3.6977}],GeoPosition[{39.4100509,-0.669908}],GeoPosition[{36.7206236,-4.4321328}],GeoPosition[ {37.15414722,-3.59528056}],GeoPosition[{41.38277778,2.18527778}],GeoPosition[{37.19912843,-7.3179446}],GeoPosition[ {38.9667,-0.183333}],GeoPosition[{40.48449736,-3.72404778}],GeoPosition[{36.7206567,-4.4321104}],GeoPosition[ {45.63936,13.76095}],GeoPosition[{40.40880336,-3.71089027}],GeoPosition[{38.1,-3.76667}],GeoPosition[ {41.54859167,2.1075}],GeoPosition[{40.34238826,-1.10700945}],GeoPosition[{37.38358056,-6.0052}],GeoPosition[ {42.6,-6.8}],GeoPosition[{40.39985222,-3.83566127}],GeoPosition[{38.46599579,27.18189812}],GeoPosition[ {38.9836998,-1.85295}],GeoPosition[{41.7333,-5.2}],GeoPosition[{40.7333,-4.06667}],GeoPosition[ {41.39763,2.14434}],GeoPosition[{37.15296667,-3.59573611}],GeoPosition[{55.7697514,52.0026014}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{41.8168135,0.570176}],GeoPosition[{41.45369,2.18874}],GeoPosition[ {41.4333,2.23333}],GeoPosition[{37.90827602,-4.78069541}],GeoPosition[{43.5124522,-5.6626327}],GeoPosition[ {37.87107,-4.78533}],GeoPosition[{41.44034777,2.19834085}],GeoPosition[{40.40622283,-3.67733783}],GeoPosition[ {42.55,-6.58333}],GeoPosition[{37.0714049,-3.38832113}],GeoPosition[{41.58127975,1.61701274}],GeoPosition[ {36.67656335,-4.49172371}],GeoPosition[{39.46666667,-0.38333333}],GeoPosition[{41.3279409,2.0987191}],GeoPosition[ {39.4936998,-0.48187102}],GeoPosition[{51.5383452,-0.144111}],GeoPosition[{45.6333,10.1833}],GeoPosition[ {52.52310706,13.40449367}],GeoPosition[{51.51846268,-0.12437631}],GeoPosition[{39.59609939,-0.67547578}],GeoPosition[ {50.97485418,11.3293332}],GeoPosition[{40.7430382,-4.05479}],GeoPosition[{41.3833,2.18333}],GeoPosition[ {36.68246206,-4.46053505}],GeoPosition[{37.8898697,-4.7905898}],GeoPosition[{43.40736748,-8.15465813}],GeoPosition[ {40.544239,-3.69203}],GeoPosition[{43.35843,-5.84115}],GeoPosition[{41.38684519,2.16994041}],GeoPosition[ {42.55,-6.58333}],GeoPosition[{41.35,2.08333}],GeoPosition[{38.28443376,26.37569029}],GeoPosition[ {36.68246667,-4.46062778}],GeoPosition[{43.0721367,-8.4131109}],GeoPosition[{39.48611111,-1.10166667}],GeoPosition[ {37.97777778,-0.68333333}],GeoPosition[{40.4950199,-3.86959}],GeoPosition[{37.6217082,-0.776333}],GeoPosition[ {42.68352468,-2.95237043}],GeoPosition[{38.9833,-3.93333}],GeoPosition[{43.0324887,-2.4004514}],GeoPosition[ {39.565719,-5.83301076}],GeoPosition[{40.44561571,-3.72845978}],GeoPosition[{39.98257299,-4.27929124}],GeoPosition[ {41.15499971,1.10201118}],GeoPosition[{40.42490232,-3.70587313}],GeoPosition[{38.19332822,26.78483689}],GeoPosition[ {37.5534,-6.26771}],GeoPosition[{41.3976989,2.1909938}],GeoPosition[{40.48575748,-3.72236409}],GeoPosition[ {40.41423124,-3.68325234}],GeoPosition[{45.5437202,10.2178001}],GeoPosition[{37.9833,-4.28333}],GeoPosition[ {37.1689843,-3.6041468}],GeoPosition[{46.204826,5.225501}],GeoPosition[{45.484338,5.47469}],GeoPosition[ {37.15282609,-3.59581232}],GeoPosition[{42.34344472,-3.69875441}],GeoPosition[{36.721,-4.416}],GeoPosition[ {37.15282609,-3.59581232}],GeoPosition[{36.6777382,-5.4479899}],GeoPosition[{39.8840294,4.2595801}],GeoPosition[ {48.87403,2.29486}],GeoPosition[{38.8372618,0.0863241}],GeoPosition[{42.8833,-8.55}],GeoPosition[ {40.41539,-3.70258}],GeoPosition[{40.42023261,-3.70582086}],GeoPosition[{39.85980922,-4.02497362}],GeoPosition[ {41.65727195,-0.88164551}],GeoPosition[{40.65,-4.7}],GeoPosition[{38.9667,-0.183333}],GeoPosition[ {40.42023261,-3.70582086}],GeoPosition[{37.88483,-4.7834172}],GeoPosition[{40.42880465,-3.7082227}],GeoPosition[ {43.31269623,-1.90026795}],GeoPosition[{36.72278565,-4.4121216}],GeoPosition[{40.49742241,-3.35911743}],GeoPosition[ {40.35055941,-3.9037936}],GeoPosition[{37.1833,-3.6}],GeoPosition[{39.54444382,2.3876403}],GeoPosition[ {37.3772,-5.98694}],GeoPosition[{37.88101424,-4.80234133}],GeoPosition[{40.8333,14.25}],GeoPosition[ {40.9785,-5.65053}],GeoPosition[{40.94403281,-5.63553937}],GeoPosition[{40.49742241,-3.35911743}],GeoPosition[ {41.5405684,2.4395904}],GeoPosition[{50.95,6.9667}],GeoPosition[{40.41782299,-3.70332933}],GeoPosition[ {37.195735,-7.3223798}],GeoPosition[{51.42706362,6.994077}],GeoPosition[{40.59559119,-3.69760384}],GeoPosition[ {40.4239,-3.71136}],GeoPosition[{43.31269623,-1.90026795}],GeoPosition[{37.39117215,-6.00363135}],GeoPosition[ {40.9667,-5.65}],GeoPosition[{40.4289,-3.63332}],GeoPosition[{42.81201028,-1.64892307}],GeoPosition[ {36.70749234,-4.4485377}],GeoPosition[{39.9601707,-4.8323302}],GeoPosition[{43.39333333,-4.10472222}],GeoPosition[ {37.9873176,-1.128625}],GeoPosition[{36.58040243,-4.59560852}],GeoPosition[{38.08555556,-0.94694444}],GeoPosition[ {41.37913978,2.19221977}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.42023261,-3.70582086}],GeoPosition[ {38.8833,-7.16667}],GeoPosition[{38.2183634,-1.8611938}],GeoPosition[{40.9762713,-5.681302}],GeoPosition[ {37.8833,-6.55}],GeoPosition[{40.49357,-3.70939}],GeoPosition[{41.3869497,2.16965425}],GeoPosition[ {43.65,3.43333}],GeoPosition[{36.5569211,-4.6154003}],GeoPosition[{40.5991,-3.7123}],GeoPosition[ {39.1167,-6.68333}],GeoPosition[{40.56369066,-3.26565921}],GeoPosition[{37.8898697,-4.7905898}],GeoPosition[ {42.4207993,-2.7305}],GeoPosition[{40.4,-1.9}],GeoPosition[{39.53219013,-0.34607862}],GeoPosition[ {37.17779596,-3.59411807}],GeoPosition[{40.4,-3.68333}],GeoPosition[{43.4640694,-3.7971599}],GeoPosition[ {43.4188272,-3.9331366}],GeoPosition[{40.5991,-3.7123}],GeoPosition[{40.53222017,-3.78209919}],GeoPosition[ {43.30275,-8.50621}],GeoPosition[{41.37368552,2.15238798}],GeoPosition[{43.34864031,-4.046839}],GeoPosition[ {40.4841429,-3.6764268}],GeoPosition[{42.2333,-8.71667}],GeoPosition[{48.88518516,2.24597104}],GeoPosition[ {39.06611111,-5.72277778}],GeoPosition[{48.8590256,2.29811714}],GeoPosition[{40.90069481,-4.00677035}],GeoPosition[ {38.25,-0.7}],GeoPosition[{38.96888889,0.185}],GeoPosition[{36.13989025,-5.46883875}],GeoPosition[ {40.29131928,-4.01125147}],GeoPosition[{36.0518382,-5.64742392}],GeoPosition[{41.38684519,2.16994041}],GeoPosition[ {37.15296667,-3.59573611}],GeoPosition[{41.3763185,2.1834091}],GeoPosition[{35.88978241,-5.30684054}],GeoPosition[ {55.7668237,52.0091514}],GeoPosition[{41.41944,2.18607}],GeoPosition[{38.4026827,27.096052}],GeoPosition[ {51.51846268,-0.12437631}],GeoPosition[{43.29538678,-2.25752992}],GeoPosition[{36.721949,-4.3760171}],GeoPosition[ {43.44071549,-3.45493182}],GeoPosition[{41.33088104,2.1189703}],GeoPosition[{38.25,-3.61667}],GeoPosition[ {40.40935206,-3.70988471}],GeoPosition[{37.41944587,-5.96207143}],GeoPosition[{49.00584079,2.39881811}],GeoPosition[ {40.1167,-3.83333}],GeoPosition[{42.84719188,-2.67061315}],GeoPosition[{40.59497959,-3.70125521}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{36.71769346,-4.41354459}],GeoPosition[{37.3772,-5.98694}],GeoPosition[ {40.90868491,14.79644392}],GeoPosition[{36.6900482,-4.4451499}],GeoPosition[{38.1833,-1.11667}],GeoPosition[ {38.71267366,-9.13342898}],GeoPosition[{37.25,-6.95}],GeoPosition[{36.5333,-6.2833}],GeoPosition[ {42.46020799,-2.44442354}],GeoPosition[{40.4950199,-3.86959}],GeoPosition[{38.63068404,-9.15006638}],GeoPosition[ {40.43619218,-3.72979109}],GeoPosition[{41.11581226,1.2504891}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {37.8333,-0.783333}],GeoPosition[{36.83925342,-2.46443995}],GeoPosition[{38.25,-1.33333}],GeoPosition[ {36.6900482,-4.4451499}],GeoPosition[{37.97081837,-1.21971745}],GeoPosition[{37.386,-5.99034}],GeoPosition[ {41.39755625,2.19116105}],GeoPosition[{37.1689763,-3.6041965}],GeoPosition[{40.41,-3.719}],GeoPosition[ {43.25993,-2.93127}],GeoPosition[{36.83690735,-2.46293535}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{52.65516667,-1.12415667}],GeoPosition[{37.38363691,-5.97374937}],GeoPosition[ {40.4950199,-3.86959}],GeoPosition[{37.45406321,-6.02602536}],GeoPosition[{37.2,-3.6}],GeoPosition[ {40.43619218,-3.72979109}],GeoPosition[{37.388163,-5.982399}],GeoPosition[{43.37090042,-8.39742498}],GeoPosition[ {38.96307671,-3.89016746}],GeoPosition[{40.10337313,0.13017937}],GeoPosition[{41.65,-0.8833}],GeoPosition[ {42.8373847,-8.5462689}],GeoPosition[{39.4795113,-0.37922}],GeoPosition[{42.39490839,-8.70595424}],GeoPosition[ {42.13498359,-0.4070697}],GeoPosition[{39.9860497,-0.0396}],GeoPosition[{40.3673338,-3.5306863}],GeoPosition[ {37.38382721,-6.05579233}],GeoPosition[{42.4004215,-8.8079077}],GeoPosition[{41.48722222,2.18777778}],GeoPosition[ {37.3772202,-5.9865699}],GeoPosition[{40.48696523,-3.65718331}],GeoPosition[{37.36732439,-5.75599185}],GeoPosition[ {38.9,-6.33333333}],GeoPosition[{40.41423124,-3.68325234}],GeoPosition[{40.42023261,-3.70582086}],GeoPosition[ {40.42510246,-3.65971915}],GeoPosition[{42.6062332,-5.582241}],GeoPosition[{59.35,18.0667}],GeoPosition[ {39.5167,-3.08333}],GeoPosition[{39.6307793,-0.3334}],GeoPosition[{37.15296667,-3.59573611}],GeoPosition[ {47.5167,8.53333}],GeoPosition[{36.721949,-4.3760171}],GeoPosition[{37.56756757,-4.27357845}],GeoPosition[ {40.4333,-3.56667}],GeoPosition[{41.38684519,2.16994041}],GeoPosition[{40.49353115,-3.71088116}],GeoPosition[ {40.42070564,-3.69911697}],GeoPosition[{41.19086952,1.61061761}],GeoPosition[{40.4167,-3.70325}],GeoPosition[ {42.82880829,-1.58404543}],GeoPosition[{36.677511,-6.13025}],GeoPosition[{40.42510246,-3.65971915}],GeoPosition[ {39.71267528,-6.28570318}],GeoPosition[{43.3715,-8.396}],GeoPosition[{36.5570158,-4.6154279}],GeoPosition[ {37.17605438,-3.58720057}],GeoPosition[{42.2254101,-8.7241407}],GeoPosition[{42.6062332,-5.582241}],GeoPosition[ {40.44517335,-3.70315743}],GeoPosition[{40.0449862,-3.9040891}],GeoPosition[{40.42673,-3.70846}],GeoPosition[ {38.29221095,-0.59095305}],GeoPosition[{39.98943,-0.06691}],GeoPosition[{37.98619739,-1.12941104}],GeoPosition[ {37.77463,-3.78762}],GeoPosition[{37.56756757,-4.27357845}],GeoPosition[{37.38846383,-6.003628}],GeoPosition[ {36.50718481,-6.27867287}],GeoPosition[{36.7329216,-6.4398398}],GeoPosition[{37.98583617,-1.12934546}],GeoPosition[ {53.43835,-2.2773}],GeoPosition[{36.7333,-6.43333}],GeoPosition[{39.4709278,-6.37953597}],GeoPosition[ {40.97842251,37.8991228}],GeoPosition[{43.3670533,-5.8415574}],GeoPosition[{40.46619929,-3.56631316}],GeoPosition[ {40.3252561,-3.7686589}],GeoPosition[{40.104386,-3.697152}],GeoPosition[{51.4273911,6.9956498}],GeoPosition[ {43.2167,-3.08333}],GeoPosition[{53.4854315,-2.19173851}],GeoPosition[{39.96740739,-0.05649149}],GeoPosition[ {37.88509464,-4.77691404}],GeoPosition[{43.0324646,-2.4005608}],GeoPosition[{43.303952,-2.0051307}],GeoPosition[ {41.11407488,29.05427869}],GeoPosition[{40.4,-3.68333}],GeoPosition[{41.60460639,2.28910581}],GeoPosition[ {40.56572151,-3.26054564}],GeoPosition[{43.367485,-3.031048}],GeoPosition[{43.0324697,-2.4004348}],GeoPosition[ {40.415364,-3.707398}],GeoPosition[{41.38070318,2.18526048}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {36.73104525,-4.40743469}],GeoPosition[{41.42481613,1.82945275}],GeoPosition[{41.43952179,2.15840435}],GeoPosition[ {40.59559119,-3.69760384}],GeoPosition[{41.43087,2.16956308}],GeoPosition[{40.5655647,-3.91426432}],GeoPosition[ {40.4016685,-3.35691}],GeoPosition[{36.7167,-4.41667}],GeoPosition[{40.6090536,-3.7201866}],GeoPosition[ {40.41970731,-3.69855957}],GeoPosition[{40.4,-3.68333}],GeoPosition[{40.47222222,-3.56083333}],GeoPosition[ {40.56572151,-3.26054564}],GeoPosition[{41.87375832,2.28693523}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {41.44888889,2.24611111}],GeoPosition[{43.5417599,-5.66891}],GeoPosition[{40.48699343,-3.65704155}],GeoPosition[ {41.4667,-5.65}],GeoPosition[{36.8080098,-2.6320884}],GeoPosition[{40.41999312,-3.70032314}],GeoPosition[ {41.65393647,-0.87359352}],GeoPosition[{51.42706362,6.994077}],GeoPosition[{41.38401,2.16342}],GeoPosition[ {40.45916667,-3.85888889}],GeoPosition[{41.3879,2.16992}],GeoPosition[{43.5428201,-5.69349036}],GeoPosition[ {41.5087275,2.3964577}],GeoPosition[{36.7256463,-4.8597637}],GeoPosition[{41.3833,-1.58333}],GeoPosition[ {40.9785,-5.65053}],GeoPosition[{40.7631368,29.92201124}],GeoPosition[{43.303952,-2.0051307}],GeoPosition[ {40.17083333,-3.89694444}],GeoPosition[{38.9833,-3.93333}],GeoPosition[{38.0218258,-0.70339682}],GeoPosition[ {39.9833,-0.0333333}],GeoPosition[{42.25981158,-8.8123178}],GeoPosition[{43.360783,-5.870222}],GeoPosition[ {43.0324507,-2.4004593}],GeoPosition[{41.90833,12.48214}],GeoPosition[{43.7833,-0.933333}],GeoPosition[ {40.45688926,-3.64660216}],GeoPosition[{37.3778013,-5.9954946}],GeoPosition[{40.95,-4.11667}],GeoPosition[ {43.39333333,-4.10472222}],GeoPosition[{40.59559119,-3.69760384}],GeoPosition[{41.59582044,-4.67059399}],GeoPosition[ {43.28748,-5.63941}],GeoPosition[{44.93223809,7.61067152}],GeoPosition[{43.40606614,-5.81524922}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.91267743,-1.2988046}],GeoPosition[{37.25385,-6.94391}],GeoPosition[ {37.99147871,-1.18515053}],GeoPosition[{36.71751,-4.42068}],GeoPosition[{40.96532761,-5.66146902}],GeoPosition[ {40.48815006,-3.67043394}],GeoPosition[{41.38833224,2.14464607}],GeoPosition[{40.425,-3.69027778}],GeoPosition[ {51.50075556,-0.12466111}],GeoPosition[{36.572482,-6.216337}],GeoPosition[{40.4240871,-3.68736908}],GeoPosition[ {43.2687,-2.9461}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{36.7183,-4.4202}],GeoPosition[ {39.5715,2.6469}],GeoPosition[{37.3877,-6.0018}],GeoPosition[{39.4692,-0.3768}],GeoPosition[ {41.6517,-0.8813}],GeoPosition[{59.30588,17.98622}],GeoPosition[{40.41704446,-3.70354074}],GeoPosition[ {40.44231679,-3.65650699}],GeoPosition[{42.845163,-2.651796}],GeoPosition[{42.25981158,-8.8123178}],GeoPosition[ {40.81277778,0.52333333}],GeoPosition[{37.398825,-5.99413333}],GeoPosition[{40.56572151,-3.26054564}],GeoPosition[ {40.59559119,-3.69760384}],GeoPosition[{41.38052456,2.17517302}],GeoPosition[{40.68043,-6.11981383}],GeoPosition[ {36.35672915,-5.2309534}],GeoPosition[{36.45,-5.91667}],GeoPosition[{43.34168121,11.31597117}],GeoPosition[ {37.36732439,-5.75599185}],GeoPosition[{37.2464142,-1.8622043}],GeoPosition[{42.7964359,-1.6292328}],GeoPosition[ {39.06611111,-5.72277778}],GeoPosition[{37.37037635,-6.00033119}],GeoPosition[{41.3252983,2.10429}],GeoPosition[ {39.45080053,-6.50301218}],GeoPosition[{40.5991,-3.7123}],GeoPosition[{41.3252983,2.10429}],GeoPosition[ {37.8950765,-4.7777719}],GeoPosition[{40.4,-3.68333}],GeoPosition[{39.58386978,2.62412477}],GeoPosition[ {40.6667,-3.76667}],GeoPosition[{42.4544826,-6.05281091}],GeoPosition[{38.38994247,-0.44423691}],GeoPosition[ {43.34801863,-2.99985508}],GeoPosition[{60.173116,24.947318}],GeoPosition[{38.88555842,-7.02101217}],GeoPosition[ {37.8833,-4.76667}],GeoPosition[{43.36,-5.845}],GeoPosition[{38.53166667,-0.16388889}],GeoPosition[ {38.30464773,-3.57855415}],GeoPosition[{41.3833,2.18333}],GeoPosition[{37.78735434,-3.77685667}],GeoPosition[ {36.73333333,-3.58333333}],GeoPosition[{40.4796677,-3.3632984}],GeoPosition[{40.50329591,-3.69855957}],GeoPosition[ {40.50329591,-3.69855957}],GeoPosition[{40.40853,-3.69401}],GeoPosition[{39.96740739,-0.05649149}],GeoPosition[ {41.6488226,-0.8890853}],GeoPosition[{41.6488226,-0.8890853}],GeoPosition[{41.6488226,-0.8890853}],GeoPosition[ {41.6488226,-0.8890853}],GeoPosition[{41.6488226,-0.8890853}],GeoPosition[{41.3869497,2.16965425}],GeoPosition[ {37.4865941,-5.9480379}],GeoPosition[{41.3879,2.16992}],GeoPosition[{40.61010222,-3.71127673}],GeoPosition[ {42.2229952,-8.7214478}],GeoPosition[{37.16832963,-3.59653026}],GeoPosition[{41.86484423,12.55396691}],GeoPosition[ {41.6387749,-4.7488008}],GeoPosition[{43.34671858,-4.05440945}],GeoPosition[{45.4386,12.3267}],GeoPosition[ {40.42475519,-3.70302513}],GeoPosition[{40.09879738,-3.76266273}],GeoPosition[{38.0134392,-1.10365}],GeoPosition[ {51.50284358,0.00473798}],GeoPosition[{37.90909767,-3.00021353}],GeoPosition[{38.84391928,0.11694431}],GeoPosition[ {40.45259027,-3.68536378}],GeoPosition[{37.3886414,-5.99297}],GeoPosition[{48.8567,2.3508}],GeoPosition[ {41.3869497,2.16965425}],GeoPosition[{37.268993,-4.4119197}],GeoPosition[{40.490139,-3.87606}],GeoPosition[ {40.49187197,-3.59163041}],GeoPosition[{40.4167,-3.36667}],GeoPosition[{36.63736456,-4.48563767}],GeoPosition[ {40.4205284,-3.68735}],GeoPosition[{37.2844,-5.92417}],GeoPosition[{39.8667,-4.01667}],GeoPosition[ {40.1167,-2.91667}],GeoPosition[{38.40138889,-0.43666667}],GeoPosition[{40.64696691,-4.69703599}],GeoPosition[ {36.76358751,-2.10967699}],GeoPosition[{41.48416035,2.18837716}],GeoPosition[{40.7,-3.33333}],GeoPosition[ {38.18972222,-0.55555556}],GeoPosition[{43.5409835,-5.6604205}],GeoPosition[{40.4314995,-3.6935401}],GeoPosition[ {37.1606,-5.92361}],GeoPosition[{36.36614007,-5.22546576}],GeoPosition[{37.388163,-5.982399}],GeoPosition[ {40.46178096,-3.47198567}],GeoPosition[{43.30348372,-4.81830513}],GeoPosition[{40.4167599,-3.7068}],GeoPosition[ {39.46666667,-0.38333333}],GeoPosition[{36.11452879,-5.44054985}],GeoPosition[{37.2689917,-4.4119189}],GeoPosition[ {36.6890961,-4.4458326}],GeoPosition[{40.4167,-3.70325}],GeoPosition[{40.41539,-3.70258}],GeoPosition[ {43.0324452,-2.4005552}],GeoPosition[{40.92140896,29.12913434}],GeoPosition[{43.301,-2.9107}],GeoPosition[ {40.62746006,-3.17344386}],GeoPosition[{42.60434262,-0.12241642}],GeoPosition[{41.42481613,1.82945275}],GeoPosition[ {40.41123326,-3.70839}],GeoPosition[{37.621708,-0.7763343}],GeoPosition[{41.5572,2.11025}],GeoPosition[ {41.266088,-8.29148316}],GeoPosition[{41.5286598,2.1993563}],GeoPosition[{39.4640052,-0.3728072}],GeoPosition[ {41.6752351,-0.88425}],GeoPosition[{38.70960226,-9.13356843}],GeoPosition[{41.67473129,2.79436578}],GeoPosition[ {40.505759,-3.33283043}],GeoPosition[{42.18945917,-7.80421925}],GeoPosition[{40.47901042,-3.57210159}],GeoPosition[ {39.54557344,-0.56775001}],GeoPosition[{38.39860941,-0.42976375}],GeoPosition[{40.2833,-3.8}],GeoPosition[ {40.5243956,-3.20984005}],GeoPosition[{40.3667,-3.9}],GeoPosition[{36.59750693,-4.51343542}],GeoPosition[ {41.1833,-8.15}],GeoPosition[{37.87969964,-4.77961462}],GeoPosition[{40.97846751,-5.6505269}],GeoPosition[ {39.58033602,2.6430904}],GeoPosition[{42.45870211,-8.59704014}],GeoPosition[{53.53952807,-0.04597108}],GeoPosition[ {41.39006155,2.16800922}],GeoPosition[{39.4634102,-0.3916034}],GeoPosition[{50.7333,7.1}],GeoPosition[ {38.25,-0.7}],GeoPosition[{52.35155375,6.67868845}],GeoPosition[{42.5944252,-5.5719867}],GeoPosition[ {36.41845292,25.43168144}],GeoPosition[{36.71175042,-4.43262029}],GeoPosition[{42.2667,-8.78333}],GeoPosition[ {41.37604435,2.07089603}],GeoPosition[{40.4,-3.68333}],GeoPosition[{38.38994247,-0.44423691}],GeoPosition[ {51.4920006,-0.1256885}],GeoPosition[{41.5405078,2.4395216}],GeoPosition[{42.8014,-1.65972}],GeoPosition[ {40.5947489,-4.15672205}],GeoPosition[{48.20692453,16.36072508}],GeoPosition[{39.460283,-0.3524247}],GeoPosition[ {38.05582357,-1.21446052}],GeoPosition[{37.65,-5.53333}],GeoPosition[{36.7833,-5.56667}],GeoPosition[ {40.4167,-3.70325}],GeoPosition[{40.3867389,-3.7056456}],GeoPosition[{37.20699384,-3.63276954}],GeoPosition[ {37.15282609,-3.59581232}],GeoPosition[{40.42480671,-3.70301192}],GeoPosition[{40.4167,-5.88333}],GeoPosition[ {48.8567,2.3508}],GeoPosition[{39.5667,2.65}],GeoPosition[{40.4227295,-3.6880901}],GeoPosition[ {39.4563217,-0.36365}],GeoPosition[{51.51330224,-0.13134784}],GeoPosition[{38.21250592,-3.65106885}],GeoPosition[ {43.0324355,-2.4005304}],GeoPosition[{38.05,-1.66667}],GeoPosition[{41.3876863,2.1577512}],GeoPosition[ {41.5453199,2.1098}],GeoPosition[{37.9833835,-1.12904337}],GeoPosition[{36.8333,-2.45}],GeoPosition[ {40.42295,-3.69565}],GeoPosition[{37.39311137,-5.99186384}],GeoPosition[{42.1667,-1.7}],GeoPosition[ {37.38623328,-6.20176918}],GeoPosition[{43.42117555,-4.74932218}],GeoPosition[{42.1678238,-8.68882875}],GeoPosition[ {45.64834,0.160924}],GeoPosition[{40.4148712,-3.72082}],GeoPosition[{41.3374583,0.7356704}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{37.38244167,-5.99646667}],GeoPosition[{41.9004628,12.482636}],GeoPosition[ {38.0012436,-1.1389049}],GeoPosition[{36.74886,-4.41959}],GeoPosition[{36.9167,-2.43333}],GeoPosition[ {40.4065793,-3.7013652}],GeoPosition[{41.42524649,2.15713018}],GeoPosition[{40.4235382,-3.6844599}],GeoPosition[ {40.2833,-3.8}],GeoPosition[{37.1558784,-3.5902864}],GeoPosition[{41.39846472,2.21223156}],GeoPosition[ {42.65,-3.38333}],GeoPosition[{36.682007,-6.141089}],GeoPosition[{36.68246206,-4.46053505}],GeoPosition[ {36.61513253,-4.50625361}],GeoPosition[{43.5401611,-5.6600299}],GeoPosition[{36.6789924,-6.1364213}],GeoPosition[ {41.38544962,2.1701374}],GeoPosition[{43.5333,-5.7}],GeoPosition[{41.0802033,-4.419951}],GeoPosition[ {38.9833,-3.93333}],GeoPosition[{43.3699188,-8.4012203}],GeoPosition[{42.5,1.5}],GeoPosition[ {40.9667,-5.65}],GeoPosition[{35.8911891,-5.2983602}],GeoPosition[{37.36732439,-5.75599185}],GeoPosition[ {40.9667,-5.65}],GeoPosition[{40.4170284,-3.67658294}],GeoPosition[{41.37776,2.17415}],GeoPosition[ {40.41704884,-3.71156594}],GeoPosition[{48.892578,2.393893}],GeoPosition[{41.3207461,2.0156345}],GeoPosition[ {40.4583414,-3.7086533}],GeoPosition[{40.9499664,-5.6863333}],GeoPosition[{41.37119184,2.18178505}],GeoPosition[ {40.34806708,-3.70454373}],GeoPosition[{40.0844852,-2.2011065}],GeoPosition[{37.88982863,-1.35055391}],GeoPosition[ {42.01477,-4.5414}],GeoPosition[{36.67206439,-6.12012302}],GeoPosition[{37.6217082,-0.776333}],GeoPosition[ {41.18880783,-3.58352639}],GeoPosition[{35.8911891,-5.2983602}],GeoPosition[{37.1833,-3.6}],GeoPosition[ {39.4758821,-0.3711386}],GeoPosition[{41.3333,-5.08333}],GeoPosition[{42.8171692,-1.6421601}],GeoPosition[ {36.252091,-6.02516}],GeoPosition[{37.41727778,-5.99723333}],GeoPosition[{40.447731,-3.7051201}],GeoPosition[ {38.1,23.8833}],GeoPosition[{38.64274405,34.82927669}],GeoPosition[{40.45555556,-3.67666667}],GeoPosition[ {36.729853,-4.4181682}],GeoPosition[{40.4271937,-3.67837608}],GeoPosition[{38.26746538,-0.6978172}],GeoPosition[ {40.4301605,-3.6845}],GeoPosition[{53.0145659,-9.3980591}],GeoPosition[{37.97637391,-0.68447026}],GeoPosition[ {40.14000701,-4.404849}],GeoPosition[{43.27800522,-2.93664604}],GeoPosition[{40.4438782,-3.6956999}],GeoPosition[ {41.6233418,-4.75070198}],GeoPosition[{39.4863205,-0.35369}],GeoPosition[{37.1,-8.66667}],GeoPosition[ {42.01666667,-4.53333333}],GeoPosition[{40.4,-3.68333}],GeoPosition[{51.51330224,-0.13134784}],GeoPosition[ {43.26350556,-2.94839167}],GeoPosition[{36.8667,-6.16667}],GeoPosition[{36.4318695,25.4249592}],GeoPosition[ {40.41304268,-3.72217119}],GeoPosition[{40.41984891,-3.70164365}],GeoPosition[{61.65137732,7.27545664}],GeoPosition[ {41.57,2.013}],GeoPosition[{38.90497997,-6.61836476}],GeoPosition[{42.2355919,-8.7164097}],GeoPosition[ {40.4255905,-3.6900201}],GeoPosition[{37.25721406,-6.94783437}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {42.2,-4.383}],GeoPosition[{37.9943168,-0.6626142}],GeoPosition[{40.4266173,-3.6505221}],GeoPosition[ {51.507625,-0.09897}],GeoPosition[{42.2667,-8.78333}],GeoPosition[{40.42551845,-3.70415071}],GeoPosition[ {37.38619444,-5.99241667}],GeoPosition[{41.4108556,2.17724109}],GeoPosition[{42.4004215,-8.8079077}],GeoPosition[ {43.30972222,-2.0075}],GeoPosition[{38.61472222,-1.11972222}],GeoPosition[{41.384445,2.133314}],GeoPosition[ {39.06611111,-5.72277778}],GeoPosition[{41.384445,2.133314}],GeoPosition[{43.73666667,-7.87722222}],GeoPosition[ {50.94536919,6.98018334}],GeoPosition[{37.785,-3.9025}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {55.7663859,52.0090701}],GeoPosition[{40.4,-3.68333}],GeoPosition[{40.42203475,-3.69056988}],GeoPosition[ {37.19972222,-3.60472222}],GeoPosition[{40.4670386,-3.4369717}],GeoPosition[{51.9189,19.1343}],GeoPosition[ {41.3862,2.15997}],GeoPosition[{39.463405,-0.3915881}],GeoPosition[{40.3673338,-3.5306863}],GeoPosition[ {40.9504814,-4.12221}],GeoPosition[{39.47111111,-0.40083333}],GeoPosition[{48.83875005,2.37919344}],GeoPosition[ {40.49787,-3.66065}],GeoPosition[{41.33779853,2.0111497}],GeoPosition[{41.95,-2.93333}],GeoPosition[ {37.2450104,-6.9507399}],GeoPosition[{43.4414,-3.4575}],GeoPosition[{52.23696423,21.0004892}],GeoPosition[ {36.4545472,-5.7482493}],GeoPosition[{41.640468,-0.8971307}],GeoPosition[{37.3167,-4.36667}],GeoPosition[ {40.3691101,-3.6096101}],GeoPosition[{40.38423907,-3.76426}],GeoPosition[{36.78008269,-6.35206011}],GeoPosition[ {36.72117333,-4.47749957}],GeoPosition[{38.2667,-6.91667}],GeoPosition[{40.5833,-4.11667}],GeoPosition[ {37.38027778,-6.01083333}],GeoPosition[{42.07972222,0.03111111}],GeoPosition[{38.23745141,-1.56204454}],GeoPosition[ {41.3862,2.15997}],GeoPosition[{36.7167,-4.42328}],GeoPosition[{36.54940659,-4.66911459}],GeoPosition[ {36.7833,-6.35}],GeoPosition[{38.68919,-4.10674}],GeoPosition[{40.415741,-3.6988599}],GeoPosition[ {60.45,22.7}],GeoPosition[{40.96121,-5.66659}],GeoPosition[{42.6056,-5.57}],GeoPosition[ {40.65,-4.7}],GeoPosition[{43.26375628,-2.93355564}],GeoPosition[{38.25472222,-0.64611111}],GeoPosition[ {37.1833,-3.6}],GeoPosition[{42.4013405,-8.8115997}],GeoPosition[{40.41705713,-3.70667937}],GeoPosition[ {36.7167,-4.41667}],GeoPosition[{41.678466,2.784316}],GeoPosition[{41.683449,2.491277}],GeoPosition[ {48.892578,2.393893}],GeoPosition[{39.4728293,-0.3455679}],GeoPosition[{40.35,-4.01667}],GeoPosition[ {41.281083,-4.6881554}],GeoPosition[{37.5667,-1.25}],GeoPosition[{37.1570182,-3.6103398}],GeoPosition[ {36.53126,-6.29545}],GeoPosition[{40.4231491,-3.6849101}],GeoPosition[{39.4633992,-0.3915888}],GeoPosition[ {41.38115581,2.18580247}],GeoPosition[{41.7993514,12.59050369}],GeoPosition[{37.61855684,-0.99500286}],GeoPosition[ {41.06462271,29.00256028}],GeoPosition[{37.1570182,-3.6103398}],GeoPosition[{38.59922434,-0.05705293}],GeoPosition[ {37.386,-5.9983}],GeoPosition[{40.1167,-3.83333}],GeoPosition[{37.6889496,-0.96742}],GeoPosition[ {53.7985344,-1.54819}],GeoPosition[{38.352459,-0.48327024}],GeoPosition[{38.7167,-9.13333}],GeoPosition[ {41.61769318,-4.76176145}],GeoPosition[{40.97795137,-5.6499569}],GeoPosition[{40.4699935,-3.6929209}],GeoPosition[ {40.46269026,-3.69307128}],GeoPosition[{39.202755,-1.47468667}],GeoPosition[{48.88739515,2.17216163}],GeoPosition[ {39.47537,-6.37142}],GeoPosition[{41.80025955,12.59087099}],GeoPosition[{37.3167,-4.36667}],GeoPosition[ {51.46287614,-2.51063527}],GeoPosition[{40.41955025,-3.70536046}],GeoPosition[{40.1917,29.0611}],GeoPosition[ {36.4545472,-5.7482493}],GeoPosition[{40.4,-3.68333}],GeoPosition[{38.98648329,-3.91410436}],GeoPosition[ {41.35632322,2.12631605}],GeoPosition[{41.41476392,2.22700009}],GeoPosition[{39.8241371,-0.2525957}],GeoPosition[ {41.5087371,2.3965185}],GeoPosition[{36.71779,-4.45992}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {38.33694444,-0.48861111}],GeoPosition[{41.15,-8.61667}],GeoPosition[{39.6629041,-0.20898125}],GeoPosition[ {42.35819,-3.65955}],GeoPosition[{42.60464,-5.559291}],GeoPosition[{40.46911,-3.66099}],GeoPosition[ {40.96479854,-5.66481152}],GeoPosition[{42.22557696,-8.7082354}],GeoPosition[{37.2167,-7.4}],GeoPosition[ {43.37090042,-8.39742498}],GeoPosition[{39.98454234,-0.03791822}],GeoPosition[{39.46248884,-6.35177431}],GeoPosition[ {40.41704446,-3.70354074}],GeoPosition[{36.4624256,-5.7805187}],GeoPosition[{37.17644543,-3.59528192}],GeoPosition[ {38.01568,-6.52932}],GeoPosition[{41.4108556,2.17724109}],GeoPosition[{40.88235767,-5.58353347}],GeoPosition[ {41.65059447,-0.90896014}],GeoPosition[{39.4634308,-0.3915834}],GeoPosition[{39.99412211,-0.03089257}],GeoPosition[ {40.43605,-3.6888}],GeoPosition[{39.99046025,-6.53931792}],GeoPosition[{40.4209518,-3.68502}],GeoPosition[ {37.18123523,-3.592605}],GeoPosition[{38.51264096,-1.70157359}],GeoPosition[{40.41704446,-3.70354074}],GeoPosition[ {43.51115372,-5.69336937}],GeoPosition[{36.7167,-4.42328}],GeoPosition[{39.4846662,-0.6908978}],GeoPosition[ {41.5404999,2.4395169}],GeoPosition[{40.42277778,-3.71194444}],GeoPosition[{51.50497628,-0.08784797}],GeoPosition[ {39.96028,-4.83188}],GeoPosition[{36.71630521,-4.4140728}],GeoPosition[{40.8167,-5.81667}],GeoPosition[ {40.3773689,-3.9288499}],GeoPosition[{40.41704446,-3.70354074}],GeoPosition[{37.1897894,-3.6152508}],GeoPosition[ {40.93570574,-5.64818718}],GeoPosition[{40.90267326,-4.0065257}],GeoPosition[{41.3792683,2.1692843}],GeoPosition[ {51.53096685,-0.12090745}],GeoPosition[{40.82705277,-3.53822464}],GeoPosition[{37.88526304,-4.77420912}],GeoPosition[ {40.48275838,-3.36453028}],GeoPosition[{37.98412904,-1.1265381}],GeoPosition[{37.77514,-3.78811}],GeoPosition[ {53.43835,-2.2773}],GeoPosition[{40.41704446,-3.70354074}],GeoPosition[{41.3792683,2.1692843}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{39.7667,-3.18333}],GeoPosition[{43.29253351,-2.87734756}],GeoPosition[ {39.1673199,-5.05091}],GeoPosition[{41.14767579,1.39663871}],GeoPosition[{40.4489098,-3.6686499}],GeoPosition[ {40.1917,29.0611}],GeoPosition[{38.04596061,-1.00376643}],GeoPosition[{40.41309719,-3.72210479}],GeoPosition[ {43.34833333,-3.08833333}],GeoPosition[{41.5968787,2.18003}],GeoPosition[{41.66101174,2.20353202}],GeoPosition[ {37.7,-5.1}],GeoPosition[{41.37127,2.1594699}],GeoPosition[{41.3792683,2.1692843}],GeoPosition[ {36.18756258,-5.92066977}],GeoPosition[{41.5733058,2.23118888}],GeoPosition[{40.344252,-1.10933}],GeoPosition[ {41.3833,2.18333}],GeoPosition[{43.29253351,-2.87734756}],GeoPosition[{37.17605438,-3.58720057}],GeoPosition[ {37.02812549,-4.33723509}],GeoPosition[{41.39281746,2.17606894}],GeoPosition[{45.47588518,12.22894857}],GeoPosition[ {39.4633709,-0.391542}],GeoPosition[{40.4,-3.68333}],GeoPosition[{41.3792683,2.1692843}],GeoPosition[ {53.8888512,27.5202904}],GeoPosition[{40.41309719,-3.72210479}],GeoPosition[{37.34895308,-5.9874022}],GeoPosition[ {36.2445281,-5.9680754}],GeoPosition[{42.87995368,-8.54462963}],GeoPosition[{40.52208626,-3.64441085}],GeoPosition[ {41.286,1.982}],GeoPosition[{40.4,-3.68333}],GeoPosition[{42.465776,-2.44906}],GeoPosition[ {43.3132946,-1.9861278}],GeoPosition[{41.65094651,-0.8711177}],GeoPosition[{38.03553,-1.0767429}],GeoPosition[ {41.3792683,2.1692843}],GeoPosition[{41.64488994,-0.88624511}],GeoPosition[{41.64488994,-0.88624511}],GeoPosition[ {41.69327693,-0.82168107}],GeoPosition[{43.26901029,-2.93230499}],GeoPosition[{41.69327693,-0.82168107}],GeoPosition[ {41.3759193,2.1677401}],GeoPosition[{40.32761264,-3.88471411}],GeoPosition[{40.32586859,-6.29236799}],GeoPosition[ {39.54557344,-0.56775001}],GeoPosition[{37.78735434,-3.77685667}],GeoPosition[{39.4634233,-0.3915825}],GeoPosition[ {39.6629041,-0.20898125}],GeoPosition[{36.7235138,-4.41741484}],GeoPosition[{41.65040955,-0.8829747}],GeoPosition[ {41.41464,2.16586}],GeoPosition[{42.4279837,-8.6441984}],GeoPosition[{38.88869109,-3.71188946}],GeoPosition[ {40.41916667,-3.69305556}],GeoPosition[{41.3374583,0.7356704}],GeoPosition[{41.1857057,1.2306079}],GeoPosition[ {41.92271,-8.84349381}],GeoPosition[{42.58333333,-2.85}],GeoPosition[{37.3828,-5.97317}],GeoPosition[ {41.6572969,-0.8873822}],GeoPosition[{39.463415,-0.3915759}],GeoPosition[{43.3475,-4.1025}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{37.6887561,-4.4836778}],GeoPosition[{36.8956625,15.0646706}],GeoPosition[ {40.55,-3.63333}],GeoPosition[{40.44388889,-3.69138889}],GeoPosition[{41.39111,2.16651}],GeoPosition[ {48.85282112,2.39233277}],GeoPosition[{39.82423718,-0.252482}],GeoPosition[{41.37913978,2.19221977}],GeoPosition[ {43.0324046,-2.4003966}],GeoPosition[{39.5032501,2.5274}],GeoPosition[{41.63877,-0.89393}],GeoPosition[ {37.51240962,15.10345814}],GeoPosition[{38.8789,-6.9669}],GeoPosition[{52.3606937,4.8663007}],GeoPosition[ {39.72826106,2.98933084}],GeoPosition[{38.25,-6.3}],GeoPosition[{42.43682754,-2.44956635}],GeoPosition[ {39.50277778,-0.44055556}],GeoPosition[{41.4977485,2.3634084}],GeoPosition[{40.15,-5.23333}],GeoPosition[ {47.4316101,9.3746099}],GeoPosition[{41.2667,-8.08333}],GeoPosition[{36.5093002,-4.8810501}],GeoPosition[ {41.5404964,2.4395185}],GeoPosition[{39.4629874,-0.3416942}],GeoPosition[{37.416434,-6.155637}],GeoPosition[ {41.4396,2.19277}],GeoPosition[{39.4634313,-0.3915857}],GeoPosition[{37.8670647,-4.780191}],GeoPosition[ {43.3037,-8.50946}],GeoPosition[{37.98226367,-1.12431572}],GeoPosition[{41.6480942,-0.8864696}],GeoPosition[ {40.,-4.}],GeoPosition[{52.381905,13.1199934}],GeoPosition[{41.890419,12.4905901}],GeoPosition[ {36.7143781,-4.4366744}],GeoPosition[{37.41944587,-5.96207143}],GeoPosition[{43.5333,-5.7}],GeoPosition[ {40.4952102,-3.87750578}],GeoPosition[{40.2333,-3.68333}],GeoPosition[{37.27770172,-5.93673168}],GeoPosition[ {40.43983435,-3.73585564}],GeoPosition[{42.4279937,-8.6442092}],GeoPosition[{51.50226336,0.00404939}],GeoPosition[ {43.48158243,-3.52045869}],GeoPosition[{40.47222222,-3.56083333}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[ {40.43118,-3.70217}],GeoPosition[{41.30909887,1.93486661}],GeoPosition[{40.3673338,-3.5306863}],GeoPosition[ {40.44047959,-3.70810139}],GeoPosition[{40.4806945,-3.73809154}],GeoPosition[{37.47472531,-4.42430011}],GeoPosition[ {40.52208626,-3.64441085}],GeoPosition[{40.42737501,-3.67230138}],GeoPosition[{39.94046,-0.11501}],GeoPosition[ {43.34749886,-8.20415965}],GeoPosition[{38.39357612,-0.5182757}],GeoPosition[{40.41355556,-3.68205556}],GeoPosition[ {40.40790586,-3.64748243}],GeoPosition[{39.4630575,-0.3913726}],GeoPosition[{40.0288472,-6.09019532}],GeoPosition[ {51.45605182,-2.59314023}],GeoPosition[{37.38539793,-5.99378468}],GeoPosition[{40.6667,-4.58333}],GeoPosition[ {40.42702232,-3.68672031}],GeoPosition[{37.9833,-1.16667}],GeoPosition[{50.0860455,14.41648259}],GeoPosition[ {43.2678114,-2.9516094}],GeoPosition[{36.7,-3.48333}],GeoPosition[{37.8884583,-4.77529}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{36.6900482,-4.4451499}],GeoPosition[{38.78752892,0.17385996}],GeoPosition[ {39.4634191,-0.3915756}],GeoPosition[{41.23608359,1.80866182}],GeoPosition[{41.16193939,1.11995125}],GeoPosition[ {48.8590256,2.29811714}],GeoPosition[{36.5093002,-4.8810501}],GeoPosition[{40.2845218,-3.8043293}],GeoPosition[ {36.83159541,-2.46082224}],GeoPosition[{40.32431595,-3.7827728}],GeoPosition[{39.47313776,-6.37551688}],GeoPosition[ {37.98226367,-1.12431572}],GeoPosition[{36.7143839,-4.4366857}],GeoPosition[{40.42369067,-3.68624557}],GeoPosition[ {42.88194444,-1.91694444}],GeoPosition[{48.85348,2.30932}],GeoPosition[{53.3478,-6.2597}],GeoPosition[ {41.6167,0.616667}],GeoPosition[{37.20515832,-7.23581984}],GeoPosition[{37.2333,-5.31667}],GeoPosition[ {43.52513079,-5.67783648}],GeoPosition[{40.104386,-3.697152}],GeoPosition[{40.9667,-5.65}],GeoPosition[ {37.3667,-6.38333}],GeoPosition[{40.35719,-4.32655}],GeoPosition[{40.34392579,27.98112195}],GeoPosition[ {37.42757017,-5.98230202}],GeoPosition[{39.3931075,-3.2219397}],GeoPosition[{39.4635095,-0.3912667}],GeoPosition[ {41.44888889,2.24611111}],GeoPosition[{51.4552944,-2.62619398}],GeoPosition[{37.5167,-4.65}],GeoPosition[ {38.28186223,26.37396628}],GeoPosition[{39.88225555,-0.09872931}],GeoPosition[{36.5167,-4.88333}],GeoPosition[ {41.37401,2.12762}],GeoPosition[{43.48138889,-3.51861111}],GeoPosition[{45.47546711,9.19215592}],GeoPosition[ {37.3891716,-5.9790401}],GeoPosition[{40.03204424,-3.60315578}],GeoPosition[{37.60835042,-5.73441175}],GeoPosition[ {51.51133727,-0.30490624}],GeoPosition[{37.1611866,-5.9349125}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {41.42481613,1.82945275}],GeoPosition[{45.4439809,9.20506137}],GeoPosition[{41.20965851,13.58523603}],GeoPosition[ {42.7167,-6.46667}],GeoPosition[{39.4744,-0.37273}],GeoPosition[{36.13527778,-5.84555556}],GeoPosition[ {40.4284782,-3.70346}],GeoPosition[{42.34742699,-3.69537076}],GeoPosition[{51.50075556,-0.12466111}],GeoPosition[ {36.9833,-3.6}],GeoPosition[{42.4258874,-8.6473391}],GeoPosition[{43.5333,-5.7}],GeoPosition[ {37.15414722,-3.59528056}],GeoPosition[{42.125,3.12916667}],GeoPosition[{40.38423907,-3.76426}],GeoPosition[ {41.38110454,2.1782953}],GeoPosition[{36.5093002,-4.8810501}],GeoPosition[{43.2964,5.37}],GeoPosition[ {42.81362,-1.6474899}],GeoPosition[{39.8667,-4.01667}],GeoPosition[{52.5006,13.3989}],GeoPosition[ {37.20699384,-3.63276954}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{36.9201088,-6.0805001}],GeoPosition[ {38.90869352,1.43704719}],GeoPosition[{36.65124219,-4.47355483}],GeoPosition[{43.3387649,-8.4097711}],GeoPosition[ {39.47424897,-0.37572719}],GeoPosition[{40.9785,-5.65053}],GeoPosition[{38.86851441,1.33189042}],GeoPosition[ {41.40384119,2.17477799}],GeoPosition[{40.510617,-3.366406}],GeoPosition[{42.8354837,-8.5432552}],GeoPosition[ {42.01666667,-4.53333333}],GeoPosition[{40.40945,-3.70428}],GeoPosition[{41.4533918,2.2073586}],GeoPosition[ {37.09428594,-3.3987036}],GeoPosition[{36.75366775,-2.8038425}],GeoPosition[{41.22027778,1.53472222}],GeoPosition[ {37.1965834,-5.9117798}],GeoPosition[{37.42307125,-5.90051651}],GeoPosition[{40.45,-3.48333}],GeoPosition[ {37.41006984,-6.00618713}],GeoPosition[{42.5167,-1.4}],GeoPosition[{36.7265249,-4.4248585}],GeoPosition[ {40.42251,-3.6977}],GeoPosition[{36.6951995,-6.12488936}],GeoPosition[{38.9,-6.33333333}],GeoPosition[ {41.55300724,2.266826}],GeoPosition[{39.47537,-6.37142}],GeoPosition[{40.33318511,-3.86632233}],GeoPosition[ {41.64442035,-0.88042155}],GeoPosition[{42.8833,-8.55}],GeoPosition[{43.26739901,-2.94202732}],GeoPosition[ {42.36128158,-3.70906189}],GeoPosition[{42.2667,-8.78333}],GeoPosition[{52.48218563,13.43130764}],GeoPosition[ {37.59937118,-0.9850589}],GeoPosition[{38.26385129,-0.69537369}],GeoPosition[{53.89611155,27.55321841}],GeoPosition[ {36.99638336,-6.55351639}],GeoPosition[{38.92495,-6.338962}],GeoPosition[{41.38805556,2.1875}],GeoPosition[ {40.4258211,-3.6486275}],GeoPosition[{37.40289556,-6.03335992}],GeoPosition[{41.6552455,-4.719317}],GeoPosition[ {38.4453072,-9.1032513}],GeoPosition[{36.8955444,8.4466991}],GeoPosition[{40.47901042,-3.57210159}],GeoPosition[ {39.5333,-5.63333}],GeoPosition[{37.15296667,-3.59573611}],GeoPosition[{40.29131928,-4.01125147}],GeoPosition[ {36.49942085,-4.79641798}],GeoPosition[{38.92620772,-6.35130474}],GeoPosition[{40.42250614,-3.70930531}],GeoPosition[ {38.87267461,-6.9805445}],GeoPosition[{39.4634033,-0.3915597}],GeoPosition[{48.892578,2.393893}],GeoPosition[ {42.3411,-3.7283}],GeoPosition[{37.43385027,-1.50332843}],GeoPosition[{37.388163,-5.982399}],GeoPosition[ {36.9833,-2.6}],GeoPosition[{40.49266922,-3.87414329}],GeoPosition[{36.7052421,-4.45732}],GeoPosition[ {41.5444908,2.1173201}],GeoPosition[{45.6333,13.8}],GeoPosition[{39.5032501,2.5274}],GeoPosition[ {39.46722078,-0.32368479}],GeoPosition[{39.4754717,-0.3931521}],GeoPosition[{40.4,-3.65}],GeoPosition[ {41.39083842,2.16498126}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{43.29234992,-2.99193378}],GeoPosition[ {36.8294601,-2.45191}],GeoPosition[{40.42002,-3.69891}],GeoPosition[{40.4257,-3.697}],GeoPosition[ {40.39623257,-3.70850891}],GeoPosition[{43.30197053,-2.00942405}],GeoPosition[{41.538867,2.124778}],GeoPosition[ {40.42856974,-3.69939178}],GeoPosition[{40.39019832,-3.76239606}],GeoPosition[{41.65281063,-0.91181379}],GeoPosition[ {41.65089885,-0.87121894}],GeoPosition[{40.4369871,-3.6865434}],GeoPosition[{41.65281063,-0.91181379}],GeoPosition[ {41.65094651,-0.8711177}],GeoPosition[{40.23238425,-3.75549226}],GeoPosition[{42.0243036,12.8069043}],GeoPosition[ {37.4063416,-5.9559002}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{36.6900482,-4.4451499}],GeoPosition[ {40.42113169,-3.70106051}],GeoPosition[{50.82335,-0.13945}],GeoPosition[{43.2569,-2.9236}],GeoPosition[ {37.25,-6.95}],GeoPosition[{41.1857057,1.2306079}],GeoPosition[{41.2161417,1.5312442}],GeoPosition[ {43.29234992,-2.99193378}],GeoPosition[{37.97081837,-1.21971745}],GeoPosition[{41.38807,2.16945}],GeoPosition[ {40.43533934,-3.68208046}],GeoPosition[{45.5068817,12.6498499}],GeoPosition[{40.4258215,-3.6486274}],GeoPosition[ {41.11773367,-8.62239848}],GeoPosition[{40.41704446,-3.70354074}],GeoPosition[{37.3828,-5.97317}],GeoPosition[ {39.46666667,-0.38333333}],GeoPosition[{40.33318511,-3.86632233}],GeoPosition[{40.41782128,-3.6844646}],GeoPosition[ {39.8500099,-0.15493}],GeoPosition[{37.9333,-1.15}],GeoPosition[{37.6,-0.983333}],GeoPosition[ {42.03643026,0.12670397}],GeoPosition[{39.5167,-3.08333}],GeoPosition[{40.972323,-5.64893067}],GeoPosition[ {48.86483,2.37738}],GeoPosition[{41.15,-8.61667}],GeoPosition[{37.6096977,-0.9819158}],GeoPosition[ {41.08819038,-6.00105573}],GeoPosition[{41.3821719,2.1833069}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[ {38.42621,-6.41066}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{36.42318759,-5.15075666}],GeoPosition[ {41.43952179,2.15840435}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{53.60152219,10.05066643}],GeoPosition[ {50.0833,14.4167}],GeoPosition[{39.4702,-0.376805}],GeoPosition[{42.1371689,-8.80058}],GeoPosition[ {42.24910118,-8.6978938}],GeoPosition[{39.47444277,-0.3592314}],GeoPosition[{47.75,-3.36667}],GeoPosition[ {37.2,-3.6}],GeoPosition[{41.32749132,2.09502976}],GeoPosition[{43.48132035,-8.24252594}],GeoPosition[ {41.4052557,2.1596059}],GeoPosition[{40.4123383,-3.7033501}],GeoPosition[{36.77529,-4.10032}],GeoPosition[ {38.5167948,-1.7007898}],GeoPosition[{39.4254719,-3.3574633}],GeoPosition[{40.4,-1.45}],GeoPosition[ {40.4365082,-3.6389301}],GeoPosition[{40.39953309,-3.7026908}],GeoPosition[{43.30850182,-5.05452948}],GeoPosition[ {40.9667,-5.65}],GeoPosition[{51.6906364,-0.41872792}],GeoPosition[{37.18156911,-6.96914978}],GeoPosition[ {43.4874478,-8.2180981}],GeoPosition[{43.063862,-5.389159}],GeoPosition[{52.09134833,4.997919}],GeoPosition[ {41.35,-8.46667}],GeoPosition[{41.3869497,2.16965425}],GeoPosition[{41.3833,2.18333}],GeoPosition[ {40.4,-1.9}],GeoPosition[{39.5032501,2.5274}],GeoPosition[{36.5291899,-6.29357458}],GeoPosition[ {37.56988888,-6.23165131}],GeoPosition[{40.0663664,-6.65409821}],GeoPosition[{37.39042917,-5.99476612}],GeoPosition[ {57.1768605,26.74386027}],GeoPosition[{40.41024652,-3.8882116}],GeoPosition[{41.3821,2.03896}],GeoPosition[ {41.65418248,-4.71291824}],GeoPosition[{40.40401604,-3.6780587}],GeoPosition[{42.5971489,-5.5661898}],GeoPosition[ {43.1422195,-2.0714099}],GeoPosition[{40.03273875,-6.09991833}],GeoPosition[{43.21377996,-8.6913}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{36.1833,-5.38333}],GeoPosition[{38.89207647,1.40930872}],GeoPosition[ {41.5466933,2.1281209}],GeoPosition[{43.2303496,11.4234898}],GeoPosition[{38.95719652,-5.86137985}],GeoPosition[ {41.38513433,2.17031722}],GeoPosition[{43.36196769,-8.25062266}],GeoPosition[{41.39683492,2.20101847}],GeoPosition[ {40.2333,-3.68333}],GeoPosition[{36.5167,-5.86667}],GeoPosition[{41.6552254,-4.7192665}],GeoPosition[ {37.98226367,-1.12431572}],GeoPosition[{43.44761131,-3.85661742}],GeoPosition[{41.6387749,-4.7488008}],GeoPosition[ {41.0666008,1.0625}],GeoPosition[{40.400864,-3.6060372}],GeoPosition[{41.44792533,2.25063312}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{41.9333,-1.68333}],GeoPosition[{41.1167,1.18333}],GeoPosition[ {40.90267326,-4.0065257}],GeoPosition[{38.6827169,-6.4096527}],GeoPosition[{41.38413833,2.18285333}],GeoPosition[ {40.42520815,-3.71356593}],GeoPosition[{37.17605438,-3.58720057}],GeoPosition[{36.58069633,-6.26124432}],GeoPosition[ {38.6827175,-6.4096528}],GeoPosition[{45.47811022,9.12389926}],GeoPosition[{37.88002344,-4.77486849}],GeoPosition[ {38.26746538,-0.6978172}],GeoPosition[{43.29234992,-2.99193378}],GeoPosition[{50.98224347,-0.68069379}],GeoPosition[ {41.82299,3.05811}],GeoPosition[{53.33947929,-2.73749427}],GeoPosition[{42.4333,-8.63333}],GeoPosition[ {38.72983916,0.10560165}],GeoPosition[{36.6833,-6.13333}],GeoPosition[{39.53001581,-0.44137339}],GeoPosition[ {37.2292,-6.8925}],GeoPosition[{43.37090042,-8.39742498}],GeoPosition[{41.651279,-0.884648}],GeoPosition[ {36.49920107,-4.79644669}],GeoPosition[{38.09356621,-3.62938111}],GeoPosition[{37.17282662,-3.60210386}],GeoPosition[ {42.36344465,-8.67409499}],GeoPosition[{43.31672585,-1.97540229}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {37.98226367,-1.12431572}],GeoPosition[{40.3892007,-3.628145}],GeoPosition[{48.85263214,2.33454681}],GeoPosition[ {42.5803,0.33622}],GeoPosition[{39.71945,2.87216}],GeoPosition[{37.9,-4.36667}],GeoPosition[ {42.80577214,-1.64060465}],GeoPosition[{37.9167,-3.}],GeoPosition[{39.51218,-3.00083}],GeoPosition[ {40.4008509,-3.6060137}],GeoPosition[{40.4224957,-3.5691925}],GeoPosition[{40.4064282,-3.60035407}],GeoPosition[ {40.41221413,-3.70332384}],GeoPosition[{40.44133662,-3.78381034}],GeoPosition[{43.4599612,-3.8062227}],GeoPosition[ {41.38684519,2.16994041}],GeoPosition[{36.9410667,-3.3105621}],GeoPosition[{39.8874614,32.8880109}],GeoPosition[ {55.86156355,-4.25177796}],GeoPosition[{59.93231087,10.71258476}],GeoPosition[{41.35366048,1.7051315}],GeoPosition[ {43.31672585,-1.97540229}],GeoPosition[{39.7,-4.26667}],GeoPosition[{40.104386,-3.697152}],GeoPosition[ {42.03643026,0.12670397}],GeoPosition[{41.65,-4.71667}],GeoPosition[{37.33574629,-6.54333971}],GeoPosition[ {39.5667,3.08333}],GeoPosition[{37.38755431,-5.99712878}],GeoPosition[{40.4331647,-3.60968867}],GeoPosition[ {39.4833,-6.36667}],GeoPosition[{41.11773367,-8.62239848}],GeoPosition[{40.03455441,-2.14402791}],GeoPosition[ {52.3731,4.8922}],GeoPosition[{37.8884583,-4.77529}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {37.1833,-3.6}],GeoPosition[{57.1476,-2.0992}],GeoPosition[{40.42250614,-3.70930531}],GeoPosition[ {43.31672585,-1.97540229}],GeoPosition[{52.3728034,4.8777267}],GeoPosition[{43.36,-5.845}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{43.29234992,-2.99193378}],GeoPosition[{40.40196779,-3.68159467}],GeoPosition[ {38.8632099,-1.1048289}],GeoPosition[{36.59588419,-4.6371022}],GeoPosition[{38.9833,-1.85}],GeoPosition[ {36.52992077,-6.29231606}],GeoPosition[{43.4874625,-8.2180941}],GeoPosition[{40.42676097,-3.69829673}],GeoPosition[ {37.37846497,-6.14924178}],GeoPosition[{37.39291969,-5.98688863}],GeoPosition[{43.31672585,-1.97540229}],GeoPosition[ {40.2962637,-3.4437545}],GeoPosition[{37.1611982,-5.9349306}],GeoPosition[{39.4597358,-0.3383939}],GeoPosition[ {41.4094054,2.1465309}],GeoPosition[{40.40399612,-3.67781715}],GeoPosition[{40.6333,-3.16667}],GeoPosition[ {37.98509415,-1.122877}],GeoPosition[{41.36228739,2.10446943}],GeoPosition[{40.42251,-3.6977}],GeoPosition[ {38.68333333,-7.1}],GeoPosition[{40.43379116,-3.68521514}],GeoPosition[{41.31482154,2.01339072}],GeoPosition[ {38.7167,-9.13333}],GeoPosition[{41.65699218,-0.88533551}],GeoPosition[{52.06877048,-1.02363776}],GeoPosition[ {43.485269,-5.6544555}],GeoPosition[{37.6033576,-0.9963392}],GeoPosition[{44.78656769,20.4489212}],GeoPosition[ {37.38623328,-6.20176918}],GeoPosition[{36.7833,-2.81667}],GeoPosition[{38.79596756,-4.86637343}],GeoPosition[ {53.35,-2.73333}],GeoPosition[{53.8439,29.}],GeoPosition[{36.6833,-6.13333}],GeoPosition[ {40.4246902,-3.71369}],GeoPosition[{42.50824501,1.53104743}],GeoPosition[{36.77169176,-5.48258917}],GeoPosition[ {36.72129375,-4.43192642}],GeoPosition[{39.58167062,2.67346085}],GeoPosition[{40.42251,-3.6977}],GeoPosition[ {41.6662,-1.0416}],GeoPosition[{38.85377759,0.08508286}],GeoPosition[{38.7167,-9.13333}],GeoPosition[ {36.022728,7.6072441}],GeoPosition[{41.37733307,2.14951477}],GeoPosition[{37.9807825,23.73275315}],GeoPosition[ {39.4968992,-0.4029734}],GeoPosition[{40.49266922,-3.87414329}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {51.45,-2.58333}],GeoPosition[{40.3167,-3.85}],GeoPosition[{41.46969544,2.08933168}],GeoPosition[ {41.93873907,-8.65587171}],GeoPosition[{38.8833,-3.71667}],GeoPosition[{42.46085,-2.43665}],GeoPosition[ {41.36415055,2.1403078}],GeoPosition[{40.41938537,-3.70600323}],GeoPosition[{40.41462,-3.70133}],GeoPosition[ {37.18141299,-3.59344216}],GeoPosition[{36.54370997,-4.62280088}],GeoPosition[{40.47199704,-3.36408279}],GeoPosition[ {35.92413765,14.48905851}],GeoPosition[{39.4489218,2.74989146}],GeoPosition[{40.54594824,-3.45845171}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{42.34324225,-3.69773427}],GeoPosition[{42.23494941,-8.71227448}],GeoPosition[ {39.97932021,-0.06316234}],GeoPosition[{40.42577686,-3.70718708}],GeoPosition[{43.2687,-2.9461}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{36.7183,-4.4202}],GeoPosition[{39.5715,2.6469}],GeoPosition[ {37.3877,-6.0018}],GeoPosition[{38.6,-0.05}],GeoPosition[{39.4692,-0.3768}],GeoPosition[ {40.4462184,-3.8612282}],GeoPosition[{41.6517,-0.8813}],GeoPosition[{43.00684367,-8.6232827}],GeoPosition[ {36.9019255,-6.0389805}],GeoPosition[{42.51424769,-8.81704113}],GeoPosition[{36.71203413,-4.43310047}],GeoPosition[ {38.9,-6.33333333}],GeoPosition[{41.3984184,2.2000699}],GeoPosition[{51.2333,6.7833}],GeoPosition[ {43.36277357,-8.4243991}],GeoPosition[{41.9738783,2.8032615}],GeoPosition[{41.5457916,2.09231}],GeoPosition[ {40.2214813,28.9778595}],GeoPosition[{40.4272614,-3.6946299}],GeoPosition[{40.5991,-3.7123}],GeoPosition[ {40.35824097,-0.70048949}],GeoPosition[{39.4853096,-0.32541}],GeoPosition[{43.3610232,-5.8540479}],GeoPosition[ {41.64488994,-0.88624511}],GeoPosition[{41.69327693,-0.82168107}],GeoPosition[{48.64584624,9.45784228}],GeoPosition[ {41.65089885,-0.87121894}],GeoPosition[{42.7719827,11.10084169}],GeoPosition[{41.64899644,-0.90440085}],GeoPosition[ {39.06611111,-5.72277778}],GeoPosition[{41.64899644,-0.90440085}],GeoPosition[{41.6468143,-0.86176069}],GeoPosition[ {40.36331657,-3.73908846}],GeoPosition[{41.64899644,-0.90440085}],GeoPosition[{48.8567,2.3508}],GeoPosition[ {37.15414722,-3.59528056}],GeoPosition[{36.74503408,-4.04584038}],GeoPosition[{40.4333,-3.56667}],GeoPosition[ {51.50645604,-0.14723167}],GeoPosition[{40.35581163,-3.78057953}],GeoPosition[{36.54166667,-4.625}],GeoPosition[ {41.0332956,0.6082402}],GeoPosition[{36.7167,-3.68333}],GeoPosition[{43.29234992,-2.99193378}],GeoPosition[ {48.8590256,2.29811714}],GeoPosition[{40.48688252,-3.65710806}],GeoPosition[{35.2886679,-2.93590657}],GeoPosition[ {39.16388889,-0.25166667}],GeoPosition[{50.10950009,14.45121186}],GeoPosition[{40.42334735,-3.69078884}],GeoPosition[ {38.8,-9.38333}],GeoPosition[{37.6167,-5.71667}],GeoPosition[{40.170002,-3.6654}],GeoPosition[ {39.4333,-0.466667}],GeoPosition[{40.40906514,-3.69316821}],GeoPosition[{41.4000206,2.1986799}],GeoPosition[ {41.40459229,33.78495938}],GeoPosition[{36.161318,-5.457138}],GeoPosition[{48.892578,2.393893}],GeoPosition[ {42.4354262,-8.6475116}],GeoPosition[{37.15712742,-3.58391478}],GeoPosition[{39.5632475,-0.4003081}],GeoPosition[ {39.94004,-0.09923}],GeoPosition[{40.41663279,-3.70355129}],GeoPosition[{37.8798284,-4.7575453}],GeoPosition[ {41.37230062,2.12940241}],GeoPosition[{40.43672921,-3.68644036}],GeoPosition[{48.2356006,16.3501747}],GeoPosition[ {39.5661809,2.5945643}],GeoPosition[{40.6333,-3.16667}],GeoPosition[{42.0104439,-4.524281}],GeoPosition[ {43.56503188,-6.64939069}],GeoPosition[{42.8767395,-8.5434103}],GeoPosition[{41.3159396,-8.369254}],GeoPosition[ {40.4466221,-3.6924595}],GeoPosition[{40.425,-3.69027778}],GeoPosition[{43.5333,-5.7}],GeoPosition[ {43.53575798,-5.66876568}],GeoPosition[{37.20805556,-3.6}],GeoPosition[{41.5218936,1.8941714}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{36.8333,-2.45}],GeoPosition[{41.42386768,2.1352761}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.64247629,-3.98909588}],GeoPosition[{44.78656769,20.4489212}],GeoPosition[ {42.4350692,-8.648199}],GeoPosition[{43.3129956,-8.42094641}],GeoPosition[{41.37388,2.141275}],GeoPosition[ {40.55,-3.63333}],GeoPosition[{48.85819105,2.29405589}],GeoPosition[{52.3731,4.8922}],GeoPosition[ {41.61341424,-0.91520963}],GeoPosition[{40.4267387,-3.711}],GeoPosition[{39.01389741,-0.17371505}],GeoPosition[ {51.52333333,-0.15833333}],GeoPosition[{40.40963836,-3.69279764}],GeoPosition[{40.65,-4.7}],GeoPosition[ {37.3761986,-5.99141011}],GeoPosition[{39.5632345,-0.4002925}],GeoPosition[{36.5191544,-5.3168673}],GeoPosition[ {43.00606115,-7.55936056}],GeoPosition[{37.98239778,13.84085223}],GeoPosition[{37.9861,-1.1303}],GeoPosition[ {38.53166667,-0.16388889}],GeoPosition[{40.372935,-3.629559}],GeoPosition[{36.52980073,-6.29319415}],GeoPosition[ {41.39006155,2.16800922}],GeoPosition[{43.40317855,-3.94905884}],GeoPosition[{40.3673338,-3.5306863}],GeoPosition[ {40.42044,-3.69556}],GeoPosition[{40.3100614,-3.721672}],GeoPosition[{39.5167,-3.08333}],GeoPosition[ {43.3715,-8.396}],GeoPosition[{43.4208959,-3.8370643}],GeoPosition[{40.4467172,-4.00324513}],GeoPosition[ {38.7167,-9.13333}],GeoPosition[{40.38423907,-3.76426}],GeoPosition[{40.4064282,-3.60035407}],GeoPosition[ {36.723333,-4.411667}],GeoPosition[{40.41649878,-3.6841619}],GeoPosition[{41.5333,2.45}],GeoPosition[ {41.8969238,12.3879894}],GeoPosition[{43.31224723,-3.02216032}],GeoPosition[{39.4597094,-0.3384841}],GeoPosition[ {37.98509415,-1.122877}],GeoPosition[{44.45413123,26.08793549}],GeoPosition[{43.3699188,-8.4012203}],GeoPosition[ {37.385849,-5.99927}],GeoPosition[{36.52855589,-4.62604539}],GeoPosition[{40.42307,-3.65708}],GeoPosition[ {41.3744373,2.16968919}],GeoPosition[{38.53541622,-0.11640786}],GeoPosition[{41.65,-0.8833}],GeoPosition[ {37.3761986,-5.99141011}],GeoPosition[{41.37608057,2.15416375}],GeoPosition[{40.40370952,-3.70545072}],GeoPosition[ {37.2,-3.76667}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{39.5632116,-0.4002906}],GeoPosition[{40.42669324,-1.56040677}],GeoPosition[ {38.4833,-0.783333}],GeoPosition[{39.49016504,2.47869907}],GeoPosition[{36.7255976,-4.8597821}],GeoPosition[ {43.36015,-8.41416}],GeoPosition[{40.45281665,-3.68896181}],GeoPosition[{37.1833,-3.6}],GeoPosition[ {39.4621444,-0.3669386}],GeoPosition[{40.51655974,-3.91755105}],GeoPosition[{40.46683648,-3.69341357}],GeoPosition[ {36.72103179,-4.4218972}],GeoPosition[{36.8404364,-2.46596596}],GeoPosition[{38.54206547,-0.12024771}],GeoPosition[ {47.48138889,19.05555556}],GeoPosition[{59.91827277,10.75990638}],GeoPosition[{36.7,-6.1167}],GeoPosition[ {36.8333,-2.45}],GeoPosition[{36.7486295,-3.0035441}],GeoPosition[{37.38582123,-5.99843975}],GeoPosition[ {36.1681,-5.35167}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {39.5667,2.65}],GeoPosition[{39.6,-3.1}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {37.8833,-4.76667}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{39.71945,2.87216}],GeoPosition[ {40.4147186,-3.73017}],GeoPosition[{37.40444444,-5.99722222}],GeoPosition[{43.29234992,-2.99193378}],GeoPosition[ {40.40600522,-3.69980188}],GeoPosition[{36.65671536,-4.47873606}],GeoPosition[{40.6408691,-3.9948001}],GeoPosition[ {37.1833,-3.6}],GeoPosition[{41.40263711,2.15726655}],GeoPosition[{40.1954567,-3.684843}],GeoPosition[ {40.45259027,-3.68536378}],GeoPosition[{39.98758393,-0.04784712}],GeoPosition[{36.7016392,-4.4432256}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.6,-3.5}],GeoPosition[{39.41487195,-0.38711247}],GeoPosition[ {43.4874718,-8.2180753}],GeoPosition[{44.91799,-0.241668}],GeoPosition[{44.91799,-0.241668}],GeoPosition[ {43.539996,2.264469}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{43.3789332,-8.40128228}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{45.163483,0.572225}],GeoPosition[ {42.79267085,-4.26519574}],GeoPosition[{37.97777778,-0.68333333}],GeoPosition[{48.83465,9.15197}],GeoPosition[ {36.1377699,-5.449055}],GeoPosition[{36.844428,-2.4606813}],GeoPosition[{37.17041179,-3.60471782}],GeoPosition[ {38.73708839,-9.13319947}],GeoPosition[{39.98758393,-0.04784712}],GeoPosition[{41.36414896,2.14030522}],GeoPosition[ {42.45129069,-8.81255647}],GeoPosition[{41.64444444,-4.76111111}],GeoPosition[{40.32761264,-3.88471411}],GeoPosition[ {36.68920222,-4.44592636}],GeoPosition[{43.37378,-8.42185}],GeoPosition[{37.1833,-3.6}],GeoPosition[ {40.03616124,-6.0784661}],GeoPosition[{43.53948136,-5.90838605}],GeoPosition[{51.4273911,6.9956498}],GeoPosition[ {37.42311987,-5.98880349}],GeoPosition[{43.3333,-6.}],GeoPosition[{40.40286348,-3.65407267}],GeoPosition[ {42.55157335,-8.9908674}],GeoPosition[{64.55111111,40.57416667}],GeoPosition[{41.06644304,1.17681092}],GeoPosition[ {41.1468201,-8.6148796}],GeoPosition[{40.87711616,-8.63351948}],GeoPosition[{40.94588944,-5.65792586}],GeoPosition[ {45.60304946,10.62768459}],GeoPosition[{42.25,-2.96666667}],GeoPosition[{39.45620535,-0.3521486}],GeoPosition[ {39.5167,-0.416667}],GeoPosition[{43.3197579,-8.3572376}],GeoPosition[{40.47901042,-3.57210159}],GeoPosition[ {41.65,-4.71667}],GeoPosition[{40.9785,-5.65053}],GeoPosition[{40.65,-3.98333}],GeoPosition[ {36.72041832,-4.42118509}],GeoPosition[{40.41199176,-3.70979765}],GeoPosition[{40.41309719,-3.72210479}],GeoPosition[ {42.3447332,-3.6956623}],GeoPosition[{40.42616485,-3.6780461}],GeoPosition[{44.83181,-0.56968}],GeoPosition[ {38.99702224,-1.85592501}],GeoPosition[{42.2337207,-8.7240764}],GeoPosition[{40.4402695,-3.6287}],GeoPosition[ {52.381905,13.1199934}],GeoPosition[{39.45620535,-0.3521486}],GeoPosition[{36.72041832,-4.42118509}],GeoPosition[ {40.39623257,-3.70850891}],GeoPosition[{41.3984184,2.2000699}],GeoPosition[{41.60825389,-0.88720564}],GeoPosition[ {42.2667,-8.78333}],GeoPosition[{41.39006155,2.16800922}],GeoPosition[{38.7,-5.8}],GeoPosition[ {39.45620535,-0.3521486}],GeoPosition[{36.74924,-4.41749}],GeoPosition[{40.96534803,-5.66491548}],GeoPosition[ {36.7255842,-4.8598088}],GeoPosition[{40.97540147,28.85676526}],GeoPosition[{43.3168999,-8.4131699}],GeoPosition[ {51.51330224,-0.13134784}],GeoPosition[{38.1833,-3.43333}],GeoPosition[{37.3828,-5.97317}],GeoPosition[ {37.37018676,-5.99999846}],GeoPosition[{36.5191665,-5.3168661}],GeoPosition[{40.9785,-5.65053}],GeoPosition[ {46.95,7.45}],GeoPosition[{40.19120986,-3.80522243}],GeoPosition[{43.0667,12.6167}],GeoPosition[ {36.7167,-4.41667}],GeoPosition[{41.4833,-2.53333}],GeoPosition[{36.69876518,-4.453737}],GeoPosition[ {41.39493117,2.01048925}],GeoPosition[{37.7667,-3.7711}],GeoPosition[{40.42021,-3.71394}],GeoPosition[ {44.52189421,11.37024699}],GeoPosition[{39.4601898,-0.37442}],GeoPosition[{40.62843018,14.48548062}],GeoPosition[ {41.08595054,1.15828745}],GeoPosition[{48.8567,2.3508}],GeoPosition[{42.60163383,-5.57979473}],GeoPosition[ {38.61472222,-1.11972222}],GeoPosition[{43.30972222,-2.0075}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[ {41.384445,2.133314}],GeoPosition[{41.384445,2.133314}],GeoPosition[{43.73666667,-7.87722222}],GeoPosition[ {40.2621388,-3.8498654}],GeoPosition[{40.42023261,-3.70582086}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {37.785,-3.9025}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{41.1833,1.46667}],GeoPosition[ {43.57606167,-7.24945307}],GeoPosition[{40.99914073,28.84220213}],GeoPosition[{37.19972222,-3.60472222}],GeoPosition[ {37.37037635,-6.00033119}],GeoPosition[{40.421538,-3.7081756}],GeoPosition[{38.90021564,1.38938233}],GeoPosition[ {36.74924,-4.41749}],GeoPosition[{39.47111111,-0.40083333}],GeoPosition[{40.41032,-3.7018}],GeoPosition[ {41.33333333,2.1}],GeoPosition[{45.81444444,15.97972222}],GeoPosition[{51.4939003,7.45296}],GeoPosition[ {40.05454448,-4.00932165}],GeoPosition[{36.4718646,-6.1965948}],GeoPosition[{42.82598313,-1.61694503}],GeoPosition[ {37.41723611,-6.00456389}],GeoPosition[{37.8833,-4.76667}],GeoPosition[{38.508135,-1.7006754}],GeoPosition[ {40.81943971,-3.63645366}],GeoPosition[{41.38155697,2.16153606}],GeoPosition[{37.38244167,-5.99646667}],GeoPosition[ {41.0322113,28.9780693}],GeoPosition[{40.38048452,28.88081263}],GeoPosition[{41.28467623,-3.43772374}],GeoPosition[ {39.9758481,-6.0071322}],GeoPosition[{42.5966976,-5.57294456}],GeoPosition[{38.27326035,-0.53860457}],GeoPosition[ {41.4512291,2.2046499}],GeoPosition[{38.7167,-9.13333}],GeoPosition[{37.318412,-5.994012}],GeoPosition[ {56.9608,23.75}],GeoPosition[{37.3885,-5.99795}],GeoPosition[{40.51202507,-3.68043265}],GeoPosition[ {40.3333,-3.51667}],GeoPosition[{43.26789621,-2.94031467}],GeoPosition[{38.87682138,-6.97372226}],GeoPosition[ {36.68792067,-6.14335238}],GeoPosition[{39.4633897,-0.3915404}],GeoPosition[{35.8903,-5.3075}],GeoPosition[ {36.7579002,-2.62731}],GeoPosition[{41.79,0.805}],GeoPosition[{41.6468143,-0.86176069}],GeoPosition[ {38.85,0.116667}],GeoPosition[{41.678466,2.784316}],GeoPosition[{36.6333,-4.68333}],GeoPosition[ {41.683449,2.491277}],GeoPosition[{37.6032999,-0.9965317}],GeoPosition[{41.3824939,2.0492426}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{43.2514902,-5.7696892}],GeoPosition[{39.47313776,-6.37551688}],GeoPosition[ {43.5302312,-5.6681853}],GeoPosition[{40.42577686,-3.70718708}],GeoPosition[{37.25,-7.2}],GeoPosition[ {39.5068399,-0.41646}],GeoPosition[{37.8833,-6.55}],GeoPosition[{41.42156436,2.20233352}],GeoPosition[ {40.416599,-3.70573474}],GeoPosition[{43.3594589,-5.8481498}],GeoPosition[{38.25702,-0.6924}],GeoPosition[ {37.98556,-1.12629}],GeoPosition[{40.41704884,-3.71156594}],GeoPosition[{42.19317845,-8.79823297}],GeoPosition[ {40.81943971,-3.63645366}],GeoPosition[{40.4221115,-3.7095799}],GeoPosition[{38.38994247,-0.44423691}],GeoPosition[ {39.5667,2.65}],GeoPosition[{42.2833,-5.55}],GeoPosition[{37.47478214,-4.43768786}],GeoPosition[ {36.8412644,-2.4402148}],GeoPosition[{43.5290369,-5.6683804}],GeoPosition[{40.43153055,-3.70319996}],GeoPosition[ {43.319748,-8.3571604}],GeoPosition[{38.82877302,0.01443799}],GeoPosition[{39.5333,-8.71667}],GeoPosition[ {43.32262,-3.02201}],GeoPosition[{39.47835677,-0.41921893}],GeoPosition[{40.3590584,-3.8311801}],GeoPosition[ {41.2,1.63333}],GeoPosition[{37.73111111,-0.73916667}],GeoPosition[{37.4730222,-2.7730801}],GeoPosition[ {41.40099471,2.20152124}],GeoPosition[{37.1654468,-3.58193495}],GeoPosition[{42.45684422,-6.75154808}],GeoPosition[ {37.1333,-4.66667}],GeoPosition[{36.9333,-2.45}],GeoPosition[{43.42009504,-4.75437567}],GeoPosition[ {40.3667,-5.48333}],GeoPosition[{37.385849,-5.99927}],GeoPosition[{45.5584656,9.1981274}],GeoPosition[ {38.25702,-0.6924}],GeoPosition[{40.4,-3.68333}],GeoPosition[{37.474785,-4.437683}],GeoPosition[ {41.7016952,2.7171002}],GeoPosition[{37.1833,-3.6}],GeoPosition[{37.17686144,-3.59002549}],GeoPosition[ {38.2161212,-0.60228705}],GeoPosition[{42.44194444,-2.9525}],GeoPosition[{37.8833,-4.76667}],GeoPosition[ {36.5333,-6.2833}],GeoPosition[{41.5,1.75}],GeoPosition[{39.4829025,-0.3747937}],GeoPosition[ {42.33559677,-8.74917536}],GeoPosition[{39.4795113,-0.37922}],GeoPosition[{41.55952131,2.09178834}],GeoPosition[ {36.734092,-4.426422}],GeoPosition[{41.42711282,2.19164212}],GeoPosition[{44.78656769,20.4489212}],GeoPosition[ {39.4633823,-0.3915702}],GeoPosition[{43.75,-7.86667}],GeoPosition[{37.1668648,-3.6032772}],GeoPosition[ {38.3679431,-0.4272651}],GeoPosition[{51.5322849,-0.12354946}],GeoPosition[{39.42614248,-8.97999516}],GeoPosition[ {37.44399061,-6.0446043}],GeoPosition[{43.49205437,-8.19945188}],GeoPosition[{38.6973946,-0.4736608}],GeoPosition[ {42.57977723,-5.6423487}],GeoPosition[{39.47294138,-0.34971458}],GeoPosition[{47.4719,19.0503}],GeoPosition[ {43.5579523,-5.9246653}],GeoPosition[{37.17137162,-3.60680557}],GeoPosition[{40.5413547,-7.2591428}],GeoPosition[ {37.16814,-3.60226}],GeoPosition[{40.4064282,-3.60035407}],GeoPosition[{43.0980675,11.7845648}],GeoPosition[ {43.3669128,-8.4021711}],GeoPosition[{42.0333,-6.83333}],GeoPosition[{36.53551776,-4.62715507}],GeoPosition[ {41.3833,2.18333}],GeoPosition[{39.2667,-2.6}],GeoPosition[{41.3792911,2.1574833}],GeoPosition[ {36.94952267,-3.82421503}],GeoPosition[{41.65182379,-4.73028489}],GeoPosition[{41.89708042,12.47794665}],GeoPosition[ {37.38987795,-5.99171018}],GeoPosition[{38.7167,-9.13333}],GeoPosition[{40.45281665,-3.68896181}],GeoPosition[ {40.4268461,-3.69978314}],GeoPosition[{36.7833,-2.81667}],GeoPosition[{40.4121819,-3.7205999}],GeoPosition[ {44.837368,-0.576144}],GeoPosition[{36.73120881,-4.47070423}],GeoPosition[{42.5,-8.86667}],GeoPosition[ {40.47916667,-3.61166667}],GeoPosition[{43.2680999,-2.9345}],GeoPosition[{40.41033445,-3.70651613}],GeoPosition[ {40.4181665,-3.7094163}],GeoPosition[{42.0686899,0.0645}],GeoPosition[{39.4633898,-0.3916032}],GeoPosition[ {39.4846662,-0.6908978}],GeoPosition[{41.1273613,-2.5791299}],GeoPosition[{41.6413421,-4.71423}],GeoPosition[ {42.04001,-6.87536}],GeoPosition[{36.59712306,-6.22512516}],GeoPosition[{41.7336012,1.5113886}],GeoPosition[ {41.3833,2.18333}],GeoPosition[{39.46666667,-0.38333333}],GeoPosition[{40.42,-3.68888889}],GeoPosition[ {43.37090042,-8.39742498}],GeoPosition[{36.7341614,-4.5690699}],GeoPosition[{41.7333,-1.1}],GeoPosition[ {36.2094,-5.38528}],GeoPosition[{41.6552255,-4.719328}],GeoPosition[{42.7225,0.83722222}],GeoPosition[ {37.4730227,-2.7730764}],GeoPosition[{41.3476819,2.1105959}],GeoPosition[{40.6242714,-3.1596799}],GeoPosition[ {41.40319,2.17485}],GeoPosition[{36.96689307,-3.19197595}],GeoPosition[{41.7336012,1.5113886}],GeoPosition[ {40.41649878,-3.6841619}],GeoPosition[{43.46219589,-3.81206784}],GeoPosition[{42.01666667,-4.53333333}],GeoPosition[ {39.4634014,-0.3915569}],GeoPosition[{38.23792068,-6.0149216}],GeoPosition[{37.8791325,-4.79773659}],GeoPosition[ {37.8833,-4.76667}],GeoPosition[{41.3744373,2.16968919}],GeoPosition[{52.26979877,-9.70408201}],GeoPosition[ {48.83300043,2.36613294}],GeoPosition[{37.17235623,-3.58722208}],GeoPosition[{43.53057067,-5.83087412}],GeoPosition[ {40.3667,-3.75}],GeoPosition[{40.44388889,-3.69138889}],GeoPosition[{39.99503244,-5.45465569}],GeoPosition[ {37.1825,-3.60406}],GeoPosition[{44.78656769,20.4489212}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {36.720042,-4.42012}],GeoPosition[{40.03846288,0.05050801}],GeoPosition[{41.389019,2.1221099}],GeoPosition[ {40.44388889,-3.69138889}],GeoPosition[{40.41687784,-3.70354056}],GeoPosition[{36.7167,-4.41667}],GeoPosition[ {44.8206,20.4622}],GeoPosition[{40.90472222,-3.87944444}],GeoPosition[{40.70574322,-3.42666771}],GeoPosition[ {41.3975105,2.1724899}],GeoPosition[{42.8833,-8.55}],GeoPosition[{40.42306386,-3.70028791}],GeoPosition[ {38.25,-0.7}],GeoPosition[{40.4137541,-3.6944202}],GeoPosition[{41.89979513,12.48263692}],GeoPosition[ {41.92076619,2.25433622}],GeoPosition[{43.3445173,-8.43384078}],GeoPosition[{40.4900268,-3.3679001}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.2020357,-8.4781677}],GeoPosition[{40.4818916,-3.36712}],GeoPosition[ {43.2833,-8.38333}],GeoPosition[{41.37625613,2.14920421}],GeoPosition[{43.32438553,-1.9849677}],GeoPosition[ {40.5833,-3.93333}],GeoPosition[{36.8333,-2.45}],GeoPosition[{38.01568,-6.52932}],GeoPosition[ {42.04001,-6.87536}],GeoPosition[{39.8667,3.11667}],GeoPosition[{36.4869804,-4.7387099}],GeoPosition[ {41.2161417,1.5312442}],GeoPosition[{41.0332956,0.6082402}],GeoPosition[{41.7549545,2.2498639}],GeoPosition[ {42.88912777,-8.5265768}],GeoPosition[{40.1531065,-3.631589}],GeoPosition[{39.0667,-1.05}],GeoPosition[ {45.78380668,24.15255754}],GeoPosition[{39.58167062,2.67346085}],GeoPosition[{37.38707298,-5.99283885}],GeoPosition[ {43.313826,-2.6749383}],GeoPosition[{36.83255492,-2.45972741}],GeoPosition[{40.42250614,-3.70930531}],GeoPosition[ {41.3869497,2.16965425}],GeoPosition[{43.54648174,-5.66306628}],GeoPosition[{43.460571,-3.8086989}],GeoPosition[ {38.53964573,-8.86738363}],GeoPosition[{36.7101641,-4.4469541}],GeoPosition[{37.34094977,-5.83792544}],GeoPosition[ {41.3879,2.16992}],GeoPosition[{51.4920006,-0.1256885}],GeoPosition[{40.395,-3.69944444}],GeoPosition[ {36.77777552,-6.35369569}],GeoPosition[{40.42386809,-3.70057628}],GeoPosition[{42.59824206,-5.57209327}],GeoPosition[ {43.31840498,-8.35557496}],GeoPosition[{41.3477278,2.1106036}],GeoPosition[{37.72795136,-0.86988799}],GeoPosition[ {39.4634014,-0.3915496}],GeoPosition[{43.54025558,-5.67209066}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[ {37.09428594,-3.3987036}],GeoPosition[{51.78517776,-2.30045553}],GeoPosition[{41.40254584,2.21635118}],GeoPosition[ {40.41309719,-3.72210479}],GeoPosition[{43.41992301,-4.75414021}],GeoPosition[{38.6826931,-6.4094204}],GeoPosition[ {43.2817201,-2.1751644}],GeoPosition[{42.04001,-6.87536}],GeoPosition[{36.72082636,-4.35671741}],GeoPosition[ {38.6823625,-6.40172426}],GeoPosition[{39.4634032,-0.3915954}],GeoPosition[{41.38805556,2.1875}],GeoPosition[ {40.5,-3.68333}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.49187197,-3.59163041}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{42.8364182,-2.68578}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{37.18507483,-3.58778265}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{38.7079303,-9.1455961}],GeoPosition[{38.46526659,27.09705963}],GeoPosition[ {39.00116795,-0.16380291}],GeoPosition[{40.6343749,-4.017833}],GeoPosition[{43.403261,-5.8079016}],GeoPosition[ {37.39788,-5.9974299}],GeoPosition[{41.0756828,28.9830638}],GeoPosition[{38.42446273,-6.41305925}],GeoPosition[ {38.01568,-6.52932}],GeoPosition[{40.30910257,-3.93491368}],GeoPosition[{40.41789533,-3.71159549}],GeoPosition[ {37.17874937,-3.5895983}],GeoPosition[{40.4,-3.68333}],GeoPosition[{40.99914073,28.84220213}],GeoPosition[ {42.0333,-6.9}],GeoPosition[{36.5167,-4.88333}],GeoPosition[{40.48029,-3.72147}],GeoPosition[ {41.50661533,-5.73958805}],GeoPosition[{38.7833,-9.2}],GeoPosition[{40.4269527,-3.600679}],GeoPosition[ {37.42307125,-5.90051651}],GeoPosition[{39.48486658,-0.39991747}],GeoPosition[{47.64608951,23.58952273}],GeoPosition[ {42.0333,-6.9}],GeoPosition[{40.43089827,-3.71206538}],GeoPosition[{41.01320698,28.92556505}],GeoPosition[ {39.4633837,-0.3916083}],GeoPosition[{42.81728511,-2.81394435}],GeoPosition[{40.42303403,-3.61441868}],GeoPosition[ {40.41649878,-3.6841619}],GeoPosition[{40.8756944,-8.5049542}],GeoPosition[{41.65411846,-0.8785359}],GeoPosition[ {37.48670071,-5.90495145}],GeoPosition[{39.91949763,-5.1743451}],GeoPosition[{40.9693156,-5.6515462}],GeoPosition[ {41.8761151,12.4856646}],GeoPosition[{42.23661,-8.73081}],GeoPosition[{36.72278565,-4.4121216}],GeoPosition[ {38.87619257,1.36822972}],GeoPosition[{37.38358056,-6.0052}],GeoPosition[{39.5864582,2.6342161}],GeoPosition[ {40.33318511,-3.86632233}],GeoPosition[{40.41916667,-3.69305556}],GeoPosition[{40.63324791,-3.19109395}],GeoPosition[ {42.0333,-6.9}],GeoPosition[{38.90446484,1.42883427}],GeoPosition[{39.9333,-0.1}],GeoPosition[ {50.0833,14.4167}],GeoPosition[{38.69122115,-4.11172986}],GeoPosition[{35.3,-3.81}],GeoPosition[ {38.70583728,-9.14936395}],GeoPosition[{38.0851954,-3.6234176}],GeoPosition[{41.65338,-4.72595}],GeoPosition[ {40.42717368,-3.71429581}],GeoPosition[{42.81542122,-1.64735913}],GeoPosition[{43.5354225,-5.6623975}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{48.2083,16.3731}],GeoPosition[{42.25767134,-8.70116024}],GeoPosition[ {42.3333,-0.75}],GeoPosition[{40.42180827,-3.69990149}],GeoPosition[{40.6344004,-4.017863}],GeoPosition[ {42.23102,-8.73513}],GeoPosition[{40.96479854,-5.66481152}],GeoPosition[{38.17119378,-3.7752329}],GeoPosition[ {41.8086885,12.4522097}],GeoPosition[{39.46222744,-0.36994605}],GeoPosition[{40.9762706,-5.6813337}],GeoPosition[ {40.42596299,-3.66345915}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{41.67350994,2.39817251}],GeoPosition[ {40.3380373,-3.74749367}],GeoPosition[{40.4217186,-3.6984899}],GeoPosition[{51.7333,0.483333}],GeoPosition[ {38.7167,-9.13333}],GeoPosition[{37.1833,-3.6}],GeoPosition[{43.32400259,-1.97969749}],GeoPosition[ {43.93426617,12.44863475}],GeoPosition[{40.41649878,-3.6841619}],GeoPosition[{38.0852544,-3.6234444}],GeoPosition[ {36.7167,-4.41667}],GeoPosition[{38.91715458,-1.72533808}],GeoPosition[{41.29694444,2.07833333}],GeoPosition[ {41.4054331,27.35718112}],GeoPosition[{38.74816045,-9.16084524}],GeoPosition[{37.2764942,-6.9324867}],GeoPosition[ {38.42446273,-6.41305925}],GeoPosition[{40.6343968,-4.0178297}],GeoPosition[{36.5222997,-6.2789168}],GeoPosition[ {40.38423907,-3.76426}],GeoPosition[{40.3819761,-3.6744841}],GeoPosition[{42.81353676,-1.64578527}],GeoPosition[ {40.3167,-3.85}],GeoPosition[{38.34404548,-0.48243799}],GeoPosition[{36.7092085,-4.4457065}],GeoPosition[ {37.2764942,-6.9324867}],GeoPosition[{40.42396303,-3.63547841}],GeoPosition[{46.420261,6.268879}],GeoPosition[ {40.412128,-3.70954999}],GeoPosition[{37.18331937,-6.98032316}],GeoPosition[{39.8167,-5.35}],GeoPosition[ {37.52836564,-6.15618608}],GeoPosition[{40.33318511,-3.86632233}],GeoPosition[{40.65,-4.7}],GeoPosition[ {37.9861,-1.1303}],GeoPosition[{42.34981368,-3.67617236}],GeoPosition[{40.4201012,-3.7028}],GeoPosition[ {37.4674434,-6.0117269}],GeoPosition[{37.8833,-4.76667}],GeoPosition[{51.40635257,0.01542824}],GeoPosition[ {40.32368993,-3.71585644}],GeoPosition[{38.02775478,-1.14588234}],GeoPosition[{39.50348,-2.87746}],GeoPosition[ {40.6343913,-4.0178263}],GeoPosition[{39.4634057,-0.3916058}],GeoPosition[{53.48295246,-2.23795106}],GeoPosition[ {36.9,-4.11667}],GeoPosition[{42.2333,-8.71667}],GeoPosition[{38.0852222,-3.6234819}],GeoPosition[ {55.6814921,12.5835583}],GeoPosition[{38.3,-5.26667}],GeoPosition[{40.9785,-5.65053}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{39.98758393,-0.04784712}],GeoPosition[{43.2789014,-2.97945465}],GeoPosition[ {40.381998,-3.6744789}],GeoPosition[{46.9167,-1.91667}],GeoPosition[{37.3772,-5.98694}],GeoPosition[ {42.48426207,-8.85123881}],GeoPosition[{40.407215,-3.6150312}],GeoPosition[{41.4988727,-5.74827952}],GeoPosition[ {38.0804058,-0.9499301}],GeoPosition[{40.41536259,-3.70904177}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {38.35,-0.483333}],GeoPosition[{40.9667,-5.65}],GeoPosition[{38.91636428,-6.35498841}],GeoPosition[ {50.69127,3.173205}],GeoPosition[{45.163483,0.572225}],GeoPosition[{50.60801883,-2.45430275}],GeoPosition[ {36.15777778,-5.44111111}],GeoPosition[{39.35072359,-0.32137061}],GeoPosition[{38.99702224,-1.85592501}],GeoPosition[ {40.96479854,-5.66481152}],GeoPosition[{39.5865091,2.6343219}],GeoPosition[{39.4634079,-0.3915318}],GeoPosition[ {43.51687,-5.66282}],GeoPosition[{37.3833,-7.35}],GeoPosition[{38.01179347,-3.37812272}],GeoPosition[ {40.403463,-3.896788}],GeoPosition[{40.39202127,-3.69764135}],GeoPosition[{37.72795136,-0.86988799}],GeoPosition[ {36.98755073,-4.46918102}],GeoPosition[{40.4,-3.68333}],GeoPosition[{40.40600522,-3.69980188}],GeoPosition[ {36.7090842,-4.4454872}],GeoPosition[{40.4173428,-3.7119897}],GeoPosition[{38.91650173,-6.34414598}],GeoPosition[ {38.9833,-1.85}],GeoPosition[{40.54104614,-5.63182449}],GeoPosition[{39.5865028,2.6343371}],GeoPosition[ {54.03104211,23.95967031}],GeoPosition[{36.63247098,-4.73930453}],GeoPosition[{36.84458178,-2.46339475}],GeoPosition[ {36.42538532,-6.14321653}],GeoPosition[{42.6,-8.93333}],GeoPosition[{40.3167,-3.85}],GeoPosition[ {39.4633987,-0.3915338}],GeoPosition[{40.634388,-4.0178302}],GeoPosition[{43.54063723,-5.6652881}],GeoPosition[ {37.26666667,-6.51666667}],GeoPosition[{38.25203804,-3.20377277}],GeoPosition[{36.7013893,-4.4676499}],GeoPosition[ {37.17874937,-3.5895983}],GeoPosition[{37.3196326,-4.3682955}],GeoPosition[{41.5833,-4.58333}],GeoPosition[ {37.8833,-4.76667}],GeoPosition[{37.09428594,-3.3987036}],GeoPosition[{37.7837369,-3.78418918}],GeoPosition[ {39.98758393,-0.04784712}],GeoPosition[{42.94206148,-3.48749925}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {36.91935735,-6.07801364}],GeoPosition[{40.48005658,-3.61134879}],GeoPosition[{40.6956747,-3.37174657}],GeoPosition[ {40.416599,-3.70573474}],GeoPosition[{37.6033012,-0.9965163}],GeoPosition[{40.63583333,-3.16861111}],GeoPosition[ {42.34999583,1.90095836}],GeoPosition[{43.26109,-2.9251299}],GeoPosition[{40.41704446,-3.70354074}],GeoPosition[ {41.08402213,1.14167886}],GeoPosition[{42.0333,-6.9}],GeoPosition[{40.7333,-3.93333}],GeoPosition[ {39.98758393,-0.04784712}],GeoPosition[{38.8167,-1.55}],GeoPosition[{37.3828,-5.97317}],GeoPosition[ {51.51092543,-0.12947685}],GeoPosition[{51.46971536,-0.45988083}],GeoPosition[{39.48583333,-0.62805556}],GeoPosition[ {37.875936,-4.7858764}],GeoPosition[{40.42251,-3.6977}],GeoPosition[{40.4224,-3.70894}],GeoPosition[ {37.33333333,-5.84646845}],GeoPosition[{41.69055556,2.35555556}],GeoPosition[{40.4201012,-3.7028}],GeoPosition[ {41.3879,2.16992}],GeoPosition[{38.246207,-0.672949}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {38.965683,-0.18409186}],GeoPosition[{40.334374,-3.743419}],GeoPosition[{41.65104,-4.72211}],GeoPosition[ {39.463382,-0.3915526}],GeoPosition[{51.51330224,-0.13134784}],GeoPosition[{36.7224638,-4.4838307}],GeoPosition[ {36.53551776,-4.62715507}],GeoPosition[{39.98758393,-0.04784712}],GeoPosition[{37.92105718,-2.98776794}],GeoPosition[ {41.6569501,-0.88533819}],GeoPosition[{46.5573329,7.83505075}],GeoPosition[{52.5112211,13.4568643}],GeoPosition[ {48.3667,10.9}],GeoPosition[{48.8638184,2.3337078}],GeoPosition[{36.41845292,25.43168144}],GeoPosition[ {39.55498144,-6.41485764}],GeoPosition[{40.33603606,-3.75474216}],GeoPosition[{40.4467172,-4.00324513}],GeoPosition[ {37.386,-5.9983}],GeoPosition[{43.36848734,-8.41333866}],GeoPosition[{39.98758393,-0.04784712}],GeoPosition[ {52.78666765,6.11819688}],GeoPosition[{43.31989924,-1.9853443}],GeoPosition[{41.65,-0.8833}],GeoPosition[ {40.5833,-4.15}],GeoPosition[{52.5112173,13.4568879}],GeoPosition[{42.0333,-6.9}],GeoPosition[ {44.8206,20.4622}],GeoPosition[{40.6343968,-4.0178372}],GeoPosition[{41.65104,-4.72211}],GeoPosition[ {36.8386223,-2.464739}],GeoPosition[{39.45620535,-0.3521486}],GeoPosition[{40.8137512,0.51901}],GeoPosition[ {42.88946494,-8.54327751}],GeoPosition[{39.6833,-0.216667}],GeoPosition[{41.41832845,2.17421274}],GeoPosition[ {39.98758393,-0.04784712}],GeoPosition[{36.25233185,-5.9610319}],GeoPosition[{37.388163,-5.982399}],GeoPosition[ {36.5333,-6.2833}],GeoPosition[{51.5058,-0.0837}],GeoPosition[{39.9333,-0.1}],GeoPosition[ {39.5865225,2.6343518}],GeoPosition[{35.3294,-3.7929}],GeoPosition[{41.3803737,2.17405489}],GeoPosition[ {39.06611111,-5.72277778}],GeoPosition[{40.70574322,-3.42666771}],GeoPosition[{40.55021106,-3.63383523}],GeoPosition[ {42.66845322,0.96882629}],GeoPosition[{38.5333,-0.5}],GeoPosition[{51.50805556,-0.12805556}],GeoPosition[ {39.65887597,-0.21620691}],GeoPosition[{40.3914921,-3.65999242}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {39.98758393,-0.04784712}],GeoPosition[{43.4980698,-8.2561102}],GeoPosition[{43.5167,-8.15278}],GeoPosition[ {38.9833,-1.85}],GeoPosition[{40.52329388,-3.90083333}],GeoPosition[{37.92105718,-2.98776794}],GeoPosition[ {40.37783044,-3.61550516}],GeoPosition[{38.98578,-3.92316}],GeoPosition[{37.3630576,-5.9862588}],GeoPosition[ {48.85666667,2.35083333}],GeoPosition[{42.0333,-6.9}],GeoPosition[{39.4634129,-0.391575}],GeoPosition[ {40.95979,-5.66571}],GeoPosition[{40.3667,-3.9}],GeoPosition[{39.4711418,-0.32558}],GeoPosition[ {38.68512528,-9.15756103}],GeoPosition[{41.2,1.63333}],GeoPosition[{48.7333,2.98333}],GeoPosition[ {36.42616198,-6.15450872}],GeoPosition[{39.98758393,-0.04784712}],GeoPosition[{48.85666667,2.35083333}],GeoPosition[ {47.05548306,8.48433904}],GeoPosition[{39.9860497,-0.0396}],GeoPosition[{40.6,-3.25}],GeoPosition[ {45.22154426,11.91223636}],GeoPosition[{43.35305556,-4.04583333}],GeoPosition[{40.6344043,-4.0178467}],GeoPosition[ {41.40263711,2.15726655}],GeoPosition[{38.70320598,1.47488314}],GeoPosition[{36.7167,-4.41667}],GeoPosition[ {50.14710717,15.12162285}],GeoPosition[{41.39746066,2.18155168}],GeoPosition[{37.3333,-5.4}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{42.01477,-4.5414}],GeoPosition[{38.77604446,0.08400524}],GeoPosition[ {41.65104,-4.72211}],GeoPosition[{39.4634321,-0.3915793}],GeoPosition[{39.5865101,2.6343297}],GeoPosition[ {40.4167,-3.70325}],GeoPosition[{53.43835,-2.2773}],GeoPosition[{39.98758393,-0.04784712}],GeoPosition[ {42.56985649,-0.55116703}],GeoPosition[{36.52980073,-6.29319415}],GeoPosition[{38.4833,-0.783333}],GeoPosition[ {37.98226367,-1.12431572}],GeoPosition[{42.54013,-4.7362}],GeoPosition[{36.7224636,-4.4838636}],GeoPosition[ {36.72275,-4.41985}],GeoPosition[{41.44888889,2.24611111}],GeoPosition[{37.6033199,-0.9964823}],GeoPosition[ {45.44121619,12.33421047}],GeoPosition[{43.4833,-1.56667}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {42.0333,-6.9}],GeoPosition[{40.23911003,-3.76036177}],GeoPosition[{39.98758393,-0.04784712}],GeoPosition[ {40.45614706,-3.68198988}],GeoPosition[{38.35441078,-0.4720391}],GeoPosition[{37.3833,-6.03333}],GeoPosition[ {37.35,-2.13333}],GeoPosition[{36.5034209,-6.2747796}],GeoPosition[{43.31693777,-8.36569714}],GeoPosition[ {39.5076191,-0.4372581}],GeoPosition[{38.3833,-0.433333}],GeoPosition[{41.8761139,12.4856815}],GeoPosition[ {40.44388889,-3.69138889}],GeoPosition[{40.41704446,-3.70354074}],GeoPosition[{43.29295042,-3.00497532}],GeoPosition[ {43.45574813,-8.18309961}],GeoPosition[{42.2366032,-8.71980962}],GeoPosition[{37.33333333,-5.84646845}],GeoPosition[ {40.4084156,-3.7443942}],GeoPosition[{40.4221611,-3.6845801}],GeoPosition[{40.2952103,-3.7404064}],GeoPosition[ {41.6685104,-0.88796}],GeoPosition[{39.98758393,-0.04784712}],GeoPosition[{36.22658145,-6.06693797}],GeoPosition[ {36.7167,-4.41667}],GeoPosition[{41.012,28.976}],GeoPosition[{37.1560643,-3.5925926}],GeoPosition[ {40.4042779,-3.70553869}],GeoPosition[{38.60304524,-0.12321858}],GeoPosition[{40.42023261,-3.70582086}],GeoPosition[ {43.7333,7.41667}],GeoPosition[{40.42882703,-3.68796464}],GeoPosition[{39.4333,-0.466667}],GeoPosition[ {43.53984606,-5.66307641}],GeoPosition[{38.39357612,-0.5182757}],GeoPosition[{42.0333,-6.9}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{37.98509415,-1.122877}],GeoPosition[{39.47695818,-0.35262792}],GeoPosition[ {39.98758393,-0.04784712}],GeoPosition[{40.42442335,-3.71359855}],GeoPosition[{44.49873094,11.34386015}],GeoPosition[ {43.3333,-8.3166}],GeoPosition[{41.85420154,3.10833635}],GeoPosition[{40.2968089,-3.8376865}],GeoPosition[ {40.5923,-3.4868}],GeoPosition[{40.4,-1.9}],GeoPosition[{39.4667,-0.416667}],GeoPosition[ {40.40310465,-3.68121183}],GeoPosition[{36.62758795,-4.75870569}],GeoPosition[{37.8833,-4.76667}],GeoPosition[ {39.5076482,-0.4372562}],GeoPosition[{36.6900482,-4.4451499}],GeoPosition[{40.6343937,-4.0178462}],GeoPosition[ {38.35,-0.483333}],GeoPosition[{42.0333,-6.9}],GeoPosition[{45.48034444,9.18115463}],GeoPosition[ {37.88540693,-4.78236342}],GeoPosition[{52.37569064,4.86468507}],GeoPosition[{39.98758393,-0.04784712}],GeoPosition[ {40.4201,-3.7056}],GeoPosition[{36.6900482,-4.4451499}],GeoPosition[{42.86566063,-8.54404456}],GeoPosition[ {40.33318511,-3.86632233}],GeoPosition[{41.6552254,-4.7192665}],GeoPosition[{36.72200796,-4.42130108}],GeoPosition[ {43.34730815,-8.41486853}],GeoPosition[{43.40948719,-7.14551504}],GeoPosition[{40.3167,-3.85}],GeoPosition[ {39.98758393,-0.04784712}],GeoPosition[{40.36243,-3.75989}],GeoPosition[{43.61490039,-8.15062758}],GeoPosition[ {39.84168432,3.13369883}],GeoPosition[{40.42259607,-3.70893336}],GeoPosition[{51.41796667,6.70969333}],GeoPosition[ {53.3478,-6.2597}],GeoPosition[{40.43605895,-3.71308154}],GeoPosition[{48.86148756,2.33529121}],GeoPosition[ {43.31174944,-1.90642879}],GeoPosition[{39.48251103,-1.08540407}],GeoPosition[{38.6994514,-9.3264599}],GeoPosition[ {48.2083,16.3731}],GeoPosition[{41.5623602,1.9667075}],GeoPosition[{40.39414643,-3.71155923}],GeoPosition[ {40.66512911,-4.01594651}],GeoPosition[{39.56032458,-0.53734223}],GeoPosition[{49.2628,4.0347}],GeoPosition[ {41.3891,2.17812}],GeoPosition[{39.98758393,-0.04784712}],GeoPosition[{43.76095687,7.46446609}],GeoPosition[ {42.0333,-6.9}],GeoPosition[{41.5843491,2.54549939}],GeoPosition[{39.00035977,-0.16498268}],GeoPosition[ {41.38805556,2.1875}],GeoPosition[{41.38520569,2.15141346}],GeoPosition[{36.36053031,-6.17349102}],GeoPosition[ {40.24059831,-3.6911504}],GeoPosition[{40.6333,-3.16667}],GeoPosition[{39.85980922,-4.02497362}],GeoPosition[ {38.33726228,-0.47825428}],GeoPosition[{39.6167,-5.41667}],GeoPosition[{40.4228311,-3.7099379}],GeoPosition[ {41.14136358,1.34624933}],GeoPosition[{39.98758393,-0.04784712}],GeoPosition[{43.45141407,-7.85279852}],GeoPosition[ {37.7667,-3.7711}],GeoPosition[{40.634389,-4.017837}],GeoPosition[{37.40476923,-5.99438155}],GeoPosition[ {37.15296667,-3.59573611}],GeoPosition[{39.7167,-2.75}],GeoPosition[{39.4,-3.11667}],GeoPosition[ {41.38908,2.1705199}],GeoPosition[{37.18010425,-3.59739638}],GeoPosition[{39.75215839,-0.22159469}],GeoPosition[ {39.15,-0.435}],GeoPosition[{38.76666667,-9.15}],GeoPosition[{43.47935857,-5.13425904}],GeoPosition[ {43.37376832,-3.21202454}],GeoPosition[{40.45,-3.48333}],GeoPosition[{40.39414643,-3.71155923}],GeoPosition[ {39.2833,-7.43333}],GeoPosition[{39.98758393,-0.04784712}],GeoPosition[{37.37742,-5.97677}],GeoPosition[ {43.406389,-2.9625}],GeoPosition[{40.42369067,-3.68624557}],GeoPosition[{36.36053031,-6.17349102}],GeoPosition[ {36.7224579,-4.4838572}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{42.9553441,-9.1877179}],GeoPosition[ {41.15,-8.61667}],GeoPosition[{43.55248326,-5.97005751}],GeoPosition[{40.41649878,-3.6841619}],GeoPosition[ {36.68246667,-4.46062778}],GeoPosition[{40.42690565,-3.6997945}],GeoPosition[{39.98758393,-0.04784712}],GeoPosition[ {41.86484423,12.55396691}],GeoPosition[{40.39233295,-3.75941455}],GeoPosition[{45.45894163,9.17555809}],GeoPosition[ {38.47016896,-1.33046708}],GeoPosition[{42.03482,-6.98028}],GeoPosition[{43.46648099,-3.7914689}],GeoPosition[ {38.0160713,-3.36902}],GeoPosition[{36.7224628,-4.4838942}],GeoPosition[{40.0667,-2.13333}],GeoPosition[ {40.42275618,-3.69558938}],GeoPosition[{37.,-6.5}],GeoPosition[{40.42522578,-3.71266066}],GeoPosition[ {37.3772,-5.98694}],GeoPosition[{41.890419,12.4905901}],GeoPosition[{43.39973886,-8.18269093}],GeoPosition[ {36.36053031,-6.17349102}],GeoPosition[{40.65,-4.7}],GeoPosition[{42.01477,-4.5414}],GeoPosition[ {40.4365263,-3.7153101}],GeoPosition[{37.92663833,-4.89831049}],GeoPosition[{37.3772,-5.98694}],GeoPosition[ {42.60163383,-5.57979473}],GeoPosition[{42.03482,-6.98028}],GeoPosition[{39.98758393,-0.04784712}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{55.7957066,-3.9767658}],GeoPosition[{41.0167,-4.01667}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{43.3783822,-8.4003528}],GeoPosition[{40.78910728,29.4353441}],GeoPosition[ {36.6900482,-4.4451499}],GeoPosition[{41.553239,2.15695716}],GeoPosition[{40.46239293,-3.68701816}],GeoPosition[ {36.1275,-5.45389}],GeoPosition[{36.42953283,-5.15360142}],GeoPosition[{43.4647,-3.80444}],GeoPosition[ {35.88844836,-5.31917698}],GeoPosition[{39.86546688,-0.07262112}],GeoPosition[{43.38945286,-5.80432725}],GeoPosition[ {36.36053031,-6.17349102}],GeoPosition[{42.01477,-4.5414}],GeoPosition[{40.4539719,-3.6940601}],GeoPosition[ {39.4850616,-0.36059}],GeoPosition[{43.37090042,-8.39742498}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{36.42410795,-5.14567202}],GeoPosition[{38.3633426,-0.4949885}],GeoPosition[ {38.7167,-9.13333}],GeoPosition[{38.36508857,-0.48395725}],GeoPosition[{40.3446547,-3.6904397}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {43.239722,-2.919167}],GeoPosition[{43.34801863,-2.99985508}],GeoPosition[{43.34358067,-8.42758192}],GeoPosition[ {40.42019619,-3.70362087}],GeoPosition[{37.3333,-6.53333}],GeoPosition[{40.63248445,-4.79225185}],GeoPosition[ {48.8662491,2.2878699}],GeoPosition[{43.2687,-2.9461}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.43207138,-3.69930517}],GeoPosition[{36.7183,-4.4202}],GeoPosition[{37.983,-1.1302}],GeoPosition[ {39.5715,2.6469}],GeoPosition[{37.3877,-6.0018}],GeoPosition[{39.4692,-0.3768}],GeoPosition[ {41.6517,-0.8813}],GeoPosition[{40.4331647,-3.60968867}],GeoPosition[{39.5949774,2.6488415}],GeoPosition[ {37.36732439,-5.75599185}],GeoPosition[{37.99886819,-1.14328623}],GeoPosition[{45.6472816,13.7797403}],GeoPosition[ {37.7167,-7.08333}],GeoPosition[{36.74006208,-6.4316692}],GeoPosition[{36.59584538,-4.6373532}],GeoPosition[ {40.42880465,-3.7082227}],GeoPosition[{40.42616485,-3.6780461}],GeoPosition[{43.4425648,-5.8185344}],GeoPosition[ {40.90069481,-4.00677035}],GeoPosition[{41.3833,2.18333}],GeoPosition[{48.8567,2.3508}],GeoPosition[ {35.2873551,-2.9482008}],GeoPosition[{36.59750693,-4.51343542}],GeoPosition[{38.7613213,-9.1793495}],GeoPosition[ {39.06611111,-5.72277778}],GeoPosition[{37.93666667,-2.95833333}],GeoPosition[{40.4093094,-3.70437}],GeoPosition[ {38.9075199,1.4518195}],GeoPosition[{40.32606185,-3.80045457}],GeoPosition[{40.6563164,-4.6979404}],GeoPosition[ {40.41520063,-3.67341508}],GeoPosition[{40.33318511,-3.86632233}],GeoPosition[{42.6778629,-2.03237021}],GeoPosition[ {41.07838335,1.17801756}],GeoPosition[{40.48731293,-3.36935784}],GeoPosition[{60.173116,24.947318}],GeoPosition[ {38.27035793,-0.69815214}],GeoPosition[{40.40622283,-3.67733783}],GeoPosition[{36.6339684,-4.4876099}],GeoPosition[ {42.00127516,-5.65852161}],GeoPosition[{40.40622283,-3.67733783}],GeoPosition[{41.3833,2.18333}],GeoPosition[ {41.6551937,-4.719253}],GeoPosition[{40.41496046,-3.69836918}],GeoPosition[{41.65338,-4.72595}],GeoPosition[ {39.4333,-0.466667}],GeoPosition[{41.66006267,-4.77087743}],GeoPosition[{41.6667,-3.21667}],GeoPosition[ {37.38583333,-5.99305556}],GeoPosition[{43.4425664,-5.8185375}],GeoPosition[{40.2833,-7.5}],GeoPosition[ {52.5006,13.3989}],GeoPosition[{53.3833,-1.4667}],GeoPosition[{40.72389561,0.68191174}],GeoPosition[ {42.52805556,-1.67694444}],GeoPosition[{41.37861862,2.19214967}],GeoPosition[{41.15,-8.61667}],GeoPosition[ {36.69612413,-4.55838203}],GeoPosition[{42.06159986,-1.60511264}],GeoPosition[{38.28002239,-0.71933589}],GeoPosition[ {38.26855888,-0.69694409}],GeoPosition[{39.00116795,-0.16380291}],GeoPosition[{42.877283,-8.546914}],GeoPosition[ {41.3833,2.18333}],GeoPosition[{42.03482,-6.98028}],GeoPosition[{37.1833,-3.6}],GeoPosition[ {43.36,-5.845}],GeoPosition[{38.91802789,-6.34619265}],GeoPosition[{43.3065793,-1.9754617}],GeoPosition[ {41.9566136,-4.5192822}],GeoPosition[{41.48249,2.14305}],GeoPosition[{41.9,12.5}],GeoPosition[ {40.0667,-2.13333}],GeoPosition[{38.26855888,-0.69694409}],GeoPosition[{40.23041245,-4.01286288}],GeoPosition[ {40.7167,-3.91667}],GeoPosition[{42.8833,-8.55}],GeoPosition[{42.13526835,-0.41136591}],GeoPosition[ {37.318412,-5.994012}],GeoPosition[{43.4425652,-5.818534}],GeoPosition[{52.44598826,-1.88861404}],GeoPosition[ {37.388163,-5.982399}],GeoPosition[{43.45,-8.15}],GeoPosition[{42.7149499,-3.7390641}],GeoPosition[ {42.03482,-6.98028}],GeoPosition[{36.252091,-6.02516}],GeoPosition[{39.14899505,-0.44055074}],GeoPosition[ {39.14895639,-0.44055424}],GeoPosition[{39.14905522,-0.44071974}],GeoPosition[{39.14904738,-0.44048095}],GeoPosition[ {39.14894579,-0.44044275}],GeoPosition[{39.14905799,-0.44041602}],GeoPosition[{40.40432078,-3.61074788}],GeoPosition[ {43.4425419,-5.8185465}],GeoPosition[{41.66006267,-4.77087743}],GeoPosition[{40.41520063,-3.67341508}],GeoPosition[ {36.70336199,-4.43325315}],GeoPosition[{40.4167,-3.70325}],GeoPosition[{40.4167,-3.70325}],GeoPosition[ {40.4167,-3.70325}],GeoPosition[{40.4167,-3.70325}],GeoPosition[{40.4122696,-3.73596}],GeoPosition[ {40.47916667,-3.61166667}],GeoPosition[{37.1828,-6.96194}],GeoPosition[{40.41704446,-3.70354074}],GeoPosition[ {40.42104777,-3.70423065}],GeoPosition[{38.87880944,-6.9599277}],GeoPosition[{40.97194932,-5.64953583}],GeoPosition[ {48.8567,2.3508}],GeoPosition[{38.83448,-0.11085}],GeoPosition[{37.40476923,-5.99438155}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{40.42156779,-3.71999354}],GeoPosition[{42.05,-6.63333}],GeoPosition[ {40.4667,-3.3667}],GeoPosition[{42.03482,-6.98028}],GeoPosition[{40.65,-4.7}],GeoPosition[ {42.87995368,-8.54462963}],GeoPosition[{36.81428976,-2.56532541}],GeoPosition[{40.4205704,-3.6974499}],GeoPosition[ {36.7167,-3.68333}],GeoPosition[{37.6101952,-0.9742494}],GeoPosition[{41.6552096,-4.7192796}],GeoPosition[ {37.1833,-2.2}],GeoPosition[{37.18156911,-6.96914978}],GeoPosition[{45.52587416,9.2094827}],GeoPosition[ {39.4833,-6.36667}],GeoPosition[{40.35039695,-3.82074748}],GeoPosition[{52.41991,-2.14275}],GeoPosition[ {42.7149499,-3.7390641}],GeoPosition[{39.6629041,-0.20898125}],GeoPosition[{43.3643608,-5.8502302}],GeoPosition[ {40.42503,-3.70911}],GeoPosition[{42.10111111,1.84388889}],GeoPosition[{41.42386768,2.1352761}],GeoPosition[ {43.4425649,-5.8185321}],GeoPosition[{40.9785,-5.65053}],GeoPosition[{42.10111111,1.84388889}],GeoPosition[ {38.28002239,-0.71933589}],GeoPosition[{38.35,-0.483333}],GeoPosition[{45.49462173,9.18299096}],GeoPosition[ {42.3,-5.9}],GeoPosition[{40.98335002,-5.71344406}],GeoPosition[{40.2871655,-3.8075717}],GeoPosition[ {41.6195679,-4.7631148}],GeoPosition[{43.61826754,1.27922936}],GeoPosition[{40.47957932,-3.70718144}],GeoPosition[ {43.15364409,-4.62375977}],GeoPosition[{39.00116795,-0.16380291}],GeoPosition[{40.35155318,-3.82603847}],GeoPosition[ {40.42023261,-3.70582086}],GeoPosition[{41.38428,2.15979}],GeoPosition[{60.39103,5.33159}],GeoPosition[ {42.84538616,-2.67272604}],GeoPosition[{37.3961827,-5.9954982}],GeoPosition[{36.6868243,-6.1184386}],GeoPosition[ {41.65338,-4.72595}],GeoPosition[{36.52824285,-6.29348861}],GeoPosition[{42.03482,-6.98028}],GeoPosition[ {50.88151,4.69919}],GeoPosition[{36.7502911,-3.0199625}],GeoPosition[{40.41571036,-3.69592646}],GeoPosition[ {38.55234818,-0.11507652}],GeoPosition[{51.89406494,4.46836381}],GeoPosition[{45.50527778,12.35194444}],GeoPosition[ {43.53331202,-5.3770126}],GeoPosition[{40.4341812,-3.6845801}],GeoPosition[{39.42720601,3.01742613}],GeoPosition[ {40.57566286,-4.00223327}],GeoPosition[{43.36149267,-8.40716721}],GeoPosition[{43.35820706,-8.41873611}],GeoPosition[ {42.5167,-2.36667}],GeoPosition[{43.3833,-3.21667}],GeoPosition[{43.31867669,11.33133665}],GeoPosition[ {36.68151922,-6.13784079}],GeoPosition[{36.5167,-5.86667}],GeoPosition[{43.26268,-2.93052}],GeoPosition[ {40.3833304,-3.6405612}],GeoPosition[{39.4751267,-6.37155245}],GeoPosition[{37.17686144,-3.59002549}],GeoPosition[ {38.7167,-9.13333}],GeoPosition[{37.9487823,-4.022774}],GeoPosition[{38.8,-9.38333}],GeoPosition[ {43.0036864,-2.1765256}],GeoPosition[{40.41782128,-3.6844646}],GeoPosition[{41.44055932,2.19212664}],GeoPosition[ {40.41564017,-3.69890466}],GeoPosition[{37.26035117,-6.52125504}],GeoPosition[{42.03482,-6.98028}],GeoPosition[ {36.82336,-2.4435699}],GeoPosition[{40.45281665,-3.68896181}],GeoPosition[{43.317,-8.36626}],GeoPosition[ {44.876557,-0.51923}],GeoPosition[{40.46427062,-3.71731302}],GeoPosition[{41.65,-4.71667}],GeoPosition[ {51.89861359,-8.4672882}],GeoPosition[{42.84538616,-2.67272604}],GeoPosition[{42.56117068,-5.69687939}],GeoPosition[ {43.50737142,-5.99548432}],GeoPosition[{41.62330684,-4.74253248}],GeoPosition[{36.7502927,-3.0199621}],GeoPosition[ {37.9756344,23.7261394}],GeoPosition[{54.96394392,-1.62311118}],GeoPosition[{41.66335075,-4.7223857}],GeoPosition[ {40.41649878,-3.6841619}],GeoPosition[{42.68803081,-2.95663779}],GeoPosition[{43.25180054,-2.02270007}],GeoPosition[ {48.2356014,16.3501793}],GeoPosition[{40.4724171,-3.3758887}],GeoPosition[{40.42250614,-3.70930531}],GeoPosition[ {46.20131743,6.14169882}],GeoPosition[{43.61308487,1.46069918}],GeoPosition[{36.1333,-5.35}],GeoPosition[ {42.8689202,-8.5593326}],GeoPosition[{37.388163,-5.982399}],GeoPosition[{40.4833,-6.68333}],GeoPosition[ {39.5864836,2.6343188}],GeoPosition[{43.4647,-3.80444}],GeoPosition[{37.63423489,22.72853171}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{42.03482,-6.98028}],GeoPosition[{40.39623257,-3.70850891}],GeoPosition[ {43.607989,1.461}],GeoPosition[{40.3,-4.}],GeoPosition[{37.1833,-3.6}],GeoPosition[ {39.46024849,-6.37847798}],GeoPosition[{43.53918621,-5.6614648}],GeoPosition[{36.5569352,-4.6154142}],GeoPosition[ {40.4268461,-3.69978314}],GeoPosition[{40.4047021,-3.74834744}],GeoPosition[{40.42038672,-3.70331499}],GeoPosition[ {40.416599,-3.70573474}],GeoPosition[{37.3772,-5.98694}],GeoPosition[{40.0288472,-6.09019532}],GeoPosition[ {40.47755586,-3.51356539}],GeoPosition[{37.16542542,-3.58200674}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {42.03699677,-7.01430911}],GeoPosition[{35.2945442,-2.94083842}],GeoPosition[{43.6078825,1.4587757}],GeoPosition[ {39.14896633,-0.44040973}],GeoPosition[{39.14901158,-0.44039562}],GeoPosition[{39.14905466,-0.44060807}],GeoPosition[ {37.16962231,-3.59871222}],GeoPosition[{37.3772,-5.98694}],GeoPosition[{37.3229095,-6.6816087}],GeoPosition[ {43.36165229,-8.41229856}],GeoPosition[{41.3879,2.16992}],GeoPosition[{42.35,-3.7}],GeoPosition[ {36.430185,-5.15330317}],GeoPosition[{40.41992972,-3.70626396}],GeoPosition[{36.74678643,-5.16973925}],GeoPosition[ {40.42250614,-3.70930531}],GeoPosition[{36.78093,-2.77519}],GeoPosition[{43.0036861,-2.1765255}],GeoPosition[ {38.38002053,-0.43145444}],GeoPosition[{40.4724372,-3.3758856}],GeoPosition[{41.5,-5.75}],GeoPosition[ {40.47901042,-3.57210159}],GeoPosition[{38.0002552,-1.1227293}],GeoPosition[{42.4304039,-8.646453}],GeoPosition[ {39.98257299,-4.27929124}],GeoPosition[{41.48510043,2.32170884}],GeoPosition[{42.8833,-8.55}],GeoPosition[ {38.9889415,-1.8633411}],GeoPosition[{39.9121904,-4.0056041}],GeoPosition[{44.83131775,11.61364073}],GeoPosition[ {39.4674492,-0.36442}],GeoPosition[{39.0271377,-5.76129742}],GeoPosition[{39.2145011,-3.6081104}],GeoPosition[ {41.6,-4.11666667}],GeoPosition[{39.95818889,-4.84776352}],GeoPosition[{42.03699677,-7.01430911}],GeoPosition[ {43.61251945,1.45875103}],GeoPosition[{40.4,-3.68333}],GeoPosition[{36.750291,-3.0199644}],GeoPosition[ {43.36004006,-5.8425808}],GeoPosition[{40.42127135,-3.70794228}],GeoPosition[{39.8667,-4.01667}],GeoPosition[ {40.40622283,-3.67733783}],GeoPosition[{38.93670497,-9.3263348}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {36.8930092,-4.4292202}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.7167,-3.98333}],GeoPosition[ {38.34623329,-0.48549866}],GeoPosition[{40.45,-3.48333}],GeoPosition[{36.81559398,-2.56271853}],GeoPosition[ {41.0186,28.9647}],GeoPosition[{44.82469937,-0.61536833}],GeoPosition[{36.7167,-4.41667}],GeoPosition[ {39.4707723,-0.3706856}],GeoPosition[{38.9833,-1.85}],GeoPosition[{41.37459513,2.16481791}],GeoPosition[ {43.30972222,-2.0075}],GeoPosition[{38.61472222,-1.11972222}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[ {37.15296667,-3.59573611}],GeoPosition[{43.73666667,-7.87722222}],GeoPosition[{37.785,-3.9025}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{37.3031538,-6.29834308}],GeoPosition[{36.4557993,-6.2108144}],GeoPosition[ {41.44004807,2.19884741}],GeoPosition[{37.9861,-1.1303}],GeoPosition[{48.8569,2.3412}],GeoPosition[ {40.63669788,-8.64664397}],GeoPosition[{42.03699677,-7.01430911}],GeoPosition[{40.34222,-3.83226}],GeoPosition[ {37.33574629,-6.54333971}],GeoPosition[{43.3664745,-5.8451361}],GeoPosition[{37.3804461,-6.0057785}],GeoPosition[ {38.87267461,-6.9805445}],GeoPosition[{43.46498571,-3.80237032}],GeoPosition[{36.68246667,-4.46062778}],GeoPosition[ {39.47111111,-0.40083333}],GeoPosition[{39.14903625,-0.44057806}],GeoPosition[{42.0133987,-4.5317032}],GeoPosition[ {37.1701404,-3.6058899}],GeoPosition[{53.8,-9.21667}],GeoPosition[{36.53859557,-6.2905243}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{40.4239,-3.71136}],GeoPosition[{40.55,-3.63333}],GeoPosition[ {36.6900482,-4.4451499}],GeoPosition[{37.14887,-3.63137}],GeoPosition[{39.57576708,-0.41306849}],GeoPosition[ {43.2970042,-2.98727332}],GeoPosition[{38.9,-6.33333333}],GeoPosition[{36.8333,-2.45}],GeoPosition[ {41.6552096,-4.7192796}],GeoPosition[{37.38027778,-6.01083333}],GeoPosition[{43.3833,-3.21667}],GeoPosition[ {41.3766992,2.1590473}],GeoPosition[{42.64041368,18.11137271}],GeoPosition[{43.37090042,-8.39742498}],GeoPosition[ {37.15296667,-3.59573611}],GeoPosition[{42.84306412,-2.68045762}],GeoPosition[{36.85501491,-2.44501459}],GeoPosition[ {42.34325,-3.7031}],GeoPosition[{42.2675,-8.77391}],GeoPosition[{36.7667086,-6.3569641}],GeoPosition[ {40.9667,-5.65}],GeoPosition[{36.72191168,-4.47385366}],GeoPosition[{43.4645894,-3.8000732}],GeoPosition[ {40.39419199,-3.70769007}],GeoPosition[{50.59362091,32.38309553}],GeoPosition[{38.25472222,-0.64611111}],GeoPosition[ {48.58693792,-3.7921413}],GeoPosition[{41.678466,2.784316}],GeoPosition[{51.44062807,5.47788725}],GeoPosition[ {39.98758393,-0.04784712}],GeoPosition[{43.26119534,-2.92375559}],GeoPosition[{40.4724408,-3.3758898}],GeoPosition[ {41.3767173,2.1591101}],GeoPosition[{45.60304946,10.62768459}],GeoPosition[{37.386,-5.9983}],GeoPosition[ {36.5569355,-4.6153962}],GeoPosition[{37.7833,-3.61667}],GeoPosition[{37.37408148,-6.96504331}],GeoPosition[ {43.37099,-8.39057}],GeoPosition[{40.44274,-3.71318}],GeoPosition[{37.00286877,-1.88925295}],GeoPosition[ {39.98758393,-0.04784712}],GeoPosition[{42.465,-2.44555556}],GeoPosition[{40.36169665,0.40217726}],GeoPosition[ {37.39008473,-5.99067164}],GeoPosition[{40.3167,-3.85}],GeoPosition[{41.3766437,2.1590766}],GeoPosition[ {39.98758393,-0.04784712}],GeoPosition[{41.6627491,-4.7211618}],GeoPosition[{48.8625998,2.34427374}],GeoPosition[ {38.64388168,0.05708144}],GeoPosition[{41.2167,-2.26667}],GeoPosition[{41.3788478,2.1606283}],GeoPosition[ {40.3822645,-3.7102445}],GeoPosition[{39.9780884,-0.03969}],GeoPosition[{51.7272054,14.3469891}],GeoPosition[ {43.27056744,-1.54131448}],GeoPosition[{41.38906,2.16738}],GeoPosition[{42.19970561,-8.73691017}],GeoPosition[ {47.4719,19.0503}],GeoPosition[{40.4148712,-3.72082}],GeoPosition[{37.38628116,-6.00094519}],GeoPosition[ {37.97777778,-0.68333333}],GeoPosition[{41.65571,-4.72635}],GeoPosition[{41.38906,2.16738}],GeoPosition[ {41.3766516,2.1590978}],GeoPosition[{42.5222826,0.83461093}],GeoPosition[{42.2291994,-8.7052554}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{39.86184425,-6.23367403}],GeoPosition[{39.98758393,-0.04784712}],GeoPosition[ {42.0833,-1.6}],GeoPosition[{37.26368,-6.93987}],GeoPosition[{41.3833,2.18333}],GeoPosition[ {43.34470948,-1.78584429}],GeoPosition[{40.43605,-3.6888}],GeoPosition[{37.18156911,-6.96914978}],GeoPosition[ {41.38406,2.16263}],GeoPosition[{42.79347,-4.26088}],GeoPosition[{40.3,-5.08333333}],GeoPosition[ {37.18112,-5.7784}],GeoPosition[{40.41103434,-3.70914658}],GeoPosition[{37.936958,-0.7214566}],GeoPosition[ {39.85980922,-4.02497362}],GeoPosition[{38.0833,-3.63333}],GeoPosition[{42.8833,-8.55}],GeoPosition[ {36.528106,-6.315614}],GeoPosition[{42.42212646,-8.63640788}],GeoPosition[{39.98758393,-0.04784712}],GeoPosition[ {40.56666667,-6.16666667}],GeoPosition[{42.01477,-4.5414}],GeoPosition[{39.5667,2.65}],GeoPosition[ {39.40483156,-2.94387929}],GeoPosition[{37.2333,-5.31667}],GeoPosition[{42.5167,-7.5}],GeoPosition[ {37.98509415,-1.122877}],GeoPosition[{38.3440712,-0.4924091}],GeoPosition[{42.82598313,-1.61694503}],GeoPosition[ {52.3731,4.8922}],GeoPosition[{39.98758393,-0.04784712}],GeoPosition[{36.5569352,-4.6154145}],GeoPosition[ {43.31856393,-2.98259871}],GeoPosition[{40.46239293,-3.68701816}],GeoPosition[{42.13333333,-0.41666667}],GeoPosition[ {37.13029309,-3.5837655}],GeoPosition[{48.86083333,2.29}],GeoPosition[{43.2764624,-1.6791637}],GeoPosition[ {53.32504481,-6.21324298}],GeoPosition[{37.3772,-5.98694}],GeoPosition[{36.55694,-4.6153952}],GeoPosition[ {43.5333,-5.7}],GeoPosition[{40.99436592,-8.5583017}],GeoPosition[{40.45,-3.48333}],GeoPosition[ {39.54340399,-0.48674327}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{36.84566977,-2.4523086}],GeoPosition[ {37.4003299,-5.97283}],GeoPosition[{43.4448655,-3.4567023}],GeoPosition[{40.96534803,-5.66491548}],GeoPosition[ {37.394027,-5.98770021}],GeoPosition[{41.3766706,2.1590835}],GeoPosition[{37.25586,-6.95168}],GeoPosition[ {39.98758393,-0.04784712}],GeoPosition[{43.4448655,-3.4567023}],GeoPosition[{40.43084,-3.68384}],GeoPosition[ {40.43605,-3.6888}],GeoPosition[{39.98758393,-0.04784712}],GeoPosition[{42.54251494,-6.61843712}],GeoPosition[ {36.54694788,32.0030667}],GeoPosition[{42.2291994,-8.7052554}],GeoPosition[{40.4724246,-3.375892}],GeoPosition[ {40.33912269,-3.83526823}],GeoPosition[{38.34404548,-0.48243799}],GeoPosition[{40.4724246,-3.375892}],GeoPosition[ {37.8833,-4.76667}],GeoPosition[{36.70814,-4.44399}],GeoPosition[{37.38623328,-6.20176918}],GeoPosition[ {44.80375,-0.631678}],GeoPosition[{42.13333333,-0.41666667}],GeoPosition[{43.46301229,-3.80499948}],GeoPosition[ {41.65338,-4.72595}],GeoPosition[{40.4167,-3.70325}],GeoPosition[{39.14897878,-0.44050396}],GeoPosition[ {40.4148712,-3.72082}],GeoPosition[{41.546657,2.2081745}],GeoPosition[{55.6761,12.5683}],GeoPosition[ {42.465,-2.44555556}],GeoPosition[{43.37093,-8.40227}],GeoPosition[{40.97134792,-5.66311792}],GeoPosition[ {40.43605,-3.6888}],GeoPosition[{39.4731026,-0.3476484}],GeoPosition[{41.6552096,-4.7192796}],GeoPosition[ {36.935659,-5.265083}],GeoPosition[{39.98758393,-0.04784712}],GeoPosition[{40.03873482,-0.07190499}],GeoPosition[ {42.01666667,-4.53333333}],GeoPosition[{40.42023261,-3.70582086}],GeoPosition[{41.3272646,2.0406372}],GeoPosition[ {40.3167,-3.85}],GeoPosition[{40.42159782,-3.72196373}],GeoPosition[{36.7167,-4.41667}],GeoPosition[ {37.28408914,-5.90892682}],GeoPosition[{36.50409,-6.27703}],GeoPosition[{41.9738835,2.8032689}],GeoPosition[ {43.2667618,-2.9370401}],GeoPosition[{35.2873564,-2.9481993}],GeoPosition[{40.42673,-3.70846}],GeoPosition[ {43.25401108,-2.91502819}],GeoPosition[{39.57681679,2.6387204}],GeoPosition[{42.2291994,-8.7052554}],GeoPosition[ {41.31482154,2.01339072}],GeoPosition[{41.25277778,8.35361111}],GeoPosition[{37.37674677,-5.9970735}],GeoPosition[ {35.2873564,-2.9481993}],GeoPosition[{37.1833,-3.6}],GeoPosition[{43.3475,-4.1025}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.4,-3.68333}],GeoPosition[{40.48731293,-3.36935784}],GeoPosition[ {37.4,-6.13333}],GeoPosition[{43.3669128,-8.4021711}],GeoPosition[{42.2333,-8.71667}],GeoPosition[ {35.287386,-2.9482004}],GeoPosition[{36.8930092,-4.4292202}],GeoPosition[{37.388163,-5.982399}],GeoPosition[ {40.43605,-3.6888}],GeoPosition[{38.90834171,-6.36166427}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {41.84638889,3.09888889}],GeoPosition[{43.35903,-5.8484999}],GeoPosition[{37.7455278,-0.9518544}],GeoPosition[ {40.9159065,-3.5351715}],GeoPosition[{52.2502594,4.9672642}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{38.94043972,1.23605908}],GeoPosition[{39.45157969,-3.60727393}],GeoPosition[ {43.5333,-5.7}],GeoPosition[{37.4333,-4.18333}],GeoPosition[{40.42577686,-3.70718708}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.41916667,-3.69305556}],GeoPosition[ {37.20583527,-7.23520995}],GeoPosition[{41.39755625,2.19116105}],GeoPosition[{40.48731293,-3.36935784}],GeoPosition[ {51.51330224,-0.13134784}],GeoPosition[{43.32379229,-1.98663175}],GeoPosition[{37.41944587,-5.96207143}],GeoPosition[ {40.43605,-3.6888}],GeoPosition[{40.42241,-3.69945}],GeoPosition[{41.75,0.666667}],GeoPosition[ {37.3196326,-4.3682955}],GeoPosition[{41.623039,0.616766}],GeoPosition[{40.37712,-3.77871}],GeoPosition[ {37.2545915,-6.94068536}],GeoPosition[{38.3634002,-0.4953174}],GeoPosition[{41.65338,-4.72595}],GeoPosition[ {43.55923939,-6.03269577}],GeoPosition[{36.7112694,-4.6325302}],GeoPosition[{43.2569,-2.9236}],GeoPosition[ {40.4167,-3.70325}],GeoPosition[{36.72483657,-5.9306154}],GeoPosition[{41.5405151,2.4395669}],GeoPosition[ {41.3766673,2.1590819}],GeoPosition[{37.883091,-4.7849898}],GeoPosition[{37.4027481,-5.9895802}],GeoPosition[ {37.1833,-3.6}],GeoPosition[{41.65411846,-0.8785359}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[ {41.7318001,12.3610802}],GeoPosition[{37.203042,-3.5961476}],GeoPosition[{42.5448908,-6.5854175}],GeoPosition[ {37.3797798,-6.1275501}],GeoPosition[{39.39704572,-0.39284686}],GeoPosition[{39.54324821,-0.48672193}],GeoPosition[ {39.00116795,-0.16380291}],GeoPosition[{60.173116,24.947318}],GeoPosition[{40.6343937,-4.01783}],GeoPosition[ {40.7795296,-5.8758302}],GeoPosition[{42.2288353,-8.7064301}],GeoPosition[{38.736111,-9.127222}],GeoPosition[ {40.9667,-5.65}],GeoPosition[{40.423008,-3.545922}],GeoPosition[{38.25,-0.7}],GeoPosition[ {42.18246219,-8.80229437}],GeoPosition[{36.45677192,-6.21436481}],GeoPosition[{40.48731293,-3.36935784}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{37.25708485,-6.94775686}],GeoPosition[{36.7,-6.1167}],GeoPosition[ {40.9629593,-5.6618299}],GeoPosition[{37.4251621,-5.96343966}],GeoPosition[{37.7667,-3.7711}],GeoPosition[ {38.0197084,-1.1353559}],GeoPosition[{36.64496832,-4.47703683}],GeoPosition[{39.4622688,-0.37273}],GeoPosition[ {39.85980922,-4.02497362}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.62488,-3.1643}],GeoPosition[ {38.3968964,-0.5267282}],GeoPosition[{43.4647,-3.80444}],GeoPosition[{41.1796277,-8.6924474}],GeoPosition[ {39.98758393,-0.04784712}],GeoPosition[{38.9963684,-1.8654701}],GeoPosition[{42.31964777,-2.00061745}],GeoPosition[ {38.98411597,-3.91425547}],GeoPosition[{51.7272054,14.3469891}],GeoPosition[{41.3767024,2.1591152}],GeoPosition[ {37.3667,-5.75}],GeoPosition[{50.67225241,7.17345394}],GeoPosition[{37.38179745,-6.55222718}],GeoPosition[ {41.39755625,2.19116105}],GeoPosition[{39.98758393,-0.04784712}],GeoPosition[{40.4148712,-3.72082}],GeoPosition[ {51.9256096,4.4753499}],GeoPosition[{42.34325,-3.7031}],GeoPosition[{43.7833,11.25}],GeoPosition[ {41.3833,2.18333}],GeoPosition[{40.39478458,-3.79875205}],GeoPosition[{40.3,-4.}],GeoPosition[ {36.430185,-5.15330317}],GeoPosition[{48.85693,2.3412}],GeoPosition[{40.3392433,-3.7333736}],GeoPosition[ {38.5236303,-6.4488449}],GeoPosition[{44.1193889,11.2187935}],GeoPosition[{39.47473908,-0.37472001}],GeoPosition[ {41.55428,2.4344199}],GeoPosition[{41.90230563,12.45725039}],GeoPosition[{40.42407452,-3.54216429}],GeoPosition[ {36.5569307,-4.6154028}],GeoPosition[{42.8416674,-2.6697839}],GeoPosition[{42.4957635,14.1829792}],GeoPosition[ {39.98758393,-0.04784712}],GeoPosition[{43.96148,12.68544}],GeoPosition[{40.41971036,-3.7055112}],GeoPosition[ {42.2291994,-8.7052554}],GeoPosition[{42.3444768,-7.8814042}],GeoPosition[{37.388163,-5.982399}],GeoPosition[ {41.2333,1.81667}],GeoPosition[{37.41099888,-1.56068052}],GeoPosition[{42.68343044,-2.9502212}],GeoPosition[ {38.55078075,-0.18332615}],GeoPosition[{40.4724117,-3.3758934}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {43.303705,-8.5087228}],GeoPosition[{41.3766488,2.1590841}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {36.53859557,-6.2905243}],GeoPosition[{39.54331444,-0.48673535}],GeoPosition[{36.7353449,-6.4341872}],GeoPosition[ {41.51455109,13.76919934}],GeoPosition[{45.6288849,13.7822326}],GeoPosition[{38.76386299,0.20383551}],GeoPosition[ {48.8569,2.3412}],GeoPosition[{36.7502913,-3.0199626}],GeoPosition[{41.18785,1.5800399}],GeoPosition[ {38.7167,-9.13333}],GeoPosition[{41.3888092,2.16682}],GeoPosition[{40.4269451,-3.6006642}],GeoPosition[ {37.1768288,-3.6127716}],GeoPosition[{38.54587583,-2.99800927}],GeoPosition[{40.5,-3.51667}],GeoPosition[ {40.4206886,-3.69733}],GeoPosition[{41.38552304,2.16646783}],GeoPosition[{40.41704446,-3.70354074}],GeoPosition[ {36.70531523,-4.49287478}],GeoPosition[{39.6637683,-4.6439305}],GeoPosition[{36.7502913,-3.0199626}],GeoPosition[ {42.349895,-7.86607089}],GeoPosition[{36.7502909,-3.0199626}],GeoPosition[{42.59746781,-5.56758892}],GeoPosition[ {36.69325788,-4.4492683}],GeoPosition[{39.5791588,2.63708}],GeoPosition[{36.6833,-6.13333}],GeoPosition[ {42.2291994,-8.7052554}],GeoPosition[{40.3392433,-3.7333736}],GeoPosition[{39.4753407,-0.3305771}],GeoPosition[ {40.38611111,-3.73888889}],GeoPosition[{39.86915865,-4.0206336}],GeoPosition[{37.398825,-5.99413333}],GeoPosition[ {39.0503594,-4.059722}],GeoPosition[{38.38965888,27.15616639}],GeoPosition[{36.7833,-6.35}],GeoPosition[ {39.5676903,-1.2005686}],GeoPosition[{38.78777778,-9.39055556}],GeoPosition[{41.3766537,2.1590626}],GeoPosition[ {42.57855568,1.6506958}],GeoPosition[{41.39330083,2.20574803}],GeoPosition[{40.36690811,-3.61907555}],GeoPosition[ {41.6551937,-4.719253}],GeoPosition[{39.66317435,-0.22266205}],GeoPosition[{38.1667,-3.}],GeoPosition[ {36.71983762,-4.45205895}],GeoPosition[{53.96115768,-1.0817088}],GeoPosition[{41.54367723,2.44231477}],GeoPosition[ {40.41704446,-3.70354074}],GeoPosition[{37.172655,-3.59611}],GeoPosition[{40.42486142,-3.70193787}],GeoPosition[ {39.45257216,-0.34581239}],GeoPosition[{43.36848734,-8.41333866}],GeoPosition[{43.36039107,-5.84489822}],GeoPosition[ {37.66795097,-4.72669763}],GeoPosition[{38.3802879,-0.7741449}],GeoPosition[{42.54424365,-6.59255862}],GeoPosition[ {41.65,-4.71667}],GeoPosition[{40.3290724,-3.7296332}],GeoPosition[{41.33779853,2.0111497}],GeoPosition[ {39.6,-9.06666667}],GeoPosition[{36.73261581,-3.68704438}],GeoPosition[{40.45281665,-3.68896181}],GeoPosition[ {42.2291994,-8.7052554}],GeoPosition[{41.65,-4.71667}],GeoPosition[{50.0833,14.4167}],GeoPosition[ {40.472406,-3.3758945}],GeoPosition[{45.83891213,8.71682336}],GeoPosition[{41.077,1.144}],GeoPosition[ {38.91650173,-6.34414598}],GeoPosition[{39.54337097,-0.48686962}],GeoPosition[{40.9785,-5.65053}],GeoPosition[ {50.0833,14.4167}],GeoPosition[{55.78273663,37.57457803}],GeoPosition[{36.750291,-3.019963}],GeoPosition[ {38.0355036,-1.0766678}],GeoPosition[{38.86742413,-6.97275102}],GeoPosition[{44.91799,-0.241668}],GeoPosition[ {44.91799,-0.241668}],GeoPosition[{40.43605,-3.6888}],GeoPosition[{41.9333,-7.43333}],GeoPosition[ {51.47802672,-0.1298067}],GeoPosition[{40.42567807,-3.68545349}],GeoPosition[{40.72665953,0.83649898}],GeoPosition[ {37.7667,-3.7711}],GeoPosition[{37.3333,-5.83333}],GeoPosition[{43.37058459,-8.39677448}],GeoPosition[ {41.63915258,-0.90876612}],GeoPosition[{37.2915802,-6.89845991}],GeoPosition[{41.5385094,2.09881}],GeoPosition[ {38.25612994,-0.65006576}],GeoPosition[{41.35,-8.46667}],GeoPosition[{39.98758393,-0.04784712}],GeoPosition[ {36.7167,-4.41667}],GeoPosition[{49.000231,2.5188101}],GeoPosition[{51.4493541,5.481222}],GeoPosition[ {40.4255104,-3.69736}],GeoPosition[{39.4,-3.11667}],GeoPosition[{50.7202797,-1.882225}],GeoPosition[ {37.5173137,-5.9863972}],GeoPosition[{48.85693,2.3412}],GeoPosition[{53.2775,-6.26972222}],GeoPosition[ {40.40622283,-3.67733783}],GeoPosition[{40.504317,-3.874614}],GeoPosition[{37.7667,-3.95}],GeoPosition[ {41.39755625,2.19116105}],GeoPosition[{37.21285987,-7.41639782}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {37.15296667,-3.59573611}],GeoPosition[{42.61666667,-7.76666667}],GeoPosition[{43.3703,-8.40054}],GeoPosition[ {40.4269374,-3.6006675}],GeoPosition[{44.39883,0.22059667}],GeoPosition[{37.1710719,-3.591591}],GeoPosition[ {48.82545471,2.32614136}],GeoPosition[{40.2781067,-3.8019357}],GeoPosition[{42.6167,-6.41667}],GeoPosition[ {40.416599,-3.70573474}],GeoPosition[{40.45554332,-3.69663293}],GeoPosition[{42.2291994,-8.7052554}],GeoPosition[ {40.42194165,-3.72045186}],GeoPosition[{36.83744994,28.24337418}],GeoPosition[{42.3333,-5.88333}],GeoPosition[ {41.37882411,2.14457744}],GeoPosition[{41.3167,2.}],GeoPosition[{41.31482154,2.01339072}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{50.1472,15.1158}],GeoPosition[{41.37882411,2.14457744}],GeoPosition[ {37.38521372,-6.82703531}],GeoPosition[{42.3426,-3.70235}],GeoPosition[{40.21666667,-3.85}],GeoPosition[ {42.9333,-3.48333}],GeoPosition[{48.02371021,0.20178899}],GeoPosition[{40.2168504,-3.8561428}],GeoPosition[ {48.13748327,11.57987783}],GeoPosition[{40.51616453,-4.04668713}],GeoPosition[{41.6551937,-4.719253}],GeoPosition[ {42.33205615,-3.70947111}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.42250614,-3.70930531}],GeoPosition[ {43.29234992,-2.99193378}],GeoPosition[{40.23911003,-3.76036177}],GeoPosition[{41.38908,2.1705199}],GeoPosition[ {37.91422768,-4.72132781}],GeoPosition[{38.1,-0.65}],GeoPosition[{40.40622283,-3.67733783}],GeoPosition[ {41.63539536,-0.90072274}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[{41.384445,2.133314}],GeoPosition[ {40.49266922,-3.87414329}],GeoPosition[{44.78656769,20.4489212}],GeoPosition[{41.384445,2.133314}],GeoPosition[ {40.2833,-3.8}],GeoPosition[{38.96888889,0.185}],GeoPosition[{45.47576727,9.26319731}],GeoPosition[ {36.5167,-4.88333}],GeoPosition[{38.3802717,-0.7741247}],GeoPosition[{41.3879,2.16992}],GeoPosition[ {41.3879,2.16992}],GeoPosition[{41.388178,2.127415}],GeoPosition[{43.38583333,-8.40638889}],GeoPosition[ {37.2754959,-6.9324867}],GeoPosition[{39.98758393,-0.04784712}],GeoPosition[{41.3763185,2.1834091}],GeoPosition[ {37.35638889,-5.98138889}],GeoPosition[{40.6333,15.8}],GeoPosition[{40.45259027,-3.68536378}],GeoPosition[ {37.1833,-3.6}],GeoPosition[{36.46125296,-6.20658405}],GeoPosition[{42.87995368,-8.54462963}],GeoPosition[ {39.47666893,-0.3257326}],GeoPosition[{39.98758393,-0.04784712}],GeoPosition[{43.29564755,-4.41178322}],GeoPosition[ {40.3873839,-3.6454667}],GeoPosition[{40.4139404,-3.7007999}],GeoPosition[{43.47710357,-5.84842229}],GeoPosition[ {36.7167,-4.41667}],GeoPosition[{37.1833,-3.6}],GeoPosition[{38.66460324,-2.49111709}],GeoPosition[ {37.18918919,-5.79005518}],GeoPosition[{42.2291994,-8.7052554}],GeoPosition[{39.98758393,-0.04784712}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{39.47313776,-6.37551688}],GeoPosition[{37.9667,-4.53333}],GeoPosition[ {40.63426,-3.16589}],GeoPosition[{39.2667,-2.6}],GeoPosition[{39.98758393,-0.04784712}],GeoPosition[ {41.65194444,-4.72888889}],GeoPosition[{51.50898971,-0.07748771}],GeoPosition[{39.21822892,-3.49977985}],GeoPosition[ {48.02379393,0.20171498}],GeoPosition[{55.86451425,-4.29960277}],GeoPosition[{41.6283607,-4.7871429}],GeoPosition[ {36.7888963,-5.5573993}],GeoPosition[{39.98758393,-0.04784712}],GeoPosition[{48.86304874,2.31286952}],GeoPosition[ {43.279174,-8.385302}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.9539413,-8.5903015}],GeoPosition[ {43.,-7.56667}],GeoPosition[{40.4164869,-3.69980736}],GeoPosition[{40.48731293,-3.36935784}],GeoPosition[ {40.42630757,-3.67780849}],GeoPosition[{40.2833,-3.8}],GeoPosition[{37.38432183,-6.00401384}],GeoPosition[ {43.3554802,-5.8627701}],GeoPosition[{40.4356962,-3.6428288}],GeoPosition[{38.65062144,-5.60605938}],GeoPosition[ {40.96479854,-5.66481152}],GeoPosition[{40.63333333,-3.33333333}],GeoPosition[{38.9123613,1.42564036}],GeoPosition[ {36.8608773,-5.640095}],GeoPosition[{55.86451425,-4.29960277}],GeoPosition[{50.10468633,8.61697089}],GeoPosition[ {40.42157759,-3.70883738}],GeoPosition[{43.37093,-8.39835}],GeoPosition[{37.3772,-5.98694}],GeoPosition[ {36.1303676,-5.4599974}],GeoPosition[{43.77314469,11.25500288}],GeoPosition[{51.48478,11.96679}],GeoPosition[ {40.96423224,-5.66479689}],GeoPosition[{40.40559408,-3.69501869}],GeoPosition[{36.75266,-3.8718}],GeoPosition[ {51.45098994,5.46370089}],GeoPosition[{37.3878822,-5.9956908}],GeoPosition[{35.95236146,14.40454071}],GeoPosition[ {43.25754291,-2.93117178}],GeoPosition[{41.5333,-4.88333}],GeoPosition[{43.3715,-8.396}],GeoPosition[ {38.3499489,-0.4869}],GeoPosition[{50.10712842,8.66980133}],GeoPosition[{52.1833,-1.7}],GeoPosition[ {42.34325,-3.7031}],GeoPosition[{41.38110454,2.1782953}],GeoPosition[{40.44693832,-3.58729859}],GeoPosition[ {51.51,-0.13444444}],GeoPosition[{37.58014277,-5.96641667}],GeoPosition[{37.896907,-4.767655}],GeoPosition[ {36.7112694,-4.6325302}],GeoPosition[{48.82545471,2.32614136}],GeoPosition[{43.3492889,-8.2521296}],GeoPosition[ {38.25403725,-3.12979864}],GeoPosition[{43.32352525,-1.98594507}],GeoPosition[{42.01666667,-4.53333333}],GeoPosition[ {40.3590584,-3.8311801}],GeoPosition[{40.422305,-3.697873}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {43.46469926,-3.80495448}],GeoPosition[{40.4061394,-3.7030699}],GeoPosition[{40.5991,-3.7123}],GeoPosition[ {38.9212523,1.4293217}],GeoPosition[{38.9833,-1.85}],GeoPosition[{37.97675129,23.72584484}],GeoPosition[ {40.48731293,-3.36935784}],GeoPosition[{39.9,-5.53333}],GeoPosition[{37.25,-6.95}],GeoPosition[ {42.1272398,-7.9260828}],GeoPosition[{38.82717727,-1.55559478}],GeoPosition[{40.32606185,-3.80045457}],GeoPosition[ {51.44062807,5.47788725}],GeoPosition[{41.1333,1.38333}],GeoPosition[{40.4135017,-3.6956899}],GeoPosition[ {43.23651,-5.5019}],GeoPosition[{39.4597511,-0.37227}],GeoPosition[{36.911296,30.692467}],GeoPosition[ {37.388163,-5.982399}],GeoPosition[{53.34545119,-6.26418119}],GeoPosition[{36.8608379,-5.6400075}],GeoPosition[ {40.4,-1.9}],GeoPosition[{48.85022181,2.36970056}],GeoPosition[{40.3723846,-3.6188449}],GeoPosition[ {38.40952,-0.4027}],GeoPosition[{37.99792309,-3.6365175}],GeoPosition[{41.3899751,2.1699447}],GeoPosition[ {42.2333,-8.71667}],GeoPosition[{41.3981457,2.15729612}],GeoPosition[{41.3865529,2.1692104}],GeoPosition[ {37.1768,-3.59794}],GeoPosition[{40.4333,-3.53333}],GeoPosition[{51.5233169,-0.07917688}],GeoPosition[ {41.4113286,2.1815555}],GeoPosition[{36.8608535,-5.6400646}],GeoPosition[{42.816409,-1.64374599}],GeoPosition[ {41.8833,-5.03333}],GeoPosition[{43.4410848,-3.8485935}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {43.2833,-2.93333}],GeoPosition[{37.37555297,-5.97567384}],GeoPosition[{39.0271377,-5.76129742}],GeoPosition[ {42.2,-5.98333}],GeoPosition[{42.56182408,-5.58872397}],GeoPosition[{40.41648545,-3.70764495}],GeoPosition[ {38.9,-6.33333333}],GeoPosition[{40.33318511,-3.86632233}],GeoPosition[{38.0853027,-3.6234015}],GeoPosition[ {39.2333,-3.76667}],GeoPosition[{41.17073115,-8.61025776}],GeoPosition[{41.38706724,2.16032738}],GeoPosition[ {36.0125,-5.60556}],GeoPosition[{40.44682791,-3.45535342}],GeoPosition[{40.4135017,-3.6956899}],GeoPosition[ {36.81428976,-2.56532541}],GeoPosition[{37.1825,-3.60406}],GeoPosition[{38.6131,27.4261}],GeoPosition[ {38.87267461,-6.9805445}],GeoPosition[{42.47964243,-5.5899152}],GeoPosition[{41.6551937,-4.719253}],GeoPosition[ {42.7149499,-3.7390641}],GeoPosition[{37.4167,-6.15}],GeoPosition[{36.7,-6.1167}],GeoPosition[ {39.4634235,-0.3916062}],GeoPosition[{37.34619307,-6.05504243}],GeoPosition[{36.7341536,-4.41354677}],GeoPosition[ {41.6167,0.616667}],GeoPosition[{39.0271377,-5.76129742}],GeoPosition[{40.42157759,-3.70883738}],GeoPosition[ {38.93849187,-6.36148792}],GeoPosition[{37.37555297,-5.97567384}],GeoPosition[{51.526,-0.078}],GeoPosition[ {37.37511111,-5.99288889}],GeoPosition[{36.8333,-2.45}],GeoPosition[{40.39464965,-3.67849379}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{36.6777382,-5.4479899}],GeoPosition[{41.56027727,2.08794754}],GeoPosition[ {39.5,-0.35222222}],GeoPosition[{42.842269,-2.6571227}],GeoPosition[{40.4766486,-3.63950022}],GeoPosition[ {36.8294601,-2.45191}],GeoPosition[{40.42486142,-3.70193787}],GeoPosition[{38.3705292,-0.41053}],GeoPosition[ {42.13498359,-0.4070697}],GeoPosition[{43.55923939,-6.03269577}],GeoPosition[{53.55,10.0014}],GeoPosition[ {40.3873928,-3.6454429}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{39.98758393,-0.04784712}],GeoPosition[ {39.4600182,-0.34953}],GeoPosition[{43.31861111,11.33055556}],GeoPosition[{43.44692155,-3.52741176}],GeoPosition[ {40.4766486,-3.63950022}],GeoPosition[{36.734092,-4.426422}],GeoPosition[{36.1324806,-5.4499202}],GeoPosition[ {55.7957059,-3.9767704}],GeoPosition[{39.463425,-0.3915942}],GeoPosition[{43.2687,-2.9461}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{36.7183,-4.4202}],GeoPosition[{37.983,-1.1302}],GeoPosition[ {39.5715,2.6469}],GeoPosition[{37.3877,-6.0018}],GeoPosition[{39.4692,-0.3768}],GeoPosition[ {37.384167,-5.989883}],GeoPosition[{41.38536,2.17378374}],GeoPosition[{40.4724272,-3.375915}],GeoPosition[ {42.443513,-8.632548}],GeoPosition[{42.7531,11.11185}],GeoPosition[{39.98758393,-0.04784712}],GeoPosition[ {38.3855843,-0.6967578}],GeoPosition[{41.39755625,2.19116105}],GeoPosition[{40.55,-4.58333}],GeoPosition[ {38.9,1.43333}],GeoPosition[{43.53629163,-5.63744545}],GeoPosition[{40.42250614,-3.70930531}],GeoPosition[ {41.3961182,2.1608801}],GeoPosition[{38.0852276,-3.6235088}],GeoPosition[{42.04654089,-8.64468039}],GeoPosition[ {40.1698721,-3.8332703}],GeoPosition[{48.8567,2.3508}],GeoPosition[{43.32333333,-3.12166667}],GeoPosition[ {36.7,-6.1167}],GeoPosition[{37.8906288,-4.7872901}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[ {40.42156779,-3.71999354}],GeoPosition[{41.37305155,2.15075787}],GeoPosition[{39.463434,-0.391667}],GeoPosition[ {42.2333,-8.71667}],GeoPosition[{37.21285987,-7.41639782}],GeoPosition[{41.39300498,2.14940814}],GeoPosition[ {41.37854618,2.15349394}],GeoPosition[{42.7149499,-3.7390641}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {60.173116,24.947318}],GeoPosition[{36.71175042,-4.43262029}],GeoPosition[{35.88978241,-5.30684054}],GeoPosition[ {37.39946588,-5.95530166}],GeoPosition[{40.4251595,-3.69626}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {40.25480224,-8.43520383}],GeoPosition[{35.26647479,-2.93322483}],GeoPosition[{37.42743181,-5.97172219}],GeoPosition[ {48.88096061,2.35526308}],GeoPosition[{39.4817807,-0.356204}],GeoPosition[{41.47033,1.9486137}],GeoPosition[ {41.49194444,2.13888889}],GeoPosition[{38.9727097,-0.18212}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {41.16650227,29.03644882}],GeoPosition[{37.15296667,-3.59573611}],GeoPosition[{38.3632953,-0.4950983}],GeoPosition[ {40.43389187,-3.71721106}],GeoPosition[{39.4817807,-0.356204}],GeoPosition[{40.46413606,0.47346262}],GeoPosition[ {43.35862864,-8.41883385}],GeoPosition[{42.1629574,-8.4331921}],GeoPosition[{39.4634077,-0.3916147}],GeoPosition[ {38.81696,-1.27777}],GeoPosition[{36.50257,-6.27594}],GeoPosition[{41.46629933,2.28165103}],GeoPosition[ {43.3333,-6.}],GeoPosition[{54.1452,-4.48172}],GeoPosition[{41.75691902,-0.83227392}],GeoPosition[ {42.34272,-3.702895}],GeoPosition[{43.3167,11.35}],GeoPosition[{37.30294245,-4.8773893}],GeoPosition[ {40.60955873,9.75136307}],GeoPosition[{38.3632551,-0.4951952}],GeoPosition[{39.4634282,-0.3916028}],GeoPosition[ {42.6833,-3.41667}],GeoPosition[{38.3802731,-0.774129}],GeoPosition[{37.85,-5.76667}],GeoPosition[ {40.42568316,-3.68891607}],GeoPosition[{37.32942759,-5.41620869}],GeoPosition[{38.3632943,-0.495122}],GeoPosition[ {37.4222571,-5.89957697}],GeoPosition[{40.3431684,-3.75952952}],GeoPosition[{39.4634452,-0.3915833}],GeoPosition[ {41.3357368,1.9980445}],GeoPosition[{35.88873988,-5.3003652}],GeoPosition[{36.7356264,-6.4363936}],GeoPosition[ {36.73333333,-3.58333333}],GeoPosition[{39.4433479,-0.3878354}],GeoPosition[{43.3667,-2.98333}],GeoPosition[ {39.9833,-3.36667}],GeoPosition[{37.27694894,-6.84563454}],GeoPosition[{41.39459,2.14903}],GeoPosition[ {37.98366477,-1.12922}],GeoPosition[{38.3633131,-0.4951458}],GeoPosition[{37.2340677,-3.6227132}],GeoPosition[ {42.78481293,-0.52277619}],GeoPosition[{42.4574872,-6.05581375}],GeoPosition[{37.42268834,-5.98827605}],GeoPosition[ {43.2680999,-2.9345}],GeoPosition[{42.5,-8.86667}],GeoPosition[{40.60955873,9.75136307}],GeoPosition[ {41.973842,2.8032671}],GeoPosition[{42.34325,-3.7031}],GeoPosition[{40.41809726,-3.67233589}],GeoPosition[ {38.78083333,-9.50055556}],GeoPosition[{40.2648893,-7.4978685}],GeoPosition[{41.41361111,2.19388889}],GeoPosition[ {36.54166667,-4.625}],GeoPosition[{40.42574235,-8.4397171}],GeoPosition[{37.3772,-5.98694}],GeoPosition[ {38.26029,-5.67659}],GeoPosition[{39.4634297,-0.3916188}],GeoPosition[{40.4584084,-3.78263}],GeoPosition[ {40.3167,-3.85}],GeoPosition[{40.3376584,-3.5269844}],GeoPosition[{40.3667,-3.9}],GeoPosition[ {40.4466221,-3.6924595}],GeoPosition[{39.47595015,-6.38077924}],GeoPosition[{40.4167,-3.70325}],GeoPosition[ {53.10640551,8.84594642}],GeoPosition[{39.55143108,2.6210553}],GeoPosition[{40.1833,-6.55}],GeoPosition[ {43.77370382,11.25185809}],GeoPosition[{41.24194508,1.80762774}],GeoPosition[{43.2675,-2.93861111}],GeoPosition[ {43.32441403,-1.98525664}],GeoPosition[{42.6,-8.93333}],GeoPosition[{43.26577242,-8.9593018}],GeoPosition[ {36.54137384,-4.62420361}],GeoPosition[{37.7667,-3.7711}],GeoPosition[{37.4881096,-5.9949198}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{38.8205425,-9.10687}],GeoPosition[{37.2029838,-3.5964186}],GeoPosition[ {42.11472222,-1.78666667}],GeoPosition[{37.19136373,-3.62269037}],GeoPosition[{38.0852812,-3.6235034}],GeoPosition[ {40.29479802,-3.78458012}],GeoPosition[{36.69840934,-4.45775716}],GeoPosition[{37.15881247,-3.60383742}],GeoPosition[ {37.1833,-3.6}],GeoPosition[{40.4724554,-3.3758965}],GeoPosition[{39.4634088,-0.3915729}],GeoPosition[ {37.30294245,-4.8773893}],GeoPosition[{38.88145,-6.97046}],GeoPosition[{37.38766433,-5.91941214}],GeoPosition[ {43.35792,-8.40556}],GeoPosition[{43.55710579,-6.09084779}],GeoPosition[{40.43171891,-3.53320332}],GeoPosition[ {40.9476395,-4.1217899}],GeoPosition[{38.85,0.116667}],GeoPosition[{37.77752659,-3.72571181}],GeoPosition[ {37.28847715,-5.94200711}],GeoPosition[{42.23997626,-8.72430821}],GeoPosition[{36.7167,-4.41667}],GeoPosition[ {41.40990218,2.21678378}],GeoPosition[{43.3771859,-8.4031445}],GeoPosition[{45.50289891,9.15992808}],GeoPosition[ {40.4255905,-3.6900201}],GeoPosition[{42.7416687,-0.51907003}],GeoPosition[{40.44561571,-3.72845978}],GeoPosition[ {43.3449647,-8.429227}],GeoPosition[{43.3715,-8.396}],GeoPosition[{40.42306386,-3.70028791}],GeoPosition[ {40.41916667,-3.69305556}],GeoPosition[{40.48731293,-3.36935784}],GeoPosition[{37.38027778,-6.01083333}],GeoPosition[ {40.6779842,-3.61743269}],GeoPosition[{40.1667,-4.21667}],GeoPosition[{42.59011188,-5.56413896}],GeoPosition[ {40.4341812,-3.6845801}],GeoPosition[{36.54026,-6.2895}],GeoPosition[{40.416599,-3.70573474}],GeoPosition[ {40.36195,-3.25425}],GeoPosition[{51.5007896,-0.2218251}],GeoPosition[{41.5,-5.}],GeoPosition[ {37.40780863,-5.93324476}],GeoPosition[{40.9628299,-5.6660199}],GeoPosition[{39.1673199,-5.05091}],GeoPosition[ {41.6551937,-4.719253}],GeoPosition[{42.87719444,-8.54684948}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {43.3141761,-1.9861151}],GeoPosition[{40.2833,-3.8}],GeoPosition[{36.9167,-6.06667}],GeoPosition[ {38.8,-9.38333}],GeoPosition[{51.00504858,5.53281465}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {39.5667,2.65}],GeoPosition[{37.97777778,-0.68333333}],GeoPosition[{39.463423,-0.3916687}],GeoPosition[ {38.3632668,-0.4951518}],GeoPosition[{40.4186897,-3.7075}],GeoPosition[{40.3431684,-3.75952952}],GeoPosition[ {37.17635,-3.60421}],GeoPosition[{41.96836646,2.77347548}],GeoPosition[{37.7,-6.53333}],GeoPosition[ {38.6403043,-3.3595131}],GeoPosition[{38.3632422,-0.4950924}],GeoPosition[{40.42250614,-3.70930531}],GeoPosition[ {40.2338609,-3.762637}],GeoPosition[{37.3828,-5.97317}],GeoPosition[{42.35478898,-3.6625349}],GeoPosition[ {41.6336658,-0.9084809}],GeoPosition[{39.4633867,-0.3916058}],GeoPosition[{40.2,-5.08333}],GeoPosition[ {42.65,-8.81667}],GeoPosition[{37.2689916,-4.4119187}],GeoPosition[{40.43258479,-3.67685449}],GeoPosition[ {37.385849,-5.99927}],GeoPosition[{38.9167,-6.33333}],GeoPosition[{40.425,-3.69027778}],GeoPosition[ {48.0143848,-4.4862137}],GeoPosition[{36.5092594,-4.8804273}],GeoPosition[{41.37815568,2.08154901}],GeoPosition[ {38.095089,-3.6315501}],GeoPosition[{42.5449578,-6.5853327}],GeoPosition[{37.65,-6.88333}],GeoPosition[ {36.8608823,-5.6401218}],GeoPosition[{38.3632616,-0.4951448}],GeoPosition[{50.11149414,8.64743007}],GeoPosition[ {39.49184592,-0.40038943}],GeoPosition[{51.45,-2.6}],GeoPosition[{38.9,-6.61667}],GeoPosition[ {37.4167,-6.06667}],GeoPosition[{39.570591,2.63624}],GeoPosition[{40.43886855,-3.70858303}],GeoPosition[ {51.44327634,5.43265397}],GeoPosition[{40.2338699,-3.7626043}],GeoPosition[{37.38853333,-5.99399167}],GeoPosition[ {43.27800522,-2.93664604}],GeoPosition[{37.41496523,-5.99396277}],GeoPosition[{37.2513199,-7.2008504}],GeoPosition[ {42.4333,-2.55}],GeoPosition[{43.3771859,-8.4031445}],GeoPosition[{37.3229095,-6.6816087}],GeoPosition[ {43.30972222,-2.0075}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[{36.69739196,-4.45776325}],GeoPosition[ {43.73666667,-7.87722222}],GeoPosition[{55.86712611,-4.23422506}],GeoPosition[{37.785,-3.9025}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{38.61472222,-1.11972222}],GeoPosition[{42.6,-8.75}],GeoPosition[ {37.60323479,-0.9856825}],GeoPosition[{40.4667,-3.3667}],GeoPosition[{37.39291969,-5.98688863}],GeoPosition[ {45.5013989,9.22767883}],GeoPosition[{37.19972222,-3.60472222}],GeoPosition[{37.97081837,-1.21971745}],GeoPosition[ {52.38025909,4.88836947}],GeoPosition[{36.82187613,-2.4428433}],GeoPosition[{40.15,-5.23333}],GeoPosition[ {43.3663715,-5.84478}],GeoPosition[{40.4154,-3.70031}],GeoPosition[{40.33318511,-3.86632233}],GeoPosition[ {40.2667,-3.9}],GeoPosition[{39.47111111,-0.40083333}],GeoPosition[{40.6667,-3.76667}],GeoPosition[ {37.30294245,-4.8773893}],GeoPosition[{38.3632621,-0.4951367}],GeoPosition[{42.34127,-3.69992}],GeoPosition[ {37.97555556,23.73472222}],GeoPosition[{37.27235486,-6.91884346}],GeoPosition[{41.3,-4.91666667}],GeoPosition[ {38.5324707,-0.16117}],GeoPosition[{41.37619319,2.13801328}],GeoPosition[{39.51666667,-2.48333333}],GeoPosition[ {40.41992972,-3.70626396}],GeoPosition[{40.4052999,-3.70582}],GeoPosition[{40.550925,-3.6299342}],GeoPosition[ {40.42690565,-3.6997945}],GeoPosition[{39.8,-5.66666667}],GeoPosition[{36.53405,-6.2951698}],GeoPosition[ {42.56985649,-0.55116703}],GeoPosition[{40.41961823,-3.67847584}],GeoPosition[{42.0593809,-5.6544481}],GeoPosition[ {40.23186,-3.77356}],GeoPosition[{42.90777864,-9.26323199}],GeoPosition[{37.7455217,-0.9518514}],GeoPosition[ {41.65,-0.8833}],GeoPosition[{37.41021268,-5.99561691}],GeoPosition[{38.32637,-0.78991}],GeoPosition[ {41.3718056,2.18838809}],GeoPosition[{42.83044877,-1.62543558}],GeoPosition[{40.4862348,-3.3368633}],GeoPosition[ {40.4952102,-3.87750578}],GeoPosition[{48.898611,2.370556}],GeoPosition[{39.47906552,-0.36849557}],GeoPosition[ {37.38409111,-5.972492}],GeoPosition[{35.29281717,-2.95817881}],GeoPosition[{37.2513223,-7.2008389}],GeoPosition[ {41.64055556,2.35944444}],GeoPosition[{41.9972341,-4.516878}],GeoPosition[{42.19697602,-8.78968725}],GeoPosition[ {43.2592392,-2.9038501}],GeoPosition[{39.8167,-0.233333}],GeoPosition[{43.50064604,-8.20378349}],GeoPosition[ {37.37165,-6.02821}],GeoPosition[{37.39027,-6.02805}],GeoPosition[{37.3571224,-6.0029255}],GeoPosition[ {37.3438042,-5.987095}],GeoPosition[{36.51989,-4.8752}],GeoPosition[{37.38358056,-6.0052}],GeoPosition[ {38.75,-7.45}],GeoPosition[{39.56166667,-0.5}],GeoPosition[{37.1833,-3.6}],GeoPosition[ {37.7744964,-3.7835498}],GeoPosition[{43.3664794,-5.8452042}],GeoPosition[{43.38459941,-4.39892926}],GeoPosition[ {40.56992447,-3.92450451}],GeoPosition[{43.26114634,-2.94948719}],GeoPosition[{42.2015563,1.8688715}],GeoPosition[ {40.45259027,-3.68536378}],GeoPosition[{37.38255887,-5.99937619}],GeoPosition[{41.63644,-4.73542}],GeoPosition[ {39.4633911,-0.3915968}],GeoPosition[{41.14745841,-8.61299491}],GeoPosition[{38.70921547,-9.13221049}],GeoPosition[ {41.24202958,1.80737245}],GeoPosition[{40.44459942,-3.72626599}],GeoPosition[{41.7923453,-0.1503476}],GeoPosition[ {38.71222222,-9.145}],GeoPosition[{37.745521,-0.9518364}],GeoPosition[{38.89165252,-6.5894259}],GeoPosition[ {40.56992447,-3.92450451}],GeoPosition[{36.7207774,-4.3531582}],GeoPosition[{40.416599,-3.70573474}],GeoPosition[ {37.40780863,-5.93324476}],GeoPosition[{40.50003815,-3.36621377}],GeoPosition[{40.23463188,-3.76832005}],GeoPosition[ {43.5167,-8.15278}],GeoPosition[{45.4386,12.3267}],GeoPosition[{39.46474804,-0.39422714}],GeoPosition[ {36.50731064,-4.88451447}],GeoPosition[{42.8230925,-1.6502273}],GeoPosition[{41.14250278,1.22592723}],GeoPosition[ {41.65552725,-0.87892503}],GeoPosition[{42.953031,-9.1935703}],GeoPosition[{37.34138404,-6.05920796}],GeoPosition[ {53.3478,-6.2597}],GeoPosition[{51.45055556,5.45666667}],GeoPosition[{38.02637464,-3.62068079}],GeoPosition[ {41.37619319,2.13801328}],GeoPosition[{39.46955854,-0.41187089}],GeoPosition[{40.4341812,-3.6845801}],GeoPosition[ {36.7224872,-4.483888}],GeoPosition[{42.8230677,-1.6501765}],GeoPosition[{39.4833,-6.36667}],GeoPosition[ {40.7333,17.4167}],GeoPosition[{56.11165015,37.04435566}],GeoPosition[{43.2592392,-2.9038501}],GeoPosition[ {36.7485191,-3.003577}],GeoPosition[{52.4845524,13.39244085}],GeoPosition[{37.3772,-5.98694}],GeoPosition[ {43.0322743,-2.4017213}],GeoPosition[{38.2705942,-0.7070238}],GeoPosition[{40.42486142,-3.70193787}],GeoPosition[ {40.3268509,-3.75161}],GeoPosition[{38.10074364,-1.86313086}],GeoPosition[{40.345211,-3.8283401}],GeoPosition[ {37.37120605,-5.99682532}],GeoPosition[{53.2918824,-6.1306692}],GeoPosition[{42.8230872,-1.6501913}],GeoPosition[ {39.56879938,2.63373858}],GeoPosition[{36.6737454,-6.1209719}],GeoPosition[{42.15194444,-7.9575}],GeoPosition[ {39.4634019,-0.3916161}],GeoPosition[{37.1650941,-5.9339692}],GeoPosition[{40.3,-3.43333}],GeoPosition[ {37.27235486,-6.91884346}],GeoPosition[{37.1650925,-5.9338531}],GeoPosition[{40.74444444,-3.50805556}],GeoPosition[ {50.72,-1.88}],GeoPosition[{36.7486929,-3.0035889}],GeoPosition[{40.3867447,-3.6871712}],GeoPosition[ {40.3840103,-3.6726899}],GeoPosition[{39.5677957,-0.4721106}],GeoPosition[{40.4768864,-3.7031628}],GeoPosition[ {41.38389,2.1668}],GeoPosition[{43.5236236,-5.6645053}],GeoPosition[{39.45620535,-0.3521486}],GeoPosition[ {40.38320851,-3.67213759}],GeoPosition[{42.2422314,-8.72459522}],GeoPosition[{37.36732439,-5.75599185}],GeoPosition[ {37.1833,-3.6}],GeoPosition[{38.9895042,-3.9262701}],GeoPosition[{40.4283218,-3.6756201}],GeoPosition[ {41.1430206,1.40202}],GeoPosition[{40.634432,-4.0178631}],GeoPosition[{40.3970875,-3.7839922}],GeoPosition[ {40.33318511,-3.86632233}],GeoPosition[{43.36936212,-3.03372898}],GeoPosition[{37.1650727,-5.9339022}],GeoPosition[ {43.3543091,-8.3989201}],GeoPosition[{42.19602447,-2.69256561}],GeoPosition[{39.9,-5.53333}],GeoPosition[ {41.6748549,2.2823224}],GeoPosition[{40.41965974,-3.79736064}],GeoPosition[{40.41896,-3.70161}],GeoPosition[ {37.2755549,-6.9314803}],GeoPosition[{37.09663364,-4.3927696}],GeoPosition[{40.44388889,-3.69138889}],GeoPosition[ {37.86984022,-0.7590152}],GeoPosition[{37.7667,-3.7711}],GeoPosition[{37.97081837,-1.21971745}],GeoPosition[ {39.58167062,2.67346085}],GeoPosition[{41.3484372,2.0307407}],GeoPosition[{38.32978584,-0.50996988}],GeoPosition[ {37.8833,-4.76667}],GeoPosition[{39.5667,2.65}],GeoPosition[{37.54915203,-6.05822081}],GeoPosition[ {41.90323,12.49566}],GeoPosition[{55.6761,12.5683}],GeoPosition[{38.17849277,-0.81018791}],GeoPosition[ {41.36972648,2.17245096}],GeoPosition[{40.318253,-3.7393247}],GeoPosition[{40.41185525,-3.69248392}],GeoPosition[ {37.2755549,-6.9314803}],GeoPosition[{42.2106196,-8.7599143}],GeoPosition[{43.31908488,-3.0213858}],GeoPosition[ {41.38888889,2.17111111}],GeoPosition[{37.8833,-4.76667}],GeoPosition[{40.2168634,-3.8560891}],GeoPosition[ {39.4634173,-0.3916025}],GeoPosition[{37.,-6.5}],GeoPosition[{38.9880389,-0.5290168}],GeoPosition[ {37.34742847,-2.13645565}],GeoPosition[{42.465,-2.44555556}],GeoPosition[{40.3833,-3.61667}],GeoPosition[ {51.54748179,-0.03785513}],GeoPosition[{43.3613892,-5.8554602}],GeoPosition[{39.56583333,-0.34111111}],GeoPosition[ {36.4926483,-4.97893727}],GeoPosition[{40.4,-3.68333}],GeoPosition[{39.4633922,-0.3916158}],GeoPosition[ {37.17686144,-3.59002549}],GeoPosition[{39.35,-9.38333}],GeoPosition[{39.03444254,-4.173516}],GeoPosition[ {37.5167,-5.98333}],GeoPosition[{40.42716,-3.7081}],GeoPosition[{36.71998552,-4.42648357}],GeoPosition[ {43.46259287,-3.80016124}],GeoPosition[{48.8590256,2.29811714}],GeoPosition[{43.3188018,-8.4059154}],GeoPosition[ {36.7,-6.1167}],GeoPosition[{40.08145,-2.12757}],GeoPosition[{43.0333,-7.55}],GeoPosition[ {40.41054035,-3.71028266}],GeoPosition[{39.50381184,-0.42361795}],GeoPosition[{39.4634455,-0.3915865}],GeoPosition[ {43.00606115,-7.55936056}],GeoPosition[{48.8590256,2.29811714}],GeoPosition[{40.7667,-2.2}],GeoPosition[ {36.7224865,-4.4839291}],GeoPosition[{43.3715,-8.396}],GeoPosition[{37.38358056,-6.0052}],GeoPosition[ {39.06611111,-5.72277778}],GeoPosition[{41.3833,2.18333}],GeoPosition[{38.02737916,-3.61848628}],GeoPosition[ {40.2775629,-3.8088297}],GeoPosition[{50.848834,4.365899}],GeoPosition[{43.28381017,13.51618962}],GeoPosition[ {40.63333333,14.48333333}],GeoPosition[{34.86666667,57.96666667}],GeoPosition[{42.5333,1.58333}],GeoPosition[ {39.4632222,-0.3917721}],GeoPosition[{43.88338867,10.76812914}],GeoPosition[{48.8590256,2.29811714}],GeoPosition[ {37.1650174,-5.9339192}],GeoPosition[{36.2542037,-5.96553556}],GeoPosition[{42.6038305,-5.5828796}],GeoPosition[ {40.45074789,-3.81217002}],GeoPosition[{39.4333,-0.466667}],GeoPosition[{42.00291795,-5.68033473}],GeoPosition[ {34.96666667,58.08333333}],GeoPosition[{45.6142474,9.92110171}],GeoPosition[{39.0271377,-5.76129742}],GeoPosition[ {40.4173428,-3.7119897}],GeoPosition[{40.9785,-5.65053}],GeoPosition[{43.4427811,-3.4585091}],GeoPosition[ {42.43758794,-8.6337399}],GeoPosition[{39.463424,-0.3915964}],GeoPosition[{36.71201272,-4.43176547}],GeoPosition[ {41.65,-0.8833}],GeoPosition[{40.4167,-3.70325}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {45.44121619,12.33421047}],GeoPosition[{36.718177,-4.420208}],GeoPosition[{36.5569201,-4.6153888}],GeoPosition[ {37.7600037,-3.2012615}],GeoPosition[{37.9667,23.7167}],GeoPosition[{40.64957581,14.61223594}],GeoPosition[ {43.3715,-8.396}],GeoPosition[{36.7886167,-5.5536887}],GeoPosition[{38.0852812,-3.6234873}],GeoPosition[ {42.603817,-5.5828958}],GeoPosition[{42.4844121,-8.8638373}],GeoPosition[{37.99854524,-3.63682103}],GeoPosition[ {42.4844121,-8.8638373}],GeoPosition[{41.1,-7.81667}],GeoPosition[{42.4844121,-8.8638373}],GeoPosition[ {41.3484436,2.0307738}],GeoPosition[{42.4844132,-8.8638353}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.46082,-3.68082}],GeoPosition[{44.15425015,12.45878679}],GeoPosition[{42.4844132,-8.8638353}],GeoPosition[ {40.42269347,-3.72127533}],GeoPosition[{42.6026138,-5.5853716}],GeoPosition[{41.06666667,1.05833333}],GeoPosition[ {37.1650245,-5.9339603}],GeoPosition[{37.75,-0.85}],GeoPosition[{40.487342,-3.6609833}],GeoPosition[ {37.4082743,-5.95176072}],GeoPosition[{49.0167,2.16667}],GeoPosition[{40.46271449,-3.63699939}],GeoPosition[ {41.01513146,29.17920536}],GeoPosition[{43.5340467,-7.91204399}],GeoPosition[{45.4386,12.3267}],GeoPosition[ {37.38777361,-5.96080653}],GeoPosition[{40.4167,-3.70325}],GeoPosition[{40.4167,-3.70325}],GeoPosition[ {40.4167,-3.70325}],GeoPosition[{40.4167,-3.70325}],GeoPosition[{39.0271377,-5.76129742}],GeoPosition[ {36.74199746,-3.5293543}],GeoPosition[{40.41416199,-3.69248583}],GeoPosition[{36.14245679,-5.46344732}],GeoPosition[ {36.7204053,-4.41826344}],GeoPosition[{40.95,-4.11667}],GeoPosition[{42.34244845,-3.7032166}],GeoPosition[ {39.50381184,-0.42361795}],GeoPosition[{38.35,-0.483333}],GeoPosition[{37.39754,-5.99356}],GeoPosition[ {51.51298993,-0.13992911}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{39.51303,-0.45569}],GeoPosition[ {51.51330224,-0.13134784}],GeoPosition[{37.8977205,-4.7715856}],GeoPosition[{37.41727778,-5.99723333}],GeoPosition[ {37.42268834,-5.98827605}],GeoPosition[{41.65062041,-0.90897857}],GeoPosition[{40.32586859,-6.29236799}],GeoPosition[ {48.97319146,2.51208513}],GeoPosition[{37.39027,-6.02805}],GeoPosition[{43.3644415,-8.4109082}],GeoPosition[ {41.6615752,-0.88877171}],GeoPosition[{45.4378931,12.33564898}],GeoPosition[{40.34806708,-3.70454373}],GeoPosition[ {42.2015563,1.8688715}],GeoPosition[{41.38941192,2.13717906}],GeoPosition[{37.18558796,-3.60260244}],GeoPosition[ {51.4548358,-0.33219388}],GeoPosition[{40.9785,-5.65053}],GeoPosition[{38.5252286,-6.4495109}],GeoPosition[ {37.23284461,-5.111095}],GeoPosition[{38.9887262,-0.5314266}],GeoPosition[{40.4910935,-3.7163508}],GeoPosition[ {51.50284358,0.00473798}],GeoPosition[{37.3900414,-6.0007501}],GeoPosition[{37.0853996,-8.25741}],GeoPosition[ {36.6900482,-4.4451499}],GeoPosition[{42.84559634,-2.67237577}],GeoPosition[{40.4269336,-3.6007123}],GeoPosition[ {38.9,1.43333}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{42.4844128,-8.8638362}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{37.99859729,-3.63682833}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{37.8833,-4.76667}],GeoPosition[{45.497185,10.605514}],GeoPosition[ {38.3632434,-0.4951919}],GeoPosition[{43.279174,-8.385302}],GeoPosition[{40.96479854,-5.66481152}],GeoPosition[ {41.6615752,-0.88877171}],GeoPosition[{37.80352653,-5.01795746}],GeoPosition[{43.5580437,-5.9278452}],GeoPosition[ {38.0852812,-3.6234873}],GeoPosition[{37.99839035,-3.63695903}],GeoPosition[{39.4634063,-0.3915781}],GeoPosition[ {42.18333333,2.48333333}],GeoPosition[{40.5509083,-3.6299422}],GeoPosition[{39.45471868,-0.35741449}],GeoPosition[ {43.2964,5.37}],GeoPosition[{51.5162975,-0.0817724}],GeoPosition[{37.3856,-5.9726}],GeoPosition[ {37.90917638,-3.00035296}],GeoPosition[{37.85,15.2833}],GeoPosition[{51.40143503,0.53317603}],GeoPosition[ {40.4065945,-3.7013626}],GeoPosition[{43.3333,-6.}],GeoPosition[{36.7113066,-4.4436905}],GeoPosition[ {43.22012943,-2.731875}],GeoPosition[{42.484412,-8.8638375}],GeoPosition[{40.47901042,-3.57210159}],GeoPosition[ {41.38035144,2.17513991}],GeoPosition[{51.51452502,-0.20406034}],GeoPosition[{43.42009504,-4.75437567}],GeoPosition[ {42.4844128,-8.8638361}],GeoPosition[{38.5324707,-0.16117}],GeoPosition[{39.4670486,-0.37592}],GeoPosition[ {38.99705964,-0.16487106}],GeoPosition[{39.4634047,-0.3915591}],GeoPosition[{45.43421605,12.32377816}],GeoPosition[ {40.28516113,-3.79202405}],GeoPosition[{36.7113033,-4.4436547}],GeoPosition[{36.8667,-5.8}],GeoPosition[ {42.21245574,-8.2725066}],GeoPosition[{37.38593234,-6.00222932}],GeoPosition[{38.03166562,-1.14945818}],GeoPosition[ {42.4844126,-8.8638365}],GeoPosition[{37.99853294,-3.63675904}],GeoPosition[{39.56427194,-0.34320567}],GeoPosition[ {42.484412,-8.8638375}],GeoPosition[{40.425,-3.69214}],GeoPosition[{36.5333,-6.2833}],GeoPosition[ {40.4144868,-3.70354402}],GeoPosition[{39.9,-6.35}],GeoPosition[{36.74558068,-4.59521155}],GeoPosition[ {37.25385,-6.94391}],GeoPosition[{40.3459608,-3.7525407}],GeoPosition[{37.1833,-3.6}],GeoPosition[ {37.99854219,-3.63678031}],GeoPosition[{39.4633984,-0.3915396}],GeoPosition[{51.35139978,-0.16990783}],GeoPosition[ {40.399833,-3.701259}],GeoPosition[{40.33276126,-3.76555116}],GeoPosition[{36.7112902,-4.4436748}],GeoPosition[ {41.,-3.63333}],GeoPosition[{42.33205615,-3.70947111}],GeoPosition[{37.98509415,-1.122877}],GeoPosition[ {36.1275,-5.45389}],GeoPosition[{52.33966649,4.87424178}],GeoPosition[{37.24366515,-1.79196555}],GeoPosition[ {40.4167,-3.70325}],GeoPosition[{37.3828,-5.97317}],GeoPosition[{37.1833,-3.6}],GeoPosition[ {42.484412,-8.8638375}],GeoPosition[{40.41721064,-3.71317127}],GeoPosition[{53.48814516,-2.24406088}],GeoPosition[ {37.57417293,-1.20934468}],GeoPosition[{37.3772,-5.98694}],GeoPosition[{37.1833,-3.6}],GeoPosition[ {42.2833,-8.75}],GeoPosition[{36.77729736,-6.35575156}],GeoPosition[{43.3853,-5.82083}],GeoPosition[ {42.8167,-1.63333}],GeoPosition[{37.99858884,-3.63680594}],GeoPosition[{42.4844132,-8.8638353}],GeoPosition[ {36.7487188,-3.003563}],GeoPosition[{41.2583205,1.772116}],GeoPosition[{42.7,-7.83333}],GeoPosition[ {42.59837321,-5.59693382}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{42.61273988,-5.55912139}],GeoPosition[ {41.65,-4.71667}],GeoPosition[{40.9762617,-5.6813509}],GeoPosition[{45.45559484,9.20850659}],GeoPosition[ {42.4844119,-8.8638374}],GeoPosition[{40.42129819,-3.70046049}],GeoPosition[{40.11116493,0.14790403}],GeoPosition[ {37.385849,-5.99927}],GeoPosition[{36.7113001,-4.4437059}],GeoPosition[{42.11472222,-1.78666667}],GeoPosition[ {42.99669,-4.13877}],GeoPosition[{40.42098206,-4.56218004}],GeoPosition[{41.98647622,-8.70238267}],GeoPosition[ {39.8653603,-3.61094}],GeoPosition[{40.399816,-3.701249}],GeoPosition[{37.0853996,-8.25741}],GeoPosition[ {39.5076152,-0.4373021}],GeoPosition[{36.8333,-3.98333}],GeoPosition[{42.34250224,-3.70275988}],GeoPosition[ {40.2833,-3.8}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[{36.8279848,-4.7073546}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{37.99867229,-3.63654021}],GeoPosition[{42.13333333,-0.41666667}],GeoPosition[ {37.2029605,-3.5963793}],GeoPosition[{42.603832,-5.5828772}],GeoPosition[{40.4629555,0.4689685}],GeoPosition[ {43.2680999,-2.9345}],GeoPosition[{40.95937494,-5.66537657}],GeoPosition[{40.4759422,-3.6540529}],GeoPosition[ {38.39357612,-0.5182757}],GeoPosition[{39.4667,-0.416667}],GeoPosition[{36.748519,-3.0035778}],GeoPosition[ {41.9,12.5}],GeoPosition[{41.47023517,2.04733278}],GeoPosition[{39.46447486,-0.32298262}],GeoPosition[ {38.35,-0.483333}],GeoPosition[{36.7487116,-3.0035668}],GeoPosition[{37.87857,-4.7656599}],GeoPosition[ {39.5076228,-0.4372461}],GeoPosition[{37.99901675,-3.63570615}],GeoPosition[{37.3772,-5.98694}],GeoPosition[ {42.18813304,-2.29497951}],GeoPosition[{40.11116493,0.14790403}],GeoPosition[{37.17897811,-3.60343387}],GeoPosition[ {40.39623257,-3.70850891}],GeoPosition[{45.4443021,9.2053351}],GeoPosition[{38.79518086,0.18224693}],GeoPosition[ {37.2764942,-6.9324867}],GeoPosition[{41.3959618,2.16555}],GeoPosition[{40.399817,-3.701277}],GeoPosition[ {45.45559484,9.20850659}],GeoPosition[{41.47017794,2.04747423}],GeoPosition[{41.42963032,2.14217353}],GeoPosition[ {40.41782128,-3.6844646}],GeoPosition[{36.6,-6.23333}],GeoPosition[{37.388163,-5.982399}],GeoPosition[ {39.4597169,-0.3384208}],GeoPosition[{42.17329721,0.02530321}],GeoPosition[{36.556926,-4.6154073}],GeoPosition[ {43.7333,7.41667}],GeoPosition[{40.4054371,-3.7021073}],GeoPosition[{39.57751307,2.64768156}],GeoPosition[ {37.3895991,-5.9239773}],GeoPosition[{42.1330454,-0.40683939}],GeoPosition[{40.44764723,-3.58717423}],GeoPosition[ {37.1790244,-3.6081801}],GeoPosition[{37.1833,-3.6}],GeoPosition[{41.9,12.5}],GeoPosition[ {36.680343,-6.139732}],GeoPosition[{40.4828741,-3.3507396}],GeoPosition[{36.5569289,-4.6153962}],GeoPosition[ {43.2569,-2.9236}],GeoPosition[{45.45559484,9.20850659}],GeoPosition[{41.6387749,-4.7488008}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{37.36732439,-5.75599185}],GeoPosition[{36.7485193,-3.0035757}],GeoPosition[ {36.6879246,-6.1508368}],GeoPosition[{36.73239,-4.43653}],GeoPosition[{41.36517796,2.13868805}],GeoPosition[ {36.6,-6.23333}],GeoPosition[{37.17675926,-3.58969908}],GeoPosition[{40.45259027,-3.68536378}],GeoPosition[ {40.4762995,-3.6545147}],GeoPosition[{40.33276126,-3.76555116}],GeoPosition[{36.5303622,-6.2996466}],GeoPosition[ {42.3333,-3.53333}],GeoPosition[{37.38291506,-6.00265867}],GeoPosition[{39.45620535,-0.3521486}],GeoPosition[ {52.381905,13.1199934}],GeoPosition[{46.52138691,6.62699055}],GeoPosition[{40.41705713,-3.70667937}],GeoPosition[ {40.51202507,-3.68043265}],GeoPosition[{42.46561883,-2.44861684}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {43.4208959,-3.8370643}],GeoPosition[{41.4703584,2.04750649}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {41.48277184,2.03108111}],GeoPosition[{36.6833,-6.13333}],GeoPosition[{37.78735434,-3.77685667}],GeoPosition[ {51.5266557,-0.0607299}],GeoPosition[{40.46310361,0.46965727}],GeoPosition[{37.19250075,-7.32302252}],GeoPosition[ {36.77511842,-6.35317034}],GeoPosition[{37.35983,-5.9558}],GeoPosition[{37.1788736,-5.9101573}],GeoPosition[ {36.51989,-4.8752}],GeoPosition[{40.4762821,-3.6544625}],GeoPosition[{36.4667,-6.2}],GeoPosition[ {40.4311397,-3.6955783}],GeoPosition[{36.74558068,-4.59521155}],GeoPosition[{37.37694444,-5.98694444}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{47.7903,22.88934}],GeoPosition[{41.6387749,-4.7488008}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{43.3700981,-8.4011097}],GeoPosition[{41.64314,1.85654}],GeoPosition[ {40.331384,-3.8658565}],GeoPosition[{40.04939182,-4.27441893}],GeoPosition[{43.5236056,-5.6644952}],GeoPosition[ {37.38397057,-5.95764171}],GeoPosition[{37.39541456,-5.9913543}],GeoPosition[{40.51202507,-3.68043265}],GeoPosition[ {45.44121619,12.33421047}],GeoPosition[{37.2764942,-6.9324867}],GeoPosition[{40.1083026,-3.3844048}],GeoPosition[ {44.07530176,12.57576523}],GeoPosition[{38.01399361,-1.23947161}],GeoPosition[{40.40731,-3.64934}],GeoPosition[ {45.585934,5.276808}],GeoPosition[{45.585934,5.276808}],GeoPosition[{36.82984719,-2.40092604}],GeoPosition[ {37.61805594,-0.99373143}],GeoPosition[{38.06522222,-3.47539802}],GeoPosition[{42.8833,-8.55}],GeoPosition[ {36.9330641,-4.5306791}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.41704446,-3.70354074}],GeoPosition[ {43.74022775,7.4296541}],GeoPosition[{40.399814,-3.701264}],GeoPosition[{41.34980733,2.03340027}],GeoPosition[ {36.72558838,-4.42869619}],GeoPosition[{41.38193681,2.16853673}],GeoPosition[{48.85819105,2.29405589}],GeoPosition[ {36.70814,-4.44399}],GeoPosition[{43.21177367,-2.75598832}],GeoPosition[{38.06522223,-3.47539801}],GeoPosition[ {39.4833,-6.36667}],GeoPosition[{38.0852812,-3.6234873}],GeoPosition[{41.39755625,2.19116105}],GeoPosition[ {41.90119154,12.46661311}],GeoPosition[{41.89110448,12.49144773}],GeoPosition[{36.72211882,-4.43449243}],GeoPosition[ {40.4724676,-3.3758778}],GeoPosition[{37.38619444,-5.99241667}],GeoPosition[{40.41115549,-3.6948809}],GeoPosition[ {37.3856899,-5.97711}],GeoPosition[{39.45620535,-0.3521486}],GeoPosition[{40.42577,-3.69086}],GeoPosition[ {40.4,-1.9}],GeoPosition[{53.57385717,9.94299771}],GeoPosition[{40.41894,-3.7009}],GeoPosition[ {42.6520309,-8.8187399}],GeoPosition[{37.2764942,-6.9324867}],GeoPosition[{43.75673379,7.44417018}],GeoPosition[ {40.4128685,-3.6972401}],GeoPosition[{40.42691,-3.703396}],GeoPosition[{40.65739783,-4.70951648}],GeoPosition[ {43.3715,-8.396}],GeoPosition[{41.38285,2.13349}],GeoPosition[{41.9,12.5}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.399814,-3.701264}],GeoPosition[{40.42129819,-3.70046049}],GeoPosition[ {40.4375381,-3.7941401}],GeoPosition[{38.06522221,-3.47539803}],GeoPosition[{40.4062338,-3.5685369}],GeoPosition[ {38.35615304,-0.48089055}],GeoPosition[{40.46721802,-3.61671203}],GeoPosition[{43.2687,-2.9461}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{36.7183,-4.4202}],GeoPosition[{37.983,-1.1302}],GeoPosition[ {39.5715,2.6469}],GeoPosition[{37.3877,-6.0018}],GeoPosition[{39.4692,-0.3768}],GeoPosition[ {41.6517,-0.8813}],GeoPosition[{43.1167,-9.16667}],GeoPosition[{39.2167,-6.15}],GeoPosition[ {41.3484864,2.0307169}],GeoPosition[{41.3833,2.18333}],GeoPosition[{43.9047361,25.9668094}],GeoPosition[ {37.00126818,-3.26488364}],GeoPosition[{43.41155117,-2.9304087}],GeoPosition[{40.4331647,-3.60968867}],GeoPosition[ {41.66268486,-4.70651863}],GeoPosition[{40.9785,-5.65053}],GeoPosition[{40.48183581,-3.36519303}],GeoPosition[ {39.06611111,-5.72277778}],GeoPosition[{37.0775875,-8.11739894}],GeoPosition[{41.3949318,2.1593201}],GeoPosition[ {37.2595335,-6.9334924}],GeoPosition[{42.11472222,-1.78666667}],GeoPosition[{42.34289488,-3.70228976}],GeoPosition[ {37.5667,-1.31667}],GeoPosition[{40.4763074,-3.6545571}],GeoPosition[{40.42577,-3.69086}],GeoPosition[ {40.41309719,-3.72210479}],GeoPosition[{37.38582123,-5.99843975}],GeoPosition[{37.17874937,-3.5895983}],GeoPosition[ {40.4763025,-3.6545121}],GeoPosition[{38.06522221,-3.47539803}],GeoPosition[{37.4004366,-5.9314147}],GeoPosition[ {37.25,-6.95}],GeoPosition[{41.3933685,2.15822103}],GeoPosition[{40.4762955,-3.6544728}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{51.1467,-2.71444}],GeoPosition[{40.4762955,-3.6544728}],GeoPosition[ {50.8231201,4.41113439}],GeoPosition[{37.17846845,-3.59935918}],GeoPosition[{37.4073159,-6.3888523}],GeoPosition[ {48.8628089,2.31426757}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{36.62215255,-4.49893883}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{36.721949,-4.3760171}],GeoPosition[{52.5006,13.3989}],GeoPosition[ {37.17605438,-3.58720057}],GeoPosition[{38.3499489,-0.4869}],GeoPosition[{40.2968089,-3.8376865}],GeoPosition[ {38.06522221,-3.47539803}],GeoPosition[{45.0647389,7.695677}],GeoPosition[{43.4429846,-3.4584066}],GeoPosition[ {37.3772,-5.98694}],GeoPosition[{38.9753609,-3.93224}],GeoPosition[{42.7,-8.23333}],GeoPosition[ {36.7889014,-5.5574183}],GeoPosition[{40.42299,-3.69083}],GeoPosition[{42.2269799,-8.7064065}],GeoPosition[ {40.34028532,-3.83086866}],GeoPosition[{40.39419199,-3.70769007}],GeoPosition[{52.5006,13.3989}],GeoPosition[ {42.01477,-4.5414}],GeoPosition[{37.38055556,-5.98694444}],GeoPosition[{38.95759336,-5.86113957}],GeoPosition[ {59.25882,15.17379}],GeoPosition[{54.0633,-2.88424}],GeoPosition[{40.4167,-3.70325}],GeoPosition[ {37.17692167,-3.58992}],GeoPosition[{41.90078,12.4834}],GeoPosition[{42.59081963,-8.7638582}],GeoPosition[ {41.3667,2.13333}],GeoPosition[{38.3712,-0.41996}],GeoPosition[{37.2689913,-4.4119206}],GeoPosition[ {41.47022376,2.04730123}],GeoPosition[{51.51000325,-0.13460163}],GeoPosition[{52.51861111,13.39972222}],GeoPosition[ {36.29098895,-5.27196326}],GeoPosition[{38.06522221,-3.47539803}],GeoPosition[{37.2689913,-4.4119206}],GeoPosition[ {41.39559,2.15261}],GeoPosition[{40.44388889,-3.58611111}],GeoPosition[{36.7833,-6.35}],GeoPosition[ {46.52138691,6.62699055}],GeoPosition[{41.53397463,2.09315761}],GeoPosition[{40.39983,-3.701243}],GeoPosition[ {39.5667,2.65}],GeoPosition[{40.9449434,-4.10548819}],GeoPosition[{37.3196326,-4.3682955}],GeoPosition[ {40.17791636,0.17010318}],GeoPosition[{41.41027401,2.21781925}],GeoPosition[{37.2689913,-4.4119206}],GeoPosition[ {55.67097901,12.5764769}],GeoPosition[{43.948613,4.805967}],GeoPosition[{44.360432,5.139979}],GeoPosition[ {43.948613,4.805967}],GeoPosition[{43.948613,4.805967}],GeoPosition[{43.948613,4.805967}],GeoPosition[ {36.77995431,-6.35431168}],GeoPosition[{44.406954,4.394846}],GeoPosition[{40.49046989,-3.59118408}],GeoPosition[ {41.47014842,2.04736003}],GeoPosition[{52.95259784,-1.13999043}],GeoPosition[{36.7167,-3.68333}],GeoPosition[ {37.268991,-4.4119203}],GeoPosition[{41.39559,2.15261}],GeoPosition[{41.38025704,2.12378838}],GeoPosition[ {38.57468297,-2.63544226}],GeoPosition[{36.72205725,-4.41875914}],GeoPosition[{38.0852812,-3.6234819}],GeoPosition[ {37.3892118,-6.0133787}],GeoPosition[{37.3445018,-5.9665989}],GeoPosition[{37.40581,-5.94826}],GeoPosition[ {43.00606115,-7.55936056}],GeoPosition[{37.2689913,-4.4119206}],GeoPosition[{41.4180597,2.1734005}],GeoPosition[ {36.77845687,-6.35413858}],GeoPosition[{38.2333,-1.41667}],GeoPosition[{40.47666091,-3.47930836}],GeoPosition[ {38.06522221,-3.47539803}],GeoPosition[{36.5992317,-4.5689802}],GeoPosition[{41.47007609,2.04742932}],GeoPosition[ {42.62957328,-0.11267262}],GeoPosition[{37.2689913,-4.4119206}],GeoPosition[{41.0667,1.13333}],GeoPosition[ {40.4457818,-3.6758012}],GeoPosition[{41.40641247,2.13384364}],GeoPosition[{36.7301447,-4.4167841}],GeoPosition[ {37.986497,-1.1267332}],GeoPosition[{40.41851099,-3.62143524}],GeoPosition[{36.62215255,-4.49893883}],GeoPosition[ {55.9526008,-3.1999199}],GeoPosition[{40.41552445,-3.69896354}],GeoPosition[{42.49894943,-1.21507794}],GeoPosition[ {40.9648819,-5.6617799}],GeoPosition[{41.38401,2.16342}],GeoPosition[{39.91796,-6.64608}],GeoPosition[ {51.1762792,4.4063302}],GeoPosition[{40.42250614,-3.70930531}],GeoPosition[{51.507625,-0.09897}],GeoPosition[ {36.6683094,-6.1271991}],GeoPosition[{37.25,-6.3}],GeoPosition[{51.177427,4.4062605}],GeoPosition[ {40.41569491,-3.70838725}],GeoPosition[{39.1486511,-0.425557}],GeoPosition[{40.4578208,-3.5888631}],GeoPosition[ {40.41614403,-3.70179271}],GeoPosition[{37.36732439,-5.75599185}],GeoPosition[{37.48736194,-5.9347733}],GeoPosition[ {40.62667961,-3.16650596}],GeoPosition[{41.5138109,2.191681}],GeoPosition[{36.72159228,-4.46483776}],GeoPosition[ {39.06611111,-5.72277778}],GeoPosition[{43.30972222,-2.0075}],GeoPosition[{38.61472222,-1.11972222}],GeoPosition[ {40.39915,-3.4801}],GeoPosition[{43.73666667,-7.87722222}],GeoPosition[{40.405547,-3.837855}],GeoPosition[ {37.785,-3.9025}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{37.19972222,-3.60472222}],GeoPosition[ {51.9189,19.1343}],GeoPosition[{37.18755086,-7.33821264}],GeoPosition[{40.90069481,-4.00677035}],GeoPosition[ {41.218252,1.724695}],GeoPosition[{36.6656068,-4.56294707}],GeoPosition[{41.6387749,-4.7488008}],GeoPosition[ {39.47111111,-0.40083333}],GeoPosition[{43.4680351,-3.8052164}],GeoPosition[{41.47023498,2.04730064}],GeoPosition[ {37.2689913,-4.4119202}],GeoPosition[{36.74306897,-4.48435061}],GeoPosition[{38.7167,-9.13333}],GeoPosition[ {42.11472222,-1.78666667}],GeoPosition[{40.3883436,-3.73072}],GeoPosition[{37.3772,-5.98694}],GeoPosition[ {37.38027778,-6.01083333}],GeoPosition[{36.7373175,-3.694129}],GeoPosition[{38.0852866,-3.6234766}],GeoPosition[ {37.40250638,-5.98448328}],GeoPosition[{37.2689911,-4.4119203}],GeoPosition[{41.218252,1.724695}],GeoPosition[ {43.4208959,-3.8370643}],GeoPosition[{38.25472222,-0.64611111}],GeoPosition[{41.5404814,2.4394964}],GeoPosition[ {37.28708452,-5.94297049}],GeoPosition[{40.4097099,-3.69312}],GeoPosition[{38.99606119,-1.85416717}],GeoPosition[ {41.0667,1.13333}],GeoPosition[{36.5167,-4.88333}],GeoPosition[{37.2689913,-4.4119206}],GeoPosition[ {41.33535,1.70213}],GeoPosition[{36.7167,-4.41667}],GeoPosition[{37.268991,-4.4119206}],GeoPosition[ {37.6167,-0.866667}],GeoPosition[{52.11363973,4.2808533}],GeoPosition[{37.2689913,-4.4119206}],GeoPosition[ {37.6667,-5.98333}],GeoPosition[{43.55598662,-5.92278599}],GeoPosition[{41.7664558,-2.4722591}],GeoPosition[ {43.3664595,-5.8452071}],GeoPosition[{54.96394392,-1.62311118}],GeoPosition[{42.4833,12.25}],GeoPosition[ {37.2689913,-4.4119206}],GeoPosition[{41.65094229,-0.87428664}],GeoPosition[{41.41924243,2.16172094}],GeoPosition[ {36.7515766,-5.1548816}],GeoPosition[{41.218252,1.724695}],GeoPosition[{39.9833,-5.6}],GeoPosition[ {40.42690565,-3.6997945}],GeoPosition[{40.43560544,-3.69545359}],GeoPosition[{37.99924096,-3.63651527}],GeoPosition[ {40.4371986,-3.6993301}],GeoPosition[{48.8567,2.3508}],GeoPosition[{36.5333,-6.2833}],GeoPosition[ {41.47027507,2.04731299}],GeoPosition[{43.3333,-6.}],GeoPosition[{48.88669444,2.343}],GeoPosition[ {37.4067307,-5.93399}],GeoPosition[{52.95259784,-1.13999043}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {41.218252,1.724695}],GeoPosition[{37.99903661,-3.63658778}],GeoPosition[{41.7664514,-2.4722502}],GeoPosition[ {51.51330224,-0.13134784}],GeoPosition[{38.1,-3.76667}],GeoPosition[{41.6730647,2.78536697}],GeoPosition[ {39.47374,-0.35509}],GeoPosition[{43.36,-5.845}],GeoPosition[{40.9785,-5.65053}],GeoPosition[ {51.71653611,-0.45181083}],GeoPosition[{40.22190231,-5.75327124}],GeoPosition[{40.41309719,-3.72210479}],GeoPosition[ {38.35805,-0.48095}],GeoPosition[{42.4315109,-8.64816}],GeoPosition[{37.99921011,-3.63616187}],GeoPosition[ {40.90221536,-4.03886623}],GeoPosition[{41.218252,1.724695}],GeoPosition[{45.4945887,9.1827503}],GeoPosition[ {44.378471,4.635935}],GeoPosition[{43.948613,4.805967}],GeoPosition[{44.25663,4.647626}],GeoPosition[ {41.39166667,2.165}],GeoPosition[{43.829973,5.034069}],GeoPosition[{43.948613,4.805967}],GeoPosition[ {43.948613,4.805967}],GeoPosition[{37.3772,-5.98694}],GeoPosition[{38.91844149,1.443189}],GeoPosition[ {40.42551845,-3.70415071}],GeoPosition[{51.51330224,-0.13134784}],GeoPosition[{37.99946124,-3.63554972}],GeoPosition[ {52.51438,13.35111}],GeoPosition[{37.38409,-5.96292}],GeoPosition[{38.0852866,-3.6234712}],GeoPosition[ {42.42212646,-8.63640788}],GeoPosition[{43.555144,-5.76636}],GeoPosition[{40.55,-3.63333}],GeoPosition[ {43.3475,-4.1025}],GeoPosition[{36.2542037,-5.96553556}],GeoPosition[{41.38805556,2.1875}],GeoPosition[ {37.2689913,-4.4119205}],GeoPosition[{37.37165,-6.02821}],GeoPosition[{41.0667,-4.71667}],GeoPosition[ {41.89693104,12.48684726}],GeoPosition[{41.39593,1.95655}],GeoPosition[{37.1861,-5.78667}],GeoPosition[ {37.2689912,-4.4119201}],GeoPosition[{37.1833,-3.6}],GeoPosition[{42.5573612,-8.8678096}],GeoPosition[ {41.3879,2.16992}],GeoPosition[{39.4635323,-0.4610326}],GeoPosition[{41.64314,1.85654}],GeoPosition[ {42.0981187,1.8538652}],GeoPosition[{39.8566,-4.034225}],GeoPosition[{45.25211557,8.28111435}],GeoPosition[ {38.08874,13.36572}],GeoPosition[{37.8833,-4.76667}],GeoPosition[{38.38994247,-0.44423691}],GeoPosition[ {40.43275528,-3.67883205}],GeoPosition[{36.83035,-2.44533056}],GeoPosition[{36.2445281,-5.9680754}],GeoPosition[ {36.731564,-3.69702005}],GeoPosition[{42.81896225,-1.64431328}],GeoPosition[{37.15340186,-3.59414511}],GeoPosition[ {41.3984184,2.2000699}],GeoPosition[{40.41309719,-3.72210479}],GeoPosition[{40.3541183,-3.69888}],GeoPosition[ {41.38,2.175}],GeoPosition[{41.218252,1.724695}],GeoPosition[{38.9663478,-0.18667519}],GeoPosition[ {38.75,-2.95}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[{38.0852812,-3.6234712}],GeoPosition[ {37.18200677,-5.7838846}],GeoPosition[{40.44655515,-3.68735075}],GeoPosition[{38.8952665,-9.0431283}],GeoPosition[ {51.50284358,0.00473798}],GeoPosition[{40.4833,-3.86667}],GeoPosition[{37.99943323,-3.63622643}],GeoPosition[ {37.98509415,-1.122877}],GeoPosition[{55.,-3.}],GeoPosition[{36.72224847,-4.42258313}],GeoPosition[ {40.9762547,-5.6812804}],GeoPosition[{37.2689923,-4.4119199}],GeoPosition[{40.9785,-5.65053}],GeoPosition[ {39.3059387,16.2445393}],GeoPosition[{37.2689925,-4.4119199}],GeoPosition[{39.5429415,-0.48675762}],GeoPosition[ {40.4064282,-3.60035407}],GeoPosition[{41.31482154,2.01339072}],GeoPosition[{40.42250614,-3.70930531}],GeoPosition[ {48.7561418,7.160441}],GeoPosition[{53.34391,-6.2640399}],GeoPosition[{40.4950199,-3.86959}],GeoPosition[ {39.54336071,-0.48695593}],GeoPosition[{49.9816685,8.4012955}],GeoPosition[{42.84849,-2.67036}],GeoPosition[ {37.40515581,-6.00130482}],GeoPosition[{39.46666667,-0.38333333}],GeoPosition[{40.46911,-3.66099}],GeoPosition[ {35.96085994,14.34152706}],GeoPosition[{41.0170699,28.6458}],GeoPosition[{39.5433582,-0.48671256}],GeoPosition[ {41.0430202,28.8513962}],GeoPosition[{37.40515581,-6.00130482}],GeoPosition[{39.00120142,-3.36146107}],GeoPosition[ {36.2445281,-5.9680754}],GeoPosition[{37.37570067,-6.01390747}],GeoPosition[{41.218252,1.724695}],GeoPosition[ {37.15296667,-3.59573611}],GeoPosition[{40.4167,-3.70325}],GeoPosition[{40.4167,-3.70325}],GeoPosition[ {40.4167,-3.70325}],GeoPosition[{40.4167,-3.70325}],GeoPosition[{37.3851255,-5.96247}],GeoPosition[ {49.9816685,8.4012955}],GeoPosition[{40.45281665,-3.68896181}],GeoPosition[{40.4031601,-3.6986799}],GeoPosition[ {36.7273847,-4.43760095}],GeoPosition[{38.70259562,-8.97618648}],GeoPosition[{38.01177615,-0.65462441}],GeoPosition[ {40.4269104,-3.7077501}],GeoPosition[{39.48333333,-4.83333333}],GeoPosition[{37.17395395,-3.60694762}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{38.25,-0.7}],GeoPosition[{37.25535,-6.94911}],GeoPosition[ {51.9189,19.1343}],GeoPosition[{38.0852812,-3.6234712}],GeoPosition[{40.45971003,-3.69171531}],GeoPosition[ {37.38358056,-6.0052}],GeoPosition[{40.65,-3.98333}],GeoPosition[{40.46639637,-3.79161185}],GeoPosition[ {65.00769935,25.50459992}],GeoPosition[{40.4167,-3.70325}],GeoPosition[{35.29354373,-2.9372206}],GeoPosition[ {36.73122875,-4.42161599}],GeoPosition[{37.7808486,-3.7971602}],GeoPosition[{36.2445281,-5.9680754}],GeoPosition[ {40.45068,-3.72933}],GeoPosition[{37.97081837,-1.21971745}],GeoPosition[{43.4692917,-3.78110727}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.42250614,-3.70930531}],GeoPosition[{41.9,12.5}],GeoPosition[ {48.8567,2.3508}],GeoPosition[{37.99994622,-3.63497238}],GeoPosition[{40.41663279,-3.70355129}],GeoPosition[ {43.4833,-1.48333}],GeoPosition[{40.47957932,-3.70718144}],GeoPosition[{40.41705713,-3.70667937}],GeoPosition[ {39.56318772,2.6256932}],GeoPosition[{36.5570011,-4.6154576}],GeoPosition[{40.55279616,-3.32440631}],GeoPosition[ {38.00039604,-3.63387275}],GeoPosition[{40.44097,-3.62711}],GeoPosition[{37.15340186,-3.59414511}],GeoPosition[ {42.8099289,-1.63375}],GeoPosition[{38.00071016,-3.63310485}],GeoPosition[{37.6,-0.983333}],GeoPosition[ {40.4355202,-3.68627}],GeoPosition[{43.811351,4.635468}],GeoPosition[{45.642315,0.105327}],GeoPosition[ {45.976609,5.602546}],GeoPosition[{38.78931412,0.1663791}],GeoPosition[{46.721252,2.509024}],GeoPosition[ {44.619277,4.388552}],GeoPosition[{43.3715,-8.396}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {40.,-4.}],GeoPosition[{38.11025845,-1.8627831}],GeoPosition[{52.4465784,-1.8873698}],GeoPosition[ {40.44122,-3.6402}],GeoPosition[{37.3772,-5.98694}],GeoPosition[{43.3703,-8.40042}],GeoPosition[ {40.4283676,-3.562212}],GeoPosition[{39.00120142,-3.36146107}],GeoPosition[{41.67306616,2.78536914}],GeoPosition[ {51.50989281,-0.19399896}],GeoPosition[{36.6900482,-4.4451499}],GeoPosition[{38.90813913,-6.33633743}],GeoPosition[ {40.4167,-3.70325}],GeoPosition[{40.5667,-4.}],GeoPosition[{37.25591355,-6.94667524}],GeoPosition[ {41.218252,1.724695}],GeoPosition[{39.4829025,-0.3747937}],GeoPosition[{38.00149669,-3.63118208}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{41.2582472,1.7719607}],GeoPosition[{40.4148712,-3.72082}],GeoPosition[ {40.42023261,-3.70582086}],GeoPosition[{37.3557915,-5.93851254}],GeoPosition[{38.40155118,-0.43039276}],GeoPosition[ {38.8952644,-9.0431397}],GeoPosition[{35.32144476,33.31903348}],GeoPosition[{37.39291969,-5.98688863}],GeoPosition[ {36.7479223,-5.80634856}],GeoPosition[{37.99852179,-3.63672396}],GeoPosition[{38.9833,-3.93333}],GeoPosition[ {38.7327855,-9.1498446}],GeoPosition[{44.7737501,8.3555361}],GeoPosition[{41.89016944,12.49226944}],GeoPosition[ {37.2689912,-4.4119206}],GeoPosition[{37.3571224,-6.0029255}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[ {38.9167,1.28333}],GeoPosition[{43.54700024,-5.6642504}],GeoPosition[{40.39924281,-3.65345278}],GeoPosition[ {42.211842,-8.739711}],GeoPosition[{41.4098368,2.16479601}],GeoPosition[{43.49795299,-8.20094721}],GeoPosition[ {40.4471256,-3.6952054}],GeoPosition[{41.44833333,2.20027778}],GeoPosition[{37.8833,-4.76667}],GeoPosition[ {36.18151828,-5.49008177}],GeoPosition[{52.49686325,13.4504}],GeoPosition[{38.0852812,-3.6234658}],GeoPosition[ {42.0981187,1.8538652}],GeoPosition[{36.70968072,-6.03343076}],GeoPosition[{42.6026622,-5.5853018}],GeoPosition[ {37.4333,-4.18333}],GeoPosition[{40.4167,-3.70325}],GeoPosition[{40.41649878,-3.6841619}],GeoPosition[ {38.7327949,-9.1498519}],GeoPosition[{37.16398782,-4.1301319}],GeoPosition[{37.2689913,-4.4119206}],GeoPosition[ {36.8346687,-2.4516675}],GeoPosition[{37.3451723,-5.9326402}],GeoPosition[{37.3928885,-5.98088631}],GeoPosition[ {41.09467775,29.06747157}],GeoPosition[{42.56985649,-0.55116703}],GeoPosition[{39.77350213,3.13847687}],GeoPosition[ {41.218252,1.724695}],GeoPosition[{40.47957932,-3.70718144}],GeoPosition[{37.18123523,-3.592605}],GeoPosition[ {40.42660048,-3.70330336}],GeoPosition[{42.84849,-2.67036}],GeoPosition[{48.80377036,2.12367374}],GeoPosition[ {36.83957,-2.46453}],GeoPosition[{51.4778704,-0.2104047}],GeoPosition[{40.4469716,-3.7039697}],GeoPosition[ {37.2689916,-4.4119203}],GeoPosition[{36.2542037,-5.96553556}],GeoPosition[{42.5777816,-5.6567533}],GeoPosition[ {40.4093992,-3.6682091}],GeoPosition[{37.199383,-7.3182719}],GeoPosition[{43.2964,5.37}],GeoPosition[ {37.98509415,-1.122877}],GeoPosition[{42.1667,-8.61667}],GeoPosition[{36.6515762,-4.47360731}],GeoPosition[ {47.75,13.4}],GeoPosition[{41.36586771,2.15534338}],GeoPosition[{37.3915482,-5.99545}],GeoPosition[ {36.8565887,-5.6449194}],GeoPosition[{40.42646,-3.69704}],GeoPosition[{38.77553578,-0.12954851}],GeoPosition[ {39.3833,-0.7}],GeoPosition[{37.4019,-5.94146}],GeoPosition[{39.8833,-0.25}],GeoPosition[ {38.9,-6.61667}],GeoPosition[{37.1437731,-3.6254215}],GeoPosition[{40.42263,-3.70457}],GeoPosition[ {37.2689916,-4.4119187}],GeoPosition[{37.2689916,-4.4119187}],GeoPosition[{41.67311074,2.78537082}],GeoPosition[ {37.32756678,-4.36963375}],GeoPosition[{40.45259027,-3.68536378}],GeoPosition[{41.5333,-5.3}],GeoPosition[ {43.811351,4.635468}],GeoPosition[{46.366123,-0.598343}],GeoPosition[{37.34219,-6.09637}],GeoPosition[ {36.7,-6.1167}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{37.2689914,-4.4119203}],GeoPosition[ {51.9189,19.1343}],GeoPosition[{43.2964,5.37}],GeoPosition[{37.1636,-3.595}],GeoPosition[ {40.,-4.}],GeoPosition[{37.199383,-7.3182719}],GeoPosition[{39.95958992,-4.83131402}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{40.45141012,-3.70232998}],GeoPosition[{37.3333,-5.83333}],GeoPosition[ {40.42028397,-3.70451152}],GeoPosition[{41.4114242,2.1875969}],GeoPosition[{40.41811021,-3.69919172}],GeoPosition[ {36.8416414,-2.4523997}],GeoPosition[{40.9497795,-4.1231599}],GeoPosition[{36.4274406,-5.1457801}],GeoPosition[ {39.4462101,-0.3351614}],GeoPosition[{41.6167,2.3}],GeoPosition[{36.8416115,-2.4524038}],GeoPosition[ {37.8640461,-0.7910655}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{38.6428652,-3.3677384}],GeoPosition[ {43.2687,-2.9461}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{36.7183,-4.4202}],GeoPosition[ {37.983,-1.1302}],GeoPosition[{39.5715,2.6469}],GeoPosition[{37.3877,-6.0018}],GeoPosition[ {39.4692,-0.3768}],GeoPosition[{41.6517,-0.8813}],GeoPosition[{42.007019,-4.5280499}],GeoPosition[ {45.4945887,9.1827503}],GeoPosition[{39.4461971,-0.3351546}],GeoPosition[{38.42539474,-6.41416281}],GeoPosition[ {38.42540832,-6.41413221}],GeoPosition[{36.5333,-6.2833}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {41.9,12.5}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[{40.4667,-3.3667}],GeoPosition[ {39.4700584,-0.36547}],GeoPosition[{40.4,-1.9}],GeoPosition[{37.96677833,-2.91372421}],GeoPosition[ {40.42660048,-3.70330336}],GeoPosition[{41.5,-4.18333}],GeoPosition[{40.41704446,-3.70354074}],GeoPosition[ {39.4462081,-0.3351568}],GeoPosition[{41.47018856,2.0475268}],GeoPosition[{39.98943,-0.06691}],GeoPosition[ {39.4167,-0.4}],GeoPosition[{42.52805556,-1.67694444}],GeoPosition[{51.2167,3.23333}],GeoPosition[ {40.42243,-3.70399}],GeoPosition[{40.1766979,-5.8288814}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {37.40959174,-5.96614863}],GeoPosition[{37.5568999,-4.2833801}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {41.6195497,-4.7631083}],GeoPosition[{40.42219,-3.69711}],GeoPosition[{50.6325764,3.05479467}],GeoPosition[ {36.5333,-6.2833}],GeoPosition[{41.37730166,2.17512242}],GeoPosition[{41.54859167,2.1075}],GeoPosition[ {39.55944444,-1.27944444}],GeoPosition[{41.218252,1.724695}],GeoPosition[{51.520829,-0.13649012}],GeoPosition[ {48.80377036,2.12367374}],GeoPosition[{37.4087045,-5.99007282}],GeoPosition[{41.43087,2.16956308}],GeoPosition[ {40.96351,-5.6617}],GeoPosition[{42.8167,-1.63333}],GeoPosition[{42.1293503,-2.234018}],GeoPosition[ {41.8802419,-1.7819714}],GeoPosition[{41.12713434,-0.5112505}],GeoPosition[{41.2676867,-1.79658115}],GeoPosition[ {43.2350311,-5.8781099}],GeoPosition[{41.36455775,2.13280906}],GeoPosition[{37.35526,-4.22976}],GeoPosition[ {42.603832,-5.5828772}],GeoPosition[{39.19615,-2.16372}],GeoPosition[{42.6038112,-5.5829387}],GeoPosition[ {41.7112367,1.8356687}],GeoPosition[{36.736416,-4.5684069}],GeoPosition[{43.3465042,-8.3883704}],GeoPosition[ {42.5862006,-5.5686308}],GeoPosition[{42.6038112,-5.5829387}],GeoPosition[{42.39948265,-8.80693138}],GeoPosition[ {40.5729443,-3.9254523}],GeoPosition[{40.3019894,-3.7271749}],GeoPosition[{40.271315,-3.7503073}],GeoPosition[ {40.5677713,-3.9156904}],GeoPosition[{40.3943783,-3.5054083}],GeoPosition[{40.0572895,-3.5283741}],GeoPosition[ {40.0650925,-3.5255086}],GeoPosition[{42.603832,-5.5828772}],GeoPosition[{42.603832,-5.5828772}],GeoPosition[ {48.85825034,2.30800566}],GeoPosition[{41.67307236,2.78536914}],GeoPosition[{41.218252,1.724695}],GeoPosition[ {40.3167,-3.85}],GeoPosition[{40.2020367,-8.4781588}],GeoPosition[{36.6900482,-4.4451499}],GeoPosition[ {36.6833,-6.13333}],GeoPosition[{41.44668703,2.2496268}],GeoPosition[{40.20304182,-6.71718336}],GeoPosition[ {38.5324707,-0.16117}],GeoPosition[{40.948,-4.1177}],GeoPosition[{38.71215579,-9.13915466}],GeoPosition[ {41.67307236,2.78536914}],GeoPosition[{46.576329,0.304149}],GeoPosition[{46.575556,0.273077}],GeoPosition[ {46.576329,0.304149}],GeoPosition[{51.47805556,-3.1825}],GeoPosition[{45.615772,0.009225}],GeoPosition[ {40.65,-3.33333}],GeoPosition[{37.2609406,-6.9521198}],GeoPosition[{42.36588266,-3.6551386}],GeoPosition[ {38.7075,-9.13638889}],GeoPosition[{42.58969,-5.56562}],GeoPosition[{41.7333,-4.41667}],GeoPosition[ {41.218252,1.724695}],GeoPosition[{36.45,-5.91667}],GeoPosition[{40.64245603,14.87789785}],GeoPosition[ {43.31578465,-1.98952469}],GeoPosition[{38.76204801,-3.38786061}],GeoPosition[{37.3828,-5.97317}],GeoPosition[ {37.39641106,-5.96432988}],GeoPosition[{38.9,-6.33333333}],GeoPosition[{40.9667,-5.65}],GeoPosition[ {39.82068018,-6.39984025}],GeoPosition[{41.218252,1.724695}],GeoPosition[{38.35,-0.483333}],GeoPosition[ {38.7327835,-9.1498438}],GeoPosition[{37.98509415,-1.122877}],GeoPosition[{40.96899767,-5.64880729}],GeoPosition[ {37.777729,-3.7923231}],GeoPosition[{43.31578465,-1.98952469}],GeoPosition[{38.2394895,-1.4160569}],GeoPosition[ {41.6730647,2.78536697}],GeoPosition[{38.22652372,-1.32380502}],GeoPosition[{41.60994,2.28939}],GeoPosition[ {36.2911549,-5.27221972}],GeoPosition[{37.37037635,-6.00033119}],GeoPosition[{41.4160118,1.92958}],GeoPosition[ {39.06611111,-5.72277778}],GeoPosition[{38.61472222,-1.11972222}],GeoPosition[{43.30972222,-2.0075}],GeoPosition[ {36.5065289,-4.88968136}],GeoPosition[{41.67307236,2.78536914}],GeoPosition[{41.42253826,2.17476115}],GeoPosition[ {43.73666667,-7.87722222}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{37.785,-3.9025}],GeoPosition[ {35.306,-3.7373}],GeoPosition[{51.9189,19.1343}],GeoPosition[{37.19972222,-3.60472222}],GeoPosition[ {43.7034,7.2663}],GeoPosition[{40.435245,-3.67923362}],GeoPosition[{39.47111111,-0.40083333}],GeoPosition[ {55.9474449,-3.1916919}],GeoPosition[{42.7896192,-8.8918354}],GeoPosition[{41.35,2.08333}],GeoPosition[ {40.42085931,-3.71852106}],GeoPosition[{40.4,-3.68333}],GeoPosition[{41.40136144,2.1648013}],GeoPosition[ {38.36144444,-0.49236667}],GeoPosition[{51.20472222,3.22444444}],GeoPosition[{37.3772,-5.98694}],GeoPosition[ {39.47537,-6.37142}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{41.67307236,2.78536914}],GeoPosition[ {40.41680192,-3.70148582}],GeoPosition[{43.1604691,-5.82831}],GeoPosition[{39.6637187,-0.21407868}],GeoPosition[ {36.50676163,-4.88939798}],GeoPosition[{40.65,-3.98333}],GeoPosition[{40.42277319,-3.70080585}],GeoPosition[ {36.52872654,-4.62619342}],GeoPosition[{43.3669128,-8.4021711}],GeoPosition[{38.7327667,-9.1498375}],GeoPosition[ {37.98509415,-1.122877}],GeoPosition[{41.6960697,2.4414109}],GeoPosition[{38.32579649,-4.63073068}],GeoPosition[ {41.3833,2.18333}],GeoPosition[{41.42245675,2.17474751}],GeoPosition[{37.59831791,-0.98501841}],GeoPosition[ {36.72159228,-4.46483776}],GeoPosition[{38.7327949,-9.1498588}],GeoPosition[{42.51476835,-8.8145735}],GeoPosition[ {38.8717,-6.9758}],GeoPosition[{40.33603606,-3.75474216}],GeoPosition[{41.5404753,2.4395074}],GeoPosition[ {41.42245283,2.17477564}],GeoPosition[{41.218252,1.724695}],GeoPosition[{41.03627468,-0.80655098}],GeoPosition[ {41.22709513,-1.81887031}],GeoPosition[{42.5578979,0.0518154}],GeoPosition[{42.7470668,-0.5178936}],GeoPosition[ {42.7195895,0.1989331}],GeoPosition[{43.,-7.56667}],GeoPosition[{37.3571224,-6.0029255}],GeoPosition[ {37.39027,-6.02805}],GeoPosition[{37.1788736,-5.9101573}],GeoPosition[{36.65227,-4.6985421}],GeoPosition[ {40.7167,0.583333}],GeoPosition[{40.3047,-3.7311}],GeoPosition[{37.777729,-3.7923231}],GeoPosition[ {41.38282,2.10563}],GeoPosition[{41.9996712,2.2483658}],GeoPosition[{41.5895236,1.7728474}],GeoPosition[ {36.49569552,-4.70927262}],GeoPosition[{53.29237273,-6.13641865}],GeoPosition[{40.48731293,-3.36935784}],GeoPosition[ {37.2817904,-6.0545809}],GeoPosition[{36.722295,-4.4835845}],GeoPosition[{40.90158484,-4.00364812}],GeoPosition[ {38.42485579,-6.41380741}],GeoPosition[{45.720325,-0.084255}],GeoPosition[{45.720325,-0.084255}],GeoPosition[ {46.477827,0.522498}],GeoPosition[{45.524219,4.878284}],GeoPosition[{37.1833,-3.6}],GeoPosition[ {38.42509182,-6.41398318}],GeoPosition[{39.920329,-5.175957}],GeoPosition[{36.5098763,-4.8941226}],GeoPosition[ {37.34317346,-6.05876392}],GeoPosition[{36.722312,-4.4836121}],GeoPosition[{38.42507045,-6.41415342}],GeoPosition[ {44.78333333,7.73333333}],GeoPosition[{40.48909864,-3.6620391}],GeoPosition[{51.540482,-0.1454047}],GeoPosition[ {38.0852812,-3.6234605}],GeoPosition[{40.40574646,-3.65246084}],GeoPosition[{36.13796,-5.4511}],GeoPosition[ {41.684041,-0.89516035}],GeoPosition[{41.42250262,2.17475193}],GeoPosition[{42.23677754,-8.72223258}],GeoPosition[ {36.5317417,-6.3006965}],GeoPosition[{42.6520309,-8.8187399}],GeoPosition[{38.3644334,-0.43178522}],GeoPosition[ {41.3833,2.18333}],GeoPosition[{38.27090727,-0.69854431}],GeoPosition[{37.38249825,-6.83069167}],GeoPosition[ {37.8906288,-4.7872901}],GeoPosition[{37.3667,-6.06667}],GeoPosition[{48.8180581,2.42182705}],GeoPosition[ {39.4735718,-0.34458}],GeoPosition[{42.62541,-5.80827}],GeoPosition[{40.46975514,-3.36625604}],GeoPosition[ {40.4,-3.68333}],GeoPosition[{36.96169345,-3.35968548}],GeoPosition[{43.5236189,-5.6644903}],GeoPosition[ {42.51476835,-8.8145735}],GeoPosition[{41.218252,1.724695}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[ {36.50299269,-4.72486412}],GeoPosition[{40.38960833,-3.676605}],GeoPosition[{41.60277417,2.27879982}],GeoPosition[ {40.3652965,-3.4880052}],GeoPosition[{37.7333,-0.95}],GeoPosition[{41.42238384,2.17470684}],GeoPosition[ {40.40820861,-3.69916165}],GeoPosition[{36.7,-6.1167}],GeoPosition[{37.9841894,-1.12431605}],GeoPosition[ {42.50761027,1.52204458}],GeoPosition[{40.44684418,-3.70482286}],GeoPosition[{41.9957047,-4.5181746}],GeoPosition[ {39.56415033,2.62054617}],GeoPosition[{40.25,-3.83333}],GeoPosition[{38.0852866,-3.6234605}],GeoPosition[ {41.218252,1.724695}],GeoPosition[{41.42254338,2.17486566}],GeoPosition[{41.3833,2.18333}],GeoPosition[ {40.42,-3.68888889}],GeoPosition[{41.42242398,2.17464561}],GeoPosition[{44.4080842,8.92108769}],GeoPosition[ {43.3333,-6.}],GeoPosition[{40.34806708,-3.70454373}],GeoPosition[{48.8567,2.3508}],GeoPosition[ {39.42299831,-0.38432648}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{51.9189,19.1343}],GeoPosition[ {40.43525,-3.71368}],GeoPosition[{47.34055556,0.51277778}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {40.46096995,-3.66478448}],GeoPosition[{41.218252,1.724695}],GeoPosition[{41.42242596,2.17472442}],GeoPosition[ {41.8333,-1.45}],GeoPosition[{37.8798284,-4.7575453}],GeoPosition[{49.5745166,10.90005572}],GeoPosition[ {40.41704446,-3.70354074}],GeoPosition[{48.8180581,2.42182705}],GeoPosition[{44.3954298,8.93957758}],GeoPosition[ {38.64274405,34.82927669}],GeoPosition[{41.3833,2.18333}],GeoPosition[{37.2664,-6.06472}],GeoPosition[ {40.62976,-4.00704}],GeoPosition[{41.42241795,2.1747392}],GeoPosition[{40.41704446,-3.70354074}],GeoPosition[ {57.69817432,11.99125529}],GeoPosition[{41.67307236,2.78536914}],GeoPosition[{45.11006234,7.64329836}],GeoPosition[ {45.585934,5.276808}],GeoPosition[{45.749948,0.448086}],GeoPosition[{52.381905,13.1199934}],GeoPosition[ {36.13797,-5.45118}],GeoPosition[{36.5217115,-6.2841458}],GeoPosition[{37.3438042,-5.987095}],GeoPosition[ {36.717413,-4.5595364}],GeoPosition[{37.3438042,-5.987095}],GeoPosition[{36.5350633,-6.200686}],GeoPosition[ {41.67307236,2.78536914}],GeoPosition[{40.9578213,0.5102578}],GeoPosition[{42.2890546,1.8542072}],GeoPosition[ {41.5533412,1.8408229}],GeoPosition[{41.472192,1.9423732}],GeoPosition[{41.2721511,2.0399164}],GeoPosition[ {41.5368902,1.8952757}],GeoPosition[{41.4932426,1.842808}],GeoPosition[{41.42246783,2.17467332}],GeoPosition[ {37.9861,-1.1303}],GeoPosition[{36.5333,-6.2833}],GeoPosition[{38.3,-5.26667}],GeoPosition[ {37.36732439,-5.75599185}],GeoPosition[{41.42243847,2.17475169}],GeoPosition[{40.4,-3.68333}],GeoPosition[ {40.66666667,-7.91666667}],GeoPosition[{38.2333,-1.7}],GeoPosition[{40.009734,-6.370182}],GeoPosition[ {40.48651028,-3.36670865}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{48.8590256,2.29811714}],GeoPosition[ {37.98509415,-1.122877}],GeoPosition[{39.4633951,-0.3915895}],GeoPosition[{41.37515,2.16456}],GeoPosition[ {39.06611111,-5.72277778}],GeoPosition[{37.40515581,-6.00130482}],GeoPosition[{38.96888889,0.185}],GeoPosition[ {42.2667,-8.78333}],GeoPosition[{42.02315228,-3.28121217}],GeoPosition[{37.6218999,-0.99801}],GeoPosition[ {38.6689224,-6.9818303}],GeoPosition[{40.4359445,-3.713061}],GeoPosition[{38.93849187,-6.36148792}],GeoPosition[ {36.7833,-6.35}],GeoPosition[{46.7712101,23.6236353}],GeoPosition[{39.4631524,-0.3923276}],GeoPosition[ {40.42486142,-3.70193787}],GeoPosition[{40.47455051,-3.64221553}],GeoPosition[{40.41309719,-3.72210479}],GeoPosition[ {40.3005504,-3.66795657}],GeoPosition[{42.3333,-7.85}],GeoPosition[{36.1342812,-5.4530902}],GeoPosition[ {40.35,-3.83333333}],GeoPosition[{39.4433479,-0.3878354}],GeoPosition[{51.4460489,-2.48136013}],GeoPosition[ {42.23925893,-8.71963098}],GeoPosition[{35.89388831,-5.33571744}],GeoPosition[{39.57993396,-0.32797805}],GeoPosition[ {43.5236121,-5.6644933}],GeoPosition[{41.6730647,2.78536697}],GeoPosition[{39.4634102,-0.3917193}],GeoPosition[ {40.55621626,14.23923122}],GeoPosition[{37.37018676,-5.99999846}],GeoPosition[{43.5236058,-5.6644718}],GeoPosition[ {40.46178096,-3.47198567}],GeoPosition[{50.99817,5.87131}],GeoPosition[{40.4167,-3.70325}],GeoPosition[ {37.375278,-5.999444}],GeoPosition[{38.0929214,-5.8178484}],GeoPosition[{41.7664497,-2.4722856}],GeoPosition[ {38.42518788,-6.41418066}],GeoPosition[{40.40574646,-3.65246084}],GeoPosition[{42.23904,-8.71915}],GeoPosition[ {41.41336,2.15305}],GeoPosition[{42.349895,-7.86607089}],GeoPosition[{41.42247354,2.17478225}],GeoPosition[ {38.92921394,-6.31653103}],GeoPosition[{40.4064828,-3.69036763}],GeoPosition[{39.4633498,-0.3918285}],GeoPosition[ {42.23949168,-8.72014968}],GeoPosition[{39.4631947,-0.3899231}],GeoPosition[{39.89213406,-0.08787271}],GeoPosition[ {42.2667,-8.78333}],GeoPosition[{45.876565,0.581571}],GeoPosition[{42.5864259,-8.5804295}],GeoPosition[ {46.102921,0.702384}],GeoPosition[{40.33078384,-3.76776195}],GeoPosition[{38.4033539,-0.4423043}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{40.29382595,-3.79026208}],GeoPosition[{37.0958,-3.8829}],GeoPosition[ {51.9189,19.1343}],GeoPosition[{43.37256117,-8.40162019}],GeoPosition[{42.236904,-8.719793}],GeoPosition[ {42.6038108,-5.5829252}],GeoPosition[{37.3918366,-4.7664079}],GeoPosition[{37.64994,-0.8555613}],GeoPosition[ {58.92880559,15.14326721}],GeoPosition[{41.3207377,2.0968248}],GeoPosition[{55.74916667,37.62444444}],GeoPosition[ {42.45004,-8.6437307}],GeoPosition[{41.89316178,12.51154008}],GeoPosition[{37.72795136,-0.86988799}],GeoPosition[ {37.3438042,-5.987095}],GeoPosition[{36.5217115,-6.2841458}],GeoPosition[{41.11514038,1.25357472}],GeoPosition[ {37.3571224,-6.0029255}],GeoPosition[{36.7643984,-3.8796725}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {40.4763604,-3.6379682}],GeoPosition[{41.8168135,0.570176}],GeoPosition[{41.45369,2.18874}],GeoPosition[ {42.0981187,1.8538652}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {43.5333,-5.7}],GeoPosition[{43.2687,-2.9461}],GeoPosition[{40.4203,-3.7058}],GeoPosition[ {36.7183,-4.4202}],GeoPosition[{37.983,-1.1302}],GeoPosition[{39.5715,2.6469}],GeoPosition[ {37.3877,-6.0018}],GeoPosition[{39.4692,-0.3768}],GeoPosition[{41.6517,-0.8813}],GeoPosition[ {37.9861,-1.1303}],GeoPosition[{39.13793541,-3.69727365}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[ {43.38583333,-8.40638889}],GeoPosition[{41.4021301,2.17258}],GeoPosition[{41.42249749,2.17472024}],GeoPosition[ {41.67309606,2.78536857}],GeoPosition[{41.38941192,2.13717906}],GeoPosition[{41.31482154,2.01339072}],GeoPosition[ {43.3031686,-2.9708418}],GeoPosition[{43.5236125,-5.6645028}],GeoPosition[{40.4744611,-3.6378011}],GeoPosition[ {43.32254342,-1.98253112}],GeoPosition[{40.4167,-3.70325}],GeoPosition[{36.6900482,-4.4451499}],GeoPosition[ {40.4,-1.9}],GeoPosition[{51.52652082,-0.13158498}],GeoPosition[{37.77591161,-3.79327149}],GeoPosition[ {38.7989098,-9.2326132}],GeoPosition[{40.42250614,-3.70930531}],GeoPosition[{38.7989055,-9.2326066}],GeoPosition[ {40.47858266,-3.47820919}],GeoPosition[{40.6333,-3.23333}],GeoPosition[{40.12391265,-3.84597979}],GeoPosition[ {39.4683696,-6.3878918}],GeoPosition[{40.51202507,-3.68043265}],GeoPosition[{41.42253316,2.17478207}],GeoPosition[ {41.38684519,2.16994041}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{42.23784548,-8.72464975}],GeoPosition[ {44.52189421,11.37024699}],GeoPosition[{39.4636753,-0.3915032}],GeoPosition[{40.41704446,-3.70354074}],GeoPosition[ {41.42227844,2.17461269}],GeoPosition[{38.47957,-0.79348}],GeoPosition[{39.03444254,-4.173516}],GeoPosition[ {43.46515236,-3.80208687}],GeoPosition[{43.47176847,-3.78269241}],GeoPosition[{39.4634114,-0.3916244}],GeoPosition[ {41.0718949,1.1468888}],GeoPosition[{41.0718968,1.1468871}],GeoPosition[{48.87937461,2.28626069}],GeoPosition[ {39.4829025,-0.3747937}],GeoPosition[{41.502106,2.1424891}],GeoPosition[{37.3891907,-6.00072}],GeoPosition[ {39.4635173,-0.3915826}],GeoPosition[{40.413509,-3.715282}],GeoPosition[{34.86666667,57.96666667}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{36.7633755,-4.0688123}],GeoPosition[{39.4632086,-0.3915585}],GeoPosition[ {39.4462025,-0.3351889}],GeoPosition[{41.6539803,-0.88364}],GeoPosition[{47.93920831,-1.23278643}],GeoPosition[ {36.67159225,-6.4045011}],GeoPosition[{39.06611111,-5.72277778}],GeoPosition[{38.61472222,-1.11972222}],GeoPosition[ {43.30972222,-2.0075}],GeoPosition[{43.73666667,-7.87722222}],GeoPosition[{37.785,-3.9025}],GeoPosition[ {40.4203,-3.7058}],GeoPosition[{43.30830002,-1.92859995}],GeoPosition[{37.19972222,-3.60472222}],GeoPosition[ {51.9189,19.1343}],GeoPosition[{39.4634091,-0.3915887}],GeoPosition[{39.47111111,-0.40083333}],GeoPosition[ {43.27800522,-2.93664604}],GeoPosition[{41.9833,2.81667}],GeoPosition[{37.38027778,-6.01083333}],GeoPosition[ {39.463433,-0.3915898}],GeoPosition[{40.4203,-3.7058}],GeoPosition[{45.68056341,12.24192828}],GeoPosition[ {38.25472222,-0.64611111}],GeoPosition[{41.4707,2.07289}],GeoPosition[{38.69799931,-0.47326909}],GeoPosition[ {43.3715,-8.396}],GeoPosition[{41.3207314,2.0968303}],GeoPosition[{48.8655578,2.4164821}],GeoPosition[ {40.5333,-3.63333}],GeoPosition[{40.4227424,-3.6870946}],GeoPosition[{40.90069481,-4.00677035}],GeoPosition[ {40.48731293,-3.36935784}],GeoPosition[{39.4658771,-0.36841063}],GeoPosition[{39.36167556,-1.60005247}],GeoPosition[ {41.7833,-3.81667}],GeoPosition[{51.51161124,-0.11867293}],GeoPosition[{37.3832493,-6.0105041}],GeoPosition[ {41.65411846,-0.8785359}],GeoPosition[{43.5236551,-5.6645504}],GeoPosition[{37.67162096,21.44039121}],GeoPosition[ {39.45320415,-0.35434598}],GeoPosition[{43.3475,-4.1025}],GeoPosition[{43.47176847,-3.78269241}],GeoPosition[ {51.5164252,-0.2473202}],GeoPosition[{38.3313904,-6.9560299}],GeoPosition[{40.90212829,-4.04043675}],GeoPosition[ {43.48346213,-8.23027945}],GeoPosition[{42.87861,-8.55448}],GeoPosition[{43.2569,-2.9236}],GeoPosition[ {40.43468987,-3.65390414}],GeoPosition[{40.647143,-0.246224}],GeoPosition[{43.41078245,-3.48888425}],GeoPosition[ {40.4286308,-3.6874599}],GeoPosition[{40.647143,-0.246224}],GeoPosition[{39.06611111,-5.72277778}]}, TypeSystem`Vector[TypeSystem`Atom[GeoPosition],TypeSystem`AnyLength],Association[ "Origin"->HoldComplete[Query[All,"geo"][Dataset`DatasetHandle[117467441167451]]], "ID"->162671971957852]]]},GeoRange->EntityClass["Country","Eurozone"]]],"BasicGeoRange"->{{34.6289612912529,70.0922938988525},{-10.4798881,34.5877537}},"GeoGraphicsOptions"->{GeoBackground->GeoStyling[ "StreetMapNoLabels",GeoServer->{Automatic}],GeoCenter->GeoPosition[{52.360627595052705`,12.0539328}],GeoGridLines->None,GeoGridLinesStyle->GrayLevel[ 0.4,0.3],GeoModel->"ITRF00",GeoProjection->{"LambertAzimuthal","Centering"->GeoPosition[ {52.360627595052705`,12.0539328}]},GeoRange->{{32.85579466087292,71.86546052923248},{-12.73327019,36.84113579}},GeoRangePadding->Full,GeoServer->{Automatic},GeoZoomLevel->4,MetaInformation->{"Software"->"Wolfram Language","TileSources"->"Wolfram Knowledgebase with data from OpenStreetMap"}}}, PlotRange->{{-0.3617777324011493,0.3617777324011493},{-0.3387761223316868,0.3634639258213839}}, PlotRangeClipping->True]],"Output",CellChangeTimes->{3.68316209503336*^9,3.683162531774045*^9,{3.683162647981535*^9,3.683162667885048*^9},3.683162699308138*^9,{3.683162741314661*^9,3.683162768805708*^9},3.683162802218816*^9,3.6831630621448193`*^9}, ExpressionUUID->"a2ddb7e6-2830-4b02-b1d2-c5cccff2b0a8"]},Open]]},Open]],Cell[ CellGroupData[ {Cell[ "\","Subsection",ExpressionUUID->"d1e8532b-75de-438f-8b4c-f645682bf483"],Cell[ "\", "Text",CellChangeTimes->{{3.683163160367543*^9,3.683163233787245*^9}},ExpressionUUID->"8ceae4aa-3b94-4cf2-a917-bc7eff0922ee"],Cell[ CellGroupData[ {Cell[ BoxData[RowBox[{"Sort","[",RowBox[{RowBox[{"Median","/@",RowBox[{RowBox[{"GroupBy","[",RowBox[ {RowBox[{"DeleteDuplicates","[",RowBox[{RowBox[{"ResourceData","[","\"Geotagged Public Tweets (Europe, April 6-8 2016)\"","]"}],"[",RowBox[ {"All",",",RowBox[{"{",RowBox[{"\"lang\"",",","\"screen_name\"",",","\"friends_count\""}],"}"}]}],"]"}],"]"}],",","\"lang\""}],"]"}],"[",RowBox[ {"All",",","All",",","\"friends_count\""}],"]"}]}],",","Greater"}],"]"}]],"Input", CellChangeTimes->{{3.683162209234612*^9,3.683162220956566*^9},{3.6831622673412113`*^9,3.6831623368817987`*^9},{3.683163127633157*^9,3.683163136367309*^9}}, ExpressionUUID->"ed9e3367-b1e0-4604-93ac-650fa244956a"],Cell[ BoxData[TemplateBox[ {TagBox[StyleBox[TagBox[GridBox[{{ItemBox[PaneBox[PaneBox[TagBox[TagBox[TooltipBox[ StyleBox["\"Nepali\"",FontColor->RGBColor[{Rational[33,74],Rational[27,74],Rational[ 117,370]}]],TemplateBox[{TemplateBox[{StyleBox[StyleBox["\"Nepali\"",FontColor->RGBColor[ 0.5098039215686274,0.5098039215686274,0.5098039215686274]],GrayLevel[0.6],StripOnInput->False]}, "RowDefault"]},"Row",DisplayFunction->Function[Slot[1]],InterpretationFunction->Function[ RowBox[{"Row","[",RowBox[{RowBox[{"{",Slot[1],"}"}],",",RowBox[{"BaseStyle","\[Rule]",RowBox[ {"{",RowBox[{RowBox[{"FontFamily","\[Rule]","\"Verdana\""}],",",RowBox[{"FontSize","\[Rule]","9.`"}]}],"}"}]}]}],"]"}]], BaseStyle->{FontFamily->"Verdana",FontSize->9.}]],Function[Annotation[Slot[1],Row[ {Row[{Style[RawBoxes[StyleBox["\"Nepali\"",FontColor->RGBColor[0.5098039215686274, 0.5098039215686274,0.5098039215686274]]],GrayLevel[0.6]]}]},BaseStyle->{FontFamily->"Verdana",FontSize->9.}], "Tooltip"]]],Function[Annotation[Slot[1],TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[ 1213131933][GeneralUtilities`Slice[Key[Entity["Language","Nepali"]]]],"Mouse"]]], ImageSize->{{90,Full},Automatic},Alignment->{Left,Baseline}],ImageSize->{{60,Full},Automatic}], Background->GrayLevel[0.95],Alignment->{Left,Baseline},StripOnInput->False],PaneBox[ TagBox[TagBox[TooltipBox["4994",TemplateBox[{TemplateBox[{StyleBox[StyleBox["\"Nepali\"", FontColor->RGBColor[0.5098039215686274,0.5098039215686274,0.5098039215686274]],GrayLevel[ 0.6],StripOnInput->False]},"RowDefault"]},"Row",DisplayFunction->Function[Slot[1]], InterpretationFunction->Function[RowBox[{"Row","[",RowBox[{RowBox[{"{",Slot[1],"}"}],",",RowBox[ {"BaseStyle","\[Rule]",RowBox[{"{",RowBox[{RowBox[{"FontFamily","\[Rule]","\"Verdana\""}],",",RowBox[ {"FontSize","\[Rule]","9.`"}]}],"}"}]}]}],"]"}]],BaseStyle->{FontFamily->"Verdana",FontSize->9.}]], Function[Annotation[Slot[1],Row[{Row[{Style[RawBoxes[StyleBox["\"Nepali\"",FontColor->RGBColor[ 0.5098039215686274,0.5098039215686274,0.5098039215686274]]],GrayLevel[0.6]]}]},BaseStyle->{FontFamily->"Verdana",FontSize->9.}], "Tooltip"]]],Function[Annotation[Slot[1],TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[ 1213131933][GeneralUtilities`Slice[Key[Entity["Language","Nepali"]]]],"Mouse"]]], ImageSize->{{60,Full},Automatic},Alignment->{Left,Baseline}]},{ItemBox[PaneBox[PaneBox[ TagBox[TagBox[TooltipBox[StyleBox["\"Georgian\"",FontColor->RGBColor[{Rational[33, 74],Rational[27,74],Rational[117,370]}]],TemplateBox[{TemplateBox[{StyleBox[StyleBox[ "\"Georgian\"",FontColor->RGBColor[0.5098039215686274,0.5098039215686274,0.5098039215686274]], GrayLevel[0.6],StripOnInput->False]},"RowDefault"]},"Row",DisplayFunction->Function[ Slot[1]],InterpretationFunction->Function[RowBox[{"Row","[",RowBox[{RowBox[{"{",Slot[ 1],"}"}],",",RowBox[{"BaseStyle","\[Rule]",RowBox[{"{",RowBox[{RowBox[{"FontFamily","\[Rule]","\"Verdana\""}],",",RowBox[ {"FontSize","\[Rule]","9.`"}]}],"}"}]}]}],"]"}]],BaseStyle->{FontFamily->"Verdana",FontSize->9.}]], Function[Annotation[Slot[1],Row[{Row[{Style[RawBoxes[StyleBox["\"Georgian\"",FontColor->RGBColor[ 0.5098039215686274,0.5098039215686274,0.5098039215686274]]],GrayLevel[0.6]]}]},BaseStyle->{FontFamily->"Verdana",FontSize->9.}], "Tooltip"]]],Function[Annotation[Slot[1],TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[ 1213131933][GeneralUtilities`Slice[Key[Entity["Language","Georgian"]]]],"Mouse"]]], ImageSize->{{90,Full},Automatic},Alignment->{Left,Baseline}],ImageSize->{{60,Full},Automatic}], Background->GrayLevel[0.95],Alignment->{Left,Baseline},StripOnInput->False],PaneBox[ TagBox[TagBox[TooltipBox["459",TemplateBox[{TemplateBox[{StyleBox[StyleBox["\"Georgian\"", FontColor->RGBColor[0.5098039215686274,0.5098039215686274,0.5098039215686274]],GrayLevel[ 0.6],StripOnInput->False]},"RowDefault"]},"Row",DisplayFunction->Function[Slot[1]], InterpretationFunction->Function[RowBox[{"Row","[",RowBox[{RowBox[{"{",Slot[1],"}"}],",",RowBox[ {"BaseStyle","\[Rule]",RowBox[{"{",RowBox[{RowBox[{"FontFamily","\[Rule]","\"Verdana\""}],",",RowBox[ {"FontSize","\[Rule]","9.`"}]}],"}"}]}]}],"]"}]],BaseStyle->{FontFamily->"Verdana",FontSize->9.}]], Function[Annotation[Slot[1],Row[{Row[{Style[RawBoxes[StyleBox["\"Georgian\"",FontColor->RGBColor[ 0.5098039215686274,0.5098039215686274,0.5098039215686274]]],GrayLevel[0.6]]}]},BaseStyle->{FontFamily->"Verdana",FontSize->9.}], "Tooltip"]]],Function[Annotation[Slot[1],TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[ 1213131933][GeneralUtilities`Slice[Key[Entity["Language","Georgian"]]]],"Mouse"]]], ImageSize->{{60,Full},Automatic},Alignment->{Left,Baseline}]},{ItemBox[PaneBox[PaneBox[ TagBox[TagBox[TooltipBox[StyleBox["\"Spanish\"",FontColor->RGBColor[{Rational[33, 74],Rational[27,74],Rational[117,370]}]],TemplateBox[{TemplateBox[{StyleBox[StyleBox[ "\"Spanish\"",FontColor->RGBColor[0.5098039215686274,0.5098039215686274,0.5098039215686274]], GrayLevel[0.6],StripOnInput->False]},"RowDefault"]},"Row",DisplayFunction->Function[ Slot[1]],InterpretationFunction->Function[RowBox[{"Row","[",RowBox[{RowBox[{"{",Slot[ 1],"}"}],",",RowBox[{"BaseStyle","\[Rule]",RowBox[{"{",RowBox[{RowBox[{"FontFamily","\[Rule]","\"Verdana\""}],",",RowBox[ {"FontSize","\[Rule]","9.`"}]}],"}"}]}]}],"]"}]],BaseStyle->{FontFamily->"Verdana",FontSize->9.}]], Function[Annotation[Slot[1],Row[{Row[{Style[RawBoxes[StyleBox["\"Spanish\"",FontColor->RGBColor[ 0.5098039215686274,0.5098039215686274,0.5098039215686274]]],GrayLevel[0.6]]}]},BaseStyle->{FontFamily->"Verdana",FontSize->9.}], "Tooltip"]]],Function[Annotation[Slot[1],TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[ 1213131933][GeneralUtilities`Slice[Key[Entity["Language","Spanish"]]]],"Mouse"]]], ImageSize->{{90,Full},Automatic},Alignment->{Left,Baseline}],ImageSize->{{60,Full},Automatic}], Background->GrayLevel[0.95],Alignment->{Left,Baseline},StripOnInput->False],PaneBox[ TagBox[TagBox[TooltipBox["415",TemplateBox[{TemplateBox[{StyleBox[StyleBox["\"Spanish\"", FontColor->RGBColor[0.5098039215686274,0.5098039215686274,0.5098039215686274]],GrayLevel[ 0.6],StripOnInput->False]},"RowDefault"]},"Row",DisplayFunction->Function[Slot[1]], InterpretationFunction->Function[RowBox[{"Row","[",RowBox[{RowBox[{"{",Slot[1],"}"}],",",RowBox[ {"BaseStyle","\[Rule]",RowBox[{"{",RowBox[{RowBox[{"FontFamily","\[Rule]","\"Verdana\""}],",",RowBox[ {"FontSize","\[Rule]","9.`"}]}],"}"}]}]}],"]"}]],BaseStyle->{FontFamily->"Verdana",FontSize->9.}]], Function[Annotation[Slot[1],Row[{Row[{Style[RawBoxes[StyleBox["\"Spanish\"",FontColor->RGBColor[ 0.5098039215686274,0.5098039215686274,0.5098039215686274]]],GrayLevel[0.6]]}]},BaseStyle->{FontFamily->"Verdana",FontSize->9.}], "Tooltip"]]],Function[Annotation[Slot[1],TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[ 1213131933][GeneralUtilities`Slice[Key[Entity["Language","Spanish"]]]],"Mouse"]]], ImageSize->{{60,Full},Automatic},Alignment->{Left,Baseline}]},{ItemBox[PaneBox[PaneBox[ TagBox[TagBox[TooltipBox[StyleBox["\"Greek\"",FontColor->RGBColor[{Rational[33,74],Rational[ 27,74],Rational[117,370]}]],TemplateBox[{TemplateBox[{StyleBox[StyleBox["\"Greek\"", FontColor->RGBColor[0.5098039215686274,0.5098039215686274,0.5098039215686274]],GrayLevel[ 0.6],StripOnInput->False]},"RowDefault"]},"Row",DisplayFunction->Function[Slot[1]], InterpretationFunction->Function[RowBox[{"Row","[",RowBox[{RowBox[{"{",Slot[1],"}"}],",",RowBox[ {"BaseStyle","\[Rule]",RowBox[{"{",RowBox[{RowBox[{"FontFamily","\[Rule]","\"Verdana\""}],",",RowBox[ {"FontSize","\[Rule]","9.`"}]}],"}"}]}]}],"]"}]],BaseStyle->{FontFamily->"Verdana",FontSize->9.}]], Function[Annotation[Slot[1],Row[{Row[{Style[RawBoxes[StyleBox["\"Greek\"",FontColor->RGBColor[ 0.5098039215686274,0.5098039215686274,0.5098039215686274]]],GrayLevel[0.6]]}]},BaseStyle->{FontFamily->"Verdana",FontSize->9.}], "Tooltip"]]],Function[Annotation[Slot[1],TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[ 1213131933][GeneralUtilities`Slice[Key[Entity["Language","Greek"]]]],"Mouse"]]],ImageSize->{{90,Full},Automatic}, Alignment->{Left,Baseline}],ImageSize->{{60,Full},Automatic}],Background->GrayLevel[ 0.95],Alignment->{Left,Baseline},StripOnInput->False],PaneBox[TagBox[TagBox[TooltipBox[ "411",TemplateBox[{TemplateBox[{StyleBox[StyleBox["\"Greek\"",FontColor->RGBColor[ 0.5098039215686274,0.5098039215686274,0.5098039215686274]],GrayLevel[0.6],StripOnInput->False]}, "RowDefault"]},"Row",DisplayFunction->Function[Slot[1]],InterpretationFunction->Function[ RowBox[{"Row","[",RowBox[{RowBox[{"{",Slot[1],"}"}],",",RowBox[{"BaseStyle","\[Rule]",RowBox[ {"{",RowBox[{RowBox[{"FontFamily","\[Rule]","\"Verdana\""}],",",RowBox[{"FontSize","\[Rule]","9.`"}]}],"}"}]}]}],"]"}]], BaseStyle->{FontFamily->"Verdana",FontSize->9.}]],Function[Annotation[Slot[1],Row[ {Row[{Style[RawBoxes[StyleBox["\"Greek\"",FontColor->RGBColor[0.5098039215686274, 0.5098039215686274,0.5098039215686274]]],GrayLevel[0.6]]}]},BaseStyle->{FontFamily->"Verdana",FontSize->9.}], "Tooltip"]]],Function[Annotation[Slot[1],TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[ 1213131933][GeneralUtilities`Slice[Key[Entity["Language","Greek"]]]],"Mouse"]]],ImageSize->{{60,Full},Automatic}, Alignment->{Left,Baseline}]},{ItemBox[PaneBox[PaneBox[TagBox[TagBox[TooltipBox[StyleBox[ "\"Dutch\"",FontColor->RGBColor[{Rational[33,74],Rational[27,74],Rational[117,370]}]], TemplateBox[{TemplateBox[{StyleBox[StyleBox["\"Dutch\"",FontColor->RGBColor[0.5098039215686274, 0.5098039215686274,0.5098039215686274]],GrayLevel[0.6],StripOnInput->False]},"RowDefault"]}, "Row",DisplayFunction->Function[Slot[1]],InterpretationFunction->Function[RowBox[ {"Row","[",RowBox[{RowBox[{"{",Slot[1],"}"}],",",RowBox[{"BaseStyle","\[Rule]",RowBox[ {"{",RowBox[{RowBox[{"FontFamily","\[Rule]","\"Verdana\""}],",",RowBox[{"FontSize","\[Rule]","9.`"}]}],"}"}]}]}],"]"}]], BaseStyle->{FontFamily->"Verdana",FontSize->9.}]],Function[Annotation[Slot[1],Row[ {Row[{Style[RawBoxes[StyleBox["\"Dutch\"",FontColor->RGBColor[0.5098039215686274, 0.5098039215686274,0.5098039215686274]]],GrayLevel[0.6]]}]},BaseStyle->{FontFamily->"Verdana",FontSize->9.}], "Tooltip"]]],Function[Annotation[Slot[1],TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[ 1213131933][GeneralUtilities`Slice[Key[Entity["Language","Dutch"]]]],"Mouse"]]],ImageSize->{{90,Full},Automatic}, Alignment->{Left,Baseline}],ImageSize->{{60,Full},Automatic}],Background->GrayLevel[ 0.95],Alignment->{Left,Baseline},StripOnInput->False],PaneBox[TagBox[TagBox[TooltipBox[ "354.5",TemplateBox[{TemplateBox[{StyleBox[StyleBox["\"Dutch\"",FontColor->RGBColor[ 0.5098039215686274,0.5098039215686274,0.5098039215686274]],GrayLevel[0.6],StripOnInput->False]}, "RowDefault"]},"Row",DisplayFunction->Function[Slot[1]],InterpretationFunction->Function[ RowBox[{"Row","[",RowBox[{RowBox[{"{",Slot[1],"}"}],",",RowBox[{"BaseStyle","\[Rule]",RowBox[ {"{",RowBox[{RowBox[{"FontFamily","\[Rule]","\"Verdana\""}],",",RowBox[{"FontSize","\[Rule]","9.`"}]}],"}"}]}]}],"]"}]], BaseStyle->{FontFamily->"Verdana",FontSize->9.}]],Function[Annotation[Slot[1],Row[ {Row[{Style[RawBoxes[StyleBox["\"Dutch\"",FontColor->RGBColor[0.5098039215686274, 0.5098039215686274,0.5098039215686274]]],GrayLevel[0.6]]}]},BaseStyle->{FontFamily->"Verdana",FontSize->9.}], "Tooltip"]]],Function[Annotation[Slot[1],TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[ 1213131933][GeneralUtilities`Slice[Key[Entity["Language","Dutch"]]]],"Mouse"]]],ImageSize->{{60,Full},Automatic}, Alignment->{Left,Baseline}]},{ItemBox[TagBox[TooltipBox["\"49 total \\:203a \"","\"\"", LabelStyle->"TextStyling"],Function[Annotation[Slot[1],"","Tooltip"]]],BaseStyle->{{RGBColor[ 0.5098039215686274,0.5098039215686274,0.5098039215686274],8}},Alignment->{Center,Baseline}, Background->GrayLevel[0.98],StripOnInput->False],"\[SpanFromLeft]"}},GridBoxAlignment->{"Columns"->{{Left}}}, AutoDelete->False,GridBoxDividers->{"Columns"->{{True}},"Rows"->{{True}}},GridBoxItemSize->{"Columns"->{{Automatic}},"Rows"->{{Automatic}}}, RowMinHeight->1.5,FrameStyle->GrayLevel[0.85],BaseStyle->{FontFamily->"Verdana",FontSize->12}], "Grid"],LineBreakWithin->False,ContextMenu->{},StripOnInput->False],Deploy,DefaultBaseStyle->"Deploy"]}, "CopyTag",DisplayFunction->Function[Slot[1]],InterpretationFunction->Function["Dataset[<>]"]]], "Output",CellChangeTimes->{3.683162547312439*^9,3.683163145870583*^9},ExpressionUUID->"4b1a2a3e-378b-4e0a-8180-4787021d5573"]}, Open]]},Open]]},WindowSize->{775,873},WindowMargins->{{136,Automatic},{Automatic,0}}, WindowTitle->"Examples for Geotagged Public Tweets (Europe, April 6-8 2016)",Visible->True, DockedCells->{},TaggingRules->{"NotebookTemplateVersion"->1.},CellContext->Notebook, ShowCellTags->True,Background->GrayLevel[0.9999],StyleDefinitions->FrontEnd`FileName[ {"Wolfram"},"CreateDataResourceStyleSheet.nb",CharacterEncoding->"UTF-8"],FrontEndVersion->"10.0 for Wolfram Cloud Platform (June 2 2014)"]