(* Content-type: application/vnd.wolfram.mathematica *) (*** Wolfram Notebook File ***) (* http://www.wolfram.com/nb *) (* CreatedBy='Mathematica 9.0' *) (*CacheID: 234*) (* Internal cache information: NotebookFileLineBreakTest NotebookFileLineBreakTest NotebookDataPosition[ 157, 7] NotebookDataLength[ 1022756, 19670] NotebookOptionsPosition[ 1012837, 19366] NotebookOutlinePosition[ 1013336, 19386] CellTagsIndexPosition[ 1013293, 19383] WindowFrame->Normal*) (* Beginning of Notebook Content *) Notebook[{ Cell[BoxData[ RowBox[{ RowBox[{"(*", " ", RowBox[{ RowBox[{ "Kimball", " ", "model", " ", "and", " ", "energy", " ", "derived", " ", "from", " ", "Wolfram", " ", "source"}], ",", " ", RowBox[{"ES", " ", "02", " ", "May", " ", "2013"}]}], " ", "*)"}], " ", "\[IndentingNewLine]", RowBox[{ RowBox[{"Clear", "[", RowBox[{ "tw", ",", "n2", ",", "n", ",", "nb", ",", "bc", ",", "bh", ",", "u", ",", "u1", ",", "u2", ",", "Vee", ",", "Vne", ",", "Vnn"}], "]"}], ";"}], " "}]], "Input", CellChangeTimes->{{3.568278170270548*^9, 3.568278174310955*^9}, { 3.5682782109554195`*^9, 3.5682782183342323`*^9}, {3.5688220426984916`*^9, 3.5688220506389055`*^9}, {3.568822092353379*^9, 3.568822134660653*^9}, { 3.5688728241768503`*^9, 3.568872825034852*^9}, {3.5688958900531473`*^9, 3.5688958965115585`*^9}, {3.5689027504159966`*^9, 3.568902751695199*^9}, { 3.5689109808408637`*^9, 3.568910992618884*^9}, {3.569134574760273*^9, 3.569134584135889*^9}, 3.56923802266416*^9, {3.56933446475942*^9, 3.569334471239791*^9}, {3.5693395229642725`*^9, 3.569339531606688*^9}, { 3.5694332905109916`*^9, 3.56943330667262*^9}, {3.570297588441428*^9, 3.5702976026530533`*^9}, {3.570558862041448*^9, 3.5705588713234644`*^9}, 3.5705590387585583`*^9, {3.570855141170933*^9, 3.570855146100541*^9}, { 3.5708563212974052`*^9, 3.5708563224362073`*^9}, {3.5708588179101906`*^9, 3.570858820452995*^9}, 3.570949483910489*^9, {3.5719810762355733`*^9, 3.5719810786847773`*^9}, 3.5723256977094345`*^9, 3.572583124905918*^9, { 3.5727976670013523`*^9, 3.572797667157352*^9}, 3.5728672700652885`*^9, { 3.5732075583876934`*^9, 3.5732075588400946`*^9}, {3.573221345358634*^9, 3.57322135451585*^9}, {3.573369135900576*^9, 3.5733691365557775`*^9}, { 3.574682961367374*^9, 3.5746829644717793`*^9}, 3.5747440056200757`*^9, { 3.574833269418433*^9, 3.5748332704636354`*^9}, 3.574833303161292*^9, { 3.5750055229593754`*^9, 3.5750055237081766`*^9}, 3.5753452568612485`*^9, { 3.575602814966606*^9, 3.5756028151382065`*^9}, 3.5757279640625825`*^9, { 3.575775139243217*^9, 3.5757751402728186`*^9}, {3.5762939464431095`*^9, 3.5762939465679092`*^9}, {3.576384009529279*^9, 3.5763840168924923`*^9}, { 3.5764687348229947`*^9, 3.576468735977397*^9}}], Cell[CellGroupData[{ Cell[BoxData[{ RowBox[{"Plot0", "=", RowBox[{"ChemicalData", "[", RowBox[{"\"\\"", ",", "\"\\""}], "]"}]}], "\[IndentingNewLine]", RowBox[{ RowBox[{"t1", "=", RowBox[{"0.01889726", "*", RowBox[{"ChemicalData", "[", RowBox[{"\"\\"", ",", "\"\\""}], "]"}]}]}], ";"}]}], "Input", CellChangeTimes->{ 3.57029749846047*^9, {3.570297893562364*^9, 3.5702979152152023`*^9}, { 3.5704535321223855`*^9, 3.570453555038826*^9}, {3.570558892227501*^9, 3.5705589112283344`*^9}, {3.5705589864360666`*^9, 3.5705590132681136`*^9}, {3.5705590525489826`*^9, 3.5705590747322216`*^9}, {3.570595322227199*^9, 3.5705953504632483`*^9}, 3.570855059411189*^9, 3.570856566545436*^9, 3.5709425310226765`*^9, 3.5730457924857635`*^9, 3.5746613722339497`*^9, 3.574701612088543*^9, 3.574852285217162*^9, {3.5749355226137695`*^9, 3.5749355538138237`*^9}, { 3.574996024820664*^9, 3.5749960279094696`*^9}, {3.575343895110856*^9, 3.575343895110856*^9}, {3.5753463317811365`*^9, 3.5753463317811365`*^9}, { 3.575346463663768*^9, 3.575346463663768*^9}, {3.575347966055607*^9, 3.575347966055607*^9}, {3.5753753647221766`*^9, 3.5753753647221766`*^9}, { 3.576293874214982*^9, 3.5762938797997923`*^9}, {3.5762995804113493`*^9, 3.57629960363979*^9}, {3.5764204629591084`*^9, 3.576420463161908*^9}, { 3.5764205228788133`*^9, 3.576420522894413*^9}, {3.576420642297023*^9, 3.5764206425154233`*^9}}], Cell[BoxData[ Graphics3DBox[ {AbsoluteThickness[3], EdgeForm[None], Specularity[ GrayLevel[1], 100], GraphicsComplex3DBox[CompressedData[" 1:eJwlVGlIlFEUHSzaMCkVyzLLiEaTCi2UMZebueSSOqNOOemos+iU2zg6ZlOU LUNFi5ZF61RmmkVFmoiF2U3LokykBIkWMZEwjSBziWh5790H3495c++5555z vs9DU6DQ20kkklXsmcKe2otPl9wLjYX2Mc/UcpMarcPyZvfjRrj8/UZHTHwy KprdrcPvjHg3st/iHJwFF86z47oDh5b7zLgdGIbs9m6krRB7q41Bs57nwxp+ 7qtQ6bCywSZNBoH3rAQ38sJ56bCYX+RnIIeVd8vh7SbNnC0PAkD0b46i/koT 7GKw/SoDSNkYt1mRONi99P2vv2txoIYRlijxaO6X3zf7w6jOTofXWXvvaDje 2i+PspVNhKSWt415XtLjq6rwptEgb2T/VhutGpo76YtiD5keX3ey46aHQl5Q sQ3m+gU+UiidYV1f/PGz43LgbUF7inDv9pbiynPBxDM+m/qtJsjip1YNi1S6 dX3SJBC86leA0MVVix+XTdt3xikUOU1LUi4KnX3TkcPnK/xB6OqejQfwZVV4 RATo+GBpLIj6YhUaTn7bHVKTQLqp9TjC5LRWagjvYAoK3oZtKHj4hQJfO/Vf GiQweMfqMPDiQuiM5Nu+bBA6tWtpblMpyBpflLRKlSB0uJ0CR9ZnDHY3xJEP AzoU/T1mwjlcTDxaM6i+JQ3H2TpteSUgdHUuBOamrLFuA93X7Ebhj8WXdDYW YbS9nfehDl8I5sLKNLTPwhw4l+94AC2bSG8HDeXJpwhi/Rmj2dEo5pbkoOi7 oweRyxgz1nXE+B954oQcvjMsj3LWtxN5PN0sQYRzyET58M6FNwXp07vyopBt fWVBeSKIeg8z/vzTUzqkTqQ8fdIi/7ncQwYfuH/VwcjhVG6R5HdgJmzeWv94 pGs1iDnX4oDH3DocDWw7l3dKBZyeP1Xp8CeC6o+ZKDe9WnAURvuQ/ieKSMdj OrhnYk5fTSJfy4pB6Lc+D9jbaTKkhGOZyJ8DvuHvi6sajSLQ04i/twGFbi7J ONOwNLf0pSflp0KPkslE9sr0hFieewWcGggkX3MyMfVhlL3drgDi8UNL+szT YRw3cCSWdJvQ42eeY3Mh7bFdCw029mHoTaMc2cyUs2wVmCvZwl+V8B+kbgY1 "], { {RGBColor[0.65, 0.7, 0.7], SphereBox[15, 24.], SphereBox[16, 24.], SphereBox[17, 24.], SphereBox[18, 24.], SphereBox[19, 24.], SphereBox[20, 24.], SphereBox[21, 24.], SphereBox[22, 24.], SphereBox[23, 24.], SphereBox[24, 24.], SphereBox[25, 24.], SphereBox[26, 24.]}, {RGBColor[0.4, 0.4, 0.4], SphereBox[8, 34.], SphereBox[9, 34.], SphereBox[10, 34.], SphereBox[11, 34.], SphereBox[12, 34.], SphereBox[13, 34.], SphereBox[14, 34.]}, {RGBColor[0.291989, 0.437977, 0.888609], SphereBox[6, 32.], SphereBox[7, 32.]}, {RGBColor[0.800498, 0.201504, 0.192061], SphereBox[1, 31.], SphereBox[2, 31.], SphereBox[3, 31.], SphereBox[4, 31.], SphereBox[5, 31.]}, {RGBColor[0.65, 0.7, 0.7], CylinderBox[{28, 23}, 15.], CylinderBox[{31, 26}, 15.], CylinderBox[{36, 20}, 15.], CylinderBox[{38, 24}, 15.], CylinderBox[{39, 25}, 15.], CylinderBox[{40, 15}, 15.], CylinderBox[{41, 16}, 15.], CylinderBox[{42, 17}, 15.], CylinderBox[{43, 18}, 15.], CylinderBox[{44, 19}, 15.], CylinderBox[{45, 21}, 15.], CylinderBox[{46, 22}, 15.]}, {RGBColor[0.4, 0.4, 0.4], CylinderBox[{27, 11}, 15.], CylinderBox[{29, 11}, 15.], CylinderBox[{30, 13}, 15.], CylinderBox[{32, 12}, 15.], CylinderBox[{33, 13}, 15.], CylinderBox[{8, 34}, 15.], CylinderBox[{35, 12}, 15.], CylinderBox[{37, 14}, 15.], CylinderBox[{8, 9}, 15.], CylinderBox[{8, 11}, 15.], CylinderBox[{8, 40}, 15.], CylinderBox[{9, 10}, 15.], CylinderBox[{9, 41}, 15.], CylinderBox[{9, 42}, 15.], CylinderBox[{10, 13}, 15.], CylinderBox[{10, 43}, 15.], CylinderBox[{10, 44}, 15.], CylinderBox[{12, 14}, 15.], CylinderBox[{14, 45}, 15.], CylinderBox[{14, 46}, 15.]}, {RGBColor[0.291989, 0.437977, 0.888609], CylinderBox[{34, 6}, 15.], CylinderBox[{6, 35}, 15.], CylinderBox[{6, 36}, 15.], CylinderBox[{7, 37}, 15.], CylinderBox[{7, 38}, 15.], CylinderBox[{7, 39}, 15.]}, {RGBColor[0.800498, 0.201504, 0.192061], CylinderBox[{1, 27}, 15.], CylinderBox[{1, 28}, 15.], CylinderBox[{2, 29}, 15.], CylinderBox[{3, 30}, 15.], CylinderBox[{3, 31}, 15.], CylinderBox[{4, 32}, 15.], CylinderBox[{5, 33}, 15.]}}]}, Boxed->False, ImageSize->314.4387395313564, Lighting->"Neutral", ViewPoint->{0.5993846607846903, -1.2640271015985112`, -3.081066944232224}, ViewVertical->{0.07787150287812127, -0.7435541607231674, 1.1030946541630091`}]], "Output", CellChangeTimes->{3.5764689934246492`*^9, 3.5764698267897134`*^9, 3.576470247943653*^9, 3.576470532737753*^9}] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"u", "=", RowBox[{"ChemicalData", "\[NoBreak]", "[", RowBox[{"\"\\"", ",", "\"\\""}], "]"}]}]], "Input", CellChangeTimes->{ 3.57029749846047*^9, {3.570297893562364*^9, 3.5702979152152023`*^9}, { 3.5704535321223855`*^9, 3.570453555038826*^9}, {3.570558892227501*^9, 3.5705589112283344`*^9}, {3.5705589864360666`*^9, 3.5705590132681136`*^9}, 3.5705592408949137`*^9, {3.5705593512807074`*^9, 3.5705593890483737`*^9}, { 3.570559442712468*^9, 3.5705594826641383`*^9}, 3.5708550837628317`*^9, 3.570856587480673*^9, 3.5709425310226765`*^9, 3.5730457925169635`*^9, 3.57466137224955*^9, 3.574701612104143*^9, 3.574852309007204*^9, 3.574935583329076*^9, 3.5753438951264563`*^9, 3.5753463317967367`*^9, 3.575346463679368*^9, 3.575347966071207*^9, 3.5753753647221766`*^9, 3.576293886211403*^9, 3.576299609817401*^9, 3.576420463364709*^9, { 3.576420522910013*^9, 3.576420522910013*^9}, 3.5764206427182236`*^9}], Cell[BoxData[ RowBox[{"{", RowBox[{"\<\"O\"\>", ",", "\<\"O\"\>", ",", "\<\"O\"\>", ",", "\<\"O\"\>", ",", "\<\"O\"\>", ",", "\<\"N\"\>", ",", "\<\"N\"\>", ",", "\<\"C\"\>", ",", "\<\"C\"\>", ",", "\<\"C\"\>", ",", "\<\"C\"\>", ",", "\<\"C\"\>", ",", "\<\"C\"\>", ",", "\<\"C\"\>", ",", "\<\"H\"\>", ",", "\<\"H\"\>", ",", "\<\"H\"\>", ",", "\<\"H\"\>", ",", "\<\"H\"\>", ",", "\<\"H\"\>", ",", "\<\"H\"\>", ",", "\<\"H\"\>", ",", "\<\"H\"\>", ",", "\<\"H\"\>", ",", "\<\"H\"\>", ",", "\<\"H\"\>"}], "}"}]], "Output", CellChangeTimes->{3.5764689935182495`*^9, 3.576469826805313*^9, 3.5764702479592533`*^9, 3.576470532753353*^9}] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"n", "=", RowBox[{"Length", "[", "t1", "]"}]}]], "Input", CellChangeTimes->{{3.568278170270548*^9, 3.568278174310955*^9}, { 3.5682782109554195`*^9, 3.5682782183342323`*^9}, {3.5688220426984916`*^9, 3.5688220506389055`*^9}, {3.568822092353379*^9, 3.568822123693834*^9}, 3.568873215924739*^9, 3.5689108676002645`*^9, 3.5689997098237543`*^9, 3.5689998170115423`*^9, 3.568999886915265*^9, 3.5691460425981283`*^9, { 3.5692371678918586`*^9, 3.569237204489523*^9}, 3.569237465805582*^9, 3.56923802261736*^9, 3.5693403424025126`*^9, 3.5693404501675014`*^9, 3.569340737988007*^9, 3.569340852819809*^9, 3.569341165475558*^9, 3.56934149694494*^9, 3.569342614390503*^9, 3.569343567162176*^9, 3.569343662712344*^9, 3.569343763597721*^9, 3.5693440703198595`*^9, 3.569344266209404*^9, 3.5702973471714044`*^9, 3.5702974395391665`*^9, { 3.570297637207114*^9, 3.570297637987115*^9}, 3.570297920051211*^9}], Cell[BoxData["26"], "Output", CellChangeTimes->{3.5764689935338492`*^9, 3.5764698268209133`*^9, 3.5764702479748535`*^9, 3.5764705327689533`*^9}] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"MatrixForm", "[", RowBox[{"Table", "[", RowBox[{ RowBox[{"Join", "[", RowBox[{ RowBox[{"{", "i", "}"}], ",", RowBox[{"{", RowBox[{"u", "[", RowBox[{"[", "i", "]"}], "]"}], "}"}], ",", RowBox[{"t1", "[", RowBox[{"[", "i", "]"}], "]"}]}], "]"}], ",", RowBox[{"{", RowBox[{"i", ",", "n"}], "}"}]}], "]"}], "]"}]], "Input", CellChangeTimes->{{3.574996055162717*^9, 3.574996080637562*^9}, { 3.5749961872169495`*^9, 3.5749961936753607`*^9}, {3.5749962548738976`*^9, 3.574996268492721*^9}, {3.574996311720397*^9, 3.5749963415788493`*^9}, { 3.57499639316814*^9, 3.5749964813394947`*^9}, {3.5749966279017525`*^9, 3.5749966325037603`*^9}, {3.575738220273323*^9, 3.5757382663558044`*^9}, { 3.5757383024542675`*^9, 3.5757383039050703`*^9}}], Cell[BoxData[ TagBox[ RowBox[{"(", "\[NoBreak]", GridBox[{ {"1", "\<\"O\"\>", "1.06809203246`", RowBox[{"-", "2.3014972954`"}], "5.0043723932`"}, {"2", "\<\"O\"\>", RowBox[{"-", "1.61078354514`"}], RowBox[{"-", "5.0950792412`"}], "3.3625784444`"}, {"3", "\<\"O\"\>", RowBox[{"-", "6.984427296`"}], RowBox[{"-", "0.7648477012399999`"}], RowBox[{"-", "5.3258147858`"}]}, {"4", "\<\"O\"\>", "4.6528833571999995`", RowBox[{"-", "2.018227368`"}], "1.59906724394`"}, {"5", "\<\"O\"\>", RowBox[{"-", "6.8846497632`"}], "2.3502522262`", RowBox[{"-", "2.4842337996`"}]}, {"6", "\<\"N\"\>", "1.3465242613`", "0.50501037624`", "0.9577131367999999`"}, {"7", "\<\"N\"\>", "5.616265672`", "3.6819421383999997`", RowBox[{"-", "0.87076684354`"}]}, {"8", "\<\"C\"\>", RowBox[{"-", "0.39676687095999996`"}], RowBox[{"-", "1.6629966745199998`"}], "0.7892062693799999`"}, {"9", "\<\"C\"\>", RowBox[{"-", "3.0252623534`"}], RowBox[{"-", "0.8296842003`"}], "0.027758185214`"}, {"10", "\<\"C\"\>", RowBox[{"-", "3.2669583087999996`"}], RowBox[{"-", "0.25739957846`"}], RowBox[{"-", "2.8000070141999998`"}]}, {"11", "\<\"C\"\>", RowBox[{"-", "0.35848102219999994`"}], RowBox[{"-", "3.208754748`"}], "3.191747214`"}, {"12", "\<\"C\"\>", "3.8648676152`", "0.09607933901799999`", "1.3578248227799998`"}, {"13", "\<\"C\"\>", RowBox[{"-", "5.893866421399999`"}], "0.57818056696`", RowBox[{"-", "3.5237720722`"}]}, {"14", "\<\"C\"\>", "5.600203001000001`", "2.316804076`", "1.52355379298`"}, {"15", "\<\"H\"\>", "0.25222172921999997`", RowBox[{"-", "2.8873123553999998`"}], RowBox[{"-", "0.68319264078`"}]}, {"16", "\<\"H\"\>", RowBox[{"-", "4.282875006399999`"}], RowBox[{"-", "2.3581890754`"}], "0.44072189772`"}, {"17", "\<\"H\"\>", RowBox[{"-", "3.4948592643999996`"}], "0.84185403574`", "1.06408581334`"}, {"18", "\<\"H\"\>", RowBox[{"-", "1.9997080531999998`"}], "1.2582173653199997`", RowBox[{"-", "3.2306755696`"}]}, {"19", "\<\"H\"\>", RowBox[{"-", "2.8083218086`"}], RowBox[{"-", "1.9288433281999997`"}], RowBox[{"-", "3.8412460402`"}]}, {"20", "\<\"H\"\>", "0.6883326954999999`", "2.2674822274`", "0.77996550924`"}, {"21", "\<\"H\"\>", "4.9569402706`", "3.553629743`", "2.9880347512`"}, {"22", "\<\"H\"\>", "7.4715986588`", "1.6746940784599997`", "1.940748602`"}, {"23", "\<\"H\"\>", "1.1602350722199999`", RowBox[{"-", "3.157732146`"}], "6.6010018906`"}, {"24", "\<\"H\"\>", "6.2088837456`", "2.5314769496`", RowBox[{"-", "2.247829077`"}]}, {"25", "\<\"H\"\>", "6.7814707236`", "5.1640542402`", RowBox[{"-", "0.74300246868`"}]}, {"26", "\<\"H\"\>", RowBox[{"-", "8.6617480936`"}], RowBox[{"-", "0.3492213648`"}], RowBox[{"-", "5.877992723`"}]} }, GridBoxAlignment->{ "Columns" -> {{Center}}, "ColumnsIndexed" -> {}, "Rows" -> {{Baseline}}, "RowsIndexed" -> {}}, GridBoxSpacings->{"Columns" -> { Offset[0.27999999999999997`], { Offset[0.7]}, Offset[0.27999999999999997`]}, "ColumnsIndexed" -> {}, "Rows" -> { Offset[0.2], { Offset[0.4]}, Offset[0.2]}, "RowsIndexed" -> {}}], "\[NoBreak]", ")"}], Function[BoxForm`e$, MatrixForm[BoxForm`e$]]]], "Output", CellChangeTimes->{3.576468993549449*^9, 3.5764698268521137`*^9, 3.5764702479904532`*^9, 3.5764705327845535`*^9}] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[{ RowBox[{ RowBox[{"num1", "=", RowBox[{"Table", "[", RowBox[{"i", ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", "n"}], "}"}]}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"dc1", "=", RowBox[{"Table", "[", RowBox[{ RowBox[{"Norm", "[", RowBox[{ RowBox[{"t1", "[", RowBox[{"[", "i", "]"}], "]"}], "-", RowBox[{"t1", "[", RowBox[{"[", "j", "]"}], "]"}]}], "]"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", "n"}], "}"}], ",", RowBox[{"{", RowBox[{"j", ",", "1", ",", "n"}], "}"}]}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{"MatrixForm", "[", RowBox[{"Prepend", "[", RowBox[{"dc1", ",", "num1"}], "]"}], "]"}]}], "Input", CellChangeTimes->{{3.576392526232239*^9, 3.5763925665895095`*^9}, { 3.5763926566016674`*^9, 3.576392657366069*^9}, 3.5763929792570343`*^9, 3.576421025683296*^9, {3.5764210623901606`*^9, 3.5764210642777643`*^9}}], Cell[BoxData[ TagBox[ RowBox[{"(", "\[NoBreak]", GridBox[{ {"1", "2", "3", "4", "5", "6", "7", "8", "9", "10", "11", "12", "13", "14", "15", "16", "17", "18", "19", "20", "21", "22", "23", "24", "25", "26"}, {"0.`", "4.204278989134492`", "13.187764278437417`", "4.952481585354662`", "11.87283026034592`", "4.932490340024883`", "9.539637936758462`", "4.5078953072573364`", "6.609725628970938`", "9.158566201775631`", "2.478676422175762`", "5.183400096602019`", "11.379396211002218`", "7.347437343446571`", "5.775570937317249`", "7.032991401514762`", "6.799047025864785`", "9.48150730532529`", "9.664906658407899`", "6.234212424598848`", "7.312405263771522`", "8.136386525303823`", "1.814071170358538`", "10.11829064887411`", "11.018596716553441`", "14.727764280778464`"}, {"4.204278989134492`", "0.`", "11.095725720898397`", "7.197951949494509`", "10.836597204013787`", "6.774219536824024`", "12.132087908181475`", "4.458169083924814`", "5.596013877308412`", "8.007716210107638`", "2.270608951776616`", "7.807042981699425`", "9.89709549379374`", "10.503159188783641`", "4.9712460156390135`", "4.813303048465588`", "6.639276046812615`", "9.164422433329628`", "7.959537358046898`", "8.134072561745668`", "10.866252628727903`", "11.416702562419921`", "4.681799265446297`", "12.27958584095899`", "13.875717860140211`", "12.55497604722573`"}, {"13.187764278437417`", "11.095725720898397`", "0.`", "13.599704075969653`", "4.21762796072884`", "10.511898807594866`", "14.085412855843641`", "9.033129245125236`", "6.658823797811058`", "4.522917660889008`", "11.064569946316226`", "12.771821869107672`", "2.4980804414652984`", "14.655488641335557`", "8.855951993083872`", "6.564302463357011`", "7.4558302814421`", "5.773198985686806`", "4.582432456882125`", "10.263860077699213`", "15.17779960735189`", "16.362487401665692`", "14.639343465153296`", "13.942855104594502`", "15.673353031536836`", "1.8141253495650416`"}, {"4.952481585354662`", "7.197951949494509`", "13.599704075969653`", "0.`", "12.995061826764951`", "4.208333907349009`", "6.2865028677190615`", "5.126502810928898`", "7.926888959278154`", "9.229098593446489`", "5.3914522971718055`", "2.269242068786018`", "12.009111029385652`", "4.43797413346157`", "5.032876082390842`", "9.016934924698921`", "8.65170391281067`", "8.849772777262107`", "9.234423677865431`", "5.895413160846158`", "5.750415029214122`", "4.65827982324419`", "6.206159310806988`", "6.157885829596935`", "7.848652356593302`", "15.361361185082751`"}, {"11.87283026034592`", "10.836597204013787`", "4.21762796072884`", "12.995061826764951`", "0.`", "9.110660899157681`", "12.674760761394053`", "8.301457766426`", "5.59615676936182`", "4.47071047112695`", "10.281546451869847`", "11.635928571954821`", "2.280905393932456`", "13.112399807424357`", "9.033867759797667`", "6.12323584447138`", "5.1338598346967395`", "5.06086662178284`", "6.063710957679091`", "8.24693344948962`", "13.100270801346282`", "15.03790932342741`", "13.3266489188413`", "13.096921368753321`", "14.061017654547715`", "4.686452365550517`"}, {"4.932490340024883`", "6.774219536824024`", "10.511898807594866`", "4.208333907349009`", "9.110660899157681`", "0.`", "5.627337396511039`", "2.787061733856846`", "4.66462689066282`", "5.998829143830787`", "4.657252695836368`", "2.5825118010560026`", "8.515416654129423`", "4.657956083868978`", "3.9240187713890453`", "6.336823112280976`", "4.854253108376096`", "5.41361168046823`", "6.7982644036321735`", "1.8897400304075747`", "5.143091449847427`", "6.312769207248911`", "6.730311612767917`", "6.16640960462094`", "7.357837069757239`", "12.149983621345335`"}, {"9.539637936758462`", "12.132087908181475`", "14.085412855843641`", "6.2865028677190615`", "12.674760761394053`", "5.627337396511039`", "0.`", "8.214648015111297`", "9.78969489111497`", "9.907171598965162`", "9.984153549891278`", "4.570823556487985`", "12.212899469133513`", "2.7561986955367384`", "8.483115943209036`", "11.670311648329122`", "9.737676973559779`", "8.333466670834689`", "10.548854650068977`", "5.386105973819757`", "3.916825730526255`", "3.9212146544854045`", "11.066376147562055`", "1.8897266274834141`", "1.889625050124902`", "15.658360938748626`"}, {"4.5078953072573364`", "4.458169083924814`", "9.033129245125236`", "5.126502810928898`", "8.301457766426`", "2.787061733856846`", "8.214648015111297`", "0.`", "2.8606295401149406`", "4.805845823716099`", "2.8571028715325317`", "4.6453421805399495`", "7.3377626746927245`", "7.234758319698934`", "2.021903469568369`", "3.963151558023679`", "3.9934962529929168`", "5.22133717544084`", "5.2275577712564285`", "4.077522637486871`", "7.791676201564136`", "8.624233613270194`", "6.199633660435009`", "8.393557812194977`", "10.02414000167202`", "10.69988142826894`"}, {"6.609725628970938`", "5.596013877308412`", "6.658823797811058`", "7.926888959278154`", "5.59615676936182`", "4.66462689066282`", "9.78969489111497`", "2.8606295401149406`", "0.`", "2.8951999320026536`", "4.773104431462672`", "7.078135798025956`", "4.777482566285863`", "9.30249673760008`", "3.934613909072813`", "2.0219930182957855`", "2.0220129292815403`", "4.003559054752212`", "4.027953287303044`", "4.89377603966558`", "9.575606362170832`", "10.959723263261914`", "8.133002443608774`", "10.086880382022214`", "11.51915735295965`", "8.177940439110884`"}, {"9.158566201775631`", "8.007716210107638`", "4.522917660889008`", "9.229098593446489`", "4.47071047112695`", "5.998829143830787`", "9.907171598965162`", "4.805845823716099`", "2.8951999320026536`", "0.`", "7.284974687299274`", "8.262896219845942`", "2.8500309245068807`", "10.195403484023192`", "4.876676372882274`", "3.993460545375414`", "4.023867633725199`", "2.022002308406599`", "2.021942223983179`", "5.902165562812069`", "10.754435355298758`", "11.896400945581517`", "10.788463220654245`", "9.893144869202615`", "11.601480734256823`", "6.211777852290449`"}, {"2.478676422175762`", "2.270608951776616`", "11.064569946316226`", "5.3914522971718055`", "10.281546451869847`", "4.657252695836368`", "9.984153549891278`", "2.8571028715325317`", "4.773104431462672`", "7.284974687299274`", "0.`", "5.667616200199394`", "9.491025754927223`", "8.295817313306605`", "3.935916912298177`", "4.867491181034035`", "5.547183342284233`", "7.993433582620675`", "7.556645236800927`", "6.074675412046153`", "8.60378093000798`", "9.312530149142527`", "3.7325754287467734`", "10.279568578548512`", "11.686106980110422`", "12.624632974999454`"}, {"5.183400096602019`", "7.807042981699425`", "12.771821869107672`", "2.269242068786018`", "11.635928571954821`", "2.5825118010560026`", "4.570823556487985`", "4.6453421805399495`", "7.078135798025956`", "8.262896219845942`", "5.667616200199394`", "0.`", "10.922238773994865`", "2.823202676078528`", "5.110537015458103`", "8.55863429835629`", "7.403245386061733`", "7.5364546315517496`", "8.698396790927454`", "3.890923538954743`", "3.9755329066010314`", "3.9799916392916708`", "6.737449972882548`", "4.942298370819251`", "6.213245416003009`", "14.473128528020244`"}, {"11.379396211002218`", "9.89709549379374`", "2.4980804414652984`", "12.009111029385652`", "2.280905393932456`", "8.515416654129423`", "12.212899469133513`", "7.3377626746927245`", "4.777482566285863`", "2.8500309245068807`", "9.491025754927223`", "10.922238773994865`", "0.`", "12.673276686889317`", "7.606111506961042`", "5.18987210375257`", "5.18393663304127`", "3.963940590319455`", "3.988300902494693`", "8.043708254554208`", "12.999881990680834`", "14.480987013657144`", "12.89296084997317`", "12.32558148284506`", "13.763251384545487`", "3.7501464194063177`"}, {"7.347437343446571`", "10.503159188783641`", "14.655488641335557`", "4.43797413346157`", "13.112399807424357`", "4.657956083868978`", "2.7561986955367384`", "7.234758319698934`", "9.30249673760008`", "10.195403484023192`", "8.295817313306605`", "2.823202676078528`", "12.673276686889317`", "0.`", "7.781610459139519`", "10.9865061224842`", "9.225331758645886`", "9.026735328334242`", "10.840197812057541`", "4.968080723832634`", "2.0219369792010404`", "2.0219986314651015`", "8.687021425011565`", "3.826212937551316`", "3.8261605059463553`", "16.287843058673257`"}, {"5.775570937317249`", "4.9712460156390135`", "8.855951993083872`", "5.032876082390842`", "9.033867759797667`", "3.9240187713890453`", "8.483115943209036`", "2.021903469568369`", "3.934613909072813`", "4.876676372882274`", "3.935916912298177`", "5.110537015458103`", "7.606111506961042`", "7.781610459139519`", "0.`", "4.702154584519825`", "5.56778950228799`", "5.36155515526534`", "4.500987768988235`", "5.376144690923398`", "8.78054794600943`", "8.934000984972737`", "7.3455500178816076`", "8.203242473980264`", "10.366251670824377`", "10.624815846542631`"}, {"7.032991401514762`", "4.813303048465588`", "6.564302463357011`", "9.016934924698921`", "6.12323584447138`", "6.336823112280976`", "11.670311648329122`", "3.963151558023679`", "2.0219930182957855`", "3.993460545375414`", "4.867491181034035`", "8.55863429835629`", "5.18987210375257`", "10.9865061224842`", "4.702154584519825`", "0.`", "3.354076220674104`", "5.636524305253139`", "4.549054223149664`", "6.798884264710971`", "11.26110966415723`", "12.517263190974344`", "8.259283627554916`", "11.883355666219696`", "13.431496354005654`", "7.945856482100502`"}, {"6.799047025864785`", "6.639276046812615`", "7.4558302814421`", "8.65170391281067`", "5.1338598346967395`", "4.854253108376096`", "9.737676973559779`", "3.9934962529929168`", "2.0220129292815403`", "4.023867633725199`", "5.547183342284233`", "7.403245386061733`", "5.18393663304127`", "9.225331758645886`", "5.56778950228799`", "3.354076220674104`", "0.`", "4.566597300284367`", "5.675418764647643`", "4.428570317995372`", "9.082302702608205`", "11.032921624080135`", "8.265835260553976`", "10.391642518679154`", "11.293800984996865`", "8.735436748543018`"}, {"9.48150730532529`", "9.164422433329628`", "5.773198985686806`", "8.849772777262107`", "5.06086662178284`", "5.41361168046823`", "8.333466670834689`", "5.22133717544084`", "4.003559054752212`", "2.022002308406599`", "7.993433582620675`", "7.5364546315517496`", "3.963940590319455`", "9.026735328334242`", "5.36155515526534`", "5.636524305253139`", "4.566597300284367`", "0.`", "3.3442500458504867`", "4.932486238377143`", "9.609174363006446`", "10.799200509666115`", "11.231550753294096`", "8.364697036731432`", "9.927395421777861`", "7.346762884540953`"}, {"9.664906658407899`", "7.959537358046898`", "4.582432456882125`", "9.234423677865431`", "6.063710957679091`", "6.7982644036321735`", "10.548854650068977`", "5.2275577712564285`", "4.027953287303044`", "2.021942223983179`", "7.556645236800927`", "8.698396790927454`", "3.988300902494693`", "10.840197812057541`", "4.500987768988235`", "4.549054223149664`", "5.675418764647643`", "3.3442500458504867`", "0.`", "7.154812162055836`", "11.704524008385803`", "12.332627809988299`", "11.238334097681673`", "10.185451909751608`", "12.32365327144993`", "6.395790949607513`"}, {"6.234212424598848`", "8.134072561745668`", "10.263860077699213`", "5.895413160846158`", "8.24693344948962`", "1.8897400304075747`", "5.386105973819757`", "4.077522637486871`", "4.89377603966558`", "5.902165562812069`", "6.074675412046153`", "3.890923538954743`", "8.043708254554208`", "4.968080723832634`", "5.376144690923398`", "6.798884264710971`", "4.428570317995372`", "4.932486238377143`", "7.154812162055836`", "0.`", "4.9750131496685475`", "6.907352047407563`", "7.971204890329734`", "6.301882033692309`", "6.916349609193013`", "11.772831276901137`"}, {"7.312405263771522`", "10.866252628727903`", "15.17779960735189`", "5.750415029214122`", "13.100270801346282`", "5.143091449847427`", "3.916825730526255`", "7.791676201564136`", "9.575606362170832`", "10.754435355298758`", "8.60378093000798`", "3.9755329066010314`", "12.999881990680834`", "2.0219369792010404`", "8.78054794600943`", "11.26110966415723`", "9.082302702608205`", "9.609174363006446`", "11.704524008385803`", "4.9750131496685475`", "0.`", "3.3091863530377315`", "8.515332073319959`", "5.479637654544655`", "4.454550164857967`", "16.712491217772453`"}, {"8.136386525303823`", "11.416702562419921`", "16.362487401665692`", "4.65827982324419`", "15.03790932342741`", "6.312769207248911`", "3.9212146544854045`", "8.624233613270194`", "10.959723263261914`", "11.896400945581517`", "9.312530149142527`", "3.9799916392916708`", "14.480987013657144`", "2.0219986314651015`", "8.934000984972737`", "12.517263190974344`", "11.032921624080135`", "10.799200509666115`", "12.332627809988299`", "6.907352047407563`", "3.3091863530377315`", "0.`", "9.214315723414506`", "4.4578816508868435`", "4.455831091351832`", "18.042001747641663`"}, {"1.814071170358538`", "4.681799265446297`", "14.639343465153296`", "6.206159310806988`", "13.3266489188413`", "6.730311612767917`", "11.066376147562055`", "6.199633660435009`", "8.133002443608774`", "10.788463220654245`", "3.7325754287467734`", "6.737449972882548`", "12.89296084997317`", "8.687021425011565`", "7.3455500178816076`", "8.259283627554916`", "8.265835260553976`", "11.231550753294096`", "11.238334097681673`", "7.971204890329734`", "8.515332073319959`", "9.214315723414506`", "0.`", "11.668665864349538`", "12.441254717069851`", "16.127132190319085`"}, {"10.11829064887411`", "12.27958584095899`", "13.942855104594502`", "6.157885829596935`", "13.096921368753321`", "6.16640960462094`", "1.8897266274834141`", "8.393557812194977`", "10.086880382022214`", "9.893144869202615`", "10.279568578548512`", "4.942298370819251`", "12.32558148284506`", "3.826212937551316`", "8.203242473980264`", "11.883355666219696`", "10.391642518679154`", "8.364697036731432`", "10.185451909751608`", "6.301882033692309`", "5.479637654544655`", "4.4578816508868435`", "11.668665864349538`", "0.`", "3.0859070237882866`", "15.576013680411164`"}, {"11.018596716553441`", "13.875717860140211`", "15.673353031536836`", "7.848652356593302`", "14.061017654547715`", "7.357837069757239`", "1.889625050124902`", "10.02414000167202`", "11.51915735295965`", "11.601480734256823`", "11.686106980110422`", "6.213245416003009`", "13.763251384545487`", "3.8261605059463553`", "10.366251670824377`", "13.431496354005654`", "11.293800984996865`", "9.927395421777861`", "12.32365327144993`", "6.916349609193013`", "4.454550164857967`", "4.455831091351832`", "12.441254717069851`", "3.0859070237882866`", "0.`", "17.18305386840679`"}, {"14.727764280778464`", "12.55497604722573`", "1.8141253495650416`", "15.361361185082751`", "4.686452365550517`", "12.149983621345335`", "15.658360938748626`", "10.69988142826894`", "8.177940439110884`", "6.211777852290449`", "12.624632974999454`", "14.473128528020244`", "3.7501464194063177`", "16.287843058673257`", "10.624815846542631`", "7.945856482100502`", "8.735436748543018`", "7.346762884540953`", "6.395790949607513`", "11.772831276901137`", "16.712491217772453`", "18.042001747641663`", "16.127132190319085`", "15.576013680411164`", "17.18305386840679`", "0.`"} }, GridBoxAlignment->{ "Columns" -> {{Center}}, "ColumnsIndexed" -> {}, "Rows" -> {{Baseline}}, "RowsIndexed" -> {}}, GridBoxSpacings->{"Columns" -> { Offset[0.27999999999999997`], { Offset[0.7]}, Offset[0.27999999999999997`]}, "ColumnsIndexed" -> {}, "Rows" -> { Offset[0.2], { Offset[0.4]}, Offset[0.2]}, "RowsIndexed" -> {}}], "\[NoBreak]", ")"}], Function[BoxForm`e$, MatrixForm[BoxForm`e$]]]], "Output", CellChangeTimes->{3.576468993565049*^9, 3.576469826867714*^9, 3.576470248006053*^9, 3.5764705328001537`*^9}] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"cn1", "=", RowBox[{"Table", "[", RowBox[{ RowBox[{"If", "[", RowBox[{ RowBox[{ RowBox[{"u", "[", RowBox[{"[", "i", "]"}], "]"}], "\[Equal]", "\"\\""}], ",", "6.0", ",", RowBox[{"If", "[", RowBox[{ RowBox[{ RowBox[{"u", "[", RowBox[{"[", "i", "]"}], "]"}], "\[Equal]", "\"\\""}], ",", "1.0", ",", RowBox[{"If", "[", RowBox[{ RowBox[{ RowBox[{"u", "[", RowBox[{"[", "i", "]"}], "]"}], "\[Equal]", "\"\\""}], ",", "7.0", ",", RowBox[{"If", "[", RowBox[{ RowBox[{ RowBox[{"u", "[", RowBox[{"[", "i", "]"}], "]"}], "\[Equal]", "\"\\""}], ",", "8.0", ",", RowBox[{"If", "[", RowBox[{ RowBox[{ RowBox[{"u", "[", RowBox[{"[", "i", "]"}], "]"}], "\[Equal]", "\"\\""}], ",", "7.0"}], "]"}]}], "]"}]}], "]"}]}], "]"}]}], "]"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", "n"}], "}"}]}], "]"}]}]], "Input", CellChangeTimes->{{3.5763930603303766`*^9, 3.576393117754078*^9}, { 3.5763931548197427`*^9, 3.5763931792961855`*^9}, {3.576393334953259*^9, 3.576393350256886*^9}, {3.5764097379708014`*^9, 3.5764097926644974`*^9}, 3.576421088489007*^9, {3.5764211267246737`*^9, 3.5764211567079268`*^9}}], Cell[BoxData[ RowBox[{"{", RowBox[{ "8.`", ",", "8.`", ",", "8.`", ",", "8.`", ",", "8.`", ",", "7.`", ",", "7.`", ",", "6.`", ",", "6.`", ",", "6.`", ",", "6.`", ",", "6.`", ",", "6.`", ",", "6.`", ",", "1.`", ",", "1.`", ",", "1.`", ",", "1.`", ",", "1.`", ",", "1.`", ",", "1.`", ",", "1.`", ",", "1.`", ",", "1.`", ",", "1.`", ",", "1.`"}], "}"}]], "Output", CellChangeTimes->{3.5764689935806494`*^9, 3.5764698268833137`*^9, 3.576470248021653*^9, 3.5764705328313537`*^9}] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[{ RowBox[{ RowBox[{"Vn", "=", "0.0"}], ";"}], "\[IndentingNewLine]", RowBox[{"For", "[", RowBox[{ RowBox[{"i", "=", "1"}], ",", RowBox[{"i", "<", "n"}], ",", RowBox[{"i", "++"}], ",", "\[IndentingNewLine]", RowBox[{"For", "[", RowBox[{ RowBox[{"j", "=", RowBox[{"i", "+", "1"}]}], ",", RowBox[{"j", "\[LessEqual]", "n"}], ",", RowBox[{"j", "++"}], ",", RowBox[{"Vn", "=", RowBox[{"Vn", "+", RowBox[{ RowBox[{"cn1", "[", RowBox[{"[", "i", "]"}], "]"}], "*", RowBox[{ RowBox[{"cn1", "[", RowBox[{"[", "j", "]"}], "]"}], "/", RowBox[{"dc1", "[", RowBox[{"[", RowBox[{"i", ",", "j"}], "]"}], "]"}]}]}]}]}]}], "]"}]}], "]"}], "\[IndentingNewLine]", "Vn"}], "Input", CellChangeTimes->{{3.5763930603303766`*^9, 3.576393117754078*^9}, { 3.5763931548197427`*^9, 3.5763931792961855`*^9}, {3.576393334953259*^9, 3.576393350256886*^9}, {3.5764097379708014`*^9, 3.5764097926644974`*^9}, 3.576421088489007*^9, {3.5764211267246737`*^9, 3.576421150280715*^9}}], Cell[BoxData["931.8967118509483`"], "Output", CellChangeTimes->{3.5764689935962496`*^9, 3.5764698268989134`*^9, 3.5764702480372534`*^9, 3.5764705328313537`*^9}] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"un", "=", RowBox[{"Table", "[", RowBox[{ RowBox[{"If", "[", RowBox[{ RowBox[{ RowBox[{"u", "[", RowBox[{"[", "i", "]"}], "]"}], "\[Equal]", "\"\\""}], ",", "\"\\"", ",", RowBox[{"u", "[", RowBox[{"[", "i", "]"}], "]"}]}], "]"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", "n"}], "}"}]}], "]"}]}]], "Input", CellChangeTimes->{{3.568807971988578*^9, 3.5688080897687845`*^9}, { 3.5688081769573374`*^9, 3.5688081865669546`*^9}, {3.568808274317109*^9, 3.5688082853151283`*^9}, {3.5688085365847692`*^9, 3.568808578330443*^9}, { 3.568808822704872*^9, 3.5688088761037655`*^9}, {3.56880890727262*^9, 3.568808937365073*^9}, {3.568809097608555*^9, 3.5688091594002633`*^9}, 3.5688092418308077`*^9, {3.5688092753552666`*^9, 3.568809302577315*^9}, { 3.5688096257786827`*^9, 3.568809703201618*^9}, {3.5688097456336927`*^9, 3.568809788268568*^9}, 3.568809850575077*^9, {3.568809946562046*^9, 3.5688099535664577`*^9}, {3.5688100003197403`*^9, 3.568810008556555*^9}, { 3.568810075371472*^9, 3.56881007981748*^9}, {3.568813431920168*^9, 3.568813533086345*^9}, {3.5688135960324554`*^9, 3.5688136045344706`*^9}, { 3.5688136407889347`*^9, 3.568813707494652*^9}, {3.568813812529636*^9, 3.5688138275524626`*^9}, {3.5688140611940727`*^9, 3.568814062738476*^9}, { 3.568814121113778*^9, 3.5688141965555105`*^9}, {3.568814326675339*^9, 3.568814331074547*^9}, 3.568814589473401*^9, 3.5688146762563534`*^9, 3.56881472549004*^9}], Cell[BoxData[ RowBox[{"{", RowBox[{"\<\"O\"\>", ",", "\<\"O\"\>", ",", "\<\"O\"\>", ",", "\<\"O\"\>", ",", "\<\"O\"\>", ",", "\<\"N\"\>", ",", "\<\"N\"\>", ",", "\<\"C\"\>", ",", "\<\"C\"\>", ",", "\<\"C\"\>", ",", "\<\"C\"\>", ",", "\<\"C\"\>", ",", "\<\"C\"\>", ",", "\<\"C\"\>", ",", "\<\"Z\"\>", ",", "\<\"Z\"\>", ",", "\<\"Z\"\>", ",", "\<\"Z\"\>", ",", "\<\"Z\"\>", ",", "\<\"Z\"\>", ",", "\<\"Z\"\>", ",", "\<\"Z\"\>", ",", "\<\"Z\"\>", ",", "\<\"Z\"\>", ",", "\<\"Z\"\>", ",", "\<\"Z\"\>"}], "}"}]], "Output", CellChangeTimes->{3.5764689936118493`*^9, 3.5764698269145136`*^9, 3.576470248052853*^9, 3.5764705328469534`*^9}] }, Open ]], Cell[BoxData[ RowBox[{ RowBox[{"um", "=", RowBox[{"Table", "[", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{"un", "[", RowBox[{"[", "i", "]"}], "]"}], ",", RowBox[{"num1", "[", RowBox[{"[", "i", "]"}], "]"}]}], "}"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", "n"}], "}"}]}], "]"}]}], ";"}]], "Input", CellChangeTimes->{{3.568807971988578*^9, 3.5688080897687845`*^9}, { 3.5688081769573374`*^9, 3.5688081865669546`*^9}, {3.568808274317109*^9, 3.5688082853151283`*^9}, {3.5688085365847692`*^9, 3.568808578330443*^9}, { 3.568808822704872*^9, 3.5688088761037655`*^9}, {3.56880890727262*^9, 3.568808937365073*^9}, {3.568809097608555*^9, 3.5688091594002633`*^9}, 3.5688092418308077`*^9, {3.5688092753552666`*^9, 3.568809302577315*^9}, { 3.5688096257786827`*^9, 3.568809703201618*^9}, {3.5688097456336927`*^9, 3.568809788268568*^9}, 3.568809850575077*^9, {3.568809946562046*^9, 3.5688099535664577`*^9}, {3.5688100003197403`*^9, 3.568810008556555*^9}, { 3.568810075371472*^9, 3.56881007981748*^9}, {3.568813431920168*^9, 3.568813533086345*^9}, {3.5688135960324554`*^9, 3.5688136045344706`*^9}, { 3.5688136407889347`*^9, 3.568813707494652*^9}, {3.568813812529636*^9, 3.5688138275524626`*^9}, {3.5688140611940727`*^9, 3.568814062738476*^9}, { 3.568814121113778*^9, 3.5688141965555105`*^9}, {3.568814326675339*^9, 3.568814331074547*^9}, 3.568814589473401*^9, {3.5688146762563534`*^9, 3.5688146885023746`*^9}, 3.5688147203576307`*^9, 3.56882164316619*^9, 3.57111380070079*^9}], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"us", "=", RowBox[{"Sort", "[", "um", "]"}]}]], "Input", CellChangeTimes->{{3.568807971988578*^9, 3.5688080897687845`*^9}, { 3.5688081769573374`*^9, 3.5688081865669546`*^9}, {3.568808274317109*^9, 3.5688082853151283`*^9}, {3.5688085365847692`*^9, 3.568808578330443*^9}, { 3.568808822704872*^9, 3.5688088761037655`*^9}, {3.56880890727262*^9, 3.568808937365073*^9}, {3.568809097608555*^9, 3.5688091594002633`*^9}, 3.5688092418308077`*^9, {3.5688092753552666`*^9, 3.568809302577315*^9}, { 3.5688096257786827`*^9, 3.568809703201618*^9}, {3.5688097456336927`*^9, 3.568809788268568*^9}, 3.568809850575077*^9, {3.568809946562046*^9, 3.5688099535664577`*^9}, {3.5688100003197403`*^9, 3.568810008556555*^9}, { 3.568810075371472*^9, 3.56881007981748*^9}, {3.568813431920168*^9, 3.568813533086345*^9}, {3.5688135960324554`*^9, 3.5688136045344706`*^9}, { 3.5688136407889347`*^9, 3.568813707494652*^9}, {3.568813812529636*^9, 3.5688138275524626`*^9}, {3.5688140611940727`*^9, 3.568814062738476*^9}, { 3.568814121113778*^9, 3.5688141965555105`*^9}, {3.568814326675339*^9, 3.568814331074547*^9}, 3.568814589473401*^9, {3.5688146762563534`*^9, 3.5688146945707855`*^9}}], Cell[BoxData[ RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{"\<\"C\"\>", ",", "8"}], "}"}], ",", RowBox[{"{", RowBox[{"\<\"C\"\>", ",", "9"}], "}"}], ",", RowBox[{"{", RowBox[{"\<\"C\"\>", ",", "10"}], "}"}], ",", RowBox[{"{", RowBox[{"\<\"C\"\>", ",", "11"}], "}"}], ",", RowBox[{"{", RowBox[{"\<\"C\"\>", ",", "12"}], "}"}], ",", RowBox[{"{", RowBox[{"\<\"C\"\>", ",", "13"}], "}"}], ",", RowBox[{"{", RowBox[{"\<\"C\"\>", ",", "14"}], "}"}], ",", RowBox[{"{", RowBox[{"\<\"N\"\>", ",", "6"}], "}"}], ",", RowBox[{"{", RowBox[{"\<\"N\"\>", ",", "7"}], "}"}], ",", RowBox[{"{", RowBox[{"\<\"O\"\>", ",", "1"}], "}"}], ",", RowBox[{"{", RowBox[{"\<\"O\"\>", ",", "2"}], "}"}], ",", RowBox[{"{", RowBox[{"\<\"O\"\>", ",", "3"}], "}"}], ",", RowBox[{"{", RowBox[{"\<\"O\"\>", ",", "4"}], "}"}], ",", RowBox[{"{", RowBox[{"\<\"O\"\>", ",", "5"}], "}"}], ",", RowBox[{"{", RowBox[{"\<\"Z\"\>", ",", "15"}], "}"}], ",", RowBox[{"{", RowBox[{"\<\"Z\"\>", ",", "16"}], "}"}], ",", RowBox[{"{", RowBox[{"\<\"Z\"\>", ",", "17"}], "}"}], ",", RowBox[{"{", RowBox[{"\<\"Z\"\>", ",", "18"}], "}"}], ",", RowBox[{"{", RowBox[{"\<\"Z\"\>", ",", "19"}], "}"}], ",", RowBox[{"{", RowBox[{"\<\"Z\"\>", ",", "20"}], "}"}], ",", RowBox[{"{", RowBox[{"\<\"Z\"\>", ",", "21"}], "}"}], ",", RowBox[{"{", RowBox[{"\<\"Z\"\>", ",", "22"}], "}"}], ",", RowBox[{"{", RowBox[{"\<\"Z\"\>", ",", "23"}], "}"}], ",", RowBox[{"{", RowBox[{"\<\"Z\"\>", ",", "24"}], "}"}], ",", RowBox[{"{", RowBox[{"\<\"Z\"\>", ",", "25"}], "}"}], ",", RowBox[{"{", RowBox[{"\<\"Z\"\>", ",", "26"}], "}"}]}], "}"}]], "Output", CellChangeTimes->{3.5764689936274495`*^9, 3.576469826930114*^9, 3.5764702480684533`*^9, 3.5764705328625536`*^9}] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"num", "=", RowBox[{"Table", "[", RowBox[{ RowBox[{"us", "[", RowBox[{"[", RowBox[{"i", ",", "2"}], "]"}], "]"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", "n"}], "}"}]}], "]"}]}]], "Input", CellChangeTimes->{{3.56881016518083*^9, 3.5688102745058217`*^9}, { 3.5688103430679426`*^9, 3.5688103543155622`*^9}, {3.5688124958093233`*^9, 3.568812496386524*^9}, {3.5688126345871673`*^9, 3.568812635491969*^9}, { 3.568812673025635*^9, 3.5688126732128353`*^9}, {3.5688127492161684`*^9, 3.568812848541543*^9}, 3.5688129280080824`*^9, {3.568813062152718*^9, 3.5688131360032477`*^9}, 3.568813172678912*^9, 3.568821701869093*^9}], Cell[BoxData[ RowBox[{"{", RowBox[{ "8", ",", "9", ",", "10", ",", "11", ",", "12", ",", "13", ",", "14", ",", "6", ",", "7", ",", "1", ",", "2", ",", "3", ",", "4", ",", "5", ",", "15", ",", "16", ",", "17", ",", "18", ",", "19", ",", "20", ",", "21", ",", "22", ",", "23", ",", "24", ",", "25", ",", "26"}], "}"}]], "Output", CellChangeTimes->{3.5764689936274495`*^9, 3.5764698269457135`*^9, 3.5764702480840535`*^9, 3.576470532878154*^9}] }, Open ]], Cell[BoxData[ RowBox[{ RowBox[{"For", "[", RowBox[{ RowBox[{"i", "=", "1"}], ",", RowBox[{"i", "<", RowBox[{"n", "+", "1"}]}], ",", RowBox[{"i", "++"}], ",", RowBox[{"If", "[", RowBox[{ RowBox[{ RowBox[{"us", "[", RowBox[{"[", RowBox[{"i", ",", "1"}], "]"}], "]"}], "\[Equal]", "\"\\""}], ",", RowBox[{ RowBox[{"us", "[", RowBox[{"[", RowBox[{"i", ",", "1"}], "]"}], "]"}], "=", "\"\\""}]}], "]"}]}], "]"}], ";"}]], "Input", CellChangeTimes->{{3.568277663590458*^9, 3.568277712652544*^9}, 3.5682785838808746`*^9, {3.56880682872497*^9, 3.568806862015428*^9}, 3.5688069650848093`*^9, 3.568807273668951*^9, 3.5688073087846127`*^9, { 3.568807384553946*^9, 3.5688073893119545`*^9}, {3.56881489654434*^9, 3.5688149048591547`*^9}, {3.568821714349115*^9, 3.568821718951123*^9}}], Cell[CellGroupData[{ Cell[BoxData[{ RowBox[{"u1", "=", RowBox[{"Table", "[", RowBox[{ RowBox[{"If", "[", RowBox[{ RowBox[{ RowBox[{"us", "[", RowBox[{"[", RowBox[{"i", ",", "1"}], "]"}], "]"}], "\[Equal]", "\"\\""}], ",", "0.255", ",", RowBox[{"If", "[", RowBox[{ RowBox[{ RowBox[{"us", "[", RowBox[{"[", RowBox[{"i", ",", "1"}], "]"}], "]"}], "\[Equal]", "\"\\""}], ",", "0.12", ",", RowBox[{"If", "[", RowBox[{ RowBox[{ RowBox[{"us", "[", RowBox[{"[", RowBox[{"i", ",", "1"}], "]"}], "]"}], "\[Equal]", "\"\\""}], ",", "0.24", ",", RowBox[{"If", "[", RowBox[{ RowBox[{ RowBox[{"us", "[", RowBox[{"[", RowBox[{"i", ",", "1"}], "]"}], "]"}], "\[Equal]", "\"\\""}], ",", "0.178", ",", RowBox[{"If", "[", RowBox[{ RowBox[{ RowBox[{"us", "[", RowBox[{"[", RowBox[{"i", ",", "1"}], "]"}], "]"}], "\[Equal]", "\"\\""}], ",", "0.5"}], "]"}]}], "]"}]}], "]"}]}], "]"}]}], "]"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", "n"}], "}"}]}], "]"}]}], "\[IndentingNewLine]", RowBox[{"u2", "=", RowBox[{"Table", "[", RowBox[{ RowBox[{"If", "[", RowBox[{ RowBox[{ RowBox[{"us", "[", RowBox[{"[", RowBox[{"i", ",", "1"}], "]"}], "]"}], "\[Equal]", "\"\\""}], ",", RowBox[{"(*", "0.25618", "*)"}], "0.2572", ",", RowBox[{"If", "[", RowBox[{ RowBox[{ RowBox[{"us", "[", RowBox[{"[", RowBox[{"i", ",", "1"}], "]"}], "]"}], "\[Equal]", "\"\\""}], ",", "0.6", ",", RowBox[{"If", "[", RowBox[{ RowBox[{ RowBox[{"us", "[", RowBox[{"[", RowBox[{"i", ",", "1"}], "]"}], "]"}], "\[Equal]", "\"\\""}], ",", "0.22522", ",", RowBox[{"If", "[", RowBox[{ RowBox[{ RowBox[{"us", "[", RowBox[{"[", RowBox[{"i", ",", "1"}], "]"}], "]"}], "\[Equal]", "\"\\""}], ",", "0.1786", ",", RowBox[{"If", "[", RowBox[{ RowBox[{ RowBox[{"us", "[", RowBox[{"[", RowBox[{"i", ",", "1"}], "]"}], "]"}], "\[Equal]", "\"\\""}], ",", "0.48698"}], "]"}]}], "]"}]}], "]"}]}], "]"}]}], "]"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", "n"}], "}"}]}], "]"}]}]}], "Input", CellChangeTimes->{{3.5679480369450207`*^9, 3.567948069112277*^9}, { 3.5679486805553513`*^9, 3.5679487948723516`*^9}, 3.567950206581231*^9, { 3.5681216077716007`*^9, 3.5681216839309344`*^9}, {3.568266380090639*^9, 3.5682664108850937`*^9}, {3.568266481350417*^9, 3.56826649971165*^9}, 3.5682795170433135`*^9, {3.5682795636873956`*^9, 3.5682797843809834`*^9}, { 3.568279837187076*^9, 3.5682798459854913`*^9}, {3.568279877201146*^9, 3.568279880711152*^9}, {3.5682799570264864`*^9, 3.5682799599124913`*^9}, { 3.5683770044498715`*^9, 3.5683771523693314`*^9}, 3.5688133425788107`*^9, { 3.568814931192001*^9, 3.5688150075073347`*^9}, {3.5688765350957685`*^9, 3.5688765981198792`*^9}, {3.568876634452343*^9, 3.5688766352167444`*^9}, { 3.568894358551657*^9, 3.5688944054453397`*^9}, {3.568894522929146*^9, 3.5688945259087515`*^9}, {3.5688946101644993`*^9, 3.5688946171221113`*^9}, {3.568894651067771*^9, 3.568894651956972*^9}, 3.5688946827982264`*^9, {3.568894734527918*^9, 3.568894735495119*^9}, { 3.5688947726699843`*^9, 3.568894773496786*^9}, {3.5688948078948464`*^9, 3.568895097914956*^9}, {3.5689558039020233`*^9, 3.568955804619624*^9}, { 3.5689559169086213`*^9, 3.5689559179070234`*^9}, {3.5689559496998787`*^9, 3.568955950589081*^9}, {3.568956090817727*^9, 3.568956118273775*^9}, 3.5689561556982408`*^9, {3.5690814230317364`*^9, 3.5690814238897376`*^9}, { 3.569232478412421*^9, 3.5692324795356236`*^9}, {3.5692325096124763`*^9, 3.5692325115780797`*^9}, {3.5692325933846235`*^9, 3.569232594289425*^9}, { 3.569235467676072*^9, 3.5692354683780737`*^9}, {3.5692358857568064`*^9, 3.5692358867552085`*^9}, {3.569236173312112*^9, 3.569236174060913*^9}, { 3.569344745239445*^9, 3.569344781213108*^9}, {3.5693896312339673`*^9, 3.5693896351495743`*^9}, {3.5693896840088596`*^9, 3.5693896981112843`*^9}, {3.5693897680462074`*^9, 3.5693897743798184`*^9}, 3.570595843597315*^9, 3.5705958765133724`*^9, {3.5706006955110383`*^9, 3.57060069660304*^9}, {3.570600739659116*^9, 3.5706007402207165`*^9}, { 3.5706007784563837`*^9, 3.5706008313872766`*^9}, {3.5706008641161346`*^9, 3.5706008892321787`*^9}, 3.5706010214580107`*^9, {3.5706011135917726`*^9, 3.570601115058175*^9}, {3.5706011509850388`*^9, 3.5706011750714808`*^9}, { 3.5706012352719865`*^9, 3.570601260746831*^9}, 3.570856110868636*^9, 3.570856144034294*^9, 3.5708561753903494`*^9, {3.5708562115824127`*^9, 3.570856236261656*^9}, 3.5708568877188005`*^9, 3.570856960992129*^9, { 3.5708570022854013`*^9, 3.570857003424204*^9}, 3.5708574863854513`*^9, 3.570857676003785*^9, {3.570857720697863*^9, 3.570857774736358*^9}, { 3.570857815015629*^9, 3.570857815265229*^9}, {3.5708578488052883`*^9, 3.5708579513754683`*^9}, {3.5708579844319267`*^9, 3.570858009937971*^9}, { 3.5708583084132957`*^9, 3.570858421435494*^9}, {3.5727961392438684`*^9, 3.57279614016427*^9}, {3.572796215855603*^9, 3.5727962193812094`*^9}, { 3.5731452670909014`*^9, 3.573145275920517*^9}, {3.573366168242963*^9, 3.5733661753721757`*^9}, 3.573367679154417*^9, {3.5746744522844534`*^9, 3.574674453220455*^9}, 3.5746820022776895`*^9, {3.574682057033786*^9, 3.574682057704587*^9}, {3.574682089045042*^9, 3.574682170757985*^9}, 3.57468220769885*^9, {3.5746826561216383`*^9, 3.5746827960226836`*^9}, { 3.5747437628680496`*^9, 3.5747437640692515`*^9}, 3.5747437976249104`*^9, { 3.574743832756172*^9, 3.5747439364027543`*^9}, {3.57474397413922*^9, 3.5747439758396235`*^9}, {3.5750084847337775`*^9, 3.575008487276582*^9}, { 3.575008535059466*^9, 3.575008535761467*^9}, {3.5750085659943204`*^9, 3.5750085672267227`*^9}, {3.5750086497820673`*^9, 3.5750086512484703`*^9}, {3.575345710884446*^9, 3.5753457175144577`*^9}, { 3.5757079421584663`*^9, 3.5757079428916674`*^9}, 3.575774946192878*^9, 3.575774992259759*^9}], Cell[BoxData[ RowBox[{"{", RowBox[{ "0.255`", ",", "0.255`", ",", "0.255`", ",", "0.255`", ",", "0.255`", ",", "0.255`", ",", "0.255`", ",", "0.24`", ",", "0.24`", ",", "0.178`", ",", "0.178`", ",", "0.178`", ",", "0.178`", ",", "0.178`", ",", "0.12`", ",", "0.12`", ",", "0.12`", ",", "0.12`", ",", "0.12`", ",", "0.12`", ",", "0.12`", ",", "0.12`", ",", "0.12`", ",", "0.12`", ",", "0.12`", ",", "0.12`"}], "}"}]], "Output", CellChangeTimes->{3.5764689936430492`*^9, 3.5764698269613132`*^9, 3.5764702480996532`*^9, 3.5764705328937535`*^9}], Cell[BoxData[ RowBox[{"{", RowBox[{ "0.2572`", ",", "0.2572`", ",", "0.2572`", ",", "0.2572`", ",", "0.2572`", ",", "0.2572`", ",", "0.2572`", ",", "0.22522`", ",", "0.22522`", ",", "0.1786`", ",", "0.1786`", ",", "0.1786`", ",", "0.1786`", ",", "0.1786`", ",", "0.6`", ",", "0.6`", ",", "0.6`", ",", "0.6`", ",", "0.6`", ",", "0.6`", ",", "0.6`", ",", "0.6`", ",", "0.6`", ",", "0.6`", ",", "0.6`", ",", "0.6`"}], "}"}]], "Output", CellChangeTimes->{3.5764689936430492`*^9, 3.5764698269613132`*^9, 3.5764702480996532`*^9, 3.5764705328937535`*^9}] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"u", "=", RowBox[{"Table", "[", RowBox[{ RowBox[{"us", "[", RowBox[{"[", RowBox[{"i", ",", "1"}], "]"}], "]"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", "n"}], "}"}]}], "]"}]}]], "Input", CellChangeTimes->{{3.5679472243083935`*^9, 3.567947394894693*^9}, { 3.567947453425996*^9, 3.567947471241227*^9}, {3.5679475415037503`*^9, 3.5679475448733563`*^9}, {3.5679488138107853`*^9, 3.567948820877598*^9}, { 3.568820296244224*^9, 3.5688203477867146`*^9}}], Cell[BoxData[ RowBox[{"{", RowBox[{"\<\"C\"\>", ",", "\<\"C\"\>", ",", "\<\"C\"\>", ",", "\<\"C\"\>", ",", "\<\"C\"\>", ",", "\<\"C\"\>", ",", "\<\"C\"\>", ",", "\<\"N\"\>", ",", "\<\"N\"\>", ",", "\<\"O\"\>", ",", "\<\"O\"\>", ",", "\<\"O\"\>", ",", "\<\"O\"\>", ",", "\<\"O\"\>", ",", "\<\"H\"\>", ",", "\<\"H\"\>", ",", "\<\"H\"\>", ",", "\<\"H\"\>", ",", "\<\"H\"\>", ",", "\<\"H\"\>", ",", "\<\"H\"\>", ",", "\<\"H\"\>", ",", "\<\"H\"\>", ",", "\<\"H\"\>", ",", "\<\"H\"\>", ",", "\<\"H\"\>"}], "}"}]], "Output", CellChangeTimes->{3.5764689936586494`*^9, 3.5764698269769135`*^9, 3.5764702481152534`*^9, 3.5764705329093533`*^9}] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"cn", "=", RowBox[{"Table", "[", RowBox[{ RowBox[{"If", "[", RowBox[{ RowBox[{ RowBox[{"u", "[", RowBox[{"[", "i", "]"}], "]"}], "\[Equal]", "\"\\""}], ",", "6.0", ",", RowBox[{"If", "[", RowBox[{ RowBox[{ RowBox[{"u", "[", RowBox[{"[", "i", "]"}], "]"}], "\[Equal]", "\"\\""}], ",", "1.0", ",", RowBox[{"If", "[", RowBox[{ RowBox[{ RowBox[{"u", "[", RowBox[{"[", "i", "]"}], "]"}], "\[Equal]", "\"\\""}], ",", "7.0", ",", RowBox[{"If", "[", RowBox[{ RowBox[{ RowBox[{"u", "[", RowBox[{"[", "i", "]"}], "]"}], "\[Equal]", "\"\\""}], ",", "8.0", ",", RowBox[{"If", "[", RowBox[{ RowBox[{ RowBox[{"u", "[", RowBox[{"[", "i", "]"}], "]"}], "\[Equal]", "\"\\""}], ",", "7.0"}], "]"}]}], "]"}]}], "]"}]}], "]"}]}], "]"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", "n"}], "}"}]}], "]"}]}]], "Input", CellChangeTimes->{{3.5688224161787477`*^9, 3.5688224173799496`*^9}, { 3.5688224905908785`*^9, 3.568822500434496*^9}, 3.5692358293003073`*^9, 3.5692358676919746`*^9, {3.569344570581538*^9, 3.5693446110324097`*^9}, 3.5733593979404716`*^9}], Cell[BoxData[ RowBox[{"{", RowBox[{ "6.`", ",", "6.`", ",", "6.`", ",", "6.`", ",", "6.`", ",", "6.`", ",", "6.`", ",", "7.`", ",", "7.`", ",", "8.`", ",", "8.`", ",", "8.`", ",", "8.`", ",", "8.`", ",", "1.`", ",", "1.`", ",", "1.`", ",", "1.`", ",", "1.`", ",", "1.`", ",", "1.`", ",", "1.`", ",", "1.`", ",", "1.`", ",", "1.`", ",", "1.`"}], "}"}]], "Output", CellChangeTimes->{3.5764689936742496`*^9, 3.5764698269925137`*^9, 3.5764702481308537`*^9, 3.5764705329249535`*^9}] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[{ RowBox[{ RowBox[{"bc", "=", "0"}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"For", "[", RowBox[{ RowBox[{"i", "=", "1"}], ",", " ", RowBox[{"i", "<", RowBox[{"n", "+", "1"}]}], ",", RowBox[{"i", "++"}], ",", RowBox[{"If", "[", RowBox[{ RowBox[{ RowBox[{"u", "[", RowBox[{"[", "i", "]"}], "]"}], "\[NotEqual]", "\"\\""}], ",", " ", RowBox[{"bc", "=", RowBox[{"bc", "+", "1"}]}]}], "]"}]}], "]"}], ";"}], "\[IndentingNewLine]", "bc", "\[IndentingNewLine]", RowBox[{"bh", "=", RowBox[{"n", "-", "bc"}]}]}], "Input", CellChangeTimes->{{3.5688281182607965`*^9, 3.5688281434392405`*^9}, { 3.5691376772313223`*^9, 3.569137733516221*^9}, {3.569234042049968*^9, 3.569234051519184*^9}, 3.5692372799312553`*^9}], Cell[BoxData["14"], "Output", CellChangeTimes->{3.57646899368985*^9, 3.576469827008114*^9, 3.576470248146454*^9, 3.5764705329405537`*^9}], Cell[BoxData["12"], "Output", CellChangeTimes->{3.57646899368985*^9, 3.576469827008114*^9, 3.576470248146454*^9, 3.5764705329405537`*^9}] }, Open ]], Cell[BoxData[""], "Input", CellChangeTimes->{{3.567869377256353*^9, 3.5678694101568108`*^9}, { 3.5678695244894114`*^9, 3.56786953511303*^9}, 3.56786988243204*^9, 3.5678699252853155`*^9, {3.567870069179968*^9, 3.5678700766835814`*^9}, { 3.5678703216664114`*^9, 3.567870325738019*^9}, 3.5679271251072817`*^9, { 3.567942840466694*^9, 3.567942854381918*^9}, {3.567942932272855*^9, 3.567942950509287*^9}, 3.5679430681802936`*^9, {3.568278272060727*^9, 3.56827827391713*^9}, 3.5688732159559383`*^9, 3.568910867631465*^9, 3.5689997098549547`*^9, 3.5689998170427427`*^9, 3.5689998869620657`*^9, { 3.569059200815255*^9, 3.5690592031552596`*^9}, 3.5691460426137285`*^9, 3.569237204520723*^9, 3.569237465836782*^9, 3.56923802264856*^9, 3.5693403424181123`*^9, 3.569340450198702*^9, 3.569340738019207*^9, 3.569340852851009*^9, {3.5693411655067577`*^9, 3.5693411655067577`*^9}, 3.5693414976001415`*^9, {3.5693416978420925`*^9, 3.569341705314506*^9}, 3.569342614421703*^9, 3.5693435671777763`*^9, 3.569343662727944*^9, 3.5693437636289215`*^9, 3.5693440709750605`*^9, 3.5693442662562037`*^9, { 3.5702975520309644`*^9, 3.570297552764166*^9}, {3.5705591717487917`*^9, 3.5705591791432047`*^9}, {3.5749356251839495`*^9, 3.5749356357451677`*^9}, {3.5763887223303566`*^9, 3.5763887326575747`*^9}, 3.5764095447020617`*^9}], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"ChemicalData", "\[NoBreak]", "[", RowBox[{ "\"\\"", ",", "\"\\""}], "]"}]], "Input", CellChangeTimes->{{3.567869377256353*^9, 3.5678694101568108`*^9}, { 3.5678695244894114`*^9, 3.56786953511303*^9}, 3.56786988243204*^9, 3.5678699252853155`*^9, {3.567870069179968*^9, 3.5678700766835814`*^9}, { 3.5678703216664114`*^9, 3.567870325738019*^9}, 3.5679271251072817`*^9, { 3.567942840466694*^9, 3.567942854381918*^9}, {3.567942932272855*^9, 3.567942950509287*^9}, 3.5679430681802936`*^9, {3.568278272060727*^9, 3.56827827391713*^9}, 3.5688732159559383`*^9, 3.568910867631465*^9, 3.5689997098549547`*^9, 3.5689998170427427`*^9, 3.5689998869620657`*^9, { 3.569059200815255*^9, 3.5690592031552596`*^9}, 3.5691460426137285`*^9, 3.569237204520723*^9, 3.569237465836782*^9, 3.56923802264856*^9, 3.5693403424181123`*^9, 3.569340450198702*^9, 3.569340738019207*^9, 3.569340852851009*^9, {3.5693411655067577`*^9, 3.5693411655067577`*^9}, 3.5693414976001415`*^9, {3.5693416978420925`*^9, 3.569341705314506*^9}, 3.569342614421703*^9, 3.5693435671777763`*^9, 3.569343662727944*^9, 3.5693437636289215`*^9, 3.5693440709750605`*^9, 3.5693442662562037`*^9, { 3.5702975520309644`*^9, 3.570297552764166*^9}, {3.5705591717487917`*^9, 3.5705591791432047`*^9}, {3.5749356251839495`*^9, 3.5749356357451677`*^9}, 3.5753438951420565`*^9, 3.5753463317967367`*^9, 3.575346463694968*^9, 3.575347966086807*^9, 3.5753753647377768`*^9, 3.5763887160747457`*^9, 3.576420463583109*^9, {3.576420522910013*^9, 3.576420522910013*^9}, 3.576420642936624*^9}], Cell[BoxData["\<\"C7H12N2O5\"\>"], "Output", CellChangeTimes->{3.5764689937054496`*^9, 3.576469827023714*^9, 3.5764702481620536`*^9, 3.5764705329717536`*^9}] }, Open ]], Cell[BoxData[{ RowBox[{ RowBox[{"t", "=", RowBox[{"Table", "[", RowBox[{ RowBox[{"t1", "[", RowBox[{"[", RowBox[{"num", "[", RowBox[{"[", "i", "]"}], "]"}], "]"}], "]"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", "n"}], "}"}]}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"DeleteFile", "[", " ", "\"\\"", "]"}], ";"}], "\[IndentingNewLine]", RowBox[{"For", "[", RowBox[{ RowBox[{"i", "=", "1"}], ",", RowBox[{"i", "<", RowBox[{"n", "+", "1"}]}], ",", RowBox[{"i", "++"}], ",", "\[IndentingNewLine]", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{"u", "[", RowBox[{"[", "i", "]"}], "]"}], ",", RowBox[{"0.529177", "*", RowBox[{"Extract", "[", RowBox[{"t", ",", RowBox[{"{", "i", "}"}]}], "]"}]}]}], "}"}], ">>>", " ", "\"\\""}]}], "]"}], "\[IndentingNewLine]"}], "Input", CellChangeTimes->{{3.567869377256353*^9, 3.567869394073182*^9}, { 3.5678694248832364`*^9, 3.5678694526200852`*^9}, {3.5678694891241493`*^9, 3.5678694955045605`*^9}, {3.567869596046737*^9, 3.567869602645549*^9}, 3.56786971175214*^9, {3.5678697908910794`*^9, 3.567869798800293*^9}, { 3.5679434548425727`*^9, 3.5679434621121855`*^9}, 3.568011875875622*^9, 3.56811435956207*^9, {3.5682782821071444`*^9, 3.5682782839479475`*^9}, { 3.5688205455482616`*^9, 3.5688206262784038`*^9}, 3.5688208026055136`*^9, 3.5688732159559383`*^9, 3.568910867631465*^9, {3.5689830694736805`*^9, 3.568983072687286*^9}, {3.5725833074418383`*^9, 3.5725833223398647`*^9}, { 3.572583642982828*^9, 3.572583671421678*^9}, {3.572584036290719*^9, 3.5725840766323895`*^9}, {3.572584986320788*^9, 3.572585000719613*^9}, { 3.572585104865396*^9, 3.5725851158790154`*^9}, 3.5726667135591345`*^9, { 3.5727958552609696`*^9, 3.5727958810478153`*^9}, {3.5727959717619743`*^9, 3.5727959736963778`*^9}, {3.572796004615632*^9, 3.572796064270137*^9}, 3.5733691180073442`*^9, {3.5747381333641615`*^9, 3.5747381348149643`*^9}, { 3.5748523465408697`*^9, 3.574852347788872*^9}, {3.5749356592544093`*^9, 3.5749356651044197`*^9}, 3.575562664774312*^9, {3.576409556464483*^9, 3.5764095653564987`*^9}}], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"ChemicalData", "\[NoBreak]", "[", RowBox[{"\"\\"", ",", "\"\\""}], "]"}]], "Input", CellChangeTimes->{{3.567869377256353*^9, 3.567869394073182*^9}, { 3.5678694248832364`*^9, 3.5678694526200852`*^9}, {3.5678694891241493`*^9, 3.5678694955045605`*^9}, {3.567869596046737*^9, 3.567869602645549*^9}, 3.56786971175214*^9, {3.5678697908910794`*^9, 3.567869798800293*^9}, { 3.5679434548425727`*^9, 3.5679434621121855`*^9}, 3.568011875875622*^9, 3.56811435956207*^9, {3.5682782821071444`*^9, 3.5682782839479475`*^9}, { 3.5688205455482616`*^9, 3.5688206262784038`*^9}, 3.5688208026055136`*^9, 3.5688732159559383`*^9, 3.568910867631465*^9, {3.5689830694736805`*^9, 3.568983072687286*^9}, {3.5725833074418383`*^9, 3.5725833223398647`*^9}, { 3.572583642982828*^9, 3.572583671421678*^9}, {3.572584036290719*^9, 3.5725840766323895`*^9}, {3.572584986320788*^9, 3.572585000719613*^9}, { 3.572585104865396*^9, 3.5725851158790154`*^9}, 3.5726667135591345`*^9, { 3.5727958552609696`*^9, 3.5727958810478153`*^9}, {3.5727959717619743`*^9, 3.5727959736963778`*^9}, {3.572796004615632*^9, 3.572796064270137*^9}, 3.5733691180073442`*^9, {3.5747381333641615`*^9, 3.5747381348149643`*^9}, { 3.5748523465408697`*^9, 3.574852347788872*^9}, {3.5749356592544093`*^9, 3.5749356651044197`*^9}, 3.5753438951420565`*^9, 3.5753463318123364`*^9, 3.575346463694968*^9, 3.575347966086807*^9, 3.5753753647377768`*^9, 3.576293905758238*^9, {3.5762996296762357`*^9, 3.5762996326090407`*^9}, 3.5764204637859097`*^9, {3.576420522910013*^9, 3.576420522910013*^9}, 3.5764206431394243`*^9}], Cell[BoxData[ GraphicsBox[{{ {GrayLevel[0], AbsoluteThickness[0.55], InsetBox[ StyleBox["\<\"O\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.044209351111910516`], FontWeight->Plain], {253.69000000000003`, 106.}], LineBox[{{272.1430106192158, 116.65293304423032`}, {296.995, 131.}}], {GrayLevel[0], InsetBox[ StyleBox["\<\"C\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.044209351111910516`], FontWeight->Plain], {340.3, 156.}], LineBox[{{296.995, 131.}, {323.246545182628, 146.15503127966053`}}]}}, {GrayLevel[0], AbsoluteThickness[0.55], InsetBox[ StyleBox["\<\"O\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.044209351111910516`], FontWeight->Plain], {253.69000000000003`, 106.}], LineBox[{{235.2376938789542, 116.6541532827793}, {226.84500000000003`, 121.5}}], {GrayLevel[0], InsetBox[ StyleBox["\<\"H\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.044209351111910516`], FontWeight->Plain], {200., 137.}], LineBox[{{226.84500000000003`, 121.5}, {217.0528037513776, 127.1539035892586}}]}}, {GrayLevel[0], AbsoluteThickness[0.55], InsetBox[ StyleBox["\<\"O\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.044209351111910516`], FontWeight->Plain], {340.3, 256.}], LineBox[{{{345.3, 234.69275749052113`}, {345.3, 206.}}, {{335.3, 234.69275749052113`}, {335.3, 206.}}}], {GrayLevel[0], InsetBox[ StyleBox["\<\"C\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.044209351111910516`], FontWeight->Plain], {340.3, 156.}], LineBox[{{{345.3, 206.}, {345.3, 175.691209467999}}, {{335.3, 206.}, { 335.3, 175.691209467999}}}]}}, {GrayLevel[0], AbsoluteThickness[0.55], InsetBox[ StyleBox["\<\"O\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.044209351111910516`], FontWeight->Plain], {253.69000000000003`, -194.}], LineBox[{{272.1430106192158, -183.3470669557697}, {296.995, -169.}}], {GrayLevel[0], InsetBox[ StyleBox["\<\"C\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.044209351111910516`], FontWeight->Plain], {340.3, -144.}], LineBox[{{296.995, -169.}, {323.246545182628, -153.84496872033947`}}]}}, {GrayLevel[0], AbsoluteThickness[0.55], InsetBox[ StyleBox["\<\"O\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.044209351111910516`], FontWeight->Plain], {253.69000000000003`, -194.}], LineBox[{{253.69000000000003`, -215.30724250947887`}, { 253.69000000000003`, -225.}}], {GrayLevel[0], InsetBox[ StyleBox["\<\"H\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.044209351111910516`], FontWeight->Plain], {253.69000000000003`, -256.}], LineBox[{{253.69000000000003`, -225.}, { 253.69000000000003`, -236.308790532001}}]}}, {GrayLevel[0], AbsoluteThickness[0.55], InsetBox[ StyleBox["\<\"O\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.044209351111910516`], FontWeight->Plain], {600.1, 6.}], LineBox[{{{595.1, 27.30724250947887}, {595.1, 56.}}, {{605.1, 27.30724250947887}, {605.1, 56.}}}], {GrayLevel[0], InsetBox[ StyleBox["\<\"C\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.044209351111910516`], FontWeight->Plain], {600.1, 106.}], LineBox[{{{595.1, 56.}, {595.1, 86.30879053200101}}, {{605.1, 56.}, { 605.1, 86.30879053200101}}}]}}, {GrayLevel[0], AbsoluteThickness[0.55], InsetBox[ StyleBox["\<\"O\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.044209351111910516`], FontWeight->Plain], {426.90000000000003`, -194.}], LineBox[{{{405.94752202781035`, -187.67614435785816`}, { 381.1, -173.33}}, {{410.94752202781035`, -179.01614435785814`}, { 386.1, -164.67}}}], {GrayLevel[0], InsetBox[ StyleBox["\<\"C\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.044209351111910516`], FontWeight->Plain], {340.3, -144.}], LineBox[{{{381.1, -173.33}, { 354.85296256859056`, -158.17582134445183`}}, {{386.1, -164.67}, { 359.85296256859056`, -149.5158213444518}}}]}}, {GrayLevel[0], AbsoluteThickness[0.55], InsetBox[ StyleBox["\<\"N\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.044209351111910516`], FontWeight->Plain], {513.5, 156.}], LineBox[{{530.5529625685905, 146.15417865554818`}, {556.8, 131.}}], {GrayLevel[0], InsetBox[ StyleBox["\<\"C\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.044209351111910516`], FontWeight->Plain], {600.1, 106.}], LineBox[{{556.8, 131.}, {583.0470374314095, 115.84582134445179`}}]}}, {GrayLevel[0], AbsoluteThickness[0.55], InsetBox[ StyleBox["\<\"N\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.044209351111910516`], FontWeight->Plain], {513.5, 156.}], LineBox[{{513.5, 175.691209467999}, {513.5, 187.}}], {GrayLevel[0], InsetBox[ StyleBox["\<\"H\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.044209351111910516`], FontWeight->Plain], {513.5, 218.00000000000003`}], LineBox[{{513.5, 187.}, {513.5, 198.30879053200104`}}]}}, {GrayLevel[0], AbsoluteThickness[0.55], InsetBox[ StyleBox["\<\"N\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.044209351111910516`], FontWeight->Plain], {773.3100000000001, 106.}], LineBox[{{756.2570374314096, 115.84582134445179`}, {730.01, 131.}}], {GrayLevel[0], InsetBox[ StyleBox["\<\"C\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.044209351111910516`], FontWeight->Plain], {686.7099999999999, 156.}], LineBox[{{730.01, 131.}, {703.7629625685904, 146.1541786555482}}]}}, {GrayLevel[0], AbsoluteThickness[0.55], InsetBox[ StyleBox["\<\"N\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.044209351111910516`], FontWeight->Plain], {773.3100000000001, 106.}], LineBox[{{773.3100000000001, 86.30879053200101}, {773.3100000000001, 75.}}], {GrayLevel[0], InsetBox[ StyleBox["\<\"H\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.044209351111910516`], FontWeight->Plain], {773.3100000000001, 44.}], LineBox[{{773.3100000000001, 75.}, {773.3100000000001, 63.69120946799898}}]}}, {GrayLevel[0], AbsoluteThickness[0.55], InsetBox[ StyleBox["\<\"N\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.044209351111910516`], FontWeight->Plain], {773.3100000000001, 106.}], LineBox[{{790.3628037513777, 115.84609641074142`}, {800.155, 121.5}}], {GrayLevel[0], InsetBox[ StyleBox["\<\"H\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.044209351111910516`], FontWeight->Plain], {827., 137.}], LineBox[{{800.155, 121.5}, {809.9471962486224, 127.1539035892586}}]}}, {GrayLevel[0], AbsoluteThickness[0.55], InsetBox[ StyleBox["\<\"C\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.044209351111910516`], FontWeight->Plain], {426.90000000000003`, 106.}], LineBox[{{443.9529625685906, 115.8458213444518}, {470.20000000000005`, 131.}}], {GrayLevel[0], InsetBox[ StyleBox["\<\"N\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.044209351111910516`], FontWeight->Plain], {513.5, 156.}], LineBox[{{470.20000000000005`, 131.}, {496.44703743140946`, 146.15417865554818`}}]}}, {GrayLevel[0], AbsoluteThickness[0.55], InsetBox[ StyleBox["\<\"C\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.044209351111910516`], FontWeight->Plain], {426.90000000000003`, 106.}], LineBox[{{426.90000000000003`, 86.30879053200101}, {426.90000000000003`, 56.}}], {GrayLevel[0], InsetBox[ StyleBox["\<\"C\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.044209351111910516`], FontWeight->Plain], {426.90000000000003`, 6.}], LineBox[{{426.90000000000003`, 56.}, {426.90000000000003`, 25.69120946799898}}]}}, {GrayLevel[0], AbsoluteThickness[0.55], InsetBox[ StyleBox["\<\"C\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.044209351111910516`], FontWeight->Plain], {426.90000000000003`, 106.}], LineBox[{{409.8470374314095, 115.8458213444518}, {383.6, 131.}}], {GrayLevel[0], InsetBox[ StyleBox["\<\"C\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.044209351111910516`], FontWeight->Plain], {340.3, 156.}], LineBox[{{383.6, 131.}, {357.35296256859056`, 146.1541786555482}}]}}, {GrayLevel[0], AbsoluteThickness[0.55], InsetBox[ StyleBox["\<\"C\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.044209351111910516`], FontWeight->Plain], {426.90000000000003`, 106.}], LineBox[{{426.90000000000003`, 125.69120946799899`}, { 426.90000000000003`, 137.}}], {GrayLevel[0], InsetBox[ StyleBox["\<\"H\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.044209351111910516`], FontWeight->Plain], {426.90000000000003`, 168.}], LineBox[{{426.90000000000003`, 137.}, {426.90000000000003`, 148.308790532001}}]}}, {GrayLevel[0], AbsoluteThickness[0.55], InsetBox[ StyleBox["\<\"C\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.044209351111910516`], FontWeight->Plain], {426.90000000000003`, 6.}], LineBox[{{409.8470374314095, -3.8458213444518066`}, {383.6, -19.}}], {GrayLevel[0], InsetBox[ StyleBox["\<\"C\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.044209351111910516`], FontWeight->Plain], {340.3, -44.}], LineBox[{{383.6, -19.}, {357.35296256859056`, -34.15417865554819}}]}}, {GrayLevel[0], AbsoluteThickness[0.55], InsetBox[ StyleBox["\<\"C\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.044209351111910516`], FontWeight->Plain], {426.90000000000003`, 6.}], LineBox[{{433.6334143710718, -12.504184965030383`}, {437.5, -23.13}}], {GrayLevel[0], InsetBox[ StyleBox["\<\"H\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.044209351111910516`], FontWeight->Plain], {448.09999999999997`, -52.26}], LineBox[{{437.5, -23.13}, {441.3665856289282, -33.755815034969615`}}]}}, {GrayLevel[0], AbsoluteThickness[0.55], InsetBox[ StyleBox["\<\"C\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.044209351111910516`], FontWeight->Plain], {426.90000000000003`, 6.}], LineBox[{{446.2918670154534, 9.4204128358407}, {457.43, 11.385}}], {GrayLevel[0], InsetBox[ StyleBox["\<\"H\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.044209351111910516`], FontWeight->Plain], {487.96, 16.77}], LineBox[{{457.43, 11.385}, {468.5681329845466, 13.3495871641593}}]}}, {GrayLevel[0], AbsoluteThickness[0.55], InsetBox[ StyleBox["\<\"C\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.044209351111910516`], FontWeight->Plain], {340.3, -44.}], LineBox[{{340.3, -63.69120946799898}, {340.3, -94.}}], {GrayLevel[0], InsetBox[ StyleBox["\<\"C\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.044209351111910516`], FontWeight->Plain], {340.3, -144.}], LineBox[{{340.3, -94.}, {340.3, -124.30879053200101`}}]}}, {GrayLevel[0], AbsoluteThickness[0.55], InsetBox[ StyleBox["\<\"C\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.044209351111910516`], FontWeight->Plain], {340.3, -44.}], LineBox[{{333.5637811080089, -25.496835801631246`}, { 329.69500000000005`, -14.870000000000001`}}], {GrayLevel[0], InsetBox[ StyleBox["\<\"H\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.044209351111910516`], FontWeight->Plain], {319.09000000000003`, 14.26}], LineBox[{{329.69500000000005`, -14.870000000000001`}, { 325.8262188919911, -4.243164198368744}}]}}, {GrayLevel[0], AbsoluteThickness[0.55], InsetBox[ StyleBox["\<\"C\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.044209351111910516`], FontWeight->Plain], {340.3, -44.}], LineBox[{{320.9081329845466, -47.42041283584069}, {309.77, -49.385}}], {GrayLevel[0], InsetBox[ StyleBox["\<\"H\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.044209351111910516`], FontWeight->Plain], {279.24, -54.769999999999996`}], LineBox[{{309.77, -49.385}, { 298.6318670154534, -51.349587164159296`}}]}}, {GrayLevel[0], AbsoluteThickness[0.55], InsetBox[ StyleBox["\<\"C\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.044209351111910516`], FontWeight->Plain], {600.1, 106.}], LineBox[{{617.1534548173721, 115.8449687203395}, {643.405, 131.}}], {GrayLevel[0], InsetBox[ StyleBox["\<\"C\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.044209351111910516`], FontWeight->Plain], {686.7099999999999, 156.}], LineBox[{{643.405, 131.}, {669.6565451826278, 146.1550312796605}}]}}, {GrayLevel[0], AbsoluteThickness[0.55], InsetBox[ StyleBox["\<\"C\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.044209351111910516`], FontWeight->Plain], {686.7099999999999, 156.}], LineBox[{{699.3674814022953, 171.08416039636148`}, {706.635, 179.745}}], {GrayLevel[0], InsetBox[ StyleBox["\<\"H\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.044209351111910516`], FontWeight->Plain], {726.5600000000001, 203.48999999999998`}], LineBox[{{706.635, 179.745}, {713.9025185977047, 188.40583960363853`}}]}}, {GrayLevel[0], AbsoluteThickness[0.55], InsetBox[ StyleBox["\<\"C\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.044209351111910516`], FontWeight->Plain], {686.7099999999999, 156.}], LineBox[{{674.0506550139031, 171.0825964222212}, {666.78, 179.745}}], {GrayLevel[0], InsetBox[ StyleBox["\<\"H\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.044209351111910516`], FontWeight->Plain], {646.85, 203.48999999999998`}], LineBox[{{666.78, 179.745}, {659.5093449860968, 188.40740357777878`}}]}}}, {}, {}}, ImageSize->{{0., 226.19648894384886`}, {0., 191.75386286788034`}}, PlotRange->{{181.19, 845.81}, {-285.382418935998, 278.0368142019985}}]], "Output", CellChangeTimes->{3.5764689937990494`*^9, 3.576469827101714*^9, 3.5764702482400537`*^9, 3.576470533049754*^9}] }, Open ]], Cell["(* Distance Matrix Bohr *)", "Text", CellChangeTimes->{{3.5678630319943895`*^9, 3.5678630956269007`*^9}, { 3.5678632280087337`*^9, 3.567863228336334*^9}, {3.5678632621727934`*^9, 3.5678633509213495`*^9}, {3.5678644293824434`*^9, 3.567864451908883*^9}, { 3.567864923404111*^9, 3.56786494544695*^9}, {3.5678650143210707`*^9, 3.5678650845367947`*^9}, {3.567869231084096*^9, 3.5678692412397137`*^9}, 3.5678693168686466`*^9, {3.5678704450470285`*^9, 3.5678704621290584`*^9}, 3.5682783281584253`*^9, 3.5688732159715385`*^9, 3.568910867647065*^9, 3.5689997098549547`*^9, 3.5689998170427427`*^9, 3.5689998869620657`*^9, 3.5691460426137285`*^9, 3.569237204536323*^9, 3.5692374658523817`*^9, 3.56923802264856*^9, 3.5693403424181123`*^9, 3.5693404502143016`*^9, 3.569340738019207*^9, 3.569340852851009*^9, 3.5693411655067577`*^9, 3.5693414978029413`*^9, 3.5693426144373026`*^9, 3.5693435671777763`*^9, 3.569343662743544*^9, 3.569343763644521*^9, 3.569344071177861*^9, 3.569344266271804*^9, 3.570297558707776*^9, {3.5703416079688015`*^9, 3.570341617375618*^9}, {3.5705956885798426`*^9, 3.5705957106070814`*^9}, { 3.5705965150536942`*^9, 3.5705965239457097`*^9}, {3.5720162655168724`*^9, 3.5720163727202606`*^9}, {3.5720166425383344`*^9, 3.572016643427536*^9}, { 3.5723503054303513`*^9, 3.572350361964851*^9}, 3.573368567997178*^9, { 3.5746565325286493`*^9, 3.574656552839885*^9}}], Cell[BoxData[{ RowBox[{ RowBox[{"dc", "=", RowBox[{"Table", "[", RowBox[{ RowBox[{"Norm", "[", RowBox[{ RowBox[{"t", "[", RowBox[{"[", "i", "]"}], "]"}], "-", RowBox[{"t", "[", RowBox[{"[", "j", "]"}], "]"}]}], "]"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", "n"}], "}"}], ",", RowBox[{"{", RowBox[{"j", ",", "1", ",", "n"}], "}"}]}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"(*", RowBox[{"MatrixForm", "[", RowBox[{"Prepend", "[", RowBox[{"dc", ",", "num1"}], "]"}], "]"}], "*)"}]}]}], "Input", CellChangeTimes->{{3.5678630319943895`*^9, 3.5678630956269007`*^9}, { 3.5678632280087337`*^9, 3.567863228336334*^9}, {3.5678632621727934`*^9, 3.5678633509213495`*^9}, {3.5678644293824434`*^9, 3.567864451908883*^9}, { 3.567864923404111*^9, 3.56786494544695*^9}, {3.5678650143210707`*^9, 3.5678650845367947`*^9}, {3.567869231084096*^9, 3.5678692412397137`*^9}, 3.5678693168686466`*^9, {3.5678704450470285`*^9, 3.5678704621290584`*^9}, 3.5682783281584253`*^9, 3.5688732159715385`*^9, 3.568910867647065*^9, 3.5689997098549547`*^9, 3.5689998170427427`*^9, 3.5689998869620657`*^9, 3.5691460426137285`*^9, 3.569237204536323*^9, 3.5692374658523817`*^9, 3.56923802264856*^9, 3.5693403424181123`*^9, 3.5693404502143016`*^9, 3.569340738019207*^9, 3.569340852851009*^9, 3.5693411655067577`*^9, 3.5693414978029413`*^9, 3.5693426144373026`*^9, 3.5693435671777763`*^9, 3.569343662743544*^9, 3.569343763644521*^9, 3.569344071177861*^9, 3.569344266271804*^9, 3.570297558707776*^9, {3.5703416079688015`*^9, 3.570341617375618*^9}, {3.5705956885798426`*^9, 3.5705957106070814`*^9}, { 3.5705965150536942`*^9, 3.5705965239457097`*^9}, {3.5720162655168724`*^9, 3.5720163727202606`*^9}, {3.5720166425383344`*^9, 3.572016643427536*^9}, { 3.5723503054303513`*^9, 3.572350361964851*^9}, 3.573368567997178*^9, 3.5746565325286493`*^9, {3.5763922487857513`*^9, 3.5763922538713603`*^9}, { 3.576392379716781*^9, 3.5763923872515945`*^9}, {3.5763924903833756`*^9, 3.5763924920213785`*^9}, 3.5763926851029177`*^9}], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{ RowBox[{"(*", " ", RowBox[{"connected", " ", RowBox[{"pairs", ":", " ", RowBox[{ RowBox[{"distance", " ", "criteria"}], " ", "<", " ", RowBox[{"3.0", " ", "bohr"}]}]}]}], " ", "*)"}], "\[IndentingNewLine]", RowBox[{ RowBox[{ RowBox[{"Dij", "=", RowBox[{"Table", "[", RowBox[{ RowBox[{"If", "[", RowBox[{ RowBox[{"(", RowBox[{ RowBox[{ RowBox[{"dc", "[", RowBox[{"[", RowBox[{"i", ",", "j"}], "]"}], "]"}], "<", "3.0"}], "||", RowBox[{"(", RowBox[{ RowBox[{ RowBox[{"u", "[", RowBox[{"[", "i", "]"}], "]"}], "\[Equal]", "\"\\""}], " ", "&&", " ", RowBox[{ RowBox[{"dc", "[", RowBox[{"[", RowBox[{"i", ",", "j"}], "]"}], "]"}], "<", "3.24"}]}], ")"}]}], ")"}], ",", RowBox[{"dc", "[", RowBox[{"[", RowBox[{"i", ",", "j"}], "]"}], "]"}], ",", "0"}], "]"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", "n"}], "}"}], ",", RowBox[{"{", RowBox[{"j", ",", "1", ",", "n"}], "}"}]}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{"MatrixForm", "[", RowBox[{"Prepend", "[", RowBox[{"Dij", ",", "num1"}], "]"}], "]"}]}]}]], "Input", CellChangeTimes->{{3.567863535157673*^9, 3.5678635412104836`*^9}, { 3.5678638182825704`*^9, 3.567863827283786*^9}, {3.5679503910983553`*^9, 3.5679504266352177`*^9}, {3.5679504653700857`*^9, 3.5679505048069553`*^9}, 3.567950534915008*^9, {3.567951107623214*^9, 3.567951136046464*^9}, 3.567951302545556*^9, {3.5679562986474605`*^9, 3.567956305355472*^9}, { 3.5679563590975666`*^9, 3.567956370688387*^9}, {3.567956414930065*^9, 3.567956430467692*^9}, {3.567956484740187*^9, 3.567956500667815*^9}, { 3.5679565456270943`*^9, 3.5679565868267665`*^9}, {3.5679569267045636`*^9, 3.5679569448941956`*^9}, {3.567956976562251*^9, 3.567957000711094*^9}, { 3.5679570348595533`*^9, 3.5679570632672033`*^9}, {3.5679573263928657`*^9, 3.5679573286548696`*^9}, {3.5679573611029263`*^9, 3.5679573637393312`*^9}, {3.5679592820903006`*^9, 3.567959317127962*^9}, { 3.567959397655304*^9, 3.5679594004945087`*^9}, {3.5679594704762316`*^9, 3.5679594724574347`*^9}, {3.567959655898157*^9, 3.567959673073787*^9}, 3.5681143121223865`*^9, 3.568121866388855*^9, 3.568220668221574*^9, { 3.568220718968463*^9, 3.568220723742071*^9}, {3.568220862051914*^9, 3.5682208641111183`*^9}, {3.568220906761593*^9, 3.5682209083527956`*^9}, { 3.5682209451844606`*^9, 3.5682209651680956`*^9}, {3.568221147782016*^9, 3.5682211695908546`*^9}, {3.568221237279373*^9, 3.568221253612602*^9}, { 3.568221305420293*^9, 3.568221306247094*^9}, {3.5682215161142635`*^9, 3.568221546206716*^9}, 3.56822158247678*^9, {3.568277819185131*^9, 3.5682778284359474`*^9}, 3.56882183684053*^9, {3.5688219650415554`*^9, 3.568821965915157*^9}, {3.5688769979329815`*^9, 3.5688771619984694`*^9}, { 3.568877204212144*^9, 3.5688772091729527`*^9}, {3.568877282493081*^9, 3.5688772843338842`*^9}, {3.568877374112042*^9, 3.568877378074449*^9}, { 3.56887744125456*^9, 3.5688774664954042`*^9}, {3.56887758366721*^9, 3.568877604867647*^9}, {3.568877667220957*^9, 3.5688776710429635`*^9}, { 3.5688778111156096`*^9, 3.56887782262843*^9}, {3.569341165522358*^9, 3.569341165522358*^9}, 3.5693418217375107`*^9, {3.5693429625675144`*^9, 3.5693429673099227`*^9}, {3.569390288837522*^9, 3.5693903143123665`*^9}, { 3.569390381798085*^9, 3.5693904158685455`*^9}, {3.5693905284539433`*^9, 3.569390564349606*^9}, {3.569390610868888*^9, 3.569390611056088*^9}, { 3.569390743671921*^9, 3.569390761487152*^9}, {3.569390843761697*^9, 3.569390861608128*^9}, {3.5693909829451413`*^9, 3.5693909887171516`*^9}, 3.5703416480920715`*^9, {3.5703416810237293`*^9, 3.5703416997437625`*^9}, 3.570341888192094*^9, {3.5705964879252462`*^9, 3.570596509843285*^9}, { 3.5705965495921545`*^9, 3.5705966388087115`*^9}, 3.570968886604662*^9, { 3.5709689930904493`*^9, 3.5709689944320517`*^9}, {3.5709690501397495`*^9, 3.570969050904151*^9}, {3.5709692134876366`*^9, 3.5709692140804377`*^9}, { 3.5709722325921392`*^9, 3.5709722334033403`*^9}, {3.5709723694355793`*^9, 3.570972545481889*^9}, {3.570972790558319*^9, 3.5709728063299465`*^9}, { 3.570972844066413*^9, 3.570972866764453*^9}, {3.5709729633598228`*^9, 3.57097298434186*^9}, {3.5709731454589424`*^9, 3.5709731466289444`*^9}, 3.570973453029083*^9, {3.5709736099653587`*^9, 3.570973638404208*^9}, { 3.571113899355363*^9, 3.571113958604267*^9}, 3.57111399989754*^9, { 3.5711140388820086`*^9, 3.571114044841219*^9}, {3.571115985874628*^9, 3.5711159997742524`*^9}, {3.57313788224113*^9, 3.5731379093851776`*^9}, 3.573137959679666*^9}], Cell[BoxData[ TagBox[ RowBox[{"(", "\[NoBreak]", GridBox[{ {"1", "2", "3", "4", "5", "6", "7", "8", "9", "10", "11", "12", "13", "14", "15", "16", "17", "18", "19", "20", "21", "22", "23", "24", "25", "26"}, {"0.`", "2.8606295401149406`", "0", "2.8571028715325317`", "0", "0", "0", "2.787061733856846`", "0", "0", "0", "0", "0", "0", "2.021903469568369`", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0"}, {"2.8606295401149406`", "0.`", "2.8951999320026536`", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "2.0219930182957855`", "2.0220129292815403`", "0", "0", "0", "0", "0", "0", "0", "0", "0"}, {"0", "2.8951999320026536`", "0.`", "0", "0", "2.8500309245068807`", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "2.022002308406599`", "2.021942223983179`", "0", "0", "0", "0", "0", "0", "0"}, {"2.8571028715325317`", "0", "0", "0.`", "0", "0", "0", "0", "0", "2.478676422175762`", "2.270608951776616`", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0"}, {"0", "0", "0", "0", "0.`", "0", "2.823202676078528`", "2.5825118010560026`", "0", "0", "0", "0", "2.269242068786018`", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0"}, {"0", "0", "2.8500309245068807`", "0", "0", "0.`", "0", "0", "0", "0", "0", "2.4980804414652984`", "0", "2.280905393932456`", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0"}, {"0", "0", "0", "0", "2.823202676078528`", "0", "0.`", "0", "2.7561986955367384`", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "2.0219369792010404`", "2.0219986314651015`", "0", "0", "0", "0"}, {"2.787061733856846`", "0", "0", "0", "2.5825118010560026`", "0", "0", "0.`", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "1.8897400304075747`", "0", "0", "0", "0", "0", "0"}, {"0", "0", "0", "0", "0", "0", "2.7561986955367384`", "0", "0.`", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "1.8897266274834141`", "1.889625050124902`", "0"}, {"0", "0", "0", "2.478676422175762`", "0", "0", "0", "0", "0", "0.`", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "1.814071170358538`", "0", "0", "0"}, {"0", "0", "0", "2.270608951776616`", "0", "0", "0", "0", "0", "0", "0.`", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0"}, {"0", "0", "0", "0", "0", "2.4980804414652984`", "0", "0", "0", "0", "0", "0.`", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "1.8141253495650416`"}, {"0", "0", "0", "0", "2.269242068786018`", "0", "0", "0", "0", "0", "0", "0", "0.`", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0"}, {"0", "0", "0", "0", "0", "2.280905393932456`", "0", "0", "0", "0", "0", "0", "0", "0.`", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0"}, {"2.021903469568369`", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0.`", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0"}, {"0", "2.0219930182957855`", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0.`", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0"}, {"0", "2.0220129292815403`", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0.`", "0", "0", "0", "0", "0", "0", "0", "0", "0"}, {"0", "0", "2.022002308406599`", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0.`", "0", "0", "0", "0", "0", "0", "0", "0"}, {"0", "0", "2.021942223983179`", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0.`", "0", "0", "0", "0", "0", "0", "0"}, {"0", "0", "0", "0", "0", "0", "0", "1.8897400304075747`", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0.`", "0", "0", "0", "0", "0", "0"}, {"0", "0", "0", "0", "0", "0", "2.0219369792010404`", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0.`", "0", "0", "0", "0", "0"}, {"0", "0", "0", "0", "0", "0", "2.0219986314651015`", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0.`", "0", "0", "0", "0"}, {"0", "0", "0", "0", "0", "0", "0", "0", "0", "1.814071170358538`", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0.`", "0", "0", "0"}, {"0", "0", "0", "0", "0", "0", "0", "0", "1.8897266274834141`", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0.`", "0", "0"}, {"0", "0", "0", "0", "0", "0", "0", "0", "1.889625050124902`", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0.`", "0"}, {"0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "1.8141253495650416`", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0.`"} }, GridBoxAlignment->{ "Columns" -> {{Center}}, "ColumnsIndexed" -> {}, "Rows" -> {{Baseline}}, "RowsIndexed" -> {}}, GridBoxSpacings->{"Columns" -> { Offset[0.27999999999999997`], { Offset[0.7]}, Offset[0.27999999999999997`]}, "ColumnsIndexed" -> {}, "Rows" -> { Offset[0.2], { Offset[0.4]}, Offset[0.2]}, "RowsIndexed" -> {}}], "\[NoBreak]", ")"}], Function[BoxForm`e$, MatrixForm[BoxForm`e$]]]], "Output", CellChangeTimes->{3.57646899383025*^9, 3.576469827132914*^9, 3.5764702482712536`*^9, 3.576470533080954*^9}] }, Open ]], Cell[BoxData[""], "Input", CellChangeTimes->{{3.5711447475554733`*^9, 3.5711448173314643`*^9}, { 3.5711448756027975`*^9, 3.57114492740276*^9}, {3.5711449591545763`*^9, 3.5711450128426466`*^9}, 3.571145059034289*^9, {3.571145091643154*^9, 3.5711451544367456`*^9}, {3.5711457670857873`*^9, 3.571145777413378*^9}, { 3.571145816908637*^9, 3.5711458203728347`*^9}, {3.571145995427848*^9, 3.571146043099574*^9}, {3.571146121580063*^9, 3.571146129714528*^9}, { 3.5711468466695356`*^9, 3.571146852041843*^9}, {3.5711478420384674`*^9, 3.571147850085928*^9}, {3.57114788911016*^9, 3.571147906822173*^9}, 3.571148086181432*^9, {3.571148123252552*^9, 3.5711481317480383`*^9}, { 3.571148234499915*^9, 3.57114834630731*^9}, 3.571151990091008*^9, { 3.5712017864539623`*^9, 3.5712018128960094`*^9}, {3.5712024819499846`*^9, 3.5712024821527843`*^9}, {3.571202538780884*^9, 3.5712025389368844`*^9}, { 3.5712028115629635`*^9, 3.5712028346354036`*^9}, {3.5746569418109684`*^9, 3.574656960905402*^9}}], Cell[CellGroupData[{ Cell[BoxData[{ RowBox[{"For", "[", RowBox[{ RowBox[{"i", "=", "1"}], " ", ",", RowBox[{"i", "<", RowBox[{"n", "+", "1"}]}], ",", RowBox[{"i", "++"}], ",", "\[IndentingNewLine]", RowBox[{"For", "[", RowBox[{ RowBox[{"j", "=", "1"}], ",", " ", RowBox[{"j", "<", RowBox[{"bc", "+", "1"}]}], ",", RowBox[{"j", "++"}], ",", "\[IndentingNewLine]", RowBox[{"If", "[", RowBox[{ RowBox[{"(", RowBox[{ RowBox[{ RowBox[{"Dij", "[", RowBox[{"[", RowBox[{"i", ",", "j"}], "]"}], "]"}], "\[NotEqual]", "0"}], " ", "&&", " ", RowBox[{ RowBox[{"u", "[", RowBox[{"[", "i", "]"}], "]"}], "\[Equal]", " ", "\"\\""}]}], ")"}], ",", RowBox[{"If", "[", RowBox[{ RowBox[{ RowBox[{"u", "[", RowBox[{"[", "j", "]"}], "]"}], "\[Equal]", "\"\\""}], ",", RowBox[{ RowBox[{"u2", "[", RowBox[{"[", "i", "]"}], "]"}], "=", "0.59"}], ",", RowBox[{"If", "[", RowBox[{ RowBox[{ RowBox[{"u", "[", RowBox[{"[", "j", "]"}], "]"}], "\[Equal]", "\"\\""}], ",", RowBox[{ RowBox[{"u2", "[", RowBox[{"[", "i", "]"}], "]"}], "=", "0.5"}], ",", RowBox[{"If", "[", RowBox[{ RowBox[{ RowBox[{"u", "[", RowBox[{"[", "j", "]"}], "]"}], "\[Equal]", "\"\\""}], ",", RowBox[{ RowBox[{"u2", "[", RowBox[{"[", "i", "]"}], "]"}], "=", "0.5541"}], ",", RowBox[{"If", "[", RowBox[{ RowBox[{ RowBox[{"u", "[", RowBox[{"[", "j", "]"}], "]"}], "\[Equal]", "\"\\""}], ",", RowBox[{ RowBox[{"u2", "[", RowBox[{"[", "i", "]"}], "]"}], "=", "0.5241"}]}], "]"}]}], "]"}]}], "]"}]}], "]"}]}], "]"}]}], "]"}]}], "]"}], "\[IndentingNewLine]", "u2"}], "Input", CellChangeTimes->{{3.5688800293771057`*^9, 3.5688801774057655`*^9}, { 3.5688802290574565`*^9, 3.568880330208034*^9}, {3.5688803807053227`*^9, 3.5688804136525807`*^9}, 3.568880491434317*^9, 3.5688805648948464`*^9, { 3.5688806280437574`*^9, 3.568880655234605*^9}, {3.568880712424306*^9, 3.568880716324312*^9}, {3.5688808087544746`*^9, 3.568880827786508*^9}, 3.5688808733385878`*^9, {3.568881358936241*^9, 3.5688813959239063`*^9}, { 3.568881446561595*^9, 3.5688815849182377`*^9}, {3.5688816223739033`*^9, 3.568881642607139*^9}, 3.568881728953291*^9, {3.568881797624612*^9, 3.568881809870633*^9}, 3.568881863612727*^9, {3.568883098916497*^9, 3.5688831014749017`*^9}, {3.56888372124679*^9, 3.568883843239004*^9}, 3.568888211750622*^9, {3.5688882521546926`*^9, 3.5688885232519693`*^9}, { 3.5688885890840845`*^9, 3.5688885895052853`*^9}, {3.568888675773437*^9, 3.5688886914514647`*^9}, {3.568888736285943*^9, 3.5688887717760057`*^9}, { 3.5688888256429005`*^9, 3.5688888541441507`*^9}, {3.568892442649892*^9, 3.5688924499507046`*^9}, {3.568892758441247*^9, 3.5688927597360487`*^9}, { 3.5688928234309607`*^9, 3.5688928379389863`*^9}, {3.5708938149488974`*^9, 3.5708938463361526`*^9}, {3.570893920483083*^9, 3.5708939282050962`*^9}, { 3.570894700000852*^9, 3.57089481264865*^9}, {3.570973331551669*^9, 3.570973355887712*^9}, {3.5709734060886*^9, 3.5709734077266035`*^9}, 3.5709737061863275`*^9, {3.5712013634748197`*^9, 3.5712013661736245`*^9}, { 3.571201966837079*^9, 3.5712020689392586`*^9}, {3.5733681085139713`*^9, 3.573368111025576*^9}, {3.5733681833629026`*^9, 3.573368184579705*^9}, { 3.573368233454591*^9, 3.573368234047392*^9}}], Cell[BoxData[ RowBox[{"{", RowBox[{ "0.2572`", ",", "0.2572`", ",", "0.2572`", ",", "0.2572`", ",", "0.2572`", ",", "0.2572`", ",", "0.2572`", ",", "0.22522`", ",", "0.22522`", ",", "0.1786`", ",", "0.1786`", ",", "0.1786`", ",", "0.1786`", ",", "0.1786`", ",", "0.59`", ",", "0.59`", ",", "0.59`", ",", "0.59`", ",", "0.59`", ",", "0.5541`", ",", "0.59`", ",", "0.59`", ",", "0.5241`", ",", "0.5541`", ",", "0.5541`", ",", "0.5241`"}], "}"}]], "Output", CellChangeTimes->{3.57646899384585*^9, 3.576469827148514*^9, 3.576470248286854*^9, 3.576470533096554*^9}] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{ RowBox[{"(*", " ", RowBox[{ "subtract", " ", "core", " ", "radii", " ", "from", " ", "pair", " ", "distances"}], " ", "*)"}], "\[IndentingNewLine]", RowBox[{ RowBox[{ RowBox[{"Fij", "=", RowBox[{"Dij", "-", "u2"}]}], ";"}], "\[IndentingNewLine]", RowBox[{"(*", RowBox[{"MatrixForm", "[", "Fij", "]"}], "*)"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"Gij", "=", RowBox[{"Table", "[", RowBox[{ RowBox[{"If", "[", RowBox[{ RowBox[{"i", "\[GreaterEqual]", "j"}], ",", RowBox[{"If", "[", RowBox[{ RowBox[{ RowBox[{"Fij", "[", RowBox[{"[", RowBox[{"i", ",", "j"}], "]"}], "]"}], ">", "0"}], ",", RowBox[{"Fij", "[", RowBox[{"[", RowBox[{"i", ",", "j"}], "]"}], "]"}], ",", "0"}], "]"}], ",", "\"\< \>\""}], "]"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", "n"}], "}"}], ",", RowBox[{"{", RowBox[{"j", ",", "1", ",", "n"}], "}"}]}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{"MatrixForm", "[", "Gij", "]"}]}]}]], "Input", CellChangeTimes->{{3.567958596890297*^9, 3.567958603270708*^9}, { 3.5679587604565845`*^9, 3.5679587707682023`*^9}, {3.5679588272871017`*^9, 3.567958828254304*^9}, {3.567959580066424*^9, 3.5679595814704266`*^9}, { 3.567959624994503*^9, 3.5679596300177116`*^9}, {3.5679597079086485`*^9, 3.567959902877791*^9}, {3.5679599961659546`*^9, 3.5679600446196404`*^9}, { 3.5679609611992497`*^9, 3.567960974006872*^9}, 3.567961975154231*^9, { 3.5679622637079377`*^9, 3.5679622945179915`*^9}, 3.5681142413606625`*^9, 3.568121878697276*^9, {3.5681219332193723`*^9, 3.56812197189184*^9}, { 3.5682778370003624`*^9, 3.5682778397927675`*^9}, {3.569341165522358*^9, 3.569341165537958*^9}, {3.5693418217531104`*^9, 3.5693418217531104`*^9}, { 3.57059671735485*^9, 3.570596744467697*^9}, 3.575798260154653*^9, { 3.57579837247485*^9, 3.575798382833268*^9}, 3.575798442113373*^9}], Cell[BoxData[ TagBox[ RowBox[{"(", "\[NoBreak]", GridBox[{ {"0", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\ \<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", \ "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", \ "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", \ "\<\" \"\>", "\<\" \"\>"}, {"2.6034295401149405`", "0", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\ \<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", \ "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", \ "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", \ "\<\" \"\>"}, {"0", "2.6379999320026535`", "0", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\ \<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", \ "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", \ "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>"}, {"2.5999028715325316`", "0", "0", "0", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\ \<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", \ "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", \ "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>"}, {"0", "0", "0", "0", "0", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\ \<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", \ "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", \ "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>"}, {"0", "0", "2.5928309245068806`", "0", "0", "0", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\ \<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", \ "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", \ "\<\" \"\>", "\<\" \"\>", "\<\" \"\>"}, {"0", "0", "0", "0", "2.566002676078528`", "0", "0", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\ \<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", \ "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", \ "\<\" \"\>", "\<\" \"\>"}, {"2.5618417338568458`", "0", "0", "0", "2.3572918010560024`", "0", "0", "0", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\ \<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", \ "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", \ "\<\" \"\>"}, {"0", "0", "0", "0", "0", "0", "2.530978695536738`", "0", "0", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\ \<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", \ "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>"}, {"0", "0", "0", "2.300076422175762`", "0", "0", "0", "0", "0", "0", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\ \<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", \ "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>"}, {"0", "0", "0", "2.092008951776616`", "0", "0", "0", "0", "0", "0", "0", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\ \<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", \ "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>"}, {"0", "0", "0", "0", "0", "2.3194804414652985`", "0", "0", "0", "0", "0", "0", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", \ "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", \ "\<\" \"\>", "\<\" \"\>", "\<\" \"\>"}, {"0", "0", "0", "0", "2.090642068786018`", "0", "0", "0", "0", "0", "0", "0", "0", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \ \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \ \"\>", "\<\" \"\>", "\<\" \"\>"}, {"0", "0", "0", "0", "0", "2.1023053939324563`", "0", "0", "0", "0", "0", "0", "0", "0", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\ \<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", \ "\<\" \"\>"}, {"1.4319034695683692`", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\ \<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>"}, {"0", "1.4319930182957856`", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\ \<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>"}, {"0", "1.4320129292815404`", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\ \<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>"}, {"0", "0", "1.4320023084065991`", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\ \<\" \"\>", "\<\" \"\>", "\<\" \"\>"}, {"0", "0", "1.431942223983179`", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\ \<\" \"\>", "\<\" \"\>"}, {"0", "0", "0", "0", "0", "0", "0", "1.3356400304075746`", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\ \<\" \"\>"}, {"0", "0", "0", "0", "0", "0", "1.4319369792010406`", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>"}, {"0", "0", "0", "0", "0", "0", "1.4319986314651016`", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>"}, {"0", "0", "0", "0", "0", "0", "0", "0", "0", "1.289971170358538`", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>"}, {"0", "0", "0", "0", "0", "0", "0", "0", "1.335626627483414`", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "\<\" \"\>", "\<\" \"\>"}, {"0", "0", "0", "0", "0", "0", "0", "0", "1.3355250501249019`", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "\<\" \"\>"}, {"0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "1.2900253495650416`", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0"} }, GridBoxAlignment->{ "Columns" -> {{Center}}, "ColumnsIndexed" -> {}, "Rows" -> {{Baseline}}, "RowsIndexed" -> {}}, GridBoxSpacings->{"Columns" -> { Offset[0.27999999999999997`], { Offset[0.7]}, Offset[0.27999999999999997`]}, "ColumnsIndexed" -> {}, "Rows" -> { Offset[0.2], { Offset[0.4]}, Offset[0.2]}, "RowsIndexed" -> {}}], "\[NoBreak]", ")"}], Function[BoxForm`e$, MatrixForm[BoxForm`e$]]]], "Output", CellChangeTimes->{3.5764689938614497`*^9, 3.576469827179714*^9, 3.5764702483024535`*^9, 3.576470533112154*^9}] }, Open ]], Cell[BoxData[{ RowBox[{ RowBox[{"Hij", "=", RowBox[{"Transpose", "[", "Gij", "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"(*", RowBox[{ RowBox[{"MatrixForm", "[", "Hij", "]"}], ";"}], "*)"}]}]}], "Input", CellChangeTimes->{{3.5679601758938704`*^9, 3.5679601965327067`*^9}, { 3.567960427147912*^9, 3.567960432217921*^9}, {3.5679605764089737`*^9, 3.5679605968294096`*^9}, {3.5679607389456596`*^9, 3.5679607643581038`*^9}, 3.5681142501278777`*^9, 3.5681218877140923`*^9, 3.569341165537958*^9, 3.5693418217531104`*^9}], Cell[CellGroupData[{ Cell[BoxData[{ RowBox[{ RowBox[{ RowBox[{"Kij", "=", RowBox[{"Hij", "-", "u2"}]}], ";"}], "\[IndentingNewLine]", RowBox[{"(*", RowBox[{ RowBox[{"MatrixForm", "[", "Kij", "]"}], ";"}], "*)"}]}], "\[IndentingNewLine]", RowBox[{ RowBox[{"Lij", "=", RowBox[{"Table", "[", RowBox[{ RowBox[{"If", "[", RowBox[{ RowBox[{"i", "\[LessEqual]", "j"}], ",", RowBox[{"If", "[", RowBox[{ RowBox[{ RowBox[{"Kij", "[", RowBox[{"[", RowBox[{"i", ",", "j"}], "]"}], "]"}], ">", "0"}], ",", RowBox[{"Kij", "[", RowBox[{"[", RowBox[{"i", ",", "j"}], "]"}], "]"}], ",", "0"}], "]"}], ",", "\"\< \>\""}], "]"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", "n"}], "}"}], ",", RowBox[{"{", RowBox[{"j", ",", "1", ",", "n"}], "}"}]}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{"MatrixForm", "[", "Lij", "]"}]}], "Input", CellChangeTimes->{{3.5679602339571724`*^9, 3.567960257419614*^9}, { 3.567960343406965*^9, 3.567960353500182*^9}, {3.5679604155258913`*^9, 3.567960421422702*^9}, {3.567960854323462*^9, 3.567960874197897*^9}, { 3.5679611596939983`*^9, 3.567961170270817*^9}, {3.5679614000124207`*^9, 3.567961407016833*^9}, {3.5679615066074076`*^9, 3.567961509649413*^9}, 3.5679616124379935`*^9, 3.5679616766477065`*^9, {3.5679617424486217`*^9, 3.5679617456310277`*^9}, 3.567961801276325*^9, {3.5679618582788253`*^9, 3.5679618970760937`*^9}, {3.5679620279135237`*^9, 3.567962030113127*^9}, 3.567962107894864*^9, {3.567962149468937*^9, 3.5679621572533503`*^9}, 3.5679623389156694`*^9, {3.567962645815009*^9, 3.567962648888214*^9}, { 3.567962691647889*^9, 3.567962693020692*^9}, {3.568048161486014*^9, 3.568048162827616*^9}, 3.5680482096900983`*^9, 3.5681142588638926`*^9, 3.568121899632513*^9, 3.5681219958534822`*^9, {3.568277844675576*^9, 3.5682778463603787`*^9}, {3.569341165537958*^9, 3.569341165537958*^9}, { 3.5693418217531104`*^9, 3.5693418217531104`*^9}, {3.5757984551081953`*^9, 3.5757984616914067`*^9}}], Cell[BoxData[ TagBox[ RowBox[{"(", "\[NoBreak]", GridBox[{ {"0", "2.3462295401149404`", "0", "2.3427028715325315`", "0", "0", "0", "2.3046417338568457`", "0", "0", "0", "0", "0", "0", "1.1747034695683691`", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0"}, {"\<\" \"\>", "0", "2.3807999320026534`", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "1.1747930182957855`", "1.1748129292815404`", "0", "0", "0", "0", "0", "0", "0", "0", "0"}, {"\<\" \"\>", "\<\" \"\>", "0", "0", "0", "2.3356309245068805`", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "1.174802308406599`", "1.1747422239831788`", "0", "0", "0", "0", "0", "0", "0"}, {"\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "0", "0", "0", "0", "0", "0", "2.042876422175762`", "1.834808951776616`", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0"}, {"\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "0", "0", "2.308802676078528`", "2.1000918010560023`", "0", "0", "0", "0", "1.833442068786018`", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0"}, {"\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "0", "0", "0", "0", "0", "0", "2.0622804414652984`", "0", "1.8451053939324562`", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0"}, {"\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \ \"\>", "0", "0", "2.273778695536738`", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "1.1747369792010405`", "1.1747986314651016`", "0", "0", "0", "0"}, {"\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \ \"\>", "\<\" \"\>", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "1.1104200304075746`", "0", "0", "0", "0", "0", "0"}, {"\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \ \"\>", "\<\" \"\>", "\<\" \"\>", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "1.1104066274834141`", "1.1103050501249019`", "0"}, {"\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \ \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "1.1113711703585378`", "0", "0", "0"}, {"\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \ \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0"}, {"\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \ \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "1.1114253495650415`"}, {"\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \ \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \ \"\>", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0"}, {"\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \ \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \ \"\>", "\<\" \"\>", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0"}, {"\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \ \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \ \"\>", "\<\" \"\>", "\<\" \"\>", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0"}, {"\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \ \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \ \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0"}, {"\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \ \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \ \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0"}, {"\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \ \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \ \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "0", "0", "0", "0", "0", "0", "0", "0", "0"}, {"\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \ \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \ \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \ \"\>", "0", "0", "0", "0", "0", "0", "0", "0"}, {"\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \ \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \ \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \ \"\>", "\<\" \"\>", "0", "0", "0", "0", "0", "0", "0"}, {"\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \ \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \ \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \ \"\>", "\<\" \"\>", "\<\" \"\>", "0", "0", "0", "0", "0", "0"}, {"\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \ \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \ \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \ \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "0", "0", "0", "0", "0"}, {"\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \ \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \ \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \ \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "0", "0", "0", "0"}, {"\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \ \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \ \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \ \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "0", "0", "0"}, {"\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \ \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \ \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \ \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \ \"\>", "0", "0"}, {"\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \ \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \ \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \ \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \ \"\>", "\<\" \"\>", "0"} }, GridBoxAlignment->{ "Columns" -> {{Center}}, "ColumnsIndexed" -> {}, "Rows" -> {{Baseline}}, "RowsIndexed" -> {}}, GridBoxSpacings->{"Columns" -> { Offset[0.27999999999999997`], { Offset[0.7]}, Offset[0.27999999999999997`]}, "ColumnsIndexed" -> {}, "Rows" -> { Offset[0.2], { Offset[0.4]}, Offset[0.2]}, "RowsIndexed" -> {}}], "\[NoBreak]", ")"}], Function[BoxForm`e$, MatrixForm[BoxForm`e$]]]], "Output", CellChangeTimes->{3.5764689938926497`*^9, 3.576469827195314*^9, 3.5764702483180537`*^9, 3.576470533127754*^9}] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{ RowBox[{"(*", " ", RowBox[{"determine", " ", "bond", " ", "cloud", " ", "radii"}], " ", "*)"}], "\[IndentingNewLine]", RowBox[{ RowBox[{ RowBox[{"Lij", "=", RowBox[{"Table", "[", RowBox[{ RowBox[{"If", "[", RowBox[{ RowBox[{"i", "\[LessEqual]", "j"}], ",", RowBox[{"If", "[", RowBox[{ RowBox[{ RowBox[{"Lij", "[", RowBox[{"[", RowBox[{"i", ",", "j"}], "]"}], "]"}], ">", "0"}], ",", RowBox[{"If", "[", RowBox[{ RowBox[{ RowBox[{"u", "[", RowBox[{"[", "j", "]"}], "]"}], "\[NotEqual]", "\"\\""}], ",", RowBox[{"0.5", "*", RowBox[{"Lij", "[", RowBox[{"[", RowBox[{"i", ",", "j"}], "]"}], "]"}]}], ",", RowBox[{"Lij", "[", RowBox[{"[", RowBox[{"i", ",", "j"}], "]"}], "]"}]}], "]"}], ",", "0"}], "]"}], ",", "\"\< \>\""}], "]"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", "n"}], "}"}], ",", RowBox[{"{", RowBox[{"j", ",", "1", ",", "n"}], "}"}]}], "]"}]}], ";"}], " ", "\[IndentingNewLine]", RowBox[{ RowBox[{"Qij", "=", "Lij"}], ";"}], "\[IndentingNewLine]", RowBox[{"MatrixForm", "[", "Lij", "]"}]}]}]], "Input", CellChangeTimes->{{3.5679627617388124`*^9, 3.567962837461345*^9}, { 3.567963118121438*^9, 3.567963118698639*^9}, {3.5679631520670977`*^9, 3.5679631541731014`*^9}, {3.5679631898191643`*^9, 3.5679632154656096`*^9}, {3.5679635823158536`*^9, 3.56796361468591*^9}, { 3.567963691516045*^9, 3.567963693590849*^9}, {3.567963737957327*^9, 3.567963807299449*^9}, {3.568048114904332*^9, 3.5680481161835346`*^9}, 3.5680482221389203`*^9, {3.5680485003498087`*^9, 3.5680485123618298`*^9}, 3.5681142659931054`*^9, 3.5681219084621286`*^9, {3.568277848107582*^9, 3.5682778496519847`*^9}, {3.5683793122399254`*^9, 3.568379313019926*^9}, { 3.568379456758579*^9, 3.56837947986222*^9}, 3.5683796000760307`*^9, { 3.5683796473285136`*^9, 3.5683796831617765`*^9}, {3.568381744939398*^9, 3.5683817743298492`*^9}, {3.56846523720809*^9, 3.568465240218895*^9}, 3.569341165537958*^9, 3.5693418217531104`*^9, {3.5705967846533675`*^9, 3.5705968020785985`*^9}, {3.5757985741520042`*^9, 3.5757985795340137`*^9}, {3.5757996092762227`*^9, 3.5757996144242315`*^9}, {3.575799724856826*^9, 3.575799730145235*^9}}], Cell[BoxData[ TagBox[ RowBox[{"(", "\[NoBreak]", GridBox[{ {"0", "1.1731147700574702`", "0", "1.1713514357662658`", "0", "0", "0", "1.1523208669284228`", "0", "0", "0", "0", "0", "0", "1.1747034695683691`", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0"}, {"\<\" \"\>", "0", "1.1903999660013267`", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "1.1747930182957855`", "1.1748129292815404`", "0", "0", "0", "0", "0", "0", "0", "0", "0"}, {"\<\" \"\>", "\<\" \"\>", "0", "0", "0", "1.1678154622534402`", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "1.174802308406599`", "1.1747422239831788`", "0", "0", "0", "0", "0", "0", "0"}, {"\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "0", "0", "0", "0", "0", "0", "1.021438211087881`", "0.917404475888308`", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0"}, {"\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "0", "0", "1.154401338039264`", "1.0500459005280012`", "0", "0", "0", "0", "0.916721034393009`", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0"}, {"\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "0", "0", "0", "0", "0", "0", "1.0311402207326492`", "0", "0.9225526969662281`", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0"}, {"\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \ \"\>", "0", "0", "1.136889347768369`", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "1.1747369792010405`", "1.1747986314651016`", "0", "0", "0", "0"}, {"\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \ \"\>", "\<\" \"\>", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "1.1104200304075746`", "0", "0", "0", "0", "0", "0"}, {"\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \ \"\>", "\<\" \"\>", "\<\" \"\>", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "1.1104066274834141`", "1.1103050501249019`", "0"}, {"\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \ \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "1.1113711703585378`", "0", "0", "0"}, {"\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \ \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0"}, {"\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \ \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "1.1114253495650415`"}, {"\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \ \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \ \"\>", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0"}, {"\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \ \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \ \"\>", "\<\" \"\>", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0"}, {"\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \ \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \ \"\>", "\<\" \"\>", "\<\" \"\>", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0"}, {"\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \ \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \ \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0"}, {"\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \ \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \ \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0"}, {"\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \ \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \ \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "0", "0", "0", "0", "0", "0", "0", "0", "0"}, {"\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \ \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \ \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \ \"\>", "0", "0", "0", "0", "0", "0", "0", "0"}, {"\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \ \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \ \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \ \"\>", "\<\" \"\>", "0", "0", "0", "0", "0", "0", "0"}, {"\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \ \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \ \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \ \"\>", "\<\" \"\>", "\<\" \"\>", "0", "0", "0", "0", "0", "0"}, {"\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \ \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \ \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \ \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "0", "0", "0", "0", "0"}, {"\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \ \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \ \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \ \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "0", "0", "0", "0"}, {"\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \ \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \ \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \ \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "0", "0", "0"}, {"\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \ \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \ \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \ \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \ \"\>", "0", "0"}, {"\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \ \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \ \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \ \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \"\>", "\<\" \ \"\>", "\<\" \"\>", "0"} }, GridBoxAlignment->{ "Columns" -> {{Center}}, "ColumnsIndexed" -> {}, "Rows" -> {{Baseline}}, "RowsIndexed" -> {}}, GridBoxSpacings->{"Columns" -> { Offset[0.27999999999999997`], { Offset[0.7]}, Offset[0.27999999999999997`]}, "ColumnsIndexed" -> {}, "Rows" -> { Offset[0.2], { Offset[0.4]}, Offset[0.2]}, "RowsIndexed" -> {}}], "\[NoBreak]", ")"}], Function[BoxForm`e$, MatrixForm[BoxForm`e$]]]], "Output", CellChangeTimes->{3.57646899390825*^9, 3.5764698272109137`*^9, 3.5764702483492537`*^9, 3.5764705331589537`*^9}] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{ RowBox[{"(*", " ", RowBox[{"determine", " ", "kinetic", " ", "energy"}], " ", "*)"}], "\[IndentingNewLine]", RowBox[{ RowBox[{ RowBox[{"Nij", "=", RowBox[{"Table", "[", RowBox[{ RowBox[{"If", "[", RowBox[{ RowBox[{"i", "\[LessEqual]", "j"}], ",", RowBox[{"If", "[", RowBox[{ RowBox[{ RowBox[{"Lij", "[", RowBox[{"[", RowBox[{"i", ",", "j"}], "]"}], "]"}], ">", "0"}], ",", RowBox[{"2.25", "/", RowBox[{ RowBox[{"Lij", "[", RowBox[{"[", RowBox[{"i", ",", "j"}], "]"}], "]"}], "^", "2"}]}], ",", "0"}], "]"}], ",", "\"\< \>\""}], "]"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", "n"}], "}"}], ",", RowBox[{"{", RowBox[{"j", ",", "1", ",", "n"}], "}"}]}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{"(*", RowBox[{"MatrixForm", "[", "Nij", "]"}], "*)"}], "\n", RowBox[{"Tval", "=", RowBox[{"Sum", "[", RowBox[{ RowBox[{"If", "[", RowBox[{ RowBox[{"i", "\[LessEqual]", "j"}], ",", RowBox[{"Nij", "[", RowBox[{"[", RowBox[{"i", ",", "j"}], "]"}], "]"}], ",", "0"}], "]"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", "n"}], "}"}], ",", RowBox[{"{", RowBox[{"j", ",", "1", ",", "n"}], "}"}]}], "]"}]}], "\n", RowBox[{"Tcor", "=", RowBox[{"Sum", "[", RowBox[{ RowBox[{"If", "[", RowBox[{ RowBox[{ RowBox[{"u", "[", RowBox[{"[", "i", "]"}], "]"}], "\[NotEqual]", "\"\\""}], ",", RowBox[{"2.25", "/", RowBox[{ RowBox[{"u2", "[", RowBox[{"[", "i", "]"}], "]"}], "^", "2"}]}], ",", "0"}], "]"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", "n"}], "}"}]}], "]"}]}], "\n", RowBox[{"Ttot", "=", RowBox[{"Tval", "+", "Tcor"}]}], " ", RowBox[{"(*", " ", RowBox[{"plus", " ", "\[Pi]", " ", "and", " ", "lone", " ", RowBox[{"pairs", ":", " ", RowBox[{"+", " ", "8.7616"}]}]}], " ", "*)"}], "\n", RowBox[{"TvalH", "=", RowBox[{"Sum", "[", RowBox[{ RowBox[{"If", "[", RowBox[{ RowBox[{"(", RowBox[{ RowBox[{"i", "\[LessEqual]", "j"}], " ", "&&", " ", RowBox[{ RowBox[{"u", "[", RowBox[{"[", "j", "]"}], "]"}], "\[Equal]", " ", "\"\\""}]}], ")"}], ",", RowBox[{"Nij", "[", RowBox[{"[", RowBox[{"i", ",", "j"}], "]"}], "]"}], ",", "0"}], "]"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", "n"}], "}"}], ",", RowBox[{"{", RowBox[{"j", ",", "1", ",", "n"}], "}"}]}], "]"}]}], "\n", RowBox[{"TvalC", "=", RowBox[{"Tval", "-", "TvalH"}]}]}]}]], "Input", CellChangeTimes->{{3.5679628944794455`*^9, 3.5679629710755796`*^9}, { 3.567963889963994*^9, 3.567963933800071*^9}, {3.5680478391738477`*^9, 3.5680478414358516`*^9}, 3.568048231171336*^9, {3.5680482823550262`*^9, 3.56804828449223*^9}, 3.5680483349271183`*^9, 3.568114273059918*^9, 3.5681219175101447`*^9, {3.568277851305588*^9, 3.568277857295998*^9}, { 3.5688722635742655`*^9, 3.568872266616271*^9}, 3.5688723032763357`*^9, 3.5688725225503206`*^9, 3.5692365125035076`*^9, {3.5692366381461277`*^9, 3.5692366389105296`*^9}, {3.5692366963654304`*^9, 3.5692366986898346`*^9}, 3.5693411655535583`*^9, 3.5693418217687106`*^9, {3.5705968460394754`*^9, 3.5705968602823005`*^9}, 3.574657067547189*^9}], Cell[BoxData["46.473961099724065`"], "Output", CellChangeTimes->{3.57646899392385*^9, 3.576469827226514*^9, 3.576470248364854*^9, 3.576470533174554*^9}], Cell[BoxData["679.4910629567156`"], "Output", CellChangeTimes->{3.57646899392385*^9, 3.576469827226514*^9, 3.576470248364854*^9, 3.576470533174554*^9}], Cell[BoxData["725.9650240564397`"], "Output", CellChangeTimes->{3.57646899392385*^9, 3.576469827226514*^9, 3.576470248364854*^9, 3.576470533174554*^9}], Cell[BoxData["20.53019188116236`"], "Output", CellChangeTimes->{3.57646899392385*^9, 3.576469827226514*^9, 3.576470248364854*^9, 3.576470533174554*^9}], Cell[BoxData["25.943769218561705`"], "Output", CellChangeTimes->{3.57646899392385*^9, 3.576469827226514*^9, 3.576470248364854*^9, 3.576470533174554*^9}] }, Open ]], Cell[BoxData[{ RowBox[{ RowBox[{"Mij", "=", RowBox[{"Prepend", "[", RowBox[{"Qij", ",", "u"}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"Oij", "=", RowBox[{"Transpose", "[", "Mij", "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"Pij", "=", RowBox[{"Prepend", "[", RowBox[{"Oij", ",", RowBox[{"Prepend", "[", RowBox[{"u", ",", "\"\< \>\""}], "]"}]}], "]"}]}], ";"}]}], "Input", CellChangeTimes->{{3.568045828002715*^9, 3.56804588761042*^9}, 3.5680459828797874`*^9, {3.568046033938677*^9, 3.5680460518787084`*^9}, { 3.568046989190755*^9, 3.5680470284404235`*^9}, {3.568047061028881*^9, 3.568047085567724*^9}, {3.5680471562982483`*^9, 3.568047169199471*^9}, { 3.568047223393966*^9, 3.568047364059413*^9}, {3.568047417286707*^9, 3.5680474225127163`*^9}, {3.5680474583459787`*^9, 3.568047487861231*^9}, { 3.5680475345521126`*^9, 3.5680475468605347`*^9}, {3.5680479168775845`*^9, 3.5680479311516094`*^9}, {3.568048066918648*^9, 3.568048067667449*^9}, { 3.5680483816336*^9, 3.5680483930216208`*^9}, {3.568048424159275*^9, 3.568048450211321*^9}, {3.5680486326224413`*^9, 3.5680486370996494`*^9}, { 3.5680487358166227`*^9, 3.5680487967191296`*^9}, 3.568048834377596*^9, 3.568048984418659*^9, {3.5680490255559316`*^9, 3.5680490790796256`*^9}, { 3.5680491274553103`*^9, 3.5680491280949116`*^9}, {3.5680491782333994`*^9, 3.568049231944294*^9}, {3.568049361533722*^9, 3.5680493691933355`*^9}, { 3.568049422171028*^9, 3.568049427490638*^9}, {3.568049476427923*^9, 3.5680495489368505`*^9}, {3.568049620634577*^9, 3.5680496274361887`*^9}, { 3.5680496655314555`*^9, 3.568049693876705*^9}, 3.568049746573598*^9, { 3.568049846460573*^9, 3.568049932759925*^9}, {3.568050009059659*^9, 3.5680500167348723`*^9}, {3.5680501572755194`*^9, 3.568050179911159*^9}, 3.5681087021497335`*^9, {3.5726244549749556`*^9, 3.5726244687341795`*^9}, 3.572624583643982*^9, {3.574656664645282*^9, 3.5746566773749037`*^9}, { 3.574656980265036*^9, 3.5746569955686626`*^9}}], Cell[CellGroupData[{ Cell[BoxData[{ RowBox[{ RowBox[{"Eij", "=", RowBox[{"Table", "[", RowBox[{ RowBox[{"If", "[", RowBox[{ RowBox[{"i", "\[GreaterEqual]", "j"}], ",", RowBox[{"Dij", "[", RowBox[{"[", RowBox[{"i", ",", "j"}], "]"}], "]"}], ",", "0"}], "]"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", RowBox[{"bc", "-", "1"}]}], "}"}], ",", RowBox[{"{", RowBox[{"j", ",", "1", ",", RowBox[{"bc", "-", "1"}]}], "}"}]}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{"CD", "=", RowBox[{"Select", "[", RowBox[{ RowBox[{"Flatten", "[", "Eij", "]"}], ",", RowBox[{ RowBox[{"(", RowBox[{ RowBox[{"#", "\[GreaterEqual]", "2.4"}], " ", "&&", RowBox[{"#", "\[LessEqual]", "2.6"}]}], ")"}], " ", "&"}]}], "]"}]}], "\[IndentingNewLine]", RowBox[{ RowBox[{"Mean", "[", "CD", "]"}], " ", "\[PlusMinus]", " ", RowBox[{"StandardDeviation", "[", "CD", "]"}]}], "\n", RowBox[{"CC", "=", RowBox[{"Select", "[", RowBox[{ RowBox[{"Flatten", "[", "Eij", "]"}], ",", RowBox[{ RowBox[{"(", RowBox[{"#", "\[GreaterEqual]", "2.6"}], ")"}], " ", "&"}]}], "]"}]}], "\n", RowBox[{ RowBox[{ RowBox[{"Mean", "[", "CC", "]"}], " ", "\[PlusMinus]", " ", RowBox[{"StandardDeviation", "[", "CC", "]"}]}], " "}], "\n", RowBox[{ RowBox[{"Eij", "=", RowBox[{"Table", "[", RowBox[{ RowBox[{"If", "[", RowBox[{ RowBox[{"i", "\[GreaterEqual]", "j"}], ",", RowBox[{"Dij", "[", RowBox[{"[", RowBox[{"i", ",", "j"}], "]"}], "]"}], ",", "0"}], "]"}], ",", RowBox[{"{", RowBox[{"i", ",", RowBox[{"bc", "+", "1"}], ",", "n"}], "}"}], ",", RowBox[{"{", RowBox[{"j", ",", "1", ",", RowBox[{"bc", "-", "1"}]}], "}"}]}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{"CH", "=", RowBox[{"Select", "[", RowBox[{ RowBox[{"Flatten", "[", "Eij", "]"}], ",", RowBox[{ RowBox[{"(", RowBox[{ RowBox[{"#", ">", "0"}], " ", "&&", RowBox[{"#", "\[LessEqual]", "2.1"}]}], ")"}], " ", "&"}]}], "]"}]}], "\[IndentingNewLine]", RowBox[{ RowBox[{"Mean", "[", "CH", "]"}], " ", "\[PlusMinus]", " ", RowBox[{"StandardDeviation", "[", "CH", "]"}]}]}], "Input", CellChangeTimes->{{3.568045828002715*^9, 3.56804588761042*^9}, 3.5680459828797874`*^9, {3.568046033938677*^9, 3.5680460518787084`*^9}, { 3.568046989190755*^9, 3.5680470284404235`*^9}, {3.568047061028881*^9, 3.568047085567724*^9}, {3.5680471562982483`*^9, 3.568047169199471*^9}, { 3.568047223393966*^9, 3.568047364059413*^9}, {3.568047417286707*^9, 3.5680474225127163`*^9}, {3.5680474583459787`*^9, 3.568047487861231*^9}, { 3.5680475345521126`*^9, 3.5680475468605347`*^9}, {3.5680479168775845`*^9, 3.5680479311516094`*^9}, {3.568048066918648*^9, 3.568048067667449*^9}, { 3.5680483816336*^9, 3.5680483930216208`*^9}, {3.568048424159275*^9, 3.568048450211321*^9}, {3.5680486326224413`*^9, 3.5680486370996494`*^9}, { 3.5680487358166227`*^9, 3.5680487967191296`*^9}, 3.568048834377596*^9, 3.568048984418659*^9, {3.5680490255559316`*^9, 3.5680490790796256`*^9}, { 3.5680491274553103`*^9, 3.5680491280949116`*^9}, {3.5680491782333994`*^9, 3.568049231944294*^9}, {3.568049361533722*^9, 3.5680493691933355`*^9}, { 3.568049422171028*^9, 3.568049427490638*^9}, {3.568049476427923*^9, 3.5680495489368505`*^9}, {3.568049620634577*^9, 3.5680496274361887`*^9}, { 3.5680496655314555`*^9, 3.568049693876705*^9}, 3.568049746573598*^9, { 3.568049846460573*^9, 3.568049932759925*^9}, {3.568050009059659*^9, 3.5680500167348723`*^9}, {3.5680501572755194`*^9, 3.568050179911159*^9}, 3.5681087021497335`*^9, {3.5726244549749556`*^9, 3.5726244687341795`*^9}, 3.572624583643982*^9, {3.574656664645282*^9, 3.5746566773749037`*^9}, { 3.574656980265036*^9, 3.5746569955686626`*^9}}], Cell[BoxData[ RowBox[{"{", RowBox[{ "2.5825118010560026`", ",", "2.478676422175762`", ",", "2.4980804414652984`"}], "}"}]], "Output", CellChangeTimes->{3.5764689939394503`*^9, 3.5764698272577143`*^9, 3.576470248380454*^9, 3.576470533190154*^9}], Cell[BoxData[ RowBox[{"2.5197562215656877`", "\[PlusMinus]", "0.05520711964068679`"}]], "Output", CellChangeTimes->{3.5764689939394503`*^9, 3.5764698272577143`*^9, 3.576470248380454*^9, 3.576470533190154*^9}], Cell[BoxData[ RowBox[{"{", RowBox[{ "2.8606295401149406`", ",", "2.8951999320026536`", ",", "2.8571028715325317`", ",", "2.8500309245068807`", ",", "2.823202676078528`", ",", "2.787061733856846`", ",", "2.7561986955367384`"}], "}"}]], "Output", CellChangeTimes->{3.5764689939394503`*^9, 3.5764698272577143`*^9, 3.576470248380454*^9, 3.5764705332057543`*^9}], Cell[BoxData[ RowBox[{"2.832775196232731`", "\[PlusMinus]", "0.04762286267497`"}]], "Output", CellChangeTimes->{3.5764689939394503`*^9, 3.5764698272577143`*^9, 3.576470248380454*^9, 3.5764705332057543`*^9}], Cell[BoxData[ RowBox[{"{", RowBox[{ "2.021903469568369`", ",", "2.0219930182957855`", ",", "2.0220129292815403`", ",", "2.022002308406599`", ",", "2.021942223983179`", ",", "1.8897400304075747`", ",", "2.0219369792010404`", ",", "2.0219986314651015`", ",", "1.814071170358538`", ",", "1.8897266274834141`", ",", "1.889625050124902`", ",", "1.8141253495650416`"}], "}"}]], "Output", CellChangeTimes->{3.5764689939394503`*^9, 3.5764698272577143`*^9, 3.576470248380454*^9, 3.5764705332057543`*^9}], Cell[BoxData[ RowBox[{"1.9542564823450903`", "\[PlusMinus]", "0.08732808936692438`"}]], "Output", CellChangeTimes->{3.5764689939394503`*^9, 3.5764698272577143`*^9, 3.576470248380454*^9, 3.5764705332057543`*^9}] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{ RowBox[{"(*", " ", RowBox[{"count", " ", "C", " ", "atoms"}], " ", "*)"}], "\[IndentingNewLine]", RowBox[{ RowBox[{ RowBox[{"nc", "=", "0"}], ";"}], " ", "\n", RowBox[{"For", "[", RowBox[{ RowBox[{"i", "=", "1"}], ",", RowBox[{"i", "<", RowBox[{"bc", "+", "1"}]}], ",", RowBox[{"i", "++"}], ",", RowBox[{"If", "[", RowBox[{ RowBox[{ RowBox[{"u", "[", RowBox[{"[", "i", "]"}], "]"}], "\[Equal]", "\"\\""}], ",", RowBox[{"nc", "=", RowBox[{"nc", "+", "1"}]}], ",", "nc"}], "]"}]}], "]"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"cnt", "=", RowBox[{"Table", "[", RowBox[{"0", ",", RowBox[{"{", "nc", "}"}]}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"pri", "=", "cnt"}], ";", " ", RowBox[{"sec", "=", "cnt"}], ";", RowBox[{"ter", "=", "cnt"}], ";", " ", RowBox[{"qua", "=", "cnt"}], ";"}], "\[IndentingNewLine]", "nc"}]}]], "Input", CellChangeTimes->{{3.568045828002715*^9, 3.56804588761042*^9}, 3.5680459828797874`*^9, {3.568046033938677*^9, 3.5680460518787084`*^9}, { 3.568046989190755*^9, 3.5680470284404235`*^9}, {3.568047061028881*^9, 3.568047085567724*^9}, {3.5680471562982483`*^9, 3.568047169199471*^9}, { 3.568047223393966*^9, 3.568047364059413*^9}, {3.568047417286707*^9, 3.5680474225127163`*^9}, {3.5680474583459787`*^9, 3.568047487861231*^9}, { 3.5680475345521126`*^9, 3.5680475468605347`*^9}, {3.5680479168775845`*^9, 3.5680479311516094`*^9}, {3.568048066918648*^9, 3.568048067667449*^9}, { 3.5680483816336*^9, 3.5680483930216208`*^9}, {3.568048424159275*^9, 3.568048450211321*^9}, {3.5680486326224413`*^9, 3.5680486370996494`*^9}, { 3.5680487358166227`*^9, 3.5680487967191296`*^9}, 3.568048834377596*^9, 3.568048984418659*^9, {3.5680490255559316`*^9, 3.5680490790796256`*^9}, { 3.5680491274553103`*^9, 3.5680491280949116`*^9}, {3.5680491782333994`*^9, 3.568049231944294*^9}, {3.568049361533722*^9, 3.5680493691933355`*^9}, { 3.568049422171028*^9, 3.568049427490638*^9}, {3.568049476427923*^9, 3.5680495489368505`*^9}, {3.568049620634577*^9, 3.5680496274361887`*^9}, { 3.5680496655314555`*^9, 3.568049693876705*^9}, 3.568049746573598*^9, { 3.568049846460573*^9, 3.568049932759925*^9}, {3.568050009059659*^9, 3.5680500167348723`*^9}, {3.5680501572755194`*^9, 3.568050179911159*^9}, 3.5681087021497335`*^9, {3.5726244549749556`*^9, 3.5726244687341795`*^9}, 3.572624583643982*^9, {3.574656664645282*^9, 3.5746566836773148`*^9}, { 3.5746567220533824`*^9, 3.5746567296193953`*^9}}], Cell[BoxData["7"], "Output", CellChangeTimes->{3.57646899395505*^9, 3.5764698272733145`*^9, 3.5764702483960543`*^9, 3.5764705332213545`*^9}] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{ RowBox[{"(*", " ", RowBox[{"count", " ", "O", " ", "atoms"}], " ", "*)"}], "\[IndentingNewLine]", RowBox[{ RowBox[{ RowBox[{"no", "=", "0"}], ";"}], " ", "\n", RowBox[{"For", "[", RowBox[{ RowBox[{"i", "=", "1"}], ",", RowBox[{"i", "<", RowBox[{"bc", "+", "1"}]}], ",", RowBox[{"i", "++"}], ",", RowBox[{"If", "[", RowBox[{ RowBox[{ RowBox[{"u", "[", RowBox[{"[", "i", "]"}], "]"}], "\[Equal]", "\"\\""}], ",", RowBox[{"no", "=", RowBox[{"no", "+", "1"}]}], ",", "no"}], "]"}]}], "]"}], "\[IndentingNewLine]", "no"}]}]], "Input", CellChangeTimes->{{3.5747778571769943`*^9, 3.5747779085322847`*^9}}], Cell[BoxData["5"], "Output", CellChangeTimes->{3.5764689939706497`*^9, 3.5764698272889147`*^9, 3.576470248411654*^9, 3.576470533236954*^9}] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{ RowBox[{"(*", " ", RowBox[{ "count", " ", "H", " ", "atoms", " ", "bonded", " ", "to", " ", "each", " ", "C", " ", "atom"}], " ", "*)"}], "\[IndentingNewLine]", RowBox[{ RowBox[{ RowBox[{"For", "[", RowBox[{ RowBox[{"j", "=", "1"}], ",", RowBox[{"j", "\[LessEqual]", "nc"}], ",", RowBox[{"j", "++"}], ",", "\[IndentingNewLine]", RowBox[{"For", "[", RowBox[{ RowBox[{"i", "=", RowBox[{"bc", "+", "1"}]}], ",", RowBox[{"i", "\[LessEqual]", "n"}], ",", RowBox[{"i", "++"}], ",", RowBox[{"If", "[", " ", RowBox[{ RowBox[{ RowBox[{"Dij", "[", RowBox[{"[", RowBox[{"i", ",", "j"}], "]"}], "]"}], "\[NotEqual]", "0"}], " ", ",", RowBox[{ RowBox[{"cnt", "[", RowBox[{"[", "j", "]"}], "]"}], "=", RowBox[{ RowBox[{"cnt", "[", RowBox[{"[", "j", "]"}], "]"}], "+", "1"}]}], ",", "0"}], "]"}]}], "]"}]}], "]"}], ";"}], "\[IndentingNewLine]", "cnt"}]}]], "Input", CellChangeTimes->{{3.568045828002715*^9, 3.56804588761042*^9}, 3.5680459828797874`*^9, {3.568046033938677*^9, 3.5680460518787084`*^9}, { 3.568046989190755*^9, 3.5680470284404235`*^9}, {3.568047061028881*^9, 3.568047085567724*^9}, {3.5680471562982483`*^9, 3.568047169199471*^9}, { 3.568047223393966*^9, 3.568047364059413*^9}, {3.568047417286707*^9, 3.5680474225127163`*^9}, {3.5680474583459787`*^9, 3.568047487861231*^9}, { 3.5680475345521126`*^9, 3.5680475468605347`*^9}, {3.5680479168775845`*^9, 3.5680479311516094`*^9}, {3.568048066918648*^9, 3.568048067667449*^9}, { 3.5680483816336*^9, 3.5680483930216208`*^9}, {3.568048424159275*^9, 3.568048450211321*^9}, {3.5680486326224413`*^9, 3.5680486370996494`*^9}, { 3.5680487358166227`*^9, 3.5680487967191296`*^9}, 3.568048834377596*^9, 3.568048984418659*^9, {3.5680490255559316`*^9, 3.5680490790796256`*^9}, { 3.5680491274553103`*^9, 3.5680491280949116`*^9}, {3.5680491782333994`*^9, 3.568049231944294*^9}, {3.568049361533722*^9, 3.5680493691933355`*^9}, { 3.568049422171028*^9, 3.568049427490638*^9}, {3.568049476427923*^9, 3.5680495489368505`*^9}, {3.568049620634577*^9, 3.5680496274361887`*^9}, { 3.5680496655314555`*^9, 3.568049693876705*^9}, 3.568049746573598*^9, { 3.568049846460573*^9, 3.568049932759925*^9}, {3.568050009059659*^9, 3.5680500167348723`*^9}, {3.5680501572755194`*^9, 3.568050179911159*^9}, 3.5681087021497335`*^9, {3.5726244549749556`*^9, 3.5726244687341795`*^9}, 3.572624583643982*^9, {3.574656664645282*^9, 3.5746566836773148`*^9}, { 3.5746567220533824`*^9, 3.5746567296193953`*^9}}], Cell[BoxData[ RowBox[{"{", RowBox[{"1", ",", "2", ",", "2", ",", "0", ",", "0", ",", "0", ",", "2"}], "}"}]], "Output", CellChangeTimes->{3.57646899398625*^9, 3.5764698273045144`*^9, 3.5764702484272537`*^9, 3.576470533252554*^9}] }, Open ]], Cell[BoxData[ RowBox[{ RowBox[{"(*", " ", RowBox[{ RowBox[{"parse", " ", "into", " ", "prim"}], ",", " ", "sec", ",", " ", "tert", ",", " ", RowBox[{ "and", " ", "quart", " ", "C", " ", "cores", " ", "with", " ", "different", " ", "radii"}]}], " ", "*)"}], "\[IndentingNewLine]", RowBox[{"(*", RowBox[{ RowBox[{"n1", "=", "0"}], ";", " ", RowBox[{"n2", "=", "0"}], ";", " ", RowBox[{"n3", "=", "0"}], ";", " ", RowBox[{"n4", "=", "0"}], ";", "\n", RowBox[{"For", "[", RowBox[{ RowBox[{"i", "=", "1"}], ",", RowBox[{"i", "\[LessEqual]", "nc"}], ",", RowBox[{"i", "++"}], ",", "\[IndentingNewLine]", RowBox[{"If", "[", RowBox[{ RowBox[{ RowBox[{"cnt", "[", RowBox[{"[", "i", "]"}], "]"}], "\[Equal]", "3"}], ",", RowBox[{ RowBox[{"n1", "=", RowBox[{"n1", "+", "1"}]}], ";", RowBox[{ RowBox[{"pri", "[", RowBox[{"[", "n1", "]"}], "]"}], "=", "i"}]}], ",", "\[IndentingNewLine]", RowBox[{"If", "[", RowBox[{ RowBox[{ RowBox[{"cnt", "[", RowBox[{"[", "i", "]"}], "]"}], "\[Equal]", "2"}], ",", RowBox[{ RowBox[{"n2", "=", RowBox[{"n2", "+", "1"}]}], ";", RowBox[{ RowBox[{"sec", "[", RowBox[{"[", "n2", "]"}], "]"}], "=", "i"}]}], ",", "\[IndentingNewLine]", RowBox[{"If", "[", RowBox[{ RowBox[{ RowBox[{"cnt", "[", RowBox[{"[", "i", "]"}], "]"}], "\[Equal]", "1"}], ",", RowBox[{ RowBox[{"n3", "=", RowBox[{"n3", "+", "1"}]}], ";", RowBox[{ RowBox[{"ter", "[", RowBox[{"[", "n3", "]"}], "]"}], "=", "i"}]}], ",", "\[IndentingNewLine]", RowBox[{"If", "[", RowBox[{ RowBox[{ RowBox[{"cnt", "[", RowBox[{"[", "i", "]"}], "]"}], "=", "0"}], ",", RowBox[{ RowBox[{"n4", "=", RowBox[{"n4", "+", "1"}]}], ";", RowBox[{ RowBox[{"qua", "[", RowBox[{"[", "n4", "]"}], "]"}], "=", "i"}]}]}], "]"}]}], "]"}]}], "]"}]}], "]"}]}], "]"}], ";", "\[IndentingNewLine]", RowBox[{ RowBox[{"For", " ", "[", RowBox[{ RowBox[{"i", "=", "1"}], ",", " ", RowBox[{"i", "\[LessEqual]", "nc"}], ",", RowBox[{"i", "++"}], ",", RowBox[{"If", "[", RowBox[{ RowBox[{ RowBox[{"pri", "[", RowBox[{"[", "i", "]"}], "]"}], "\[NotEqual]", "0"}], ",", RowBox[{ RowBox[{"u2", "[", RowBox[{"[", RowBox[{"pri", "[", RowBox[{"[", "i", "]"}], "]"}], "]"}], "]"}], "=", "0.259"}]}], "]"}]}], "]"}], "\[IndentingNewLine]", RowBox[{"For", " ", "[", RowBox[{ RowBox[{"i", "=", "1"}], ",", " ", RowBox[{"i", "\[LessEqual]", "nc"}], ",", RowBox[{"i", "++"}], ",", RowBox[{"If", "[", RowBox[{ RowBox[{ RowBox[{"sec", "[", RowBox[{"[", "i", "]"}], "]"}], "\[NotEqual]", "0"}], ",", RowBox[{ RowBox[{"u2", "[", RowBox[{"[", RowBox[{"sec", "[", RowBox[{"[", "i", "]"}], "]"}], "]"}], "]"}], "=", "0.258"}]}], "]"}]}], "]"}], "\[IndentingNewLine]", RowBox[{"For", " ", "[", RowBox[{ RowBox[{"i", "=", "1"}], ",", " ", RowBox[{"i", "\[LessEqual]", "nc"}], ",", RowBox[{"i", "++"}], ",", RowBox[{"If", "[", RowBox[{ RowBox[{ RowBox[{"ter", "[", RowBox[{"[", "i", "]"}], "]"}], "\[NotEqual]", "0"}], ",", RowBox[{ RowBox[{"u2", "[", RowBox[{"[", RowBox[{"ter", "[", RowBox[{"[", "i", "]"}], "]"}], "]"}], "]"}], "=", "0.2595"}]}], "]"}]}], "]"}], "\[IndentingNewLine]", RowBox[{"For", " ", "[", RowBox[{ RowBox[{"i", "=", "1"}], ",", " ", RowBox[{"i", "\[LessEqual]", "nc"}], ",", RowBox[{"i", "++"}], ",", RowBox[{"If", "[", RowBox[{ RowBox[{ RowBox[{"qua", "[", RowBox[{"[", "i", "]"}], "]"}], "\[NotEqual]", "0"}], ",", RowBox[{ RowBox[{"u2", "[", RowBox[{"[", RowBox[{"qua", "[", RowBox[{"[", "i", "]"}], "]"}], "]"}], "]"}], "=", "0.2595"}]}], "]"}]}], "]"}]}]}], "*)"}]}]], "Input", CellChangeTimes->{ 3.574656734486604*^9, 3.5746567701950665`*^9, 3.574656840972391*^9, { 3.574674470271285*^9, 3.574674475481694*^9}, {3.574674526181783*^9, 3.574674528927388*^9}, {3.5746746901536713`*^9, 3.5746746947712793`*^9}, 3.5757079587880955`*^9}], Cell[CellGroupData[{ Cell[BoxData[{ RowBox[{ RowBox[{"con", "=", RowBox[{"Table", "[", RowBox[{ RowBox[{"{", "i", "}"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", "n"}], "}"}]}], "]"}]}], ";", " ", RowBox[{"conj", "=", RowBox[{"Table", "[", RowBox[{"0", ",", RowBox[{"{", "nc", "}"}]}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"For", "[", RowBox[{ RowBox[{"i", "=", "1"}], ",", RowBox[{"i", "\[LessEqual]", "n"}], ",", RowBox[{"i", "++"}], ",", "\[IndentingNewLine]", RowBox[{"For", "[", RowBox[{ RowBox[{"j", "=", "1"}], ",", RowBox[{"j", "\[LessEqual]", "n"}], ",", RowBox[{"j", "++"}], ",", RowBox[{"If", "[", " ", RowBox[{ RowBox[{ RowBox[{"Dij", "[", RowBox[{"[", RowBox[{"i", ",", "j"}], "]"}], "]"}], "\[NotEqual]", "0"}], " ", ",", RowBox[{ RowBox[{"con", "[", RowBox[{"[", "i", "]"}], "]"}], "=", RowBox[{"{", RowBox[{ RowBox[{"con", "[", RowBox[{"[", "i", "]"}], "]"}], ",", "j"}], "}"}]}]}], "]"}]}], "]"}]}], "]"}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{ RowBox[{"conn", "=", RowBox[{"Table", "[", RowBox[{ RowBox[{"Flatten", "[", RowBox[{"con", "[", RowBox[{"[", "i", "]"}], "]"}], "]"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", "n"}], "}"}]}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{"(*", RowBox[{ RowBox[{ RowBox[{"conn", "[", RowBox[{"[", "10", "]"}], "]"}], "=", RowBox[{"{", RowBox[{"10", ",", "7", ",", "11", ",", "17"}], "}"}]}], ";"}], "*)"}], "\[IndentingNewLine]", RowBox[{"(*", " ", RowBox[{ "identify", " ", "C", " ", "atoms", " ", "at", " ", "double", " ", "bonds"}], " ", "*)"}]}], "\[IndentingNewLine]", RowBox[{ RowBox[{"j", "=", "0"}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"For", "[", RowBox[{ RowBox[{"i", "=", "1"}], ",", RowBox[{"i", "\[LessEqual]", "nc"}], ",", RowBox[{"i", "++"}], ",", RowBox[{"If", "[", RowBox[{ RowBox[{"(", RowBox[{ RowBox[{ RowBox[{"Length", "[", RowBox[{"conn", "[", RowBox[{"[", "i", "]"}], "]"}], "]"}], "\[Equal]", "4"}], " ", "&&", " ", RowBox[{ RowBox[{"u", "[", RowBox[{"[", RowBox[{"conn", "[", RowBox[{"[", RowBox[{"i", ",", "4"}], "]"}], "]"}], "]"}], "]"}], "\[NotEqual]", "\"\\""}]}], ")"}], ",", RowBox[{ RowBox[{"j", "=", RowBox[{"j", "+", "1"}]}], ";", RowBox[{ RowBox[{"conj", "[", RowBox[{"[", "j", "]"}], "]"}], "=", "i"}]}]}], "]"}]}], "]"}], ";"}], "\[IndentingNewLine]", RowBox[{"conj", "=", RowBox[{"Take", "[", RowBox[{"conj", ",", RowBox[{"{", RowBox[{"1", ",", "j"}], "}"}]}], "]"}]}], "\[IndentingNewLine]", RowBox[{"nj", "=", RowBox[{"Length", "[", "conj", "]"}]}], "\[IndentingNewLine]", RowBox[{"MatrixForm", "[", RowBox[{"conn", ",", " ", RowBox[{"TableAlignments", "\[Rule]", "Left"}]}], "]"}]}], "Input", CellChangeTimes->{{3.568045828002715*^9, 3.56804588761042*^9}, 3.5680459828797874`*^9, {3.568046033938677*^9, 3.5680460518787084`*^9}, { 3.568046989190755*^9, 3.5680470284404235`*^9}, {3.568047061028881*^9, 3.568047085567724*^9}, {3.5680471562982483`*^9, 3.568047169199471*^9}, { 3.568047223393966*^9, 3.568047364059413*^9}, {3.568047417286707*^9, 3.5680474225127163`*^9}, {3.5680474583459787`*^9, 3.568047487861231*^9}, { 3.5680475345521126`*^9, 3.5680475468605347`*^9}, {3.5680479168775845`*^9, 3.5680479311516094`*^9}, {3.568048066918648*^9, 3.568048067667449*^9}, { 3.5680483816336*^9, 3.5680483930216208`*^9}, {3.568048424159275*^9, 3.568048450211321*^9}, {3.5680486326224413`*^9, 3.5680486370996494`*^9}, { 3.5680487358166227`*^9, 3.5680487967191296`*^9}, 3.568048834377596*^9, 3.568048984418659*^9, {3.5680490255559316`*^9, 3.5680490790796256`*^9}, { 3.5680491274553103`*^9, 3.5680491280949116`*^9}, {3.5680491782333994`*^9, 3.568049231944294*^9}, {3.568049361533722*^9, 3.5680493691933355`*^9}, { 3.568049422171028*^9, 3.568049427490638*^9}, {3.568049476427923*^9, 3.5680495489368505`*^9}, {3.568049620634577*^9, 3.5680496274361887`*^9}, { 3.5680496655314555`*^9, 3.568049693876705*^9}, 3.568049746573598*^9, { 3.568049846460573*^9, 3.568049932759925*^9}, {3.568050009059659*^9, 3.5680500167348723`*^9}, {3.5680501572755194`*^9, 3.568050179911159*^9}, 3.5681087021497335`*^9, {3.5726244549749556`*^9, 3.5726244687341795`*^9}, { 3.572624511540655*^9, 3.5726245129758577`*^9}, {3.5726259545431895`*^9, 3.5726259555883913`*^9}, {3.5726268385811424`*^9, 3.5726268436979513`*^9}, {3.5727156260686264`*^9, 3.5727156464110622`*^9}, 3.572767008717453*^9, 3.572767169428935*^9, {3.5727947272385855`*^9, 3.5727947348669987`*^9}, {3.5733216830258026`*^9, 3.573321731307887*^9}, 3.5746648213532076`*^9, 3.5747423225955195`*^9, {3.5747806605331182`*^9, 3.5747807483924723`*^9}, {3.5747809586028414`*^9, 3.57478099722851*^9}}], Cell[BoxData[ RowBox[{"{", "}"}]], "Output", CellChangeTimes->{3.57646899400185*^9, 3.5764698273357143`*^9, 3.576470248458454*^9, 3.576470533268154*^9}], Cell[BoxData["0"], "Output", CellChangeTimes->{3.57646899400185*^9, 3.5764698273357143`*^9, 3.576470248458454*^9, 3.576470533268154*^9}], Cell[BoxData[ TagBox[ RowBox[{"(", "\[NoBreak]", TagBox[GridBox[{ { RowBox[{"{", RowBox[{"1", ",", "2", ",", "4", ",", "8", ",", "15"}], "}"}]}, { RowBox[{"{", RowBox[{"2", ",", "1", ",", "3", ",", "16", ",", "17"}], "}"}]}, { RowBox[{"{", RowBox[{"3", ",", "2", ",", "6", ",", "18", ",", "19"}], "}"}]}, { RowBox[{"{", RowBox[{"4", ",", "1", ",", "10", ",", "11"}], "}"}]}, { RowBox[{"{", RowBox[{"5", ",", "7", ",", "8", ",", "13"}], "}"}]}, { RowBox[{"{", RowBox[{"6", ",", "3", ",", "12", ",", "14"}], "}"}]}, { RowBox[{"{", RowBox[{"7", ",", "5", ",", "9", ",", "21", ",", "22"}], "}"}]}, { RowBox[{"{", RowBox[{"8", ",", "1", ",", "5", ",", "20"}], "}"}]}, { RowBox[{"{", RowBox[{"9", ",", "7", ",", "24", ",", "25"}], "}"}]}, { RowBox[{"{", RowBox[{"10", ",", "4", ",", "23"}], "}"}]}, { RowBox[{"{", RowBox[{"11", ",", "4"}], "}"}]}, { RowBox[{"{", RowBox[{"12", ",", "6", ",", "26"}], "}"}]}, { RowBox[{"{", RowBox[{"13", ",", "5"}], "}"}]}, { RowBox[{"{", RowBox[{"14", ",", "6"}], "}"}]}, { RowBox[{"{", RowBox[{"15", ",", "1"}], "}"}]}, { RowBox[{"{", RowBox[{"16", ",", "2"}], "}"}]}, { RowBox[{"{", RowBox[{"17", ",", "2"}], "}"}]}, { RowBox[{"{", RowBox[{"18", ",", "3"}], "}"}]}, { RowBox[{"{", RowBox[{"19", ",", "3"}], "}"}]}, { RowBox[{"{", RowBox[{"20", ",", "8"}], "}"}]}, { RowBox[{"{", RowBox[{"21", ",", "7"}], "}"}]}, { RowBox[{"{", RowBox[{"22", ",", "7"}], "}"}]}, { RowBox[{"{", RowBox[{"23", ",", "10"}], "}"}]}, { RowBox[{"{", RowBox[{"24", ",", "9"}], "}"}]}, { RowBox[{"{", RowBox[{"25", ",", "9"}], "}"}]}, { RowBox[{"{", RowBox[{"26", ",", "12"}], "}"}]} }, GridBoxAlignment->{ "Columns" -> {{Left}}, "ColumnsIndexed" -> {}, "Rows" -> {{Baseline}}, "RowsIndexed" -> {}}, GridBoxSpacings->{"Columns" -> { Offset[0.27999999999999997`], { Offset[0.5599999999999999]}, Offset[0.27999999999999997`]}, "ColumnsIndexed" -> {}, "Rows" -> { Offset[0.2], { Offset[0.4]}, Offset[0.2]}, "RowsIndexed" -> {}}], Column], "\[NoBreak]", ")"}], Function[BoxForm`e$, MatrixForm[BoxForm`e$, TableAlignments -> Left]]]], "Output", CellChangeTimes->{3.57646899400185*^9, 3.5764698273357143`*^9, 3.576470248458454*^9, 3.576470533268154*^9}] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"\[IndentingNewLine]", RowBox[{ RowBox[{ RowBox[{"j", "=", "0"}], ";", " ", RowBox[{"h", "=", "0"}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"coco", "=", RowBox[{"Table", "[", RowBox[{ RowBox[{"{", RowBox[{"0", ",", "0", ",", "0", ",", "0"}], "}"}], ",", RowBox[{"{", "no", "}"}]}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"coch", "=", "coco"}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"For", "[", RowBox[{ RowBox[{"i", "=", RowBox[{"nc", "+", "1"}]}], ",", " ", RowBox[{"i", "\[LessEqual]", RowBox[{"nc", "+", "no"}]}], ",", " ", RowBox[{"i", "++"}], ",", RowBox[{"If", "[", RowBox[{ RowBox[{ RowBox[{"Length", "[", RowBox[{"conn", "[", RowBox[{"[", "i", "]"}], "]"}], "]"}], "\[Equal]", "2"}], ",", RowBox[{ RowBox[{"j", "=", RowBox[{"j", "+", "1"}]}], ";", RowBox[{ RowBox[{"coco", "[", RowBox[{"[", "j", "]"}], "]"}], "=", RowBox[{"Join", "[", RowBox[{ RowBox[{"{", RowBox[{"conn", "[", RowBox[{"[", RowBox[{"i", ",", "1"}], "]"}], "]"}], "}"}], ",", RowBox[{"Take", "[", RowBox[{ RowBox[{"conn", "[", RowBox[{"[", RowBox[{"conn", "[", RowBox[{"[", RowBox[{"i", ",", "2"}], "]"}], "]"}], "]"}], "]"}], ",", "3"}], "]"}]}], "]"}]}]}], ",", RowBox[{ RowBox[{"h", "=", RowBox[{"h", "+", "1"}]}], ";", RowBox[{ RowBox[{"coch", "[", RowBox[{"[", "h", "]"}], "]"}], "=", RowBox[{"conn", "[", RowBox[{"[", "i", "]"}], "]"}]}]}]}], "]"}]}], "]"}], ";"}], "\[IndentingNewLine]", RowBox[{"coco", "=", RowBox[{"Take", "[", RowBox[{"coco", ",", RowBox[{"{", RowBox[{"1", ",", "j"}], "}"}]}], "]"}]}], "\[IndentingNewLine]", RowBox[{"coch", "=", RowBox[{"Take", "[", RowBox[{"coch", ",", RowBox[{"{", RowBox[{"1", ",", "h"}], "}"}]}], "]"}]}], "\[IndentingNewLine]", RowBox[{"oj", "=", RowBox[{"Length", "[", "coco", "]"}]}], "\[IndentingNewLine]", RowBox[{"hj", "=", RowBox[{"Length", "[", "coch", "]"}]}]}]}]], "Input", CellChangeTimes->{{3.568108824079547*^9, 3.568109012824279*^9}, { 3.568109558076436*^9, 3.568109588168889*^9}, {3.5681097523435774`*^9, 3.5681097637783976`*^9}, {3.5681100381828794`*^9, 3.5681101616726966`*^9}, {3.5681102015307665`*^9, 3.5681102288464146`*^9}, {3.568110263743676*^9, 3.568110267331682*^9}, { 3.5681103163469687`*^9, 3.5681103268925867`*^9}, {3.5681106443375444`*^9, 3.5681106916368275`*^9}, 3.568110873002746*^9, {3.5681109388660617`*^9, 3.5681110268970165`*^9}, {3.568111092526332*^9, 3.568111123461186*^9}, { 3.5681111884196997`*^9, 3.568111192756508*^9}, {3.5681112268113675`*^9, 3.568111366213212*^9}, {3.568111434946933*^9, 3.568111463354583*^9}, { 3.568111544396725*^9, 3.568111547625931*^9}, {3.5681116856081734`*^9, 3.5681117131422215`*^9}, {3.568111864696488*^9, 3.5681119835998964`*^9}, 3.5681120218355637`*^9, {3.56811206543764*^9, 3.568112066389242*^9}, { 3.568112332369709*^9, 3.5681123404505234`*^9}, {3.568112505935614*^9, 3.56811251481203*^9}, {3.5681125623609133`*^9, 3.568112569006525*^9}, { 3.568112648067464*^9, 3.568112734210815*^9}, {3.568112764443668*^9, 3.5681127697320776`*^9}, {3.5681128018681335`*^9, 3.568112843426607*^9}, { 3.568112884641879*^9, 3.5681128887602863`*^9}, {3.5681129663080225`*^9, 3.5681129699584293`*^9}, {3.568113133789917*^9, 3.568113227936082*^9}, { 3.5681132946885996`*^9, 3.5681133044698167`*^9}, {3.568113502200164*^9, 3.568113507348173*^9}, 3.56811354556824*^9, {3.5681222886191964`*^9, 3.5681222896019983`*^9}, {3.568207424138049*^9, 3.5682074415164795`*^9}, 3.568277923134914*^9, 3.568883508322016*^9, 3.568883588350157*^9, 3.5688836441982546`*^9, {3.5703421313965206`*^9, 3.5703421386505337`*^9}, { 3.570342288098796*^9, 3.5703424924279547`*^9}, 3.5709745658726373`*^9, 3.5709746291463485`*^9, {3.5709747534473667`*^9, 3.5709747617933817`*^9}, { 3.5709749537361183`*^9, 3.570975034747061*^9}, {3.5709751055243855`*^9, 3.5709751213584127`*^9}, {3.5709751694532976`*^9, 3.570975200060551*^9}, { 3.571073358435503*^9, 3.5710734289632273`*^9}, {3.571204792969243*^9, 3.571204820940092*^9}, {3.5712048565705547`*^9, 3.571204860002561*^9}, 3.571204896881026*^9, {3.571204943556308*^9, 3.571204987485985*^9}, 3.5712053579722357`*^9, 3.5712054148187356`*^9, 3.5712055260469313`*^9, { 3.571205631237916*^9, 3.5712056608311677`*^9}, {3.571206377683627*^9, 3.5712064172296963`*^9}, {3.571206525727887*^9, 3.571206547427525*^9}, { 3.5712066764397516`*^9, 3.5712067106974115`*^9}, {3.571206757949895*^9, 3.5712067585114956`*^9}, {3.5712073458681273`*^9, 3.571207357053347*^9}, { 3.5712075532392917`*^9, 3.5712076608170805`*^9}, {3.571208007434089*^9, 3.571208247690111*^9}, {3.571208301057805*^9, 3.5712083308850574`*^9}, { 3.571208811958702*^9, 3.571208871488407*^9}, {3.5712089993618317`*^9, 3.5712089996582317`*^9}, {3.5712091105588264`*^9, 3.571209160744115*^9}, { 3.5712092989135575`*^9, 3.5712093003643603`*^9}, {3.571209369940482*^9, 3.5712093926073227`*^9}, {3.5712094586578383`*^9, 3.5712094836958823`*^9}, {3.5712104228175316`*^9, 3.571210434267952*^9}, 3.571210475358424*^9, 3.5712108629099045`*^9, {3.571210903969177*^9, 3.5712109929361334`*^9}, {3.5712110295961976`*^9, 3.5712110392214146`*^9}, {3.571211240071767*^9, 3.5712112940946617`*^9}, { 3.571211404496056*^9, 3.5712114190976815`*^9}, {3.5712115264882703`*^9, 3.5712115363942876`*^9}, {3.571211575924757*^9, 3.5712116183724318`*^9}, { 3.5712116597281046`*^9, 3.571211695062166*^9}, {3.5712117551222715`*^9, 3.5712117807531166`*^9}, {3.571211826835598*^9, 3.5712118443232284`*^9}, { 3.571211962540236*^9, 3.5712119670174437`*^9}, 3.5712123580321307`*^9, { 3.5712123994658036`*^9, 3.571212411181424*^9}, {3.5712172605092583`*^9, 3.571217297153723*^9}, {3.571223622762637*^9, 3.57122364145147*^9}, { 3.5712237454256525`*^9, 3.571223750745262*^9}, {3.571223964808838*^9, 3.571224009097316*^9}, {3.57122674689975*^9, 3.5712267784742055`*^9}, { 3.5712269848157682`*^9, 3.57122698582977*^9}, {3.5712270624259043`*^9, 3.5712270629563055`*^9}, {3.571227212438168*^9, 3.571227212999769*^9}, { 3.571227409778515*^9, 3.5712274489969835`*^9}, {3.571227502177477*^9, 3.571227514127098*^9}, {3.57122758356282*^9, 3.5712276390521173`*^9}, 3.5712276745889797`*^9, {3.571227712746647*^9, 3.5712277584703274`*^9}, { 3.5712349496076813`*^9, 3.571234988008148*^9}, {3.5712351855668955`*^9, 3.5712353359043593`*^9}, {3.5712355859883986`*^9, 3.571235653661318*^9}, { 3.5712356890109797`*^9, 3.571235702208603*^9}, {3.5712449764989214`*^9, 3.5712449799309273`*^9}, {3.5712450401778336`*^9, 3.571245051456653*^9}, { 3.5712450868687153`*^9, 3.5712450934831266`*^9}, {3.571299135517318*^9, 3.571299166342972*^9}, {3.5713069890574045`*^9, 3.5713071726697273`*^9}, { 3.571307301791154*^9, 3.571307304536759*^9}, {3.571307397731323*^9, 3.571307405702937*^9}, {3.571311846659932*^9, 3.5713118507939396`*^9}, { 3.571317129094411*^9, 3.5713171472216425`*^9}, {3.5713172653138494`*^9, 3.5713172753602676`*^9}, {3.5713216932693615`*^9, 3.5713216983081703`*^9}, {3.5713370477995405`*^9, 3.5713370593279605`*^9}, {3.571404339740199*^9, 3.5714046172178864`*^9}, { 3.571404755449729*^9, 3.571404853246301*^9}, {3.571405069743481*^9, 3.571405208989326*^9}, {3.571405268612631*^9, 3.571405277442246*^9}, { 3.5714053796536255`*^9, 3.5714054114932814`*^9}, {3.571405595448805*^9, 3.5714056194884467`*^9}, {3.5714056687221336`*^9, 3.571405677660949*^9}, 3.5714067334520035`*^9, {3.57140676532286*^9, 3.5714067706580687`*^9}, { 3.571406950729185*^9, 3.571406989495253*^9}, {3.5714071848855963`*^9, 3.571407190579606*^9}, 3.5714072350240846`*^9, {3.571412503236558*^9, 3.5714125080413666`*^9}, {3.571412540879424*^9, 3.571412607787942*^9}, { 3.571412668378448*^9, 3.5714128101202965`*^9}, {3.5714128643147917`*^9, 3.571412873862009*^9}, {3.571412908150869*^9, 3.57141290869687*^9}, { 3.571413012374652*^9, 3.5714130213290677`*^9}, {3.571413054603926*^9, 3.5714130713583555`*^9}, 3.5714133323156137`*^9, {3.571730171730853*^9, 3.571730182494872*^9}, {3.5717303501171665`*^9, 3.5717303600855846`*^9}, { 3.5717305482375145`*^9, 3.5717305527147226`*^9}, {3.571760865342704*^9, 3.5717608700695124`*^9}, {3.57176111957635*^9, 3.5717611228835564`*^9}, 3.571761174316847*^9, {3.5717620076459103`*^9, 3.571762008441512*^9}, { 3.571765525077688*^9, 3.571765573718574*^9}, {3.572601603410675*^9, 3.572601639665139*^9}, {3.57260238631365*^9, 3.5726023989340725`*^9}, 3.5726046985809116`*^9, {3.5726052623971024`*^9, 3.572605269729115*^9}, { 3.572606450370389*^9, 3.5726064833176465`*^9}, {3.5726065169513054`*^9, 3.572606523955718*^9}, {3.5726066452459307`*^9, 3.572606662468361*^9}, { 3.5726068118542233`*^9, 3.5726068309330573`*^9}, {3.5726082044218693`*^9, 3.5726082108178806`*^9}, {3.5726129520308228`*^9, 3.5726129692220526`*^9}, {3.5726130228861475`*^9, 3.5726130532750006`*^9}, {3.572624083881504*^9, 3.572624093631521*^9}, { 3.5726247901883445`*^9, 3.572624801233164*^9}, {3.5726249931759005`*^9, 3.572625014937939*^9}, {3.572626882386019*^9, 3.5726268865668263`*^9}, { 3.5726673740642943`*^9, 3.572667386154316*^9}, {3.572707186162225*^9, 3.5727071892978306`*^9}, {3.5727073766385593`*^9, 3.5727073777617617`*^9}, 3.5727091442464643`*^9, 3.572709305488347*^9, {3.5727105300904984`*^9, 3.5727105312605004`*^9}, 3.5727107350904584`*^9, 3.5727108467086544`*^9, 3.572710916331577*^9, {3.5728420867264705`*^9, 3.5728421164913225`*^9}, { 3.572850453192765*^9, 3.5728504884332275`*^9}, {3.5731485879383316`*^9, 3.5731485959879456`*^9}, {3.5731825263710723`*^9, 3.573182535403488*^9}, { 3.5733139065045433`*^9, 3.5733140549856043`*^9}, 3.574655628725462*^9, 3.574657123722888*^9, {3.5746628507577467`*^9, 3.574662854080552*^9}, { 3.5747411461662536`*^9, 3.5747411501130605`*^9}, {3.5747732863761578`*^9, 3.5747733212266192`*^9}, {3.574777246966323*^9, 3.5747777516272087`*^9}, { 3.574778090990205*^9, 3.5747782123584185`*^9}, {3.5747782626217065`*^9, 3.5747782672393146`*^9}, {3.57477829882937*^9, 3.57477835005986*^9}, { 3.5747784095115643`*^9, 3.5747784447520266`*^9}, {3.5747785201625586`*^9, 3.574778535122985*^9}, {3.5747785781478605`*^9, 3.574778578319461*^9}, { 3.5747786106427174`*^9, 3.574778688830055*^9}, {3.5747787248193183`*^9, 3.5747787708393993`*^9}, 3.574778803895857*^9, {3.5747790916071625`*^9, 3.5747790975975733`*^9}, {3.574779153835672*^9, 3.574779165457692*^9}, { 3.5747792016185555`*^9, 3.574779212008174*^9}, {3.5747792458290334`*^9, 3.5747792599314585`*^9}, {3.5747792935339174`*^9, 3.574779301552331*^9}, { 3.574779474915436*^9, 3.574779529047531*^9}, {3.5747795770176153`*^9, 3.574779592914043*^9}, {3.5747796386065235`*^9, 3.574779641742129*^9}, { 3.574779726762278*^9, 3.57477972782308*^9}, 3.5747798402368774`*^9, { 3.5747800908513174`*^9, 3.5747801971811047`*^9}, {3.5747802368675737`*^9, 3.5747802741828394`*^9}, {3.574780331856141*^9, 3.574780343462561*^9}, { 3.574780380434626*^9, 3.5747803867058372`*^9}, {3.5747804240679026`*^9, 3.574780436781925*^9}, {3.574780765302902*^9, 3.574780854581859*^9}, { 3.574785122296955*^9, 3.574785156398615*^9}, {3.574950232276594*^9, 3.574950236582202*^9}}], Cell[BoxData[ RowBox[{"{", RowBox[{"{", RowBox[{"11", ",", "4", ",", "1", ",", "10"}], "}"}], "}"}]], "Output", CellChangeTimes->{3.5764689940174503`*^9, 3.5764698273513145`*^9, 3.5764702484740543`*^9, 3.5764705332837543`*^9}], Cell[BoxData[ RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{"8", ",", "1", ",", "5", ",", "20"}], "}"}], ",", RowBox[{"{", RowBox[{"9", ",", "7", ",", "24", ",", "25"}], "}"}], ",", RowBox[{"{", RowBox[{"10", ",", "4", ",", "23"}], "}"}], ",", RowBox[{"{", RowBox[{"12", ",", "6", ",", "26"}], "}"}]}], "}"}]], "Output", CellChangeTimes->{3.5764689940174503`*^9, 3.5764698273513145`*^9, 3.5764702484740543`*^9, 3.5764705332837543`*^9}], Cell[BoxData["1"], "Output", CellChangeTimes->{3.5764689940174503`*^9, 3.5764698273513145`*^9, 3.5764702484740543`*^9, 3.5764705332837543`*^9}], Cell[BoxData["4"], "Output", CellChangeTimes->{3.5764689940174503`*^9, 3.5764698273513145`*^9, 3.5764702484740543`*^9, 3.5764705332837543`*^9}] }, Open ]], Cell[BoxData[{ RowBox[{ RowBox[{ RowBox[{"Clear", "[", RowBox[{ "c", ",", "v", ",", "p", ",", "Q", ",", "P", ",", "v1", ",", "v2", ",", "nk", ",", "nl", ",", "i"}], "]"}], ";"}], " "}], "\[IndentingNewLine]", RowBox[{ RowBox[{ RowBox[{"rpo", "=", RowBox[{"{", RowBox[{ "1.2961", ",", "1.0875", ",", "1.2465", ",", "1.2961", ",", "1.0875", ",", "1.0875", ",", "1.2961"}], "}"}]}], ";"}], " ", RowBox[{"(*", " ", RowBox[{"from", " ", RowBox[{"formamide3d", ".", "nb"}]}], " ", "*)"}]}], "\[IndentingNewLine]", RowBox[{ RowBox[{"rpi", "=", "rpo"}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{ RowBox[{"P", "=", "3"}], ";", " ", RowBox[{"c", "=", RowBox[{"{", RowBox[{"0", ",", "0", ",", "0", ",", "0", ",", "0"}], "}"}]}], ";"}], " "}]}], "Input", CellChangeTimes->{{3.568108824079547*^9, 3.568109012824279*^9}, { 3.568109558076436*^9, 3.568109588168889*^9}, {3.5681097523435774`*^9, 3.5681097637783976`*^9}, {3.5681100381828794`*^9, 3.5681101616726966`*^9}, {3.5681102015307665`*^9, 3.5681102288464146`*^9}, {3.568110263743676*^9, 3.568110267331682*^9}, { 3.5681103163469687`*^9, 3.5681103268925867`*^9}, {3.5681106443375444`*^9, 3.5681106916368275`*^9}, 3.568110873002746*^9, {3.5681109388660617`*^9, 3.5681110268970165`*^9}, {3.568111092526332*^9, 3.568111123461186*^9}, { 3.5681111884196997`*^9, 3.568111192756508*^9}, {3.5681112268113675`*^9, 3.568111366213212*^9}, {3.568111434946933*^9, 3.568111463354583*^9}, { 3.568111544396725*^9, 3.568111547625931*^9}, {3.5681116856081734`*^9, 3.5681117131422215`*^9}, {3.568111864696488*^9, 3.5681119835998964`*^9}, 3.5681120218355637`*^9, {3.56811206543764*^9, 3.568112066389242*^9}, { 3.568112332369709*^9, 3.5681123404505234`*^9}, {3.568112505935614*^9, 3.56811251481203*^9}, {3.5681125623609133`*^9, 3.568112569006525*^9}, { 3.568112648067464*^9, 3.568112734210815*^9}, {3.568112764443668*^9, 3.5681127697320776`*^9}, {3.5681128018681335`*^9, 3.568112843426607*^9}, { 3.568112884641879*^9, 3.5681128887602863`*^9}, {3.5681129663080225`*^9, 3.5681129699584293`*^9}, {3.568113133789917*^9, 3.568113227936082*^9}, { 3.5681132946885996`*^9, 3.5681133044698167`*^9}, {3.568113502200164*^9, 3.568113507348173*^9}, 3.56811354556824*^9, {3.5681222886191964`*^9, 3.5681222896019983`*^9}, {3.568207424138049*^9, 3.5682074415164795`*^9}, 3.568277923134914*^9, 3.568883508322016*^9, 3.568883588350157*^9, 3.5688836441982546`*^9, {3.5703421313965206`*^9, 3.5703421386505337`*^9}, { 3.570342288098796*^9, 3.5703424924279547`*^9}, 3.5709745658726373`*^9, 3.5709746291463485`*^9, {3.5709747534473667`*^9, 3.5709747617933817`*^9}, { 3.5709749537361183`*^9, 3.570975034747061*^9}, {3.5709751055243855`*^9, 3.5709751213584127`*^9}, {3.5709751694532976`*^9, 3.570975200060551*^9}, { 3.571073358435503*^9, 3.5710734289632273`*^9}, {3.571204792969243*^9, 3.571204820940092*^9}, {3.5712048565705547`*^9, 3.571204860002561*^9}, 3.571204896881026*^9, {3.571204943556308*^9, 3.571204987485985*^9}, 3.5712053579722357`*^9, 3.5712054148187356`*^9, 3.5712055260469313`*^9, { 3.571205631237916*^9, 3.5712056608311677`*^9}, {3.571206377683627*^9, 3.5712064172296963`*^9}, {3.571206525727887*^9, 3.571206547427525*^9}, { 3.5712066764397516`*^9, 3.5712067106974115`*^9}, {3.571206757949895*^9, 3.5712067585114956`*^9}, {3.5712073458681273`*^9, 3.571207357053347*^9}, { 3.5712075532392917`*^9, 3.5712076608170805`*^9}, {3.571208007434089*^9, 3.571208247690111*^9}, {3.571208301057805*^9, 3.5712083308850574`*^9}, { 3.571208811958702*^9, 3.571208871488407*^9}, {3.5712089993618317`*^9, 3.5712089996582317`*^9}, {3.5712091105588264`*^9, 3.571209160744115*^9}, { 3.5712092989135575`*^9, 3.5712093003643603`*^9}, {3.571209369940482*^9, 3.5712093926073227`*^9}, {3.5712094586578383`*^9, 3.5712094836958823`*^9}, {3.5712104228175316`*^9, 3.571210434267952*^9}, 3.571210475358424*^9, 3.5712108629099045`*^9, {3.571210903969177*^9, 3.5712109929361334`*^9}, {3.5712110295961976`*^9, 3.5712110392214146`*^9}, {3.571211240071767*^9, 3.5712112940946617`*^9}, { 3.571211404496056*^9, 3.5712114190976815`*^9}, {3.5712115264882703`*^9, 3.5712115363942876`*^9}, {3.571211575924757*^9, 3.5712116183724318`*^9}, { 3.5712116597281046`*^9, 3.571211695062166*^9}, {3.5712117551222715`*^9, 3.5712117807531166`*^9}, {3.571211826835598*^9, 3.5712118443232284`*^9}, { 3.571211962540236*^9, 3.5712119670174437`*^9}, 3.5712123580321307`*^9, { 3.5712123994658036`*^9, 3.571212411181424*^9}, {3.5712172605092583`*^9, 3.571217297153723*^9}, {3.571223622762637*^9, 3.57122364145147*^9}, { 3.5712237454256525`*^9, 3.571223750745262*^9}, {3.571223964808838*^9, 3.571224009097316*^9}, {3.57122674689975*^9, 3.5712267784742055`*^9}, { 3.5712269848157682`*^9, 3.57122698582977*^9}, {3.5712270624259043`*^9, 3.5712270629563055`*^9}, {3.571227212438168*^9, 3.571227212999769*^9}, { 3.571227409778515*^9, 3.5712274489969835`*^9}, {3.571227502177477*^9, 3.571227514127098*^9}, {3.57122758356282*^9, 3.5712276390521173`*^9}, 3.5712276745889797`*^9, {3.571227712746647*^9, 3.5712277584703274`*^9}, { 3.5712349496076813`*^9, 3.571234988008148*^9}, {3.5712351855668955`*^9, 3.5712353359043593`*^9}, {3.5712355859883986`*^9, 3.571235653661318*^9}, { 3.5712356890109797`*^9, 3.571235702208603*^9}, {3.5712449764989214`*^9, 3.5712449799309273`*^9}, {3.5712450401778336`*^9, 3.571245051456653*^9}, { 3.5712450868687153`*^9, 3.5712450934831266`*^9}, {3.571299135517318*^9, 3.571299166342972*^9}, {3.5713069890574045`*^9, 3.5713071726697273`*^9}, { 3.571307301791154*^9, 3.571307304536759*^9}, {3.571307397731323*^9, 3.571307405702937*^9}, {3.571311846659932*^9, 3.5713118507939396`*^9}, { 3.571317129094411*^9, 3.5713171472216425`*^9}, {3.5713172653138494`*^9, 3.5713172753602676`*^9}, {3.5713216932693615`*^9, 3.5713216983081703`*^9}, {3.5713370477995405`*^9, 3.5713370593279605`*^9}, {3.571404339740199*^9, 3.5714046172178864`*^9}, { 3.571404755449729*^9, 3.571404853246301*^9}, {3.571405069743481*^9, 3.571405208989326*^9}, {3.571405268612631*^9, 3.571405277442246*^9}, { 3.5714053796536255`*^9, 3.5714054114932814`*^9}, {3.571405595448805*^9, 3.5714056194884467`*^9}, {3.5714056687221336`*^9, 3.571405677660949*^9}, 3.5714067334520035`*^9, {3.57140676532286*^9, 3.5714067706580687`*^9}, { 3.571406950729185*^9, 3.571406989495253*^9}, {3.5714071848855963`*^9, 3.571407190579606*^9}, 3.5714072350240846`*^9, {3.571412503236558*^9, 3.5714125080413666`*^9}, {3.571412540879424*^9, 3.571412607787942*^9}, { 3.571412668378448*^9, 3.5714128101202965`*^9}, {3.5714128643147917`*^9, 3.571412873862009*^9}, {3.571412908150869*^9, 3.57141290869687*^9}, { 3.571413012374652*^9, 3.5714130213290677`*^9}, {3.571413054603926*^9, 3.5714130713583555`*^9}, 3.5714133323156137`*^9, {3.571730171730853*^9, 3.571730182494872*^9}, {3.5717303501171665`*^9, 3.5717303600855846`*^9}, { 3.5717305482375145`*^9, 3.5717305527147226`*^9}, {3.571760865342704*^9, 3.5717608700695124`*^9}, {3.57176111957635*^9, 3.5717611228835564`*^9}, 3.571761174316847*^9, {3.5717620076459103`*^9, 3.571762008441512*^9}, { 3.571765525077688*^9, 3.571765573718574*^9}, {3.572601603410675*^9, 3.572601639665139*^9}, {3.57260238631365*^9, 3.5726023989340725`*^9}, 3.5726046985809116`*^9, {3.5726052623971024`*^9, 3.572605269729115*^9}, { 3.572606450370389*^9, 3.5726064833176465`*^9}, {3.5726065169513054`*^9, 3.572606523955718*^9}, {3.5726066452459307`*^9, 3.572606662468361*^9}, { 3.5726068118542233`*^9, 3.5726068309330573`*^9}, {3.5726082044218693`*^9, 3.5726082108178806`*^9}, {3.5726129520308228`*^9, 3.5726129692220526`*^9}, {3.5726130228861475`*^9, 3.5726130532750006`*^9}, {3.572624083881504*^9, 3.572624093631521*^9}, { 3.5726247901883445`*^9, 3.572624801233164*^9}, {3.5726249931759005`*^9, 3.572625014937939*^9}, {3.572626882386019*^9, 3.5726268865668263`*^9}, { 3.5726673740642943`*^9, 3.572667386154316*^9}, {3.572707186162225*^9, 3.5727071892978306`*^9}, {3.5727073766385593`*^9, 3.5727073777617617`*^9}, 3.5727091442464643`*^9, 3.572709305488347*^9, {3.5727105300904984`*^9, 3.5727105312605004`*^9}, 3.5727107350904584`*^9, 3.5727108467086544`*^9, 3.572710916331577*^9, {3.5728420867264705`*^9, 3.5728421164913225`*^9}, { 3.572850453192765*^9, 3.5728504884332275`*^9}, {3.5731485879383316`*^9, 3.5731485959879456`*^9}, {3.5731825263710723`*^9, 3.573182535403488*^9}, { 3.5733139065045433`*^9, 3.5733140549856043`*^9}, 3.574655628725462*^9, 3.574657123722888*^9, {3.5746628507577467`*^9, 3.574662854080552*^9}, { 3.5747411461662536`*^9, 3.5747411501130605`*^9}, {3.5747732863761578`*^9, 3.5747733212266192`*^9}, {3.574777246966323*^9, 3.574777607030555*^9}, { 3.5747831833383493`*^9, 3.5747831840715504`*^9}, {3.5747851902662745`*^9, 3.574785199875891*^9}, 3.5748282451644087`*^9, {3.5748534446735983`*^9, 3.5748534455472*^9}, {3.575721474665098*^9, 3.5757215077995567`*^9}, { 3.575721778631632*^9, 3.575721826414516*^9}, {3.576294041353676*^9, 3.576294052289295*^9}, 3.5763392154557486`*^9, {3.576422866158929*^9, 3.5764228698405356`*^9}, {3.5764229002293887`*^9, 3.576422914331814*^9}}], Cell["\<\ (*--------------------------------------------------------------------------*) (* next: \[Pi]-clouds for C=C and C=O, half occ each above and below *)\ \>", "Text", CellChangeTimes->{{3.568108824079547*^9, 3.568109012824279*^9}, { 3.568109558076436*^9, 3.568109588168889*^9}, {3.5681097523435774`*^9, 3.5681097637783976`*^9}, {3.5681100381828794`*^9, 3.5681101616726966`*^9}, {3.5681102015307665`*^9, 3.5681102288464146`*^9}, {3.568110263743676*^9, 3.568110267331682*^9}, { 3.5681103163469687`*^9, 3.5681103268925867`*^9}, {3.5681106443375444`*^9, 3.5681106916368275`*^9}, 3.568110873002746*^9, {3.5681109388660617`*^9, 3.5681110268970165`*^9}, {3.568111092526332*^9, 3.568111123461186*^9}, { 3.5681111884196997`*^9, 3.568111192756508*^9}, {3.5681112268113675`*^9, 3.568111366213212*^9}, {3.568111434946933*^9, 3.568111463354583*^9}, { 3.568111544396725*^9, 3.568111547625931*^9}, {3.5681116856081734`*^9, 3.5681117131422215`*^9}, {3.568111864696488*^9, 3.5681119835998964`*^9}, 3.5681120218355637`*^9, {3.56811206543764*^9, 3.568112066389242*^9}, { 3.568112332369709*^9, 3.5681123404505234`*^9}, {3.568112505935614*^9, 3.56811251481203*^9}, {3.5681125623609133`*^9, 3.568112569006525*^9}, { 3.568112648067464*^9, 3.568112734210815*^9}, {3.568112764443668*^9, 3.5681127697320776`*^9}, {3.5681128018681335`*^9, 3.568112843426607*^9}, { 3.568112884641879*^9, 3.5681128887602863`*^9}, {3.5681129663080225`*^9, 3.5681129699584293`*^9}, {3.568113133789917*^9, 3.568113227936082*^9}, { 3.5681132946885996`*^9, 3.5681133044698167`*^9}, {3.568113502200164*^9, 3.568113507348173*^9}, 3.56811354556824*^9, {3.5681222886191964`*^9, 3.5681222896019983`*^9}, {3.568207424138049*^9, 3.5682074415164795`*^9}, 3.568277923134914*^9, 3.568883508322016*^9, 3.568883588350157*^9, 3.5688836441982546`*^9, {3.5703421313965206`*^9, 3.5703421386505337`*^9}, { 3.570342288098796*^9, 3.5703424924279547`*^9}, 3.5709745658726373`*^9, 3.5709746291463485`*^9, {3.5709747534473667`*^9, 3.5709747617933817`*^9}, { 3.5709749537361183`*^9, 3.570975034747061*^9}, {3.5709751055243855`*^9, 3.5709751213584127`*^9}, {3.5709751694532976`*^9, 3.570975200060551*^9}, { 3.571073358435503*^9, 3.5710734289632273`*^9}, {3.571204792969243*^9, 3.571204820940092*^9}, {3.5712048565705547`*^9, 3.571204860002561*^9}, 3.571204896881026*^9, {3.571204943556308*^9, 3.571204987485985*^9}, 3.5712053579722357`*^9, 3.5712054148187356`*^9, 3.5712055260469313`*^9, { 3.571205631237916*^9, 3.5712056608311677`*^9}, {3.571206377683627*^9, 3.5712064172296963`*^9}, {3.571206525727887*^9, 3.571206547427525*^9}, { 3.5712066764397516`*^9, 3.5712067106974115`*^9}, {3.571206757949895*^9, 3.5712067585114956`*^9}, {3.5712073458681273`*^9, 3.571207357053347*^9}, { 3.5712075532392917`*^9, 3.5712076608170805`*^9}, {3.571208007434089*^9, 3.571208247690111*^9}, {3.571208301057805*^9, 3.5712083308850574`*^9}, { 3.571208811958702*^9, 3.571208871488407*^9}, {3.5712089993618317`*^9, 3.5712089996582317`*^9}, {3.5712091105588264`*^9, 3.571209160744115*^9}, { 3.5712092989135575`*^9, 3.5712093003643603`*^9}, {3.571209369940482*^9, 3.5712093926073227`*^9}, {3.5712094586578383`*^9, 3.5712094836958823`*^9}, {3.5712104228175316`*^9, 3.571210434267952*^9}, 3.571210475358424*^9, 3.5712108629099045`*^9, {3.571210903969177*^9, 3.5712109929361334`*^9}, {3.5712110295961976`*^9, 3.5712110392214146`*^9}, {3.571211240071767*^9, 3.5712112940946617`*^9}, { 3.571211404496056*^9, 3.5712114190976815`*^9}, {3.5712115264882703`*^9, 3.5712115363942876`*^9}, {3.571211575924757*^9, 3.5712116183724318`*^9}, { 3.5712116597281046`*^9, 3.571211695062166*^9}, {3.5712117551222715`*^9, 3.5712117807531166`*^9}, {3.571211826835598*^9, 3.5712118443232284`*^9}, { 3.571211962540236*^9, 3.5712119670174437`*^9}, 3.5712123580321307`*^9, { 3.5712123994658036`*^9, 3.571212411181424*^9}, {3.5712172605092583`*^9, 3.571217297153723*^9}, {3.571223622762637*^9, 3.57122364145147*^9}, { 3.5712237454256525`*^9, 3.571223750745262*^9}, {3.571223964808838*^9, 3.571224009097316*^9}, {3.57122674689975*^9, 3.5712267784742055`*^9}, { 3.5712269848157682`*^9, 3.57122698582977*^9}, {3.5712270624259043`*^9, 3.5712270629563055`*^9}, {3.571227212438168*^9, 3.571227212999769*^9}, { 3.571227409778515*^9, 3.5712274489969835`*^9}, {3.571227502177477*^9, 3.571227514127098*^9}, {3.57122758356282*^9, 3.5712276390521173`*^9}, 3.5712276745889797`*^9, {3.571227712746647*^9, 3.5712277584703274`*^9}, { 3.5712349496076813`*^9, 3.571234988008148*^9}, {3.5712351855668955`*^9, 3.5712353359043593`*^9}, {3.5712355859883986`*^9, 3.571235653661318*^9}, { 3.5712356890109797`*^9, 3.571235702208603*^9}, {3.5712449764989214`*^9, 3.5712449799309273`*^9}, {3.5712450401778336`*^9, 3.571245051456653*^9}, { 3.5712450868687153`*^9, 3.5712450934831266`*^9}, {3.571299135517318*^9, 3.571299166342972*^9}, {3.5713069890574045`*^9, 3.5713071726697273`*^9}, { 3.571307301791154*^9, 3.571307304536759*^9}, {3.571307397731323*^9, 3.571307405702937*^9}, {3.571311846659932*^9, 3.5713118507939396`*^9}, { 3.571317129094411*^9, 3.5713171472216425`*^9}, {3.5713172653138494`*^9, 3.5713172753602676`*^9}, {3.5713216932693615`*^9, 3.5713216983081703`*^9}, {3.5713370477995405`*^9, 3.5713370593279605`*^9}, {3.571404339740199*^9, 3.5714046172178864`*^9}, { 3.571404755449729*^9, 3.571404853246301*^9}, {3.571405069743481*^9, 3.571405208989326*^9}, {3.571405268612631*^9, 3.571405277442246*^9}, { 3.5714053796536255`*^9, 3.5714054114932814`*^9}, {3.571405595448805*^9, 3.5714056194884467`*^9}, {3.5714056687221336`*^9, 3.571405677660949*^9}, 3.5714067334520035`*^9, {3.57140676532286*^9, 3.5714067706580687`*^9}, { 3.571406950729185*^9, 3.571406989495253*^9}, {3.5714071848855963`*^9, 3.571407190579606*^9}, 3.5714072350240846`*^9, {3.571412503236558*^9, 3.5714125080413666`*^9}, {3.571412540879424*^9, 3.571412607787942*^9}, { 3.571412668378448*^9, 3.5714128101202965`*^9}, {3.5714128643147917`*^9, 3.571412873862009*^9}, {3.571412908150869*^9, 3.57141290869687*^9}, { 3.571413012374652*^9, 3.5714130213290677`*^9}, {3.571413054603926*^9, 3.5714130713583555`*^9}, 3.5714133323156137`*^9, {3.571730171730853*^9, 3.571730182494872*^9}, {3.5717303501171665`*^9, 3.5717303600855846`*^9}, { 3.5717305482375145`*^9, 3.5717305527147226`*^9}, {3.571760865342704*^9, 3.5717608700695124`*^9}, {3.57176111957635*^9, 3.5717611228835564`*^9}, 3.571761174316847*^9, {3.5717620076459103`*^9, 3.571762008441512*^9}, { 3.571765525077688*^9, 3.571765573718574*^9}, {3.572601603410675*^9, 3.572601639665139*^9}, {3.57260238631365*^9, 3.5726023989340725`*^9}, 3.5726046985809116`*^9, {3.5726052623971024`*^9, 3.572605269729115*^9}, { 3.572606450370389*^9, 3.5726064833176465`*^9}, {3.5726065169513054`*^9, 3.572606523955718*^9}, {3.5726066452459307`*^9, 3.572606662468361*^9}, { 3.5726068118542233`*^9, 3.5726068309330573`*^9}, {3.5726082044218693`*^9, 3.5726082108178806`*^9}, {3.5726129520308228`*^9, 3.5726129692220526`*^9}, {3.5726130228861475`*^9, 3.5726130532750006`*^9}, {3.572624083881504*^9, 3.572624093631521*^9}, { 3.5726247901883445`*^9, 3.572624801233164*^9}, {3.5726249931759005`*^9, 3.572625014937939*^9}, {3.572626882386019*^9, 3.5726268865668263`*^9}, { 3.5726673740642943`*^9, 3.572667386154316*^9}, {3.572707186162225*^9, 3.5727071892978306`*^9}, {3.5727073766385593`*^9, 3.5727073777617617`*^9}, 3.5727091442464643`*^9, 3.572709305488347*^9, {3.5727105300904984`*^9, 3.5727105312605004`*^9}, 3.5727107350904584`*^9, 3.5727108467086544`*^9, 3.572710916331577*^9, {3.5728420867264705`*^9, 3.5728421164913225`*^9}, { 3.572850453192765*^9, 3.5728504884332275`*^9}, {3.5731485879383316`*^9, 3.5731485959879456`*^9}, {3.5731825263710723`*^9, 3.573182535403488*^9}, { 3.5733139065045433`*^9, 3.5733140549856043`*^9}, {3.574655628725462*^9, 3.5746556677099304`*^9}, {3.574782364321311*^9, 3.574782366817315*^9}, { 3.5747823996553726`*^9, 3.5747824011997757`*^9}, {3.574851478943345*^9, 3.574851501984586*^9}}], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{ RowBox[{"(*", RowBox[{"connc", "=", RowBox[{"Join", "[", RowBox[{ RowBox[{"Table", "[", RowBox[{ RowBox[{"Take", "[", RowBox[{ RowBox[{"conn", "[", RowBox[{"[", RowBox[{"conj", "[", RowBox[{"[", "i", "]"}], "]"}], "]"}], "]"}], ",", "3"}], "]"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", "nj"}], "}"}]}], "]"}], ",", RowBox[{"Table", "[", RowBox[{ RowBox[{"Drop", "[", RowBox[{ RowBox[{"coco", "[", RowBox[{"[", "i", "]"}], "]"}], ",", RowBox[{"{", RowBox[{"1", ",", "1"}], "}"}]}], "]"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", "oj"}], "}"}]}], "]"}], ",", RowBox[{"Table", "[", RowBox[{ RowBox[{"Drop", "[", RowBox[{ RowBox[{"coco", "[", RowBox[{"[", "i", "]"}], "]"}], ",", RowBox[{"{", RowBox[{"2", ",", "2"}], "}"}]}], "]"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", "oj"}], "}"}]}], "]"}]}], "]"}]}], "*)"}], "\[IndentingNewLine]", RowBox[{ RowBox[{ RowBox[{"connc", "=", RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{"5", ",", "8", ",", "13"}], "}"}], ",", RowBox[{"{", RowBox[{"13", ",", "8", ",", "7"}], "}"}], ",", RowBox[{"{", RowBox[{"8", ",", "7", ",", "13"}], "}"}], ",", RowBox[{"{", RowBox[{"4", ",", "10", ",", "1"}], "}"}], ",", RowBox[{"{", RowBox[{"11", ",", "10", ",", "1"}], "}"}], ",", RowBox[{"{", RowBox[{"14", ",", "3", ",", "12"}], "}"}], ",", RowBox[{"{", RowBox[{"6", ",", "3", ",", "14"}], "}"}]}], "}"}]}], ";"}], "\[IndentingNewLine]", RowBox[{"cj", "=", RowBox[{"Length", "[", "connc", "]"}]}], "\[IndentingNewLine]", RowBox[{ RowBox[{"tpo", "=", RowBox[{"Table", "[", RowBox[{ RowBox[{"{", RowBox[{"0", ",", "0", ",", "0"}], "}"}], ",", RowBox[{"{", "cj", "}"}]}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"tpu", "=", "tpo"}], ";"}]}]}]], "Input", CellChangeTimes->{{3.574782409030989*^9, 3.5747824335386324`*^9}, { 3.57478246631429*^9, 3.5747824836615205`*^9}, {3.574782729892353*^9, 3.574782734509961*^9}, {3.5747827728236284`*^9, 3.574782822150915*^9}, { 3.574782939494321*^9, 3.574782974048382*^9}, {3.5747830324548845`*^9, 3.574783065448942*^9}, {3.574783361818263*^9, 3.5747833666074715`*^9}, { 3.574783407073942*^9, 3.574783441097602*^9}, {3.574783484762079*^9, 3.5747834849804792`*^9}, 3.574783557801407*^9, {3.5747836107946997`*^9, 3.5747836636631927`*^9}, {3.574783719464491*^9, 3.574783731414112*^9}, { 3.574783780975399*^9, 3.5747838001946325`*^9}, {3.574783898490405*^9, 3.5747839481764927`*^9}, {3.5747840180958157`*^9, 3.5747840270034313`*^9}, {3.574784153800454*^9, 3.5747841712568846`*^9}, { 3.5747854335799017`*^9, 3.5747854339543023`*^9}, 3.5747867930286894`*^9, { 3.5747868591884055`*^9, 3.574786865865217*^9}, 3.574787046575935*^9, { 3.574787368045699*^9, 3.574787376922115*^9}, 3.5747874778074923`*^9, { 3.5747875111447506`*^9, 3.5747875582880335`*^9}, {3.5747875958996997`*^9, 3.574787678221044*^9}, 3.574787726456329*^9, {3.574787774847614*^9, 3.5747877758148155`*^9}, 3.5747879836695805`*^9, {3.574788032310466*^9, 3.574788047239692*^9}, {3.5747881733035135`*^9, 3.574788204831169*^9}, { 3.574828128133003*^9, 3.5748281291938047`*^9}, {3.57482825168522*^9, 3.574828270452053*^9}, 3.574828314724931*^9, {3.5748306212357817`*^9, 3.574830621703783*^9}, {3.5753559894421577`*^9, 3.575356014137001*^9}, { 3.5753561901365104`*^9, 3.575356206251339*^9}, {3.575375584885363*^9, 3.575375598753787*^9}, {3.5753756763015237`*^9, 3.5753756873931427`*^9}, { 3.575562289422053*^9, 3.575562298189268*^9}, {3.5755628657806654`*^9, 3.5755629193667593`*^9}, {3.575563069579423*^9, 3.5755630812326436`*^9}, 3.5755632175768833`*^9, 3.575563562493489*^9, {3.5755643314188395`*^9, 3.575564336426448*^9}, {3.5755649483375225`*^9, 3.575564954156333*^9}, { 3.5755653205385766`*^9, 3.5755653215213785`*^9}, 3.5762940918509645`*^9, { 3.5762951549460316`*^9, 3.5762951818248787`*^9}, 3.576339112105567*^9, { 3.5764225647507997`*^9, 3.576422689020618*^9}, {3.5764230447168427`*^9, 3.576423123434581*^9}}], Cell[BoxData["7"], "Output", CellChangeTimes->{3.5764689940486503`*^9, 3.5764698273825145`*^9, 3.576470248489654*^9, 3.5764705332993546`*^9}] }, Open ]], Cell[BoxData[ RowBox[{"<<", "\"\\""}]], "Input", CellChangeTimes->{{3.575816054798004*^9, 3.5758160989148817`*^9}, 3.5758162991256332`*^9, {3.5764225260159316`*^9, 3.5764225408047576`*^9}}], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"\[IndentingNewLine]", RowBox[{ RowBox[{"MatrixForm", "[", RowBox[{"Table", "[", RowBox[{ RowBox[{"Join", "[", RowBox[{ RowBox[{"{", "i", "}"}], ",", RowBox[{"{", RowBox[{"u", "[", RowBox[{"[", "i", "]"}], "]"}], "}"}], ",", RowBox[{"t", "[", RowBox[{"[", "i", "]"}], "]"}]}], "]"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", "n"}], "}"}]}], "]"}], "]"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"x", "=", RowBox[{"Table", "[", RowBox[{ RowBox[{"t", "[", RowBox[{"[", RowBox[{"i", ",", "1"}], "]"}], "]"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", "n"}], "}"}]}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"y", "=", RowBox[{"Table", "[", RowBox[{ RowBox[{"t", "[", RowBox[{"[", RowBox[{"i", ",", "2"}], "]"}], "]"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", "n"}], "}"}]}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"z", "=", RowBox[{"Table", "[", RowBox[{ RowBox[{"t", "[", RowBox[{"[", RowBox[{"i", ",", "3"}], "]"}], "]"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", "n"}], "}"}]}], "]"}]}], ";"}]}]}]], "Input", CellChangeTimes->{{3.572794697520533*^9, 3.5727947043221455`*^9}, { 3.5727948024151173`*^9, 3.572794803507119*^9}, {3.5727948673580313`*^9, 3.572794869838436*^9}, {3.572795260993526*^9, 3.5727952676703377`*^9}, { 3.5727954366342344`*^9, 3.5727954702834935`*^9}, {3.5727973545484033`*^9, 3.5727973657024226`*^9}, {3.572803225319809*^9, 3.572803264553878*^9}, { 3.57280330550395*^9, 3.5728033127111626`*^9}, 3.5728033508376293`*^9, 3.5731486865617046`*^9, {3.5731490505259438`*^9, 3.573149068278775*^9}, { 3.573149110008848*^9, 3.573149243825884*^9}, {3.5731493138232064`*^9, 3.5731493450700617`*^9}, {3.574658310026972*^9, 3.5746585452285843`*^9}, { 3.574659591943223*^9, 3.5746596938582015`*^9}, {3.574664442038542*^9, 3.574664456640167*^9}, {3.5747841177643905`*^9, 3.574784120931196*^9}, { 3.574788295155328*^9, 3.5747883150453625`*^9}, {3.5748281376022196`*^9, 3.5748281378830204`*^9}, {3.5748343592063475`*^9, 3.574834363948756*^9}, { 3.5753654533402643`*^9, 3.575365496287139*^9}, {3.5753657782732344`*^9, 3.575365826196519*^9}, {3.575365998186821*^9, 3.575366010152042*^9}, { 3.5755611386860313`*^9, 3.575561149793251*^9}, {3.575561180306905*^9, 3.5755612310849943`*^9}, {3.575561285248289*^9, 3.575561409393307*^9}, { 3.575561440016161*^9, 3.5755615497935534`*^9}, {3.5755616124120636`*^9, 3.575561635437704*^9}, {3.575561892338955*^9, 3.575561942820644*^9}, { 3.5755620823160887`*^9, 3.5755621030173254`*^9}, 3.57556213981779*^9, { 3.5755625665409393`*^9, 3.575562567820142*^9}, {3.5755634654301186`*^9, 3.575563469205325*^9}, {3.5755638765688405`*^9, 3.575564008295472*^9}, { 3.575564213810233*^9, 3.5755642215946465`*^9}, 3.575564866094178*^9, 3.57556519149515*^9, {3.575816288424014*^9, 3.5758162902024174`*^9}}], Cell[BoxData[ TagBox[ RowBox[{"(", "\[NoBreak]", GridBox[{ {"1", "\<\"C\"\>", RowBox[{"-", "0.39676687095999996`"}], RowBox[{"-", "1.6629966745199998`"}], "0.7892062693799999`"}, {"2", "\<\"C\"\>", RowBox[{"-", "3.0252623534`"}], RowBox[{"-", "0.8296842003`"}], "0.027758185214`"}, {"3", "\<\"C\"\>", RowBox[{"-", "3.2669583087999996`"}], RowBox[{"-", "0.25739957846`"}], RowBox[{"-", "2.8000070141999998`"}]}, {"4", "\<\"C\"\>", RowBox[{"-", "0.35848102219999994`"}], RowBox[{"-", "3.208754748`"}], "3.191747214`"}, {"5", "\<\"C\"\>", "3.8648676152`", "0.09607933901799999`", "1.3578248227799998`"}, {"6", "\<\"C\"\>", RowBox[{"-", "5.893866421399999`"}], "0.57818056696`", RowBox[{"-", "3.5237720722`"}]}, {"7", "\<\"C\"\>", "5.600203001000001`", "2.316804076`", "1.52355379298`"}, {"8", "\<\"N\"\>", "1.3465242613`", "0.50501037624`", "0.9577131367999999`"}, {"9", "\<\"N\"\>", "5.616265672`", "3.6819421383999997`", RowBox[{"-", "0.87076684354`"}]}, {"10", "\<\"O\"\>", "1.06809203246`", RowBox[{"-", "2.3014972954`"}], "5.0043723932`"}, {"11", "\<\"O\"\>", RowBox[{"-", "1.61078354514`"}], RowBox[{"-", "5.0950792412`"}], "3.3625784444`"}, {"12", "\<\"O\"\>", RowBox[{"-", "6.984427296`"}], RowBox[{"-", "0.7648477012399999`"}], RowBox[{"-", "5.3258147858`"}]}, {"13", "\<\"O\"\>", "4.6528833571999995`", RowBox[{"-", "2.018227368`"}], "1.59906724394`"}, {"14", "\<\"O\"\>", RowBox[{"-", "6.8846497632`"}], "2.3502522262`", RowBox[{"-", "2.4842337996`"}]}, {"15", "\<\"H\"\>", "0.25222172921999997`", RowBox[{"-", "2.8873123553999998`"}], RowBox[{"-", "0.68319264078`"}]}, {"16", "\<\"H\"\>", RowBox[{"-", "4.282875006399999`"}], RowBox[{"-", "2.3581890754`"}], "0.44072189772`"}, {"17", "\<\"H\"\>", RowBox[{"-", "3.4948592643999996`"}], "0.84185403574`", "1.06408581334`"}, {"18", "\<\"H\"\>", RowBox[{"-", "1.9997080531999998`"}], "1.2582173653199997`", RowBox[{"-", "3.2306755696`"}]}, {"19", "\<\"H\"\>", RowBox[{"-", "2.8083218086`"}], RowBox[{"-", "1.9288433281999997`"}], RowBox[{"-", "3.8412460402`"}]}, {"20", "\<\"H\"\>", "0.6883326954999999`", "2.2674822274`", "0.77996550924`"}, {"21", "\<\"H\"\>", "4.9569402706`", "3.553629743`", "2.9880347512`"}, {"22", "\<\"H\"\>", "7.4715986588`", "1.6746940784599997`", "1.940748602`"}, {"23", "\<\"H\"\>", "1.1602350722199999`", RowBox[{"-", "3.157732146`"}], "6.6010018906`"}, {"24", "\<\"H\"\>", "6.2088837456`", "2.5314769496`", RowBox[{"-", "2.247829077`"}]}, {"25", "\<\"H\"\>", "6.7814707236`", "5.1640542402`", RowBox[{"-", "0.74300246868`"}]}, {"26", "\<\"H\"\>", RowBox[{"-", "8.6617480936`"}], RowBox[{"-", "0.3492213648`"}], RowBox[{"-", "5.877992723`"}]} }, GridBoxAlignment->{ "Columns" -> {{Center}}, "ColumnsIndexed" -> {}, "Rows" -> {{Baseline}}, "RowsIndexed" -> {}}, GridBoxSpacings->{"Columns" -> { Offset[0.27999999999999997`], { Offset[0.7]}, Offset[0.27999999999999997`]}, "ColumnsIndexed" -> {}, "Rows" -> { Offset[0.2], { Offset[0.4]}, Offset[0.2]}, "RowsIndexed" -> {}}], "\[NoBreak]", ")"}], Function[BoxForm`e$, MatrixForm[BoxForm`e$]]]], "Output", CellChangeTimes->{3.57646899407985*^9, 3.5764698274137144`*^9, 3.576470248520854*^9, 3.5764705333305545`*^9}] }, Open ]], Cell["\<\ (*-------------------------------------------------------------------------*) (* next: O atoms in C=O, two doubly occ LP *)\ \>", "Text", CellChangeTimes->{{3.573213657265206*^9, 3.5732137071540937`*^9}, { 3.57331351711226*^9, 3.5733135247562733`*^9}, 3.5746557964101562`*^9, { 3.5746643799192324`*^9, 3.5746643831328382`*^9}, 3.5746732567499037`*^9, 3.574740785852421*^9, {3.5749559129781585`*^9, 3.574955914444561*^9}}], Cell[BoxData[ RowBox[{ RowBox[{"k", "=", "1"}], ";"}]], "Input", CellChangeTimes->{{3.573211773936298*^9, 3.5732117775243044`*^9}, { 3.573211816539973*^9, 3.573211838910412*^9}, {3.573211886147295*^9, 3.573211954459815*^9}, {3.5732120794628344`*^9, 3.5732121037052774`*^9}, { 3.5732122844003944`*^9, 3.573212301045624*^9}, {3.5732124220394363`*^9, 3.573212444597076*^9}, {3.5732124755943303`*^9, 3.573212478745536*^9}, { 3.5732125394452424`*^9, 3.573212544234451*^9}, {3.5732125998329487`*^9, 3.5732126277257977`*^9}, 3.5732126684106693`*^9, {3.573212699017923*^9, 3.5732129163887043`*^9}, {3.573312183824718*^9, 3.57331218493232*^9}, 3.574657732950758*^9, {3.5746622177086344`*^9, 3.5746622626523137`*^9}, { 3.5746623611664867`*^9, 3.5746624066249666`*^9}, {3.574662510396349*^9, 3.5746625442640085`*^9}, {3.5746628828158026`*^9, 3.5746629097414503`*^9}, 3.574664223185757*^9, {3.5746695839262524`*^9, 3.574669588512661*^9}, { 3.5746696590715847`*^9, 3.574669659258785*^9}, {3.574682369907935*^9, 3.5746823705943365`*^9}, {3.574682413759612*^9, 3.574682423228829*^9}, { 3.574682475629321*^9, 3.57468248066813*^9}, 3.574682520073799*^9, { 3.5747408251956897`*^9, 3.57474083678651*^9}, {3.5747855534349117`*^9, 3.5747855725761456`*^9}, {3.574785769729292*^9, 3.574785777045705*^9}, 3.574786365775139*^9}], Cell[BoxData[{ RowBox[{ RowBox[{ RowBox[{"Clear", "[", "conn", "]"}], ";"}], "\[IndentingNewLine]", RowBox[{"(*", RowBox[{"conn", "=", RowBox[{"Table", "[", RowBox[{ RowBox[{"Drop", "[", RowBox[{ RowBox[{"coco", "[", RowBox[{"[", "i", "]"}], "]"}], ",", RowBox[{"{", RowBox[{"2", ",", "2"}], "}"}]}], "]"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", "oj"}], "}"}]}], "]"}]}], "*)"}]}], "\n", RowBox[{ RowBox[{"conn", "=", RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{"8", ",", "13", ",", "7"}], "}"}], ",", RowBox[{"{", RowBox[{"10", ",", "11", ",", "1"}], "}"}], ",", RowBox[{"{", RowBox[{"3", ",", "14", ",", "12"}], "}"}]}], "}"}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"oj", "=", RowBox[{"Length", "[", "conn", "]"}]}], ";"}]}], "Input", CellChangeTimes->{{3.573211773936298*^9, 3.5732117775243044`*^9}, { 3.573211816539973*^9, 3.573211838910412*^9}, {3.573211886147295*^9, 3.573211954459815*^9}, {3.5732120794628344`*^9, 3.5732121037052774`*^9}, { 3.5732122844003944`*^9, 3.573212301045624*^9}, {3.5732124220394363`*^9, 3.573212444597076*^9}, {3.5732124755943303`*^9, 3.573212478745536*^9}, { 3.5732125394452424`*^9, 3.573212544234451*^9}, {3.5732125998329487`*^9, 3.5732126277257977`*^9}, 3.5732126684106693`*^9, {3.573212699017923*^9, 3.5732129163887043`*^9}, {3.573312183824718*^9, 3.57331218493232*^9}, 3.574657732950758*^9, {3.5746622177086344`*^9, 3.5746622626523137`*^9}, { 3.5746623611664867`*^9, 3.5746624066249666`*^9}, {3.574662510396349*^9, 3.5746625442640085`*^9}, {3.5746628828158026`*^9, 3.5746629097414503`*^9}, 3.574664223185757*^9, {3.5746695839262524`*^9, 3.574669588512661*^9}, { 3.5746696590715847`*^9, 3.574669659258785*^9}, {3.574682369907935*^9, 3.5746823705943365`*^9}, {3.574682413759612*^9, 3.574682423228829*^9}, { 3.574682475629321*^9, 3.57468248066813*^9}, 3.574682520073799*^9, { 3.5747408251956897`*^9, 3.57474083678651*^9}, {3.5747855534349117`*^9, 3.5747855725761456`*^9}, {3.574785769729292*^9, 3.574785777045705*^9}, { 3.574786365775139*^9, 3.574786374511154*^9}, {3.5753558083414397`*^9, 3.5753558395570946`*^9}, {3.575367002641385*^9, 3.575367023202221*^9}, { 3.5753671931957197`*^9, 3.575367224473775*^9}, {3.575367534103119*^9, 3.575367537769125*^9}, {3.57537552033245*^9, 3.5753755271184616`*^9}, 3.5762941710679035`*^9, {3.57629509713233*^9, 3.576295102124339*^9}, { 3.5763386006742687`*^9, 3.5763386140746927`*^9}, {3.5764232343039756`*^9, 3.576423247579599*^9}, {3.576423531780898*^9, 3.5764236418702917`*^9}}], Cell[CellGroupData[{ Cell[BoxData[{ RowBox[{ RowBox[{"rlo", " ", "=", " ", "1.125"}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"tplo", "=", RowBox[{"Table", "[", RowBox[{ RowBox[{"{", RowBox[{"0", ",", "0", ",", "0"}], "}"}], ",", RowBox[{"{", "oj", "}"}]}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"tplu", "=", RowBox[{"Table", "[", RowBox[{ RowBox[{"{", RowBox[{"0", ",", "0", ",", "0"}], "}"}], ",", RowBox[{"{", "oj", "}"}]}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"Okk", "=", RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{"-", "1"}], ",", RowBox[{"-", "1"}], ",", "1"}], "}"}], ",", RowBox[{"{", RowBox[{"1", ",", RowBox[{"-", "1"}], ",", "1"}], "}"}], ",", RowBox[{"{", RowBox[{"1", ",", "1", ",", "1"}], "}"}]}], "}"}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"Okl", "=", RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{"1", ",", RowBox[{"-", "1"}], ",", "1"}], "}"}], ",", RowBox[{"{", RowBox[{ RowBox[{"-", "1"}], ",", RowBox[{"-", "1"}], ",", "1"}], "}"}], ",", RowBox[{"{", RowBox[{"1", ",", "1", ",", "1"}], "}"}]}], "}"}]}], ";"}], "\[IndentingNewLine]", RowBox[{"<<", " ", "\"\\"", " ", RowBox[{"(*", RowBox[{"LPOtransformation", ".", "m"}], "*)"}]}]}], "Input", CellChangeTimes->{{3.573211773936298*^9, 3.5732117775243044`*^9}, { 3.573211816539973*^9, 3.573211838910412*^9}, {3.573211886147295*^9, 3.573211954459815*^9}, {3.5732120794628344`*^9, 3.5732121037052774`*^9}, { 3.5732122844003944`*^9, 3.573212301045624*^9}, {3.5732124220394363`*^9, 3.573212444597076*^9}, {3.5732124755943303`*^9, 3.573212478745536*^9}, { 3.5732125394452424`*^9, 3.573212544234451*^9}, {3.5732125998329487`*^9, 3.5732126277257977`*^9}, 3.5732126684106693`*^9, {3.573212699017923*^9, 3.5732129163887043`*^9}, {3.573312183824718*^9, 3.57331218493232*^9}, 3.574657732950758*^9, {3.5746622177086344`*^9, 3.5746622626523137`*^9}, { 3.5746623611664867`*^9, 3.5746624066249666`*^9}, {3.574662510396349*^9, 3.5746625442640085`*^9}, {3.5746628828158026`*^9, 3.5746629097414503`*^9}, 3.574664223185757*^9, {3.5746695839262524`*^9, 3.574669588512661*^9}, { 3.5746696590715847`*^9, 3.574669659258785*^9}, {3.574682369907935*^9, 3.5746823705943365`*^9}, {3.574682413759612*^9, 3.574682423228829*^9}, { 3.574682475629321*^9, 3.57468248066813*^9}, 3.574682520073799*^9, { 3.5747408251956897`*^9, 3.57474083678651*^9}, {3.5747855534349117`*^9, 3.5747855725761456`*^9}, {3.574785769729292*^9, 3.574785777045705*^9}, 3.574786365775139*^9, {3.5753484863633204`*^9, 3.5753485008089457`*^9}, 3.5757146385303354`*^9, {3.575816415969838*^9, 3.575816437934677*^9}, { 3.5762941851547284`*^9, 3.5762941859815297`*^9}, 3.5763386482543526`*^9, { 3.576338932018851*^9, 3.5763389472756777`*^9}, 3.5763389860105457`*^9, { 3.576339036133434*^9, 3.5763390501422586`*^9}, {3.576339313470721*^9, 3.5763393632192087`*^9}, {3.576339401018075*^9, 3.576339405120882*^9}, { 3.57633943825534*^9, 3.5763394406577444`*^9}, {3.576423653024311*^9, 3.576423670355942*^9}, 3.5764239388948135`*^9, {3.5764239883469*^9, 3.5764239920285063`*^9}, {3.5764240465194025`*^9, 3.57642405107461*^9}, 3.5764240849422693`*^9}], Cell[BoxData[ RowBox[{"{", RowBox[{ Graphics3DBox[{ {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.5], SphereBox[{1.1569884730477629`, 0.6006252019642587, 0}, 1.125]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.5], SphereBox[{0.0583439315929823, -1.3022937247972417`, 0}, 1.125]}, {Opacity[0.5], SphereBox[{-4.208333907349008, 0, 0}, 0.22522]}, {Opacity[0.5], SphereBox[{0, 0, 0}, 0.1786]}, {Opacity[0.5], SphereBox[{-1.866431484718035, 4.0264187464951045`, 0}, 0.2572]}, Text3DBox["8", {-4.208333907349008, 0, 0}, {1, 0}], Text3DBox["13", {0, 0, 0}, {1, 0}], Text3DBox["7", {-1.866431484718035, 4.0264187464951045`, 0}, {1, 0}], TubeBox[{{-4.208333907349008, 0, 0}, {0, 0, 0}}, 0.02], TubeBox[{{-4.208333907349008, 0, 0}, {-1.866431484718035, 4.0264187464951045`, 0}}, 0.02], TubeBox[{{0, 0, 0}, {-1.866431484718035, 4.0264187464951045`, 0}}, 0.02]}, AspectRatio->Automatic, Axes->Automatic, AxesLabel->{ FormBox["xl", TraditionalForm], FormBox["yl", TraditionalForm], FormBox["zl", TraditionalForm]}, Boxed->False, PlotRange->Automatic, SphericalRegion->True, ImageCache->GraphicsData["CompressedBitmap", "\<\ eJztfHd8Xcd55QlBiZIsRcWOY0txrI1ix14nVn67q0SW7ViWtKIUr5VEhRI7 CbAABEmJTawgRVEFHXi94qEXNrEXsXeRBEn03hvRKwEQLAD2zL1zHy7AB8qb 3T/3/X7nvYf73sydOfPNN9/5Zh7+OHdl4Pwlc1cGBcx9dvLyuR8FBgWsePb1 D5fzkt+fAdhPJDwL8X6Yb+XTfgwPD4sP/3Mvy8TLRFHT79QLy5UXPyiVDyv3 0D5aMeYjgX9RP1rp46PffutHys0xcdRHY1oyQVx4eVSTN8gKBwYGUF5ejt7e XrygfrRW99Hp06cxZcoUKDXwWkBAgPJV8Y1HvL3+iVpwtfLysFIwLCwMS5cu RWpqKmpqamC323Hw4EHlb/H6qA+GfqLv64Oj7j958mSlGO89UZbs7u5WPhLN mehtykQfRP2tnqiHvPWKJmr1NjQ0YPPmzaKyB2UNxcXF3u6Oba3Ac2qtb3sJ fkbXbtFN0bg1a9Yo3WclE2Qd4tbisvpl9ZrGivjrO+Pf60Xvvfi5xpr6Fx9P +jaEv7w/nVoTtFEVeMAHxQ/5rl2O2a98DOcEHx15wnctfyHb2NzcPGpY9uzZ I8bgcdkqfRe0oXnIy8lP1dpekl/W30Jr0lO+b//UOBRlZWXpR05P0aOyiKBI x6Y2kv/4/4SWx+8/dBpr+nbphuz5e4zmgVFG8y2kPDbGnMVsFnYrx+QZH9Pk l2rZf/HRwye9rfjO/Tvli+ynfUyTf1Dv9VtvvT/S1SsGTm9HrOxvZB3CxMRD 1C/rmKa8TPI5/FrXnpMkaZNaXv97tYb3/7Q+tbe3e/v0N7JCrZ+yb7LC96QR axNCVCgqE77k733Mzl+oxf6H1w8+fZ8+iffi9Zc+hvC/qhW94MNwv8WRTNA1 y2AwKH/90sfA/Vyt8Jf3ddnf0834sb70MenHC89dRClRQVQR1UQtUae+PisJ FkVEcTno8vb/PO4svJczzROJBiiLHidmc00dCnijHaEG7CW+Jk4QZ4hviMvE VSKLyCFyiWyihWV+JDsneBet0/P/s/Gb9+djbELvdvx8zJoHdU09kbYT23n7 3cRB4hhxmrggm3pNNrGAKCZKiXJiAir47Ke8r2MdfazrRz4G9e909nd/V6IR Kx7Sv6off19pZAZvJBq6hzhEHNdxekVymE8UEWVEJVEdZkAtUU80ENflay0/ 6zp38a98zJe/05m5zis9NJ5xa3HMo9I66wuKkbThc29zd4/T3BzJaYngk02q 0poabkBjhAHNRGuEwQ9tkYLmFv7Znr4TrblFeEbXbM06HvC298dqB17WzZOx IdcTklbR1mRdW3cRB4ijXhswIpPIJvKJYqI8zITqcCPqIoy4HmlEE9EaZUQ7 0RlNWqPZ5u5o0ebOKHYr5HO05xV5HbVgUDwEexN928Rf6/y3D9MQc409VmOa H6ChsBiJy9YpfdhGfEXsU6adESdDTThPXA41c7qZkUcUh1lQHm5BdYQFdZEW XI+yoDnagrZoMzpizOgmbsSa0BtrRH+s0Y9Poi+9fL46dyk62JcfynYLX6Z5 TdLqd9/uvDTGjMbOUzGYHo9H7daP0VBQBPf0AKVbI5ZvpCmZaEpmnA214CJx NdSK3DArCsNsKI2woTLShtooG65H29AcY0Mb0RlrRbfBil6i32jBTeKW0Yxb JhNum4yEgX/T3LZ8gbPv+Pu0rwn37dyLYyKCMQGuGo48yw7NRdLCD2WnjBwr E/azE0eIU+zIhVAb7c2O7DA78sPtKIlwoCLSgeooB+qjHWiKcaA11oEOgwPd Rgd6jXb0m+wYMNlw22zDXbOVsGDQYiZMGDQb+TcH7oMAFHwS9oycEnr3dL/Y 60HvnFIXHa8R67/0g3HWPqEZeJO/lEv6gS2hSOR4pi5fz66baKoWugYrx9PG 8bRzPO0cTweuhjmRG+5EYaQTZVEuVEa7UBvjwvVYF1oMLrQbXegyuXDD5ES/ 2YkBixO3LQ7ctTowZLUTNsKKYZuFr2bCiNzp80iBP7oLip6WFGgeTwzQ/Sh4 aLyAzTcZ37/PQqRVL9gXRI0s5s/hOq09gcaRMmMe0peHKOzsIDP7yMrXZOVk qBPnyczlcBeyIlzIj3SjOMqN8mg3qmPiUG+IQ5MxDm1EpykOPeY49FncGLC6 cZu4Y3NhkBi2OwkHYSdsBJmyW5A3cwFZCkDmB3OgUSQGdPv27aOErW5BGD0V CL+R9UwNnCd6SZ04YkPjSgm9eNVupxb5Wxza8iVSpvsjbcYCpM8IojOwce44 6Kud9NUu+moXLoS5cSUiDjmRcSiI8qA0xoPKWA9qDR5cN3rQYopHu9mDLosH vVYPbhK3bB7ctcdhkBhyuDGsgDQ5SZOTNDlJk9OGvNmBpGg+KfJHw47dP5AM iRmujbA2p/7cO2f8fNiHukjKOTM6hnzqTwix1PX6JzSXQiRNm4M0Gnb6jEBk zAjGjpBoTignYxgXJ5QbZ8PicDHCg6uRHuRGxaMoJh5lsQmoMiSgzpiARlMC Ws0J6LAkoMeagD5bAgbsCbhjj8egg3DGY8jpwbBLII4gNy5y43KieeMW5M1d RF4WIm9WAK5Nnz3KaWoz67E/hYwfer/0xJjQVtNVoipfYZxqqc8ge+cupE7z R/r0BaRiEbEEOwLXMfp043BoHE6EeXAuPB6XIuNxLSoBeTEJKI5NRLkhEdXG RNSbktBkSUKbNQmdxA1bEvrtSbjlSMRdZyJpIFwJ7HqCsGd3PB7GcBxpiSMt cW5ULl+LPP/FyJsTREpoJrPmoqewUEbED6CVoaEWjlcSHfz7UR1d2gzzNbHG 8Uv3cDdeICm8kFfj/QBJU2crVpMxXVjNYmIpds74CPtCTHQ08TgZnoDzkQm4 HJWIrJhE5McmocSQhApjMmrMyWiwJKPZmox2WzK67MnodSTjJnHbmYxBV/IE DLmT2N64RNF5DynzxBMeVK0IQd68j5AXsIRUBdN6aDlzAtC0a9cDMoQXwXg+ 2TnFWPcrGYgdIU4SZ3UB+RWpH5r43cZzFx/2EXM/7KVlgvedLi8kXh8b34k/ pItUfMhlZcj4XtW9P0XK1DlIn0bLm65aXgbp3DljGfbNXIkjm7iwRyTifFQS MqOTkB2bjAJDMkqMKag0p6DWkoLr1hS02FLRYU9FtyMVvc5U3HSl4DYx6E4h mQLJpFEgCcPxAomoWbUJBQtWIG/+MlL7IamlBfrTAufOR9asWX6SVkGpkA8i NtwpJdlhKcnOyng8U8oxTedQQvgpgTmFOYtrxGjxqrYyiAfn5hPj2+dz4/h8 GRepeakfInvHV0ib6o+MabTK6cHEUmwlhTtnrMB+QePsj3Eq+FNciE5GZkwK sg0pKDCmotSUikpLKuqsaWi0paHFnoYORxq6nWnoc6VhwJ2GO8RQXKqwBE8q n+JThExLSEb9x5tRHPgxChauRN6C5eSR5jlvKUHHFsD1cM4cpXmaSBRB21YZ YO+XulbY5jnikrRJTdQU6zVYqCpsJqAuTDAq/q47cEySNhKOaMlWzRuMrCSq vMWz46wQIgwfLZJ/hpwdu8go5/m0ILLJeT79Q2wno1/NWIn9s1bh6OzVODV3 DS74r8WVdbHIMaahwJSGUnMaqqzpqLOlo9GejlZHOjqc6ehxpaPPnY6BuHTc IYY86aQyjUQKpKLr81hULlqLsqA1KA4iqYGrkLeQxrmAxrmApM6ncc4LRK6/ vyB0gsLmkwqfY/MEej6FQRZKkVgh9WwdBWKDEInhqkicoGhDPzTxuTDcKhm9 1ymo4lxG7CMhmlhktPyR5mm1qFBA1cMvI3fHbqRPnU9GOc2ncZpP/4iMLscu hdGPcXSOYHQtLgSsQ+a89cievwEFIUaUhsehypaBOnsGGh0ZaHVmoMOVgR53 BvriMjDgycAdYig+A71fGHGDaAjegNrg9ahatA7lZLUkaDUKyGpeIE11IU2V GiJvARmdH4RTk9/E9o9DvOa5Y5wUwVXqjRyigCglKsKMqKGOraeObSSaKbNb KVjbCSFcu4SW5WsHURphHZv4Fo5RMvqMj0muy2Goma7fIHc7CfyAfnIqJ/i0 pcQybJ++ArtmrsKBWatJ4Bqc8hcErieBG1QCF4SgdOFGVARuRHXQJjRsNqPp UzNatpjR/pkZnUT352a0Lt5EbEQz0bg4BA2LJYHBksBFa0YIDCSBgZzrC5fg 9L/+G46//iZ2LQgalbBQkwBGBpZGmQQwIZvIDxMC2oyKcDMFtBn1kWY0RrE9 USa0R5vQGWOigOYgCuHcpwjnps1fIG9juM6Bjl70/0ofEj583yyLmOgjyeRX RjM6VWV0q2R0Pyf4EZrjKf91I4ySzQKyWUI2Gz4OQ8dnKovtZLNti8pq8xaV 4YZPzWMYDUEtWVUYDZaMLiKjQZzoQSsURr95ZxqOvf4HHJ+sMrpVLjn7yOBh sneCuv0ccYnq5hqRR/1XRO1exllbFWlFXZQV14mWaCvaY6zoirWgx2Chbreg 32DGgNFEnU69blT1euaUAORvCtNY1exOUCZZ1fSYL12uFRPBtRZVqmnvV1Vm 3yezHwhmKdinLSezK/HVzI9HMXueE/0y7bRxi5FinAFyAl1jfLoyoQc4ufs4 ybs52ds56Zs5+RvoBKrpDMos6Sg0p6N8kxFVq75UmV28nsyuQ0mwYHY18hap zF5lkH305ck4Lmz1DU721SFk1ohdZPQA2TxKJk8ryQMr7dSG7DAbCpTkgR0V kXbURNnREG1Hc4wdbbF2dBrs6DHa0We04abJhlsmK+6YLbhrNhMmwohsLh1X 3/dHHXnQ0jqCM93sV2e93J9SYwJtAGi//6Rcfg05eiI/IJFTlylE7iSR+2av wdck8iSJrP00huSlKGvJcHyqsrYMebh6x6mruFjNu7kOtXM9auYq38DVvpqr fhnXq0KuWzmGVGTGpuB8dAqyNsRIIteOELloBU7/4R0ce/VNEvkWjr35Jkk0 ccKb6S0tNE8rzdOmpCEuKWkIB3LDHSiKEGkIJ6qinaiLcaIx1olWgxMdRie6 iV6TEzfNDtwSKQiLHYNWAZmCsJqpGBlITAvAVQrr7oJCXw7g6dFECq+pS/Op RD6CxvwipE8hke9rRKoWuYNLz14uPZeXbSF5iROU8PBFPotgUQ0eh4g77lQM uNTgsotBZjuDzSYGnfXWVFSbU1FmSkEhg9JscpgZk6wErCcjknDmUxuylm9B QTB5DF6Fb6bMxrFX3sDx14g/vIUj5FEkK3aSv33k7wj5O0X+lGQFkRUukhUu lES5URHtRk2MGw2xbjQb3GjjhOkyuXHD7Ea/xY1bVhfuEHdtTgzZRicq8mYy sJ2hKvDSLV/6Wt/9vJmGp+5lVLApM8DqBsJ3kPoeF/MpZPN9lc0MsrmdbLbG mEmfR0oXIWESRWAQlyS2HtyKzGFsTtlDyXPDIWRQCtpsKWiiLKqjRKoyJaPU KOJ8xvsxSbgcnYhzkYk4QWl1mBJrb6gHl1dsRt7iVaSS3lLQ+crrpPPfsH/q TCXvs4s0HiCNRynoRXLjG5HcCHcryY3CqDiURsd5kxuNSnLDgw6zB90WD/qI AWsc7tjiZHJDl9hwULyHULzPpgSbKZIa85A7QzFNrz/UtgEFbWM3oHTsjuwu j9X2qu7yfjBRpHU1vyBM+p+lvjqyKRLp7zGaen+p4hfEAOSHhCqSmtJ6gqKx X1L09rBbVd9DLlWRC2UuFHqPTVXsrVTvjeYk1FLJVxqFZKV0pXzNik6g6k/A uYh4HA/zMCiK43R3c9q7cGzWIhx/9V8JuoRXJuPom/8Lu4IoOsj7HvJ+SJ9I YRCnJlI8SiKlPDYe1YZ41BsT0GRKQJs5AZ2WBNywJqDfFo9b9nhyLxIpHjWJ 4ozzJlHy5jJ4m8PgbbaWQPFH01e7NHGlxaPSPfjaApQJyEm+0wWTZDimv6xl qujDX5SBRvbWvUh7l2HPFMayHyzDCcacw27ONjdnnpum4nYLs2ejuYg6RTfU vNAdh5onEvmibquaP2ph96+ThhrSUWFIQDEpyouOx7XIeCUHdYYUHiP1B0nn btK6jRRb/zhzgsL/f1EcyuGXX8P2NV+Qfde35G3ELah+jYloMCWi2ZyIdksi uqyJ6LUl4qY9EbdpHYNOWouAyNsoFuRB5fINVHaM/PwpSObKfM0cka+Z7fO8 iS/un5A0jz5lMpJr+NPGQzzkhtuv5HgkvxPE2cCxeJ8NXPcZObfK/KND5iNd 4g6cyL9S8pViat+2qXlMkc8Uec02uoAmuoJ6uoVquofyGJprNM2WbkPkRoUb OU1yRc50P01c5FC30d2sf+F17Hz5TWU4jnIw9kx+C1sXrufncfyeR2aG4kcy Q9H6zBCnHd3edUsyWugCO2zJ6LYno4+ucYC440ziICSJxBAHIVHJDVWv2IT8 eQwaAxiKB3A6+Ius0CKZFVKTZ74Ex30G5L6TYeTIi+bcRCj9koxRsrfuR+o7 1MhTPuRaYyLMMjFuk+uPQ0mcizXprk1do0RiXSTYe7h2dZji0GqMQ6MhDnWx dMxc40q51hVEupEd4UJmmAvnybZI4otk/l46d+Hk47gIbHjhNbh/+yaOkvmD v5+Mbe/NUzMfDNP3h1hwhIuGrwRS6T0JpBR0cCHqcaSgz5nCtZ5rPjHkVpNH /Qz8ShesRuGCVcifTxEk2J9HbR6wVE0cBXAx8J+H5t27HpRM6mOUcbKQ9+d+ ZEtWK6vFNiJ59GvpyhL/Ixip7y5lxGRgxGRUoiaxeTNsExGUTdnUEVHVHYuI stRNH7H508Xoq83gQnOsS7bqeRRHOqF/iGguMfgzJC76DKlrIpVIxUi3v+GF VxHxqzdwiKx/NfnfFS2/dfpyNTtC8XR0ZSRORSb5zDdV6fJNrYxEOx1p6HGm oZ8R6i1GqnfjUnGTbWpa9RkqFq6lfF2NooUfI5/M5wnmRbpuPm1+/hKZapqP 5j27pW0/OGp/VFMzGo/f/Xa+ua7qLwsI1oXzF7Xy/UtS41zLOICkt5cw/jco m4SDAmLTUGweKnrAituE2FzsJ8RmYze1QwfRQnNqjHGgLtqh3K6UWqOQmiMn zI4rNG2xkSketndWwPnOSpjfXgbjBytgmBWkkG//zWTs5pqb8S7NfbqaB/hq xiocoCw4Oms1Ts1ZiwtLPkPmWjU1VThOaqpTpqbaPjWig6gP3IC6wPWoDlyH CqJ04RqSvxr5HIC8BTLPt+AjmZJiDDR/IXL8Z3vJ107oCMpELk46nr/Q8e43 3mRQx0MdBC3iEbRnZmZKY38FBzcYULU5FDelghU7z3eI21S1t6hubxrN6JOK tzvWig6ilUq4iYq4nsq4mipZPIqpmIV6vkYINb1z8SblevzUT5E05zO4534C Izk1Sr4tv56M9D9OpY5Vtex2hlq7Zsi8C2WYwvfcdcj0X4/sAK6S8zagcH4I ShaEoGzBRhryRlSKHAxRExiC2qAQ1BH1QeSbqCbnlYLvwLUoClxDvikXFsoU 4MJlasJqId3MgkDkBszRdlX1LkZuMT/o27bHOSqhjYOIb7TsiHpu4nu4TNnR HWNQTi6IMww35atIy4jDDT1EV4wJHdEmtEab0RRlRkOkGTURan5HPAooD7OJ zFCTuonwC4S/sQGm9yJhnfkF3EHhMJKmL958W/HkacKXiNzgtI+8NO+mSas0 r8UpUnyBFGf6b0A2Kc5jWZXmjSiTaa4qjeagjaR5o6RZUE6aicqg9aR5HWmm ug0kzSLT6k1rkeZA0ryQNM+bC197I9/9T/OsbaPot+B+Lb9fn1uK/A2hSvbQ ewLmJSWJKBKIbURLpBGNREOEmnisDFMTkeIhEpMiQXlg6WZsC4pSrm359y9h 8w9F+LwI2Bd9CWNwiGLPzlff0mW8BNEr6ENWqbmZWWtwZI6OaNpy1rwQlWiS fH2zkTCh4RMT6ohaonqTCZWbjCjbaERJiEGxbS/RQSrR+YJokT8MItFBJDqI PiSIRAcGInv+XI1nbVNEuA/Js+IPJo3Y6n1397TDz7+T11rSdypp7dZIkeYW B6FeUt6LhLe4fj3coGwq1ISp6fFSmS4XjwOk0fPeBuxcrabVD8vrX8zYhE9m b0Fk8CYkbo6EewGV1wdaqksqMZ+Ursd5Ulq0/Es0bjYo+yo3iRtc97oc6loo 1sRaro1iT6aEa2Ue18xrsSm4yDX0TFQyrq6LQe6yz1AUREqD1qiULiKli0jp IkHpEoXS5n17H5ZsCbPVnTZ9Sm+940rOh8aS7F0HJcu/l+Ub0naiJlQ9EzdB eZ6knJWr4zVxvUoe9rtAuzy+KMp72P+S3Kfw3peOQSTenRsi8cWSz+HaGKls vOVu38WAfr5Mfy1VhFbGVJXcnTNXKykwQW7WR5/TFzmUdI3Y8xN7fzcZxt1g ONfJsK6V4V2jVQ33KkwpKGb4l8cw8FpMMi4yLDwTmYhj4YkUWAn4+hMLLi37 lISS3GCSGyzJXURygxRyvSfp9Y7hSR21vk/S359aMUKs6xU5cOI8ZLGkrzLU oB6XfBSXyORpMrnjvRAcX6NuO16RWxRnQ0dMda+aO1Y3in6OHQk7lI047cbp U0jq+zJ3oCN1B0ndS1Lbo22K0lAUB9XHIHGLSqSfiqTHrqoUoVaEaqkxJSsq pphqJjcmCVepbr6h0jkdkYCjYfE4QAUklNBWKqeLyzeNkBpMUoMXK6TeKCn2 kqpXLE/qvIBOA2oPvdcdpSFFAKEtaqznVem6b5CCKxRzxxZFY+uUjTi2Rt1z 1FgUdnmeOBWqHmQ9KPcztstTdMImBY1l3dre4yQG3wGUPjIRQPEpqMwglaeW fKKcdvCIDR5XvJp/oaK+qyQAEtFHdFNxt1tVFS7UuDhNIU5VFFGp50QnsK3x uBARj1NU8kcUMekmlS5S6WR7HLgojgUsJpWLVSpzSOWjkgIRCOvO/z6hY1J1 ohPHUuk3YqYjSSdh4iz+eykEyzKrkXP+Fra7S5FXrRoTZz55eQQF9Abn5JbZ SXkM9KDcTiviNwpU9tQ7PIrM+pEYWyB3214q+EAdkctxInijPDXjnqBkgZ7G kMOj5IVu2+Nx0xZP8R5P8R5P8R5P8S5ySvGoMsSjLCYeBRTv2VEeZEZ4cD48 jq1yU0K6sI/YSQ63UuBkMNbOEKchV6wjjx8qPJbFRGs0aj/DkOfxnvBtkPrJ DN8fC3MUj5qamt/JussFmRduk8wy5NUMf1dOgMN5I6SoBv0crYzEvKeK7IwP lqM5LBrDDoeSkRSZySG7S8lU3rWJRHAc+okeSxw6zBTXFNgiy1mriOs4lETH IZ+zICvCjcvhbo6Zi37DSb/h5Fg56IntZMaqsCLOGh5fJ7KtS5FDZnpKSuR+ +uiJ+riel9GBvd94jIiHjDp/42WkBjnfkJG4cuTWDH9fVrDt2DCG+tt0jPw1 jmyMQvo7XBfeW4oTDOjEOTwl5WCzEw4M2cSpRnG60YmbFhd6zerJR3ECUqTP RRq9OsaF8mgXihjr5ka4lNOTF8nCGbJwjCwcJHbRPrYpbJgFG6pH9UMuCSmN jVUa87iPeNwXEw/qSfrWRJeoTWQz5WGPX+kpuniHFFUgt3b4h/I+GQldGLx9 Q0fRj9CYV4zktxch7V0uXR9/gmGrSckPDFktGLJYcdcizr3aMUD0mRzoMTrQ aVDPyGrytCrKgdJIBwoiHMgOcyjnay8ouxRit0LsWojdC7OyGyTO5PpJfq6R n+6S0lH8aGfJxZL5f87PSD5kxFpqkXOJVHgUKrTj+HmZDegb1IxPPD+NbKr1 ZKr17JWfKGr9rnK010T1aKaKtFClW9FntOKGwYauWBvaiKYYGxq4ENZE2VAe YaNqtCEvzCZVo1U5Q32cOKRsgonNMONE2fvdFKkFsepPVbSfYIleC08ip8zI yc5J397tMUS9KL9akVmHXIWAKuTWDT8rv9p8a8SBaLsLhymdr3D1HTCIUG2A 4vl7fG9EP9FrMFHOmRlCmdEeY0FLtHquvTbSgsoIC0rDLZRyFi6VFi6TZo6/ GafZYbHFf0A5h62cndc6f2DtJu/ttWOZ+qkxxlnKA2O6yGmS990L+o5evsuO 0mPWDT8nOyXW4dEdnYiG3BKGMKsU7XojhhFQL988hR4+i0ud0UbKKSNaolQ5 VRdhQlW4CWVhJhSxT7nszzXiInGWOC7PguxRz4Y8IPvYUVrqvfN35Z3HnAuf oOvbq95+1CM3k/2IV/rxU9nyy3Uj/dCStA2UhAWUhEL7+Skq8Em0R6piRpzb uR6hnuURZ3rK5ZmpfBnLXJZxzEl5BnCfPEkgDrFpo6QPB78n76zfuxrTg5f1 PbgielAjevBz2dpDOSM9eEDXg1ZKMHHSyA9NfH5ckVxCIWjqoEzX8mx5lE6c VDwt4wdxkmTXt7Z80qizxGPtTPbgt94eNLAHg+xBLbLrh7UfvaXvavbWOkna bj0jmiqpZWrkWTRN02hiMU9yrm/5mNhR84niGJx2C+1ohT4boBmQevAVz3vH gK0uuFSC1PB9qDhTgubyNs1ZVIrOXBWdqUNW/fDzsjOp1kpvrQ9JL9RL2mrY gmJJufihU4HsQLY8MKYPgI+O7sQEXSe0ERh7aFnYjao85SGbx5TWN9Y1Y4f1 gPK+OO4YSj2HkRm7H51VLcq3KjOvI/faILbF14tO4L/JajUnLvCIrK+HtxZH V0vZjCuSdq3VZ+SZra+lyQu/JA7RTBCB+7O6tmqkP6Rv6yNK+47vuIBTjmzl fduBMrQdKkBR/DFc2N+stO9a/bD2E0a9m9V+UFstzyiLs8plRDHRUlP3/D0j +gDqDneheHcPsjKqUXS2Erk7Dnt/nVfaNVL1a/pGPqwUTv/yEs5vbVTed1/q QU12P+ovVaLw5BkMMVz4J1nNpdpxqnlUKZp9qhmHksqU97Xn61B/sRaFF8tQ W1ktZgbyT1TiVscdDNXW/ndZ44Gse2ocZaa7t5bgzJESnKKZVtY0e4+8CqpK qjHQeRfDdfX/qAUtB4cw2Nukr01b22+KEqW1uNk5iOH6hn/QSjivY/BWl76E Fk33ixLl9ejvHELN3tO/kCX6dUakumF4NfYAL1dcR8mxYjTuO/MzH+MqS/xP WaJXlKhsQsWxErTsP/sTH8MlS7whS/SIEtUtqGSJ9gPntB8LX6y5p8QfZIlu UaKmFdUs0Xnwwo9liX3X7inxlizRdZOXa9tQfbwE3Ye/0eKgtLT6sSX+Q5bo ECXqOlB9ogQ9Ry9qQWSq4drYEu/KEu39vFzfiZqTJeg9fkmLzH2w+74s0drH yw1dqDlVgr6TlzV144PdabJEiyjR2I2q0yW4eTpTOxhd2nlPiZmyRGMvLzf1 oJLmNnDuymOyxDfV95SYI0s03KCUaLqBcpa4deHqI7LE3sx7SgTIEnUMMgab e1F6tgS3L2Y9KB331cslWLm6AIesW3HScwHNZa3SsLBA+qpqmsVgSx+KzpTi zuVsb9BzdPdZfEV/+KX/blw/dQlZxkO48MUetJc3QhXaCJIuqaJDXcPyWUV6 SBqOW64iz12Aqp2FqM7IRWHSOTRnFslSwdKriYfty6s4ba3COVsZqo52oOHA dRTtKaTM3u3j29si8nA2oQklu7tQ/3U36o+1ofB4FV3zNR/fTv00G0cSqpG1 uw5lR+pQfroG+d+U4npN7aj2P3yP3ks0leDwthKcp484f74EOfk1GmuLxIuf 9CPiyqWcNuSUtqGxvU8Oyf/lf1P5/y++X/Bn/xsm5SAC\ \>"]], ",", Graphics3DBox[{ {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.5], SphereBox[{-1.1436463625792337`, 0.6256564211764218, 0}, 1.125]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.5], SphereBox[{-0.0299952093402423, -1.3032548666383852`, 0}, 1.125]}, {Opacity[0.5], SphereBox[{4.204278989134492, 0, 0}, 0.1786]}, {Opacity[0.5], SphereBox[{0, 0, 0}, 0.1786]}, {Opacity[0.5], SphereBox[{2.049116310154181, 3.9593426131522294`, 0}, 0.2572]}, Text3DBox["10", {4.204278989134492, 0, 0}, {1, 0}], Text3DBox["11", {0, 0, 0}, {1, 0}], Text3DBox["1", {2.049116310154181, 3.9593426131522294`, 0}, {1, 0}], TubeBox[{{4.204278989134492, 0, 0}, {0, 0, 0}}, 0.02], TubeBox[{{4.204278989134492, 0, 0}, { 2.049116310154181, 3.9593426131522294`, 0}}, 0.02], TubeBox[{{0, 0, 0}, {2.049116310154181, 3.9593426131522294`, 0}}, 0.02]}, AspectRatio->Automatic, Axes->Automatic, AxesLabel->{ FormBox["xl", TraditionalForm], FormBox["yl", TraditionalForm], FormBox["zl", TraditionalForm]}, Boxed->False, PlotRange->Automatic, SphericalRegion->True], ",", Graphics3DBox[{ {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.5], SphereBox[{-1.1437826082541385`, -0.6254073113222776, 0}, 1.125]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.5], SphereBox[{0.030279067607571646`, 1.3032483025367103`, 0}, 1.125]}, {Opacity[0.5], SphereBox[{4.47071047112695, 0, 0}, 0.2572]}, {Opacity[0.5], SphereBox[{0, 0, 0}, 0.1786]}, {Opacity[0.5], SphereBox[{1.9369240835918564`, -3.7465598499855246`, 0}, 0.1786]}, Text3DBox["3", {4.47071047112695, 0, 0}, {1, 0}], Text3DBox["14", {0, 0, 0}, {1, 0}], Text3DBox["12", {1.9369240835918564`, -3.7465598499855246`, 0}, {1, 0}], TubeBox[{{4.47071047112695, 0, 0}, {0, 0, 0}}, 0.02], TubeBox[{{4.47071047112695, 0, 0}, { 1.9369240835918564`, -3.7465598499855246`, 0}}, 0.02], TubeBox[{{0, 0, 0}, {1.9369240835918564`, -3.7465598499855246`, 0}}, 0.02]}, AspectRatio->Automatic, Axes->Automatic, AxesLabel->{ FormBox["xl", TraditionalForm], FormBox["yl", TraditionalForm], FormBox["zl", TraditionalForm]}, Boxed->False, PlotRange->Automatic, SphericalRegion->True, ImageCache->GraphicsData["CompressedBitmap", "\<\ eJzdW3lYVFeW/zWYmKSTmHXSnWS603tnepnu/rqnt3Qnmcx05puZnpkvnbhr FJTdJYi7Jmo6iSBbFcW+i4o7GhVRwBURBGUptmKTHYpVEAUVZX73vfuqHlDY pmfmn6nvO7yl6t17fuece87vnqd/XOjnsXjJQj9P14WvvO27cLmHp+uKV/6w zJe3nL8E4Cgl8RWI81Geyj9HMTo6Kr783z8sVw7OUObhmZCXHNz71l/186Xi MEV88ZztzMl29m3dj3TPi8/4McXnO+rZMnFwEjdetp1N+OpJ5cYUDA8P4+zZ s9i8eTOKiooeG/+EIzyPynvas9OnT4fyDO+9/fbbcHV1xeDgIB6bHPda5fBl ZQir1Qp/f3/l0fT0dLS2tmLNmjVobGxUfiXuiSF/oj66Wjk8PGZ28ejOnTvF Tx+Wk4rbBKRc/Vh90k9qP/5JMYHQV3zb39+vTKwNI66FbcT3chhf5fDQBL3F T56Qj4nhhc7i6kfqY7+xmZbfay5Tr/j50X1Q8XqazuTiI5DJcX/rIBKcHFj+ cVtYfVW5fuwv2kHc5/UTEq+4pf1MM8kP1Slfkz/Rz6fpMs2Bfi9MYkJh+Yd0 lte0mebArD/4YvCfdHDv2fuH0osOQunvJjjzoTHO1M6fdjDdtAeMP3H+os4K mrHl3G9MOvTYe5rfNCMvXbrUZuRvODDoq+rwr0/IEfpB+Xn8/lb7pnxKTCO+ kuEqR/8v2+iPTTKMtIbmQy0LCHlFF4nivt4431fHn+0AtFBM/PwHDkB/T31s hnKYOkEZ4XYtnf3IQTh8V3383QfD0tPTY8PyQwcOlqO9Mw6DGE1LiD+Xj4nv xH2hnH1l/406wM9sRn5pElxCMekv/EI6LCoqSrmW+B53sLDk+D91HBgvPJgV tNQirPEPDqwwxQZnioOofv6+KjwvTSdU0EwnPsJ0rztw/3iQQp677wzP3Mei onKJgHvTQaR8+QvPNO3+5vwn+ZT4uqCgQAvTRxwPdn/PPaEzmwgLAUJ8xPkf 5HdaaIhIPHz4sDLfo7ZAe2F85Kl4H5k02QmPU+0/SJD6bC9Emm6abbyn1Ale u79R/tNBPD01aW5U07gcTWDV8MnZ33EQMdMcWJCiDK8SI/zyC+T5J2wPj2MF GlO4csEC81mL8t1vpD5iYOEiEVt2Czk7wKlGg+p9RecXHdhPfKRuz8lYHYdO uW5v6VSOFyKyUBSdhbzgY+hv6MSvpUW0+iLt/uSDKPaCgyTzFd0K0ztFrGEx tpjjeQdDOklo4pMTX4XatAa0pdej7kgZ6k/ka0Rh4vKfsBwc8Qep8FP3TU7P PXgGNBgMukccI9lnKFXulx26hcHTnWg83w3z0fzX5CMiwWnpxU7cnWxnuohS A1K5+qqDCZ8ap7fGycSHleblSXWcij3B5WoApQ6hpfomesqvo6WoDKMVjTZu pl+NjojRI5Nr9qQujYwPBjGc0JbHl+XaHOdI5XgyyaKcp8bXobq6H6V5V9HU 2Ir266O4030HzSUtGC2/il/J6fWl9SmbMR/TraTJEuikjn9l7FpQvTMFV3K7 kLSjCqfymlFZ3zFFjt0xSMW6bqOluBn3zHVafRbjCndLt7+kW0G6jDt1ghO1 NSme1ShQbb99bT8sx7dy2pGuW2gtasK90pqfO3Cemj3wTV2Cc+QUfYLTZrzc Zp/xUTlj5w3O2HkL7VcacK/Y8jMHK1SNCXx9krQlMHKWn8onM8vtk2hru4uT 3O0cRvvlq7hbVPET+VOht7Z4HrLZUI1OdeMso04zuYPipSm8K63WNq1WH7rF tNYhdBTWY6Sw/Ifytp4VcyTN5ePCSRY7fbJ2YGeNPCUn2GnlM9r0N0dxr+Mm rAV1GCkwvypva16RJr7/9C+MCyh9UIuIEHRHWzQX8rpsIzwvR+0ROrRTh0u1 uJNf8qrO8mI4exaZTAE9m0tISNAXKuhzqag84uqX8l7bsD0MviJn6FWUuQFr fg1uXyz6ru5xuc99IGWclXjQQu/38p6lzz7hS3KUviFetw3CmleNWxcuf0v+ VGOmIsAfZMIpYyakyX8nB8prss/5NfnTa2LO1uuw5lowfL7w69J+wnbCRiJ2 NOvby4SM+UfG5qgJW2rbF1NsvhDBwGWgaXSs2K7RN7SAExq1DMCaY8HQmYKX ZUTX1tY6ajVIQjzVsV2myof1t4UqwpRcEpoz9mTcw8hAs3L1bb0azf3oOGfB jexLf+sg0zwrp3FAwybxkyN9tLXNIqLpszuuE8Mjd5Sr78mRBqiP+WwXOs5Y MJiZr3Xz9EvjmQewxUPjbytotAZB34jdH1oCyKu5B3NuH9pOWTBwIu8Fx2np /nPb06W2CEXJFB8RYNrszTfts2vZL79+FGUXe9GabUFf+sXnHGelB5idX+pv C9G26iIzaTqUd9u//3s53KXGUZTn9aAl04KeY7ka/9Kb/qnxK2Kq7UxOLyYT YLX2gra3zKmzT/gzOWFh8ygq8rvQmFkF69ELD0vPXb5kQVzoEezddgSHthzB xbjcMV1HLStNUMYRnR4TptqakNxI023/ySbb738hlbjSMoqqvE5YqNtom1U3 Mjd8xiycN5zFJdNZFIRl4dKnB23NuQkcaVJ3qSXmkQmBKo7CgiKHMPo0j+1I abH9TK0tX0ZJ6yiq8zsw1HsPpyKO4bCpUBmiOKkGlTtrUbmrCubEXFgLy6FV NI0sjemf3l/HiYvJZlkqpt+caiu7IL/fdk/dmz2KsrxKGD+7gpRNKi+uIqC6 w/2oOdIJc5oFpXsPOXSzSnRVA0+1u3mqQ6XER2wgtEZDz53RiYrk1NiyWNKW JuSl30ZdxhBqT/bDnNUIc0amtIc9D45tv8jOpqLt+C2q+pxjDfUFS9OwYdCu oebXYzEXkBpbiQC/8zBsvqo8k7O3F8XHelGV2Y2q0x0wX7gKa1OLTVNt6yto gBaMeqs89FcF47gSqwVjSYddaY2Fn95ein2pFhSm98N6bVTbBmUlWJAaXqeM cuHzRhRmXkXhhVoU5lVAa8ns27fP1kWhpcerr/7IHgXjkDnywBQd5nFFWTZE H4W1sRnlOXk4t+sAPt9qQAYlm3KWkkPJpTihjb9gQDY221TR3t6cqrIb4ady oZgLqnBxbyvS0ppQnHNL2bFMsYfJQ0iKs+DgQQuOZlmQX9qMnmv210H6YHNk A2edDZTiqmVM7UdafisrK5MF9SlGex72EMl+ikB5gnJaIsyjFFKKKaWUMko5 pUKed+bkabrtP8cdyfV25erHctpKgi3MGEByUC7MJffQdN3ezTtbbKe9Wi9R 66va/ekQ38MOvnJyBFdkSdGbFfZS38o9pzh1N1UXkNMoxyiZlHOUizq4Zkol pZpSS6mnXKU0yKO415OT94jUZXfKDYwMqbuJH0gAtQVNKMm9jd1RZSirHf2a 1E4r+VpeFB9HfZMvilYLYdEdVtnbMzgRm2xDe5CSTsminJfOvSwdKxxqodQJ hP4GNFNaKW0BBnQEGJzQzhNntPBWB1eDGFzTy1xgxY2795Sr70vkx+PykJrI SN/XhpKW0VfkA9o2SCRgLY5HZW1+WI/2PsRJmkV7kfEdCTQ9JGIM0GMS6Llx QIVLa4jiKqVJgBQAtzGSAw3oDjQ4ozfIIDZg/NvFW5YNn6KrtErD2nXbvqI1 gnx2RwX277Hg8gnuHgZGvyW9oq96Wlw/+pcxjnO0utl6Hkf/HICdGz9V4B2g HKGcVFKRkVFrZNQaCc9IPxoJLwxXA8LQvM2ItkAjrJTuICN6g424FmzAQIgB 10NE6hoMEVjFdR/v1238BN3mSk2NugE7Vu31kcheeQc6cPBQC0ou3kH7DY0f jy3Jj+hqyTgaqDrsZSLyR9JcV8Vp+yiHlQRrxKmtYbiw1YQCSvHWcJT7h6M6 IBxXt4WjOTAcbUHh6AwOR0+ICdcoA6EmDIaG4abBiCHKsNGAW5RhxthNykAo 1/OH2zRUha12VH8r/VBVYMGVzEFsD81jZhz9kbwtCqYoPDJS1cIo37t8DW3l lUia44KUuYsUDAep9zHqnEWdz1Hyt0bgCqXMPxKWgEjUbYtEU1AkWoMjYQ2J RE9oJK5RrhsicMMYgSFjOG6FheNOmAkjpjCKkWLAHcqtMOYfv3Vo2HtYS4sZ pXYcL0qF6wpaUZo/gj2xZHVXR3+ic4yIPlGqH9GD+DoSZi/ADjohde5i7N3o j0NUPINKn94ayeoWxbCKQklANCq3RaMmMBoNQdFoCYlGR2g0ug3RuGaMxnXK zbBoDJuicJsyEh6Ju+ERuBcRTjFRwihG3mMy9VyGizNc0VtWaSPjqYfshUDb VJ2Iv4TU7SyAB62CaKusURKJV1B0IA0pcxZiF7XePdcd+z1WckFEMo1H0fTR yPOPwZWAGJRti4UlKBZ1wbFoColFW2gsOg2x6DXGYiAsFjdMsRgOj8XtiBiM UO5FRmM0MorHKIxGRVLCKSbeC0Mp57oy2xXmzVs1xVPC7b0rbT92blc1Duyv wZXsG7BeH31Tr/gLSJo1H7vmCHO7Yd9cL6TN9UG678eM+Rjk+MeiICAOxdvi UBEUj5rgeFwNjUeLIR4dxnh0h8Xjmikeg+HxGIqIx+3IeIxExuFuVByVjBUV JDpGrLNogoghgJgIWDd+BPN8dyq/CAWzF9pMfv2uPXg0KipogCA7FkoeU/wJ SXZKeM7En5PnrMsBl+izhK1nUFowglbmAPWNmnzF+k2ujQrsYGilzhEO8sT+ ud44PHcpMuYuwxnfz5AbEI/CbQkoDUpAZXAC6kIT0WhIRJsxEZ1hieg1JWIg IhE3KMORibgTlYC70Qm4RxmNiacQc6yQWEoMbgQFoczFG+YFHjC/vxjF81zQ fCDNSbqm45Ydrij/pwhpfCIdz3iKBHRJAzJ8/XEuuRo7wgpQVjn6L2PBFu9P wy5GRuocd+ye40WwS3CEQE/O+wBn5/vioteHuLIlHGUhSbCEJqHekIzmsGS0 m5LRFZ6MvohkXI9MxlBUMm5HJ+FuTBLuCYlNxGicEIKOI+h4BsOK9ahctAxl rj4wu3gRsDsBu6Lqk8+cZKUQDTUNpMhLeymHdJXfEc9JmBuAU4YLSPrwDM7t zFO4jmACLRzjBsd6eyziE1s+Q+psunaOJ8UHB+YsxbG5y5E1zxfn5q9A3oKV uOKyCmVLN6P60yhcDduOFtN2dISnoCciBdciUzAYlYLh6O24E7OdSClxyURJ iReShP6PA9DgvgK17r6ocluOskVLYXali13o4oWLcGX++yrip7H/eJWCVM/q 9Gi18p/iakL8Z9nIWHkMJZH7FSbXvFXlOc5oU/4K3tNyLFsZ+Z/1qF9GykwG 9Cw37J7tRdRLcHDOcqL2Rfa8FTj/vh8uLVyFItfVKF+0BtWL16LBbS1afP+M jo9C0L0pBNeCGKgxO3ArdgdGKHeYQ4c+DsbNPwehb/UWtHuuQrPnSjR4+BH1 CpUHvEDQdLOLG4oXLFDuHGAd2RKYjyiPSOz8IGwC2Un1SUVi6Fmc+OQ0CmL3 o2arA7KzTSE7zBk9gQK1OLfyXmlAxFjUv8SOGS7YPcuDqL2xZ/ZSBXU6/Zw9 3w85C1bhkstqFLuuQcWitahRUK9Dq/s6WD3Wo4vS67kefV7r0U8Z8FqHfu91 vF6HHu+16PRag3av1WjxWoUGIq/zWAEL/S0+5sVLYF5Efy9i+nJxUe7FrElG 6NJ8VMel4Oym7Yhd+AlSVx9HCCGnG3ORHXOAa1YjQUaSIKNKgrbpSZDBRoKc FBrkrJyL+3W7D4/NZM8SPhnKTMKf5YO9s5chbc4HOE6HZ7+/EjkLdfAJvYbQ Gwi9lbAF/G7PDej12oBrlH7vDZxuwHs99z99/NtDM3TSBO3eawh/NRpogjpP P1hoAgW+G8PdzUeSxOeQsbkYTemNyIk4jVMp2awYRqarMFwi4yiilPubyJJM qKc0bTORJZnQSekJ1lhSGFmSUbIk8nlBj5wVgnThvUXoYz1+S4/8d9gxfRFS Z3KBz1qCvbOW49AcXyL3wykF+WpcIupiOr1i8ToVOREryIm620tF3uetIh/w 4dGHgeCjR87l4a0hX2lH7r6M4qOcn/zta8oxZVM+cqPLUb6zHAU7CpEdkUDm G86VHc6VHQGzfwSqyLFquTYaA8mxyLOs5Fk9IYJjRSgc6yb51TDlNvnVnTAd vyK3Kpy5iGZwGWuCZ5EiTDCDq33mEsb+cjrfl7HvR+evmmgC9/U0wQaaYAOs hN5F6fHeSBNspAk20vn9NMLjigm6KZ0+69BGEzQzABoYALU0QRUDQDGBB03g sQQX33lP3fK8hLCV2ThiOodzKeeRvfcMToXE0f+R9H8Uiv2jUEGSVk2CdlUQ tOBotJOkdTHB9BkEQYsiQYtSCNodUyQJWoSOoKnkrGQOU+pMVzTvO4R/1Fvh G9jO+EidTivMWMJgWI6DzHnpXP3ZC4QV1tAKa2kFOnVLEHq2BDN7b2cm3467 sSm4HZOCm9EpGGC272XW79oWg07mwnaRE2kFq7CCj2qFqwyGWi9awUtawXM5 ZQmyfv8mNDPs8f0I8Vv3Yk/YPnwevJ1BEM1iFo3LZHylHLsqkGyPjK9xHNvr t7G9GNym3I0QTC9ax/RIltZ/CPM8N5SSoBXOWjDWDC8j46Nt2PUezTCdwUAz HKAZjtEMWTRDyfLN6OcqG41PkCU7ibxElPFkjFCGo5Nxg+W9n2W+m+W+w6RS gHpjMilBMqo+jUSD38dokmao8VqlIv4GzF7LcfG9Wch+/U2k/05dDntJpw5u DGLaj2baj+FmPhb5AbEoInUsC4xDtaCOIfFoDh1LHa9r1DEiTlLHWIU6CuIo aOPgtiAyCubc91lj5y1GydyFaCXXflNviddRvPcIdr7rxaBQA2I/l8URWqI3 KJTIOVRcrGRngqmRtcUI9paI21GJGCKbu05W1xeehC5TEtrDktBE5icYYGVI IkrICAvIDAu3mFDhS/rgvQoV3n4we/tSluHcv/0Hst54E2l//BOZpRdZtA8O kVke9/2UOTEOF/zj+Xy8Mk4FmWUNx2zg+K1kllYyyx4yy/5wjVkmYMTGLONV Zkm9uz/6FBUuzL8LSbIWsPq+70YW7YqCufMxhtD/Htv/5IVd0gynWeEE6R6N iZQEXBBxYVlhYZWoj5C036IHblAG6I2esARYjQloNSSgIVQl/eUk/2ITkM/N gPBsJqV4xYeo8KEZfD5QzJD15ls4STPsfXc+zeBDMyzF52RgGQzK0yxPuX7+ KAxMRGlwEqrIO+sMNDODrS1sLOe8OY5zjpJzXtvsj/rFK1C96ANWda5BV2EK RsVCT5qDUfH+gjFWeB0ZG0Ow490lzJXLYN0aoO6ZlL1ThFxdUXK1qfus29xz DVGuc0Ve48rsMsah3RCHZia1+mB1z2bm3k3s4S4yvs8wzk8w0R0WCW/FBsUK F2fMRiatcOT1NxTWLRjZ/jnLcIQF+iStcIZ5+iJL1WUuT/OSzahaG4Q6ctFm 8tD28O1chhoP3a7w0JtBUbi+OYgSiBb3VWhyW4l6Nz8yOV/md1qdrNvsskRl 3S5k3Qtd0Jp2UL4vk6b4CdrMFiS/swRFKzcxyRgwqkgYhSZR8i3zbnikskkW m+UhyiA3z/3cRPcwV1uZs1uZuxuYw2sD1Y13iX80Cgg/h3KKJkhnxTvIyreH dT/Pbw1yZ8xCBk2x79/fU2jabtK0/aRpR2iGzLl+3ISsJCVfhcssWWaXNbCw bNWxbDVQmslbWlm92ylW97XO6HRfyyrV4bGGlWw1mmiJeveVLPArUElLmBcz HgQTF8zMlVnCxRXth9Le0HcVpiB9gwEFKzZhOExpXzjhLuvsq/wrqq5J6XCI TseQUe189Bsi0RsaiU5W67ZgtUtSH6h2TUT3RHRR8iii4p+kHCHu/eQ+gu9n rduE88Sf9sZbXIRkK7N9WKqXcUvyAY7OXYHMeStxjuU6b8FqbknWcOO0Fhbi rmfBamTZbiHuNnK2DkFZKU4krevwBP+upRFoGxqiiYaopyFq3P1QSUOUuTEc FjMcFjM/LOaiWLQIHYfTMMYKD6G1tBo5yz/CgGxEicaUk9KaelU5F82qG4Yw XCc16w81oZcFpCs4HO1BaqNLNLxE46uCkIsJWVA9QflEg+w46V+a3O4IM5yk GbKmz8Lud+bRDF4qaSNjOTjbl2ZgkZovzcB6fcVlrWKGapqgniZodFvPiF9P M6wnZDITwdzJ2mkKz3UiFjxpBkqT5xrUe9AMHitRyZ1ZGZm62Z3x4MZV4cZV sXgxrJ8fklZQ/0HJV1CQehzWIAP6ZNNRtBwHQ9WjuO5Xmo9GElUjCasR7eTp LeTrDeTuteTwlbKxKRqcuZQz8g3F5+obCycF/reQTgMcmj2fKYjb0pneKmUT ZIW16eg8aQDGgN0A62iA9TTAehpgAw2wAW2kbh2CvpHBdlKEETppgg6K3QCr UU0DVHCTZvagATyWK1TN7E4DuC1Gx+eHtDj4lVwNZVE7uANR28m9QdS4j+Z4 Wukzi91Xl9x7iU57c4C6V6uRjepSuXPNk3s7scc7KhsXe5SXTyr6XCbWEjK3 1Bncns4Q6JcqJenAnBUK+ky6/tyCNXb0dH01kdcTeSORN0v07Z469F6CyK7n Bo3ovdaiUaCnVHObWkGiavZcISka04EH04G7G9rt6H8tm0tNuw6gUb5IcBav EjBNeZcgttvibUKjfLVSLV9C6CGfly2odNnTt0P+ttLeEDO0c+eya7qEPWOp JCQC9kpkzl+FswI2IVd/8DGsm4IwyORyh5RsiJRsMEqthKIitpGSNbJC1hqS UUM6VrOB9cL3YzQSeh1hWwRsslOzF2F7MQF4EbanN0oJe6CqUqLW/pmxaJpU yxdFzgrGJ5RzgVQ4t2qr+v6sWDZiLuocnC5bGHq0ojmndbCUFwrvEvF0Ip6+ lGH+AfYR8edEfJKObvgwwCH1uhmpNtV6Sb06Sb0EJRLUqJoUqTw4EUWBCcgj 9crfbELB2gBYuDEr9yZibyL2FryDiL28UOLhJuv/a3Kf1ClahzJkq+SxQraW RA/tCuUS5QJFrN9MGcaaTwVG4U/Rtpoie7wnPwxEqkK36dOZy7GXCHN8Njpk VXfIqoYj1Nao4LndZFUdZFXNhnjUkwdbyKrMgfG4TFaV6x9HHWKRQV6RuTkU l3w3kk8QoQ9D2XuJgrAmOFAiVBvPT2KAmnUQZTW1LJRo8mTH8Iz023H5EmOf REOfTdUa1nvImEkVU99booA5JajiJOToFonRTRKjAZO6dRFbGLGVEVuaWhKj Sm5xSkiOCrjlySGIUyRH6WQGaWQGe0WlXLFeBeOzBKUE03r0iATzlkxIvQRT RzC1arf3CflCI/kdL8aVYHHLSVWMkraQxU1CWUTvX7wDEO8CxJZTbD3FFrSM W9EibknzlW686MpH0tsRzNbh9LSJYiQjW4ZSKljo5Sm3Wer/A/oqinYfw3ZB oPw2Kdvzu4oYlVcieuIwqBCHCBtxEK9VxNZftAAqSRxKOWMhJVd5myHeapjo nTCayChXlTOyWTSKqEXz0aPabu89uYCPCwrju4lTaUX7WVvRFj0UfdHuDDax aJvQxKJdz4Jt8TdxcZsY9uRnlHOcNovTHqOMTWPOyKQKlaHqv2cfo8IUlT8s +wjX1Eqpvq17Wlc0WT+C7EVTNLqusmBWc5ZySjGlgHJBNrczdOHpLGdPX/cR +izV+tmnSwO0mquVqtUdJH4oitVTE8uVv71cVci1LlZHrlwVoq9+RK3TArQ2 a191tS2RyVlnyFlvMjS1auH0BauFlj+P6TKLNqVV968zZJNnpi5VW2SqdlJ6 wv+TVO1sS2S6DrL6P+umKXmyTObH8TlSoMi/T47UhtdXAvV/AGGuLkm1izVN DfKlpuMTlKRNWoISmv6rOsr/4X8E//93wJf+GyiWdxg=\ \>"]]}], "}"}]], "Output", CellChangeTimes->{3.5764689941266503`*^9, 3.576469827444915*^9, 3.576470248567654*^9, 3.5764705333617544`*^9}] }, Open ]], Cell["\<\ (*-------------------------------------------------------------------------*) (* next: O atoms in X-C-O- three doubly occ LP\[CloseCurlyQuote], ~ \ tetraedric *)\ \>", "Text", CellChangeTimes->{{3.572794697520533*^9, 3.5727947043221455`*^9}, { 3.5727948024151173`*^9, 3.572794803507119*^9}, {3.5727948673580313`*^9, 3.572794869838436*^9}, {3.572795260993526*^9, 3.5727952676703377`*^9}, { 3.5727954366342344`*^9, 3.5727954702834935`*^9}, {3.5727973545484033`*^9, 3.5727973657024226`*^9}, {3.572803225319809*^9, 3.572803264553878*^9}, { 3.57280330550395*^9, 3.5728033127111626`*^9}, 3.5728033508376293`*^9, { 3.572803528365941*^9, 3.5728035301443443`*^9}, {3.572803715051469*^9, 3.572803769604765*^9}, {3.572840261866465*^9, 3.5728402628648667`*^9}, { 3.5728405648813972`*^9, 3.572840578905822*^9}, {3.5728406372187243`*^9, 3.572840716170463*^9}, {3.5728407476825185`*^9, 3.572840785746585*^9}, { 3.5728408298790627`*^9, 3.5728408871311636`*^9}, {3.5728409363336496`*^9, 3.572841070790286*^9}, {3.572841415987692*^9, 3.572841609740032*^9}, 3.5728416910629754`*^9, {3.5728417502806797`*^9, 3.572841879885707*^9}, { 3.572841914564568*^9, 3.5728419300709953`*^9}, {3.572841986199894*^9, 3.572842001659521*^9}, {3.5728426453322515`*^9, 3.5728426487174573`*^9}, { 3.572844776030794*^9, 3.572844786919613*^9}, {3.57284502999924*^9, 3.5728450550060835`*^9}, {3.572845459218394*^9, 3.572845496174859*^9}, { 3.5728455656105804`*^9, 3.572845617574272*^9}, {3.5728456738279705`*^9, 3.572845681440784*^9}, {3.5728457322656736`*^9, 3.572845755291314*^9}, 3.572845978356106*^9, {3.572846145151599*^9, 3.572846189096876*^9}, { 3.572846392926834*^9, 3.5728464086828613`*^9}, 3.572846518881455*^9, 3.5728469699562473`*^9, {3.5728470834620466`*^9, 3.572847089873658*^9}, { 3.572847132180932*^9, 3.5728472650151653`*^9}, 3.5728473515485177`*^9, { 3.572849422046554*^9, 3.572849426554962*^9}, {3.572849678776205*^9, 3.572849686077018*^9}, {3.5728503673146143`*^9, 3.5728503811830387`*^9}, { 3.5728505998798227`*^9, 3.572850604637831*^9}, 3.5730459405924234`*^9, { 3.5731485633994884`*^9, 3.5731485765503116`*^9}, {3.5731486137719765`*^9, 3.57314870088253*^9}, 3.5746558585762653`*^9, {3.574670156150858*^9, 3.5746701578512607`*^9}, {3.5746701931541224`*^9, 3.5746702231061754`*^9}, {3.574670271856261*^9, 3.574670280545476*^9}, { 3.574670327688759*^9, 3.574670328952361*^9}, {3.5746703662988267`*^9, 3.574670379184449*^9}, {3.5746706373025026`*^9, 3.574670676068571*^9}, { 3.574740867627764*^9, 3.574740880248186*^9}, {3.5749502553646355`*^9, 3.574950272103464*^9}, {3.576339630556878*^9, 3.5763396737533536`*^9}}], Cell[CellGroupData[{ Cell[BoxData[{ StyleBox[ RowBox[{ RowBox[{"Clear", "[", RowBox[{"conn", ",", "Okk", ",", "Okl", ",", "Okm"}], "]"}], ";"}], "Input"], "\n", StyleBox[ RowBox[{ RowBox[{"conn", "=", RowBox[{"{", "}"}]}], ";"}], "Input"], "\n", StyleBox[ RowBox[{"tj", "=", RowBox[{"Length", "[", "conn", "]"}]}], "Input"], "\n", StyleBox[ RowBox[{ RowBox[{"tplk", "=", RowBox[{"Table", "[", RowBox[{ RowBox[{"{", RowBox[{"0", ",", "0", ",", "0"}], "}"}], ",", RowBox[{"{", "tj", "}"}]}], "]"}]}], ";"}], "Input"], "\n", StyleBox[ RowBox[{ RowBox[{"tpll", " ", "=", " ", "tplk"}], ";"}], "Input"], "\n", StyleBox[ RowBox[{ RowBox[{"tplm", " ", "=", " ", "tplk"}], ";"}], "Input"], "\n", StyleBox[ RowBox[{ RowBox[{"Okk", "=", RowBox[{"{", RowBox[{"{", RowBox[{"1", ",", "1", ",", "1"}], "}"}], "}"}]}], ";"}], "Input"], "\n", StyleBox[ RowBox[{ RowBox[{"Okl", "=", RowBox[{"{", RowBox[{"{", RowBox[{"1", ",", "1", ",", "1"}], "}"}], "}"}]}], ";"}], "Input"], "\n", StyleBox[ RowBox[{ RowBox[{"Okm", "=", RowBox[{"{", RowBox[{"{", RowBox[{"1", ",", "1", ",", "1"}], "}"}], "}"}]}], ";"}], "Input"], "\n", StyleBox[ RowBox[{ RowBox[{"k", "=", "1"}], ";"}], "Input"], "\n", StyleBox[ RowBox[{ RowBox[{ RowBox[{"Plota", "=", " ", RowBox[{"Table", "[", RowBox[{ RowBox[{"{", "0", "}"}], ",", " ", RowBox[{"{", RowBox[{"i", ",", " ", "1", ",", " ", "tj"}], "}"}]}], "]"}]}], ";"}], " "}], "Input"], "\n", StyleBox[ RowBox[{ RowBox[{"Plotc", "=", " ", "Plota"}], ";"}], "Input"], "\n", StyleBox[ RowBox[{ RowBox[{ RowBox[{"Plotd", " ", "=", "Plota"}], ";"}], " "}], "Input"], "\n", StyleBox[ RowBox[{ RowBox[{"Plote", "=", " ", "Plota"}], ";"}], "Input"], "\n", StyleBox[ RowBox[{ RowBox[{"Plotf", "=", " ", "Plota"}], ";"}], "Input"], "\n", StyleBox[ RowBox[{ RowBox[{"Plotb0", " ", "=", "Plota"}], ";"}], "Input"]}], "Input", CellChangeTimes->{{3.572794697520533*^9, 3.5727947043221455`*^9}, { 3.5727948024151173`*^9, 3.572794803507119*^9}, {3.5727948673580313`*^9, 3.572794869838436*^9}, {3.572795260993526*^9, 3.5727952676703377`*^9}, { 3.5727954366342344`*^9, 3.5727954702834935`*^9}, {3.5727973545484033`*^9, 3.5727973657024226`*^9}, {3.572803225319809*^9, 3.572803264553878*^9}, { 3.57280330550395*^9, 3.5728033127111626`*^9}, 3.5728033508376293`*^9, { 3.572803528365941*^9, 3.5728035301443443`*^9}, {3.572803715051469*^9, 3.572803769604765*^9}, {3.572840261866465*^9, 3.5728402628648667`*^9}, { 3.5728405648813972`*^9, 3.572840578905822*^9}, {3.5728406372187243`*^9, 3.572840716170463*^9}, {3.5728407476825185`*^9, 3.572840785746585*^9}, { 3.5728408298790627`*^9, 3.5728408871311636`*^9}, {3.5728409363336496`*^9, 3.572841070790286*^9}, {3.572841415987692*^9, 3.572841609740032*^9}, 3.5728416910629754`*^9, {3.5728417502806797`*^9, 3.572841879885707*^9}, { 3.572841914564568*^9, 3.5728419300709953`*^9}, {3.572841986199894*^9, 3.572842001659521*^9}, {3.5728426453322515`*^9, 3.5728426487174573`*^9}, { 3.572844776030794*^9, 3.572844786919613*^9}, {3.57284502999924*^9, 3.5728450550060835`*^9}, {3.572845459218394*^9, 3.572845496174859*^9}, { 3.5728455656105804`*^9, 3.572845617574272*^9}, {3.5728456738279705`*^9, 3.572845681440784*^9}, {3.5728457322656736`*^9, 3.572845755291314*^9}, 3.572845978356106*^9, {3.572846145151599*^9, 3.572846189096876*^9}, { 3.572846392926834*^9, 3.5728464086828613`*^9}, 3.572846518881455*^9, 3.5728469699562473`*^9, {3.5728470834620466`*^9, 3.572847089873658*^9}, { 3.572847132180932*^9, 3.5728472650151653`*^9}, 3.5728473515485177`*^9, { 3.572849422046554*^9, 3.572849426554962*^9}, {3.572849678776205*^9, 3.572849686077018*^9}, {3.5728503673146143`*^9, 3.5728503811830387`*^9}, { 3.5728505998798227`*^9, 3.572850604637831*^9}, 3.5730459405924234`*^9, { 3.5731485633994884`*^9, 3.5731485765503116`*^9}, {3.5731486137719765`*^9, 3.57314870088253*^9}, 3.5746558585762653`*^9, {3.574670156150858*^9, 3.5746701578512607`*^9}, {3.5746701931541224`*^9, 3.5746702231061754`*^9}, {3.574670271856261*^9, 3.574670280545476*^9}, { 3.574670327688759*^9, 3.574670328952361*^9}, {3.5746703662988267`*^9, 3.574670379184449*^9}, {3.5746706373025026`*^9, 3.574670676068571*^9}, { 3.574740867627764*^9, 3.574740880248186*^9}, {3.5749502553646355`*^9, 3.574950272103464*^9}, {3.576339630556878*^9, 3.576339709680217*^9}, { 3.576341898894462*^9, 3.576341898894462*^9}, {3.5763809630919313`*^9, 3.5763809694723425`*^9}, {3.5763812169199777`*^9, 3.5763812213347855`*^9}, {3.5763812778068843`*^9, 3.5763812829236937`*^9}, 3.5763815467201567`*^9, {3.576423301196893*^9, 3.576423324940135*^9}}], Cell[BoxData["0"], "Output", CellChangeTimes->{3.5764689941578503`*^9, 3.5764698274761143`*^9, 3.576470248583254*^9, 3.5764705333929543`*^9}] }, Open ]], Cell[BoxData[ RowBox[{ RowBox[{ StyleBox["Do", "Input"], StyleBox["[", "Input"], RowBox[{ RowBox[{ StyleBox["(", "Input"], RowBox[{ StyleBox[ RowBox[{"c", " ", "=", " ", RowBox[{"conn", "[", RowBox[{"[", "k", "]"}], "]"}]}], "Input"], StyleBox[";", "Input"], StyleBox[" ", "Input"], StyleBox["\n", "Input"], StyleBox[ RowBox[{"a1", " ", "=", " ", RowBox[{"dc", "[", RowBox[{"[", RowBox[{ RowBox[{"c", "[", RowBox[{"[", "2", "]"}], "]"}], ",", RowBox[{"c", "[", RowBox[{"[", "1", "]"}], "]"}]}], "]"}], "]"}]}], "Input"], StyleBox[";", "Input"], StyleBox[" ", "Input"], StyleBox[ RowBox[{"a2", " ", "=", " ", RowBox[{"dc", "[", RowBox[{"[", RowBox[{ RowBox[{"c", "[", RowBox[{"[", "2", "]"}], "]"}], ",", RowBox[{"c", "[", RowBox[{"[", "3", "]"}], "]"}]}], "]"}], "]"}]}], "Input"], StyleBox[";", "Input"], StyleBox[" ", "Input"], StyleBox[ RowBox[{"d1", " ", "=", " ", RowBox[{"dc", "[", RowBox[{"[", RowBox[{ RowBox[{"c", "[", RowBox[{"[", "1", "]"}], "]"}], ",", RowBox[{"c", "[", RowBox[{"[", "3", "]"}], "]"}]}], "]"}], "]"}]}], "Input"], StyleBox[";", "Input"], StyleBox[" ", "Input"], StyleBox["\n", "Input"], StyleBox[ RowBox[{"\[Alpha]", " ", "=", " ", RowBox[{"ArcCos", "[", RowBox[{ RowBox[{"(", RowBox[{ RowBox[{"a1", "^", "2"}], " ", "+", " ", RowBox[{"a2", "^", "2"}], " ", "-", " ", RowBox[{"d1", "^", "2"}]}], ")"}], "/", RowBox[{"(", RowBox[{"2", "*", "a1", "*", "a2"}], ")"}]}], "]"}]}], "Input"], StyleBox[";", "Input"], StyleBox[" ", "Input"], StyleBox["\n", "Input"], StyleBox[ RowBox[{"L", " ", "=", " ", RowBox[{ RowBox[{"u2", "[", RowBox[{"[", RowBox[{"c", "[", RowBox[{"[", "2", "]"}], "]"}], "]"}], "]"}], " ", "+", " ", "rlo"}]}], "Input"], StyleBox[";", "Input"], StyleBox[" ", "Input"], StyleBox["\n", "Input"], StyleBox[ RowBox[{"(*", RowBox[{ RowBox[{"\[Beta]", " ", "=", " ", RowBox[{"ArcSin", "[", RowBox[{"rlo", "/", "L"}], "]"}]}], ";"}], " ", "*)"}], "Input"], StyleBox["\n", "Input"], StyleBox[ RowBox[{"\[Gamma]", " ", "=", " ", RowBox[{ RowBox[{"\[Pi]", "/", "2"}], " ", "-", " ", RowBox[{"\[Alpha]", "/", "2"}]}]}], "Input"], StyleBox[";", "Input"], StyleBox[" ", "Input"], StyleBox["\n", "Input"], RowBox[{"(*", StyleBox[ RowBox[{ RowBox[{"p", " ", "=", " ", RowBox[{"Table", "[", RowBox[{ RowBox[{"t", "[", RowBox[{"[", RowBox[{"c", "[", RowBox[{"[", "i", "]"}], "]"}], "]"}], "]"}], ",", " ", RowBox[{"{", RowBox[{"i", ",", " ", "1", ",", " ", "P"}], "}"}]}], "]"}]}], ";"}], "Input"], StyleBox[" ", "Input"], "*)"}], StyleBox["\n", "Input"], StyleBox[ RowBox[{"v", " ", "=", " ", RowBox[{"Table", "[", RowBox[{ RowBox[{"Join", "[", RowBox[{ RowBox[{"t", "[", RowBox[{"[", RowBox[{"c", "[", RowBox[{"[", "i", "]"}], "]"}], "]"}], "]"}], ",", " ", RowBox[{"{", "1", "}"}]}], "]"}], ",", " ", RowBox[{"{", RowBox[{"i", ",", " ", "1", ",", " ", "P"}], "}"}]}], "]"}]}], "Input"], StyleBox[";", "Input"], StyleBox[" ", "Input"], StyleBox["\n", "Input"], StyleBox[ RowBox[{"x2", " ", "=", " ", RowBox[{"t", "[", RowBox[{"[", RowBox[{ RowBox[{"c", "[", RowBox[{"[", "2", "]"}], "]"}], ",", "1"}], "]"}], "]"}]}], "Input"], StyleBox[";", "Input"], StyleBox[" ", "Input"], StyleBox["\n", "Input"], StyleBox[ RowBox[{"y2", " ", "=", " ", RowBox[{"t", "[", RowBox[{"[", RowBox[{ RowBox[{"c", "[", RowBox[{"[", "2", "]"}], "]"}], ",", "2"}], "]"}], "]"}]}], "Input"], StyleBox[";", "Input"], StyleBox[" ", "Input"], StyleBox["\n", "Input"], StyleBox[ RowBox[{"z2", " ", "=", " ", RowBox[{"t", "[", RowBox[{"[", RowBox[{ RowBox[{"c", "[", RowBox[{"[", "2", "]"}], "]"}], ",", "3"}], "]"}], "]"}]}], "Input"], StyleBox[";", "Input"], StyleBox[" ", "Input"], StyleBox["\n", "Input"], StyleBox[ RowBox[{"Q", " ", "=", " ", RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{"1", ",", " ", "0", ",", " ", "0", ",", " ", "0"}], "}"}], ",", " ", RowBox[{"{", RowBox[{"0", ",", " ", "1", ",", " ", "0", ",", " ", "0"}], "}"}], ",", " ", RowBox[{"{", RowBox[{"0", ",", " ", "0", ",", " ", "1", ",", " ", "0"}], "}"}], ",", " ", RowBox[{"{", RowBox[{ RowBox[{"-", "x2"}], ",", " ", RowBox[{"-", "y2"}], ",", " ", RowBox[{"-", "z2"}], ",", " ", "1"}], "}"}]}], "}"}]}], "Input"], StyleBox[";", "Input"], StyleBox[" ", "Input"], StyleBox["\n", "Input"], StyleBox[ RowBox[{"p", " ", "=", " ", RowBox[{"v", ".", "Q"}]}], "Input"], StyleBox[";", "Input"], StyleBox[" ", "Input"], StyleBox["\n", "Input"], StyleBox[ RowBox[{"p", " ", "=", " ", RowBox[{"Table", "[", RowBox[{ RowBox[{"Take", "[", RowBox[{ RowBox[{"p", "[", RowBox[{"[", "i", "]"}], "]"}], ",", " ", "3"}], "]"}], ",", " ", RowBox[{"{", RowBox[{"i", ",", " ", "1", ",", " ", "P"}], "}"}]}], "]"}]}], "Input"], StyleBox[";", "Input"], StyleBox[" ", "Input"], StyleBox["\n", "Input"], StyleBox[ RowBox[{"T1", " ", "=", " ", RowBox[{"ArcTan", "[", RowBox[{ RowBox[{"p", "[", RowBox[{"[", RowBox[{"1", ",", "3"}], "]"}], "]"}], "/", RowBox[{"p", "[", RowBox[{"[", RowBox[{"1", ",", "2"}], "]"}], "]"}]}], "]"}]}], "Input"], StyleBox[";", "Input"], StyleBox[" ", "Input"], StyleBox["\n", "Input"], StyleBox[ RowBox[{"U", " ", "=", " ", "p"}], "Input"], StyleBox[";", "Input"], StyleBox[" ", "Input"], StyleBox["\n", "Input"], StyleBox[ RowBox[{"T", " ", "=", " ", RowBox[{"RotationMatrix", "[", RowBox[{"T1", ",", " ", RowBox[{"{", RowBox[{"1", ",", " ", "0", ",", " ", "0"}], "}"}]}], "]"}]}], "Input"], StyleBox[";", "Input"], StyleBox[" ", "Input"], StyleBox["\n", "Input"], StyleBox[ RowBox[{"p", " ", "=", " ", RowBox[{"U", ".", "T"}]}], "Input"], StyleBox[";", "Input"], StyleBox[" ", "Input"], StyleBox["\n", "Input"], StyleBox[ RowBox[{"T2", " ", "=", " ", RowBox[{"ArcTan", "[", RowBox[{ RowBox[{"p", "[", RowBox[{"[", RowBox[{"1", ",", "2"}], "]"}], "]"}], "/", RowBox[{"p", "[", RowBox[{"[", RowBox[{"1", ",", "1"}], "]"}], "]"}]}], "]"}]}], "Input"], StyleBox[";", "Input"], StyleBox[" ", "Input"], StyleBox["\n", "Input"], StyleBox[ RowBox[{"U", " ", "=", " ", "p"}], "Input"], StyleBox[";", "Input"], StyleBox[" ", "Input"], StyleBox["\n", "Input"], StyleBox[ RowBox[{"T", " ", "=", " ", RowBox[{"RotationMatrix", "[", RowBox[{"T2", ",", " ", RowBox[{"{", RowBox[{"0", ",", " ", "0", ",", " ", "1"}], "}"}]}], "]"}]}], "Input"], StyleBox[";", "Input"], StyleBox[" ", "Input"], StyleBox["\n", "Input"], StyleBox[ RowBox[{"p", " ", "=", " ", RowBox[{"U", ".", "T"}]}], "Input"], StyleBox[";", "Input"], StyleBox[" ", "Input"], StyleBox["\n", "Input"], StyleBox[ RowBox[{"T3", " ", "=", " ", RowBox[{"ArcTan", "[", RowBox[{ RowBox[{"p", "[", RowBox[{"[", RowBox[{"3", ",", "3"}], "]"}], "]"}], "/", RowBox[{"p", "[", RowBox[{"[", RowBox[{"3", ",", "2"}], "]"}], "]"}]}], "]"}]}], "Input"], StyleBox[";", "Input"], StyleBox[" ", "Input"], StyleBox["\n", "Input"], StyleBox[ RowBox[{"U", " ", "=", " ", "p"}], "Input"], StyleBox[";", "Input"], StyleBox[" ", "Input"], StyleBox["\n", "Input"], StyleBox[ RowBox[{"T", " ", "=", " ", RowBox[{"RotationMatrix", "[", RowBox[{"T3", ",", " ", RowBox[{"{", RowBox[{"1", ",", " ", "0", ",", " ", "0"}], "}"}]}], "]"}]}], "Input"], StyleBox[";", "Input"], StyleBox[" ", "Input"], StyleBox["\n", "Input"], StyleBox[ RowBox[{"p", " ", "=", " ", RowBox[{"Chop", "[", RowBox[{"U", ".", "T"}], "]"}]}], "Input"], StyleBox[";", "Input"], StyleBox[" ", "Input"], StyleBox["\n", "Input"], StyleBox[ RowBox[{"nk", " ", "=", " ", RowBox[{"nl", " ", "=", " ", RowBox[{"nm", " ", "=", " ", "p"}]}]}], "Input"], StyleBox[";", "Input"], StyleBox[" ", "Input"], StyleBox["\n", "Input"], RowBox[{ StyleBox[ RowBox[{"nk", "[", RowBox[{"[", RowBox[{"2", ",", "1"}], "]"}], "]"}], "Input"], StyleBox[" ", "Input"], StyleBox["=", "Input"], StyleBox[" ", "Input"], RowBox[{ StyleBox[ RowBox[{"p", "[", RowBox[{"[", RowBox[{"2", ",", "1"}], "]"}], "]"}], "Input"], "+", RowBox[{ StyleBox["L", "Input"], "*", RowBox[{ RowBox[{"Sin", "[", "\[Gamma]", "]"}], "/", "3"}]}]}]}], StyleBox[";", "Input"], StyleBox[" ", "Input"], RowBox[{ StyleBox[ RowBox[{"nk", "[", RowBox[{"[", RowBox[{"2", ",", "2"}], "]"}], "]"}], "Input"], StyleBox[" ", "Input"], StyleBox["=", "Input"], StyleBox[" ", "Input"], RowBox[{ StyleBox[ RowBox[{"p", "[", RowBox[{"[", RowBox[{"2", ",", "2"}], "]"}], "]"}], "Input"], "+", StyleBox[ RowBox[{"0.942809", "*", "L"}], "Input"]}]}], RowBox[{"(*", RowBox[{"*", RowBox[{"Sin", "[", "\[Gamma]", "]"}]}], "*)"}], StyleBox[";", "Input"], StyleBox[" ", "Input"], StyleBox[ RowBox[{ RowBox[{"nk", "[", RowBox[{"[", RowBox[{"2", ",", "3"}], "]"}], "]"}], " ", "=", " ", "0"}], "Input"], StyleBox[";", "Input"], StyleBox[" ", "Input"], StyleBox["\n", "Input"], StyleBox[ RowBox[{ RowBox[{"nl", "[", RowBox[{"[", RowBox[{"2", ",", "1"}], "]"}], "]"}], " ", "=", " ", RowBox[{"nk", "[", RowBox[{"[", RowBox[{"2", ",", "1"}], "]"}], "]"}]}], "Input"], StyleBox[";", "Input"], StyleBox[" ", "Input"], StyleBox[ RowBox[{ RowBox[{"nl", "[", RowBox[{"[", RowBox[{"2", ",", "2"}], "]"}], "]"}], " ", "=", " ", RowBox[{ RowBox[{"p", "[", RowBox[{"[", RowBox[{"2", ",", "2"}], "]"}], "]"}], "-", RowBox[{"0.471405", "*", "L"}]}]}], "Input"], StyleBox[";", "Input"], StyleBox[" ", "Input"], StyleBox[ RowBox[{ RowBox[{"nl", "[", RowBox[{"[", RowBox[{"2", ",", "3"}], "]"}], "]"}], " ", "=", " ", RowBox[{"0.816496", "*", "L"}]}], "Input"], StyleBox[";", "Input"], StyleBox["\n", "Input"], StyleBox[ RowBox[{ RowBox[{"nm", "[", RowBox[{"[", RowBox[{"2", ",", "1"}], "]"}], "]"}], " ", "=", " ", RowBox[{"nk", "[", RowBox[{"[", RowBox[{"2", ",", "1"}], "]"}], "]"}]}], "Input"], StyleBox[";", "Input"], StyleBox[" ", "Input"], StyleBox[ RowBox[{ RowBox[{"nm", "[", RowBox[{"[", RowBox[{"2", ",", "2"}], "]"}], "]"}], " ", "=", " ", RowBox[{"nl", "[", RowBox[{"[", RowBox[{"2", ",", "2"}], "]"}], "]"}]}], "Input"], StyleBox[";", "Input"], StyleBox[" ", "Input"], StyleBox[ RowBox[{ RowBox[{"nm", "[", RowBox[{"[", RowBox[{"2", ",", "3"}], "]"}], "]"}], " ", "=", " ", RowBox[{"-", RowBox[{"nl", "[", RowBox[{"[", RowBox[{"2", ",", "3"}], "]"}], "]"}]}]}], "Input"], StyleBox[";", "Input"], StyleBox["\n", "Input"], StyleBox[ RowBox[{ RowBox[{"nk", "[", RowBox[{"[", "2", "]"}], "]"}], "=", RowBox[{ RowBox[{"Okk", "[", RowBox[{"[", "k", "]"}], "]"}], "*", RowBox[{"nk", "[", RowBox[{"[", "2", "]"}], "]"}]}]}], "Input"], StyleBox[";", "Input"], StyleBox[" ", "Input"], StyleBox[ RowBox[{ RowBox[{"nl", "[", RowBox[{"[", "2", "]"}], "]"}], "=", RowBox[{ RowBox[{"Okl", "[", RowBox[{"[", "k", "]"}], "]"}], "*", RowBox[{"nl", "[", RowBox[{"[", "2", "]"}], "]"}]}]}], "Input"], StyleBox[";", "Input"], StyleBox[" ", "Input"], StyleBox[ RowBox[{ RowBox[{ RowBox[{"nm", "[", RowBox[{"[", "2", "]"}], "]"}], "=", RowBox[{ RowBox[{"Okm", "[", RowBox[{"[", "k", "]"}], "]"}], "*", RowBox[{"nm", "[", RowBox[{"[", "2", "]"}], "]"}]}]}], "\n", RowBox[{ RowBox[{ RowBox[{"Plota", "[", RowBox[{"[", "k", "]"}], "]"}], " ", "=", " ", RowBox[{"Table", "[", RowBox[{ RowBox[{"Graphics3D", "[", RowBox[{"{", RowBox[{ RowBox[{"Opacity", "[", "0.5", "]"}], ",", " ", RowBox[{"Sphere", "[", RowBox[{ RowBox[{"p", "[", RowBox[{"[", "i", "]"}], "]"}], ",", " ", RowBox[{"u2", "[", RowBox[{"[", RowBox[{"c", "[", RowBox[{"[", "i", "]"}], "]"}], "]"}], "]"}]}], "]"}]}], "}"}], "]"}], ",", " ", RowBox[{"{", RowBox[{"i", ",", " ", "1", ",", " ", "P"}], "}"}]}], "]"}]}], ";"}], " ", "\n", RowBox[{ RowBox[{ RowBox[{"Plotc", " ", "[", RowBox[{"[", "k", "]"}], "]"}], " ", "=", " ", RowBox[{"Table", "[", RowBox[{ RowBox[{"Graphics3D", "[", RowBox[{"{", RowBox[{"Tube", "[", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{"p", "[", RowBox[{"[", "i", "]"}], "]"}], ",", " ", RowBox[{"p", "[", RowBox[{"[", "j", "]"}], "]"}]}], "}"}], ",", " ", "0.02"}], "]"}], "}"}], "]"}], ",", " ", RowBox[{"{", RowBox[{"i", ",", " ", "1", ",", " ", RowBox[{"P", " ", "-", " ", "1"}]}], "}"}], ",", " ", RowBox[{"{", RowBox[{"j", ",", " ", RowBox[{"i", " ", "+", " ", "1"}], ",", " ", "P"}], "}"}]}], "]"}]}], ";"}], " ", "\n", RowBox[{ RowBox[{ RowBox[{"Plotd", "[", RowBox[{"[", "k", "]"}], "]"}], " ", "=", " ", RowBox[{"Graphics3D", "[", RowBox[{"{", RowBox[{ RowBox[{"Opacity", "[", "0.5", "]"}], ",", " ", RowBox[{"Lighter", "[", "Red", "]"}], ",", " ", RowBox[{"Sphere", "[", RowBox[{ RowBox[{"nk", "[", RowBox[{"[", "2", "]"}], "]"}], ",", " ", "rlo"}], "]"}]}], "}"}], "]"}]}], ";"}], " ", "\n", RowBox[{ RowBox[{ RowBox[{"Plote", "[", RowBox[{"[", "k", "]"}], "]"}], " ", "=", " ", RowBox[{"Graphics3D", "[", RowBox[{"{", RowBox[{ RowBox[{"Opacity", "[", "0.5", "]"}], ",", " ", RowBox[{"Lighter", "[", "Red", "]"}], ",", " ", RowBox[{"Sphere", "[", RowBox[{ RowBox[{"nl", "[", RowBox[{"[", "2", "]"}], "]"}], ",", " ", "rlo"}], "]"}]}], "}"}], "]"}]}], ";"}], " ", "\n", RowBox[{ RowBox[{ RowBox[{"Plotf", "[", RowBox[{"[", "k", "]"}], "]"}], " ", "=", " ", RowBox[{"Graphics3D", "[", RowBox[{"{", RowBox[{ RowBox[{"Opacity", "[", "0.5", "]"}], ",", " ", RowBox[{"Lighter", "[", "Red", "]"}], ",", " ", RowBox[{"Sphere", "[", RowBox[{ RowBox[{"nm", "[", RowBox[{"[", "2", "]"}], "]"}], ",", " ", "rlo"}], "]"}]}], "}"}], "]"}]}], ";"}], " ", "\n", RowBox[{ RowBox[{"Plotb0", "[", RowBox[{"[", "k", "]"}], "]"}], " ", "=", " ", RowBox[{"Table", "[", RowBox[{ RowBox[{"Graphics3D", "[", RowBox[{"Text", "[", RowBox[{ RowBox[{"c", "[", RowBox[{"[", "i", "]"}], "]"}], ",", " ", RowBox[{"p", "[", RowBox[{"[", "i", "]"}], "]"}], ",", " ", RowBox[{"{", RowBox[{"1", ",", " ", "0"}], "}"}]}], "]"}], "]"}], ",", " ", RowBox[{"{", RowBox[{"i", ",", " ", "1", ",", " ", "P"}], "}"}]}], "]"}]}]}], "Input"], StyleBox[";", "Input"], StyleBox["\n", "Input"], StyleBox[ RowBox[{"U1", " ", "=", " ", "nk"}], "Input"], StyleBox[";", "Input"], StyleBox[" ", "Input"], StyleBox["\n", "Input"], StyleBox[ RowBox[{"U2", " ", "=", " ", "nl"}], "Input"], StyleBox[";", "Input"], StyleBox[" ", "Input"], StyleBox["\n", "Input"], StyleBox[ RowBox[{"U3", " ", "=", " ", "nm"}], "Input"], StyleBox[";", "Input"], StyleBox["\n", "Input"], StyleBox[ RowBox[{"T", " ", "=", " ", RowBox[{"RotationMatrix", "[", RowBox[{ RowBox[{"-", "T3"}], ",", " ", RowBox[{"{", RowBox[{"1", ",", " ", "0", ",", " ", "0"}], "}"}]}], "]"}]}], "Input"], StyleBox[";", "Input"], StyleBox[" ", "Input"], StyleBox["\n", "Input"], StyleBox[ RowBox[{"nk", " ", "=", " ", RowBox[{"U1", ".", "T"}]}], "Input"], StyleBox[";", "Input"], StyleBox[" ", "Input"], StyleBox["\n", "Input"], StyleBox[ RowBox[{"nl", " ", "=", " ", RowBox[{"U2", ".", "T"}]}], "Input"], StyleBox[";", "Input"], StyleBox[" ", "Input"], StyleBox["\n", "Input"], StyleBox[ RowBox[{"nm", " ", "=", " ", RowBox[{"U3", ".", "T"}]}], "Input"], StyleBox[";", "Input"], StyleBox[" ", "Input"], StyleBox["\n", "Input"], StyleBox[ RowBox[{"U1", " ", "=", " ", "nk"}], "Input"], StyleBox[";", "Input"], StyleBox[" ", "Input"], StyleBox["\n", "Input"], StyleBox[ RowBox[{"U2", " ", "=", " ", "nl"}], "Input"], StyleBox[";", "Input"], StyleBox["\n", "Input"], StyleBox[ RowBox[{"U3", " ", "=", " ", "nm"}], "Input"], StyleBox[";", "Input"], StyleBox[" ", "Input"], StyleBox["\n", "Input"], StyleBox[ RowBox[{"T", " ", "=", " ", RowBox[{"RotationMatrix", "[", RowBox[{ RowBox[{"-", "T2"}], ",", " ", RowBox[{"{", RowBox[{"0", ",", " ", "0", ",", " ", "1"}], "}"}]}], "]"}]}], "Input"], StyleBox[";", "Input"], StyleBox[" ", "Input"], StyleBox["\n", "Input"], StyleBox[ RowBox[{"nk", " ", "=", " ", RowBox[{"U1", ".", "T"}]}], "Input"], StyleBox[";", "Input"], StyleBox[" ", "Input"], StyleBox["\n", "Input"], StyleBox[ RowBox[{"nl", " ", "=", " ", RowBox[{"U2", ".", "T"}]}], "Input"], StyleBox[";", "Input"], StyleBox[" ", "Input"], StyleBox["\n", "Input"], StyleBox[ RowBox[{"nm", " ", "=", " ", RowBox[{"U3", ".", "T"}]}], "Input"], StyleBox[";", "Input"], StyleBox[" ", "Input"], StyleBox["\n", "Input"], StyleBox[ RowBox[{"U1", " ", "=", " ", "nk"}], "Input"], StyleBox[";", "Input"], StyleBox[" ", "Input"], StyleBox["\n", "Input"], StyleBox[ RowBox[{"U2", " ", "=", " ", "nl"}], "Input"], StyleBox[";", "Input"], StyleBox["\n", "Input"], StyleBox[ RowBox[{"U3", " ", "=", " ", "nm"}], "Input"], StyleBox[";", "Input"], StyleBox[" ", "Input"], StyleBox["\n", "Input"], StyleBox[ RowBox[{"T", " ", "=", " ", RowBox[{"RotationMatrix", "[", RowBox[{ RowBox[{"-", "T1"}], ",", " ", RowBox[{"{", RowBox[{"1", ",", " ", "0", ",", " ", "0"}], "}"}]}], "]"}]}], "Input"], StyleBox[";", "Input"], StyleBox[" ", "Input"], StyleBox["\n", "Input"], StyleBox[ RowBox[{"nk", " ", "=", " ", RowBox[{"U1", ".", "T"}]}], "Input"], StyleBox[";", "Input"], StyleBox[" ", "Input"], StyleBox["\n", "Input"], StyleBox[ RowBox[{"nl", " ", "=", " ", RowBox[{"U2", ".", "T"}]}], "Input"], StyleBox[";", "Input"], StyleBox[" ", "Input"], StyleBox["\n", "Input"], StyleBox[ RowBox[{"nm", " ", "=", " ", RowBox[{"U3", ".", "T"}]}], "Input"], StyleBox[";", "Input"], StyleBox[" ", "Input"], StyleBox["\n", "Input"], StyleBox[ RowBox[{"v1", " ", "=", " ", RowBox[{"Table", "[", RowBox[{ RowBox[{"Join", "[", RowBox[{ RowBox[{"nk", "[", RowBox[{"[", "i", "]"}], "]"}], ",", " ", RowBox[{"{", "1", "}"}]}], "]"}], ",", " ", RowBox[{"{", RowBox[{"i", ",", " ", "1", ",", " ", "P"}], "}"}]}], "]"}]}], "Input"], StyleBox[";", "Input"], StyleBox[" ", "Input"], StyleBox["\n", "Input"], StyleBox[ RowBox[{"v2", " ", "=", " ", RowBox[{"Table", "[", RowBox[{ RowBox[{"Join", "[", RowBox[{ RowBox[{"nl", "[", RowBox[{"[", "i", "]"}], "]"}], ",", " ", RowBox[{"{", "1", "}"}]}], "]"}], ",", " ", RowBox[{"{", RowBox[{"i", ",", " ", "1", ",", " ", "P"}], "}"}]}], "]"}]}], "Input"], StyleBox[";", "Input"], StyleBox[" ", "Input"], StyleBox["\n", "Input"], StyleBox[ RowBox[{"v3", " ", "=", " ", RowBox[{"Table", "[", RowBox[{ RowBox[{"Join", "[", RowBox[{ RowBox[{"nm", "[", RowBox[{"[", "i", "]"}], "]"}], ",", " ", RowBox[{"{", "1", "}"}]}], "]"}], ",", " ", RowBox[{"{", RowBox[{"i", ",", " ", "1", ",", " ", "P"}], "}"}]}], "]"}]}], "Input"], StyleBox[";", "Input"], StyleBox[" ", "Input"], StyleBox["\n", "Input"], StyleBox[ RowBox[{"Q", " ", "=", " ", RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{"1", ",", " ", "0", ",", " ", "0", ",", " ", "0"}], "}"}], ",", " ", RowBox[{"{", RowBox[{"0", ",", " ", "1", ",", " ", "0", ",", " ", "0"}], "}"}], ",", " ", RowBox[{"{", RowBox[{"0", ",", " ", "0", ",", " ", "1", ",", " ", "0"}], "}"}], ",", " ", RowBox[{"{", RowBox[{"x2", ",", " ", "y2", ",", " ", "z2", ",", " ", "1"}], "}"}]}], "}"}]}], "Input"], StyleBox[";", "Input"], StyleBox[" ", "Input"], StyleBox["\n", "Input"], StyleBox[ RowBox[{"U1", " ", "=", " ", RowBox[{"v1", ".", "Q"}]}], "Input"], StyleBox[";", "Input"], StyleBox[" ", "Input"], StyleBox["\n", "Input"], StyleBox[ RowBox[{"U2", " ", "=", " ", RowBox[{"v2", ".", "Q"}]}], "Input"], StyleBox[";", "Input"], StyleBox["\n", "Input"], StyleBox[ RowBox[{"U3", " ", "=", " ", RowBox[{"v3", ".", "Q"}]}], "Input"], StyleBox[";", "Input"], StyleBox[" ", "Input"], StyleBox["\n", "Input"], StyleBox[ RowBox[{"nk", " ", "=", " ", RowBox[{"Table", "[", RowBox[{ RowBox[{"Take", "[", RowBox[{ RowBox[{"U1", "[", RowBox[{"[", "i", "]"}], "]"}], ",", " ", "3"}], "]"}], ",", " ", RowBox[{"{", RowBox[{"i", ",", " ", "1", ",", " ", "P"}], "}"}]}], "]"}]}], "Input"], StyleBox[";", "Input"], StyleBox[" ", "Input"], StyleBox["\n", "Input"], StyleBox[ RowBox[{"nl", " ", "=", " ", RowBox[{"Table", "[", RowBox[{ RowBox[{"Take", "[", RowBox[{ RowBox[{"U2", "[", RowBox[{"[", "i", "]"}], "]"}], ",", " ", "3"}], "]"}], ",", " ", RowBox[{"{", RowBox[{"i", ",", " ", "1", ",", " ", "P"}], "}"}]}], "]"}]}], "Input"], StyleBox[";", "Input"], StyleBox[" ", "Input"], StyleBox["\n", "Input"], StyleBox[ RowBox[{"nm", " ", "=", " ", RowBox[{"Table", "[", RowBox[{ RowBox[{"Take", "[", RowBox[{ RowBox[{"U3", "[", RowBox[{"[", "i", "]"}], "]"}], ",", " ", "3"}], "]"}], ",", " ", RowBox[{"{", RowBox[{"i", ",", " ", "1", ",", " ", "P"}], "}"}]}], "]"}]}], "Input"], StyleBox[";", "Input"], StyleBox["\n", "Input"], StyleBox[ RowBox[{ RowBox[{"tplk", "[", RowBox[{"[", "k", "]"}], "]"}], "=", " ", RowBox[{"nk", "[", RowBox[{"[", "2", "]"}], "]"}]}], "Input"], StyleBox[";", "Input"], StyleBox[" ", "Input"], StyleBox["\n", "Input"], StyleBox[ RowBox[{ RowBox[{"tpll", "[", RowBox[{"[", "k", "]"}], "]"}], "=", " ", RowBox[{"nl", "[", RowBox[{"[", "2", "]"}], "]"}]}], "Input"], StyleBox[";", "Input"], StyleBox["\n", "Input"], StyleBox[ RowBox[{ RowBox[{"tplm", "[", RowBox[{"[", "k", "]"}], "]"}], "=", " ", RowBox[{"nm", "[", RowBox[{"[", "2", "]"}], "]"}]}], "Input"]}], StyleBox[")", "Input"]}], StyleBox[",", "Input"], StyleBox[ RowBox[{"{", RowBox[{"k", ",", "tj"}], "}"}], "Input"]}], StyleBox["]", "Input"]}], StyleBox[";", "Input"]}]], "Input", CellChangeTimes->{{3.572794697520533*^9, 3.5727947043221455`*^9}, { 3.5727948024151173`*^9, 3.572794803507119*^9}, {3.5727948673580313`*^9, 3.572794869838436*^9}, {3.572795260993526*^9, 3.5727952676703377`*^9}, { 3.5727954366342344`*^9, 3.5727954702834935`*^9}, {3.5727973545484033`*^9, 3.5727973657024226`*^9}, {3.572803225319809*^9, 3.572803264553878*^9}, { 3.57280330550395*^9, 3.5728033127111626`*^9}, 3.5728033508376293`*^9, { 3.572803528365941*^9, 3.5728035301443443`*^9}, {3.572803715051469*^9, 3.572803769604765*^9}, {3.572840261866465*^9, 3.5728402628648667`*^9}, { 3.5728405648813972`*^9, 3.572840578905822*^9}, {3.5728406372187243`*^9, 3.572840716170463*^9}, {3.5728407476825185`*^9, 3.572840785746585*^9}, { 3.5728408298790627`*^9, 3.5728408871311636`*^9}, {3.5728409363336496`*^9, 3.572841070790286*^9}, {3.572841415987692*^9, 3.572841609740032*^9}, 3.5728416910629754`*^9, {3.5728417502806797`*^9, 3.572841879885707*^9}, { 3.572841914564568*^9, 3.5728419300709953`*^9}, {3.572841986199894*^9, 3.572842001659521*^9}, {3.5728426453322515`*^9, 3.5728426487174573`*^9}, { 3.572844776030794*^9, 3.572844786919613*^9}, {3.57284502999924*^9, 3.5728450550060835`*^9}, {3.572845459218394*^9, 3.572845496174859*^9}, { 3.5728455656105804`*^9, 3.572845617574272*^9}, {3.5728456738279705`*^9, 3.572845681440784*^9}, {3.5728457322656736`*^9, 3.572845755291314*^9}, 3.572845978356106*^9, {3.572846145151599*^9, 3.572846189096876*^9}, { 3.572846392926834*^9, 3.5728464086828613`*^9}, 3.572846518881455*^9, 3.5728469699562473`*^9, {3.5728470834620466`*^9, 3.572847089873658*^9}, { 3.572847132180932*^9, 3.5728472650151653`*^9}, 3.5728473515485177`*^9, { 3.572849422046554*^9, 3.572849426554962*^9}, {3.572849678776205*^9, 3.572849686077018*^9}, {3.5728503673146143`*^9, 3.5728503811830387`*^9}, { 3.5728505998798227`*^9, 3.572850604637831*^9}, 3.5730459405924234`*^9, { 3.5731485633994884`*^9, 3.5731485765503116`*^9}, {3.5731486137719765`*^9, 3.57314870088253*^9}, 3.5746558585762653`*^9, {3.574670156150858*^9, 3.5746701578512607`*^9}, {3.5746701931541224`*^9, 3.5746702231061754`*^9}, {3.574670271856261*^9, 3.574670280545476*^9}, { 3.574670327688759*^9, 3.574670328952361*^9}, {3.5746703662988267`*^9, 3.574670379184449*^9}, {3.5746706373025026`*^9, 3.574670676068571*^9}, { 3.574740867627764*^9, 3.574740880248186*^9}, {3.5749502553646355`*^9, 3.574950272103464*^9}, {3.576339630556878*^9, 3.576339734687061*^9}, { 3.5763398243092184`*^9, 3.576339825838021*^9}, {3.5763416702292604`*^9, 3.57634168703049*^9}, {3.5763417364981766`*^9, 3.576341803905895*^9}, { 3.576341868178008*^9, 3.5763418681936083`*^9}, {3.5763419093152804`*^9, 3.5763419093152804`*^9}, {3.5763424265653887`*^9, 3.5763425069991302`*^9}, {3.576342544470396*^9, 3.576342547465601*^9}, 3.576342648600579*^9, {3.5763426979590654`*^9, 3.5763427031070747`*^9}, { 3.5763427586743717`*^9, 3.5763427588771725`*^9}, {3.576342794289235*^9, 3.5763428317761*^9}, {3.5763429278098693`*^9, 3.5763429405238914`*^9}, { 3.576343331273378*^9, 3.5763433339721823`*^9}, {3.5763796187907705`*^9, 3.5763796306779914`*^9}, {3.5763798021378927`*^9, 3.5763798209047256`*^9}, {3.5763798751148205`*^9, 3.576379887220442*^9}, 3.576380063297951*^9, {3.576380112157237*^9, 3.5763801216888537`*^9}, 3.576380237425457*^9, {3.57638028470914*^9, 3.576380288640347*^9}, 3.5763803228356075`*^9, {3.576380436185406*^9, 3.5763804619254513`*^9}, { 3.576380564105631*^9, 3.5763805738712482`*^9}, 3.576380696939864*^9, { 3.5763811029461775`*^9, 3.576381104069379*^9}, {3.57638115554947*^9, 3.5763811565322714`*^9}, {3.5763813276333723`*^9, 3.5763813312213783`*^9}, 3.5763814037615056`*^9, {3.5763814436663756`*^9, 3.576381444539977*^9}, { 3.57638148027964*^9, 3.5763814804668407`*^9}}], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"nk", "[", RowBox[{"[", "2", "]"}], "]"}]], "Input", CellChangeTimes->{{3.572794697520533*^9, 3.5727947043221455`*^9}, { 3.5727948024151173`*^9, 3.572794803507119*^9}, {3.5727948673580313`*^9, 3.572794869838436*^9}, {3.572795260993526*^9, 3.5727952676703377`*^9}, { 3.5727954366342344`*^9, 3.5727954702834935`*^9}, {3.5727973545484033`*^9, 3.5727973657024226`*^9}, {3.572803225319809*^9, 3.572803264553878*^9}, { 3.57280330550395*^9, 3.5728033127111626`*^9}, 3.5728033508376293`*^9, { 3.572803528365941*^9, 3.5728035301443443`*^9}, {3.572803715051469*^9, 3.572803769604765*^9}, {3.572840261866465*^9, 3.5728402628648667`*^9}, { 3.5728405648813972`*^9, 3.572840578905822*^9}, {3.5728406372187243`*^9, 3.572840716170463*^9}, {3.5728407476825185`*^9, 3.572840785746585*^9}, { 3.5728408298790627`*^9, 3.5728408871311636`*^9}, {3.5728409363336496`*^9, 3.572841070790286*^9}, {3.572841415987692*^9, 3.572841609740032*^9}, 3.5728416910629754`*^9, {3.5728417502806797`*^9, 3.572841879885707*^9}, { 3.572841914564568*^9, 3.5728419300709953`*^9}, {3.572841986199894*^9, 3.572842001659521*^9}, {3.5728426453322515`*^9, 3.5728426487174573`*^9}, { 3.572844776030794*^9, 3.572844786919613*^9}, {3.57284502999924*^9, 3.5728450550060835`*^9}, {3.572845459218394*^9, 3.572845496174859*^9}, { 3.5728455656105804`*^9, 3.572845617574272*^9}, {3.5728456738279705`*^9, 3.572845681440784*^9}, {3.5728457322656736`*^9, 3.572845755291314*^9}, 3.572845978356106*^9, {3.572846145151599*^9, 3.572846189096876*^9}, { 3.572846392926834*^9, 3.5728464086828613`*^9}, 3.572846518881455*^9, 3.5728469699562473`*^9, {3.5728470834620466`*^9, 3.572847089873658*^9}, { 3.572847132180932*^9, 3.5728472650151653`*^9}, 3.5728473515485177`*^9, { 3.572849422046554*^9, 3.572849426554962*^9}, {3.572849678776205*^9, 3.572849686077018*^9}, {3.5728503673146143`*^9, 3.5728503811830387`*^9}, { 3.5728505998798227`*^9, 3.572850604637831*^9}, 3.5730459405924234`*^9, { 3.5731485633994884`*^9, 3.5731485765503116`*^9}, {3.5731486137719765`*^9, 3.57314870088253*^9}, 3.5746558585762653`*^9, {3.574670156150858*^9, 3.5746701578512607`*^9}, {3.5746701931541224`*^9, 3.5746702231061754`*^9}, {3.574670271856261*^9, 3.574670280545476*^9}, { 3.574670327688759*^9, 3.574670328952361*^9}, {3.5746703662988267`*^9, 3.574670379184449*^9}, {3.5746706373025026`*^9, 3.574670676068571*^9}, { 3.574740867627764*^9, 3.574740880248186*^9}, {3.5749502553646355`*^9, 3.574950272103464*^9}, {3.576339630556878*^9, 3.576339734687061*^9}, { 3.5763398243092184`*^9, 3.576339825838021*^9}, {3.5763416702292604`*^9, 3.57634168703049*^9}, {3.5763417364981766`*^9, 3.576341803905895*^9}, { 3.576341868178008*^9, 3.5763418681936083`*^9}, {3.5763419093152804`*^9, 3.5763419093152804`*^9}, {3.5763424265653887`*^9, 3.5763425069991302`*^9}, {3.576342544470396*^9, 3.576342547465601*^9}, 3.576342648600579*^9, {3.5763426979590654`*^9, 3.5763427031070747`*^9}, { 3.5763427586743717`*^9, 3.5763427588771725`*^9}, {3.576342794289235*^9, 3.5763428317761*^9}, {3.5763429278098693`*^9, 3.5763429405238914`*^9}, { 3.576343331273378*^9, 3.5763433377941895`*^9}, {3.5763433946718893`*^9, 3.5763433988682966`*^9}}], Cell[BoxData[ RowBox[{"{", RowBox[{ RowBox[{"-", "8.088488662013571`"}], ",", "2.685981665761866`", ",", RowBox[{"-", "2.8549501454964332`"}]}], "}"}]], "Output", CellChangeTimes->{3.5764689941890507`*^9, 3.5764698275073147`*^9, 3.5764702486144543`*^9, 3.5764705334241543`*^9}] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ StyleBox[ RowBox[{ RowBox[{"Table", "[", RowBox[{ RowBox[{"Show", "[", RowBox[{ RowBox[{"Plotd", "[", RowBox[{"[", "i", "]"}], "]"}], ",", RowBox[{"Plote", "[", RowBox[{"[", "i", "]"}], "]"}], ",", " ", RowBox[{"Plotf", "[", RowBox[{"[", "i", "]"}], "]"}], ",", " ", RowBox[{"Plota", "[", RowBox[{"[", "i", "]"}], "]"}], ",", " ", RowBox[{"Plotb0", "[", RowBox[{"[", "i", "]"}], "]"}], ",", " ", RowBox[{"Plotc", "[", RowBox[{"[", "i", "]"}], "]"}], ",", " ", RowBox[{"{", RowBox[{ RowBox[{"Axes", " ", "->", " ", "Automatic"}], ",", " ", RowBox[{"AxesLabel", " ", "->", " ", RowBox[{"{", RowBox[{"xl", ",", " ", "yl", ",", " ", "zl"}], "}"}]}], ",", " ", "\n", " ", RowBox[{"AspectRatio", " ", "->", " ", "Automatic"}], ",", " ", RowBox[{"Boxed", " ", "->", " ", "False"}], ",", " ", RowBox[{"PlotRange", " ", "->", " ", RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{"-", "3"}], ",", "3"}], "}"}], ",", RowBox[{"{", RowBox[{ RowBox[{"-", "5"}], ",", "3"}], "}"}], ",", RowBox[{"{", RowBox[{ RowBox[{"-", "3"}], ",", "3"}], "}"}]}], "}"}]}], ",", " ", RowBox[{"SphericalRegion", " ", "->", " ", "True"}]}], "}"}]}], "]"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", "tj"}], "}"}]}], "]"}], " ", "\n"}], "Input"]], "Input", CellChangeTimes->{{3.572794697520533*^9, 3.5727947043221455`*^9}, { 3.5727948024151173`*^9, 3.572794803507119*^9}, {3.5727948673580313`*^9, 3.572794869838436*^9}, {3.572795260993526*^9, 3.5727952676703377`*^9}, { 3.5727954366342344`*^9, 3.5727954702834935`*^9}, {3.5727973545484033`*^9, 3.5727973657024226`*^9}, {3.572803225319809*^9, 3.572803264553878*^9}, { 3.57280330550395*^9, 3.5728033127111626`*^9}, 3.5728033508376293`*^9, { 3.572803528365941*^9, 3.5728035301443443`*^9}, {3.572803715051469*^9, 3.572803769604765*^9}, {3.572840261866465*^9, 3.5728402628648667`*^9}, { 3.5728405648813972`*^9, 3.572840578905822*^9}, {3.5728406372187243`*^9, 3.572840716170463*^9}, {3.5728407476825185`*^9, 3.572840785746585*^9}, { 3.5728408298790627`*^9, 3.5728408871311636`*^9}, {3.5728409363336496`*^9, 3.572841070790286*^9}, {3.572841415987692*^9, 3.572841609740032*^9}, 3.5728416910629754`*^9, {3.5728417502806797`*^9, 3.572841879885707*^9}, { 3.572841914564568*^9, 3.5728419300709953`*^9}, {3.572841986199894*^9, 3.572842001659521*^9}, {3.5728426453322515`*^9, 3.5728426487174573`*^9}, { 3.572844776030794*^9, 3.572844786919613*^9}, {3.57284502999924*^9, 3.5728450550060835`*^9}, {3.572845459218394*^9, 3.572845496174859*^9}, { 3.5728455656105804`*^9, 3.572845617574272*^9}, {3.5728456738279705`*^9, 3.572845681440784*^9}, {3.5728457322656736`*^9, 3.572845755291314*^9}, 3.572845978356106*^9, {3.572846145151599*^9, 3.572846189096876*^9}, { 3.572846392926834*^9, 3.5728464086828613`*^9}, 3.572846518881455*^9, 3.5728469699562473`*^9, {3.5728470834620466`*^9, 3.572847089873658*^9}, { 3.572847132180932*^9, 3.5728472650151653`*^9}, 3.5728473515485177`*^9, { 3.572849422046554*^9, 3.572849426554962*^9}, {3.572849678776205*^9, 3.572849686077018*^9}, {3.5728503673146143`*^9, 3.5728503811830387`*^9}, { 3.5728505998798227`*^9, 3.572850604637831*^9}, 3.5730459405924234`*^9, { 3.5731485633994884`*^9, 3.5731485765503116`*^9}, {3.5731486137719765`*^9, 3.57314870088253*^9}, 3.5746558585762653`*^9, {3.574670156150858*^9, 3.5746701578512607`*^9}, {3.5746701931541224`*^9, 3.5746702231061754`*^9}, {3.574670271856261*^9, 3.574670280545476*^9}, { 3.574670327688759*^9, 3.574670328952361*^9}, {3.5746703662988267`*^9, 3.574670379184449*^9}, {3.5746706373025026`*^9, 3.574670676068571*^9}, { 3.574740867627764*^9, 3.574740880248186*^9}, {3.5749502553646355`*^9, 3.574950272103464*^9}, {3.576339630556878*^9, 3.576339734687061*^9}, { 3.5763398243092184`*^9, 3.576339828802026*^9}, {3.5763417010081143`*^9, 3.5763417017569156`*^9}, {3.576341929018115*^9, 3.576341929018115*^9}, { 3.5763421518333063`*^9, 3.57634217669975*^9}, {3.576342212439413*^9, 3.5763422208634276`*^9}, 3.5763422534518847`*^9}], Cell[BoxData[ RowBox[{"{", "}"}]], "Output", CellChangeTimes->{3.5764689942046504`*^9, 3.576469827522915*^9, 3.5764702486300545`*^9, 3.5764705334241543`*^9}] }, Open ]], Cell["\<\ (*-------------------------------------------------------------------------*) (* next: O atoms in C-O-H, C-O-C: two doubly occ LP *)\ \>", "Text", CellChangeTimes->{{3.572794697520533*^9, 3.5727947043221455`*^9}, { 3.5727948024151173`*^9, 3.572794803507119*^9}, {3.5727948673580313`*^9, 3.572794869838436*^9}, {3.572795260993526*^9, 3.5727952676703377`*^9}, { 3.5727954366342344`*^9, 3.5727954702834935`*^9}, {3.5727973545484033`*^9, 3.5727973657024226`*^9}, {3.572803225319809*^9, 3.572803264553878*^9}, { 3.57280330550395*^9, 3.5728033127111626`*^9}, 3.5728033508376293`*^9, { 3.572803528365941*^9, 3.5728035301443443`*^9}, {3.572803715051469*^9, 3.572803769604765*^9}, {3.572840261866465*^9, 3.5728402628648667`*^9}, { 3.5728405648813972`*^9, 3.572840578905822*^9}, {3.5728406372187243`*^9, 3.572840716170463*^9}, {3.5728407476825185`*^9, 3.572840785746585*^9}, { 3.5728408298790627`*^9, 3.5728408871311636`*^9}, {3.5728409363336496`*^9, 3.572841070790286*^9}, {3.572841415987692*^9, 3.572841609740032*^9}, 3.5728416910629754`*^9, {3.5728417502806797`*^9, 3.572841879885707*^9}, { 3.572841914564568*^9, 3.5728419300709953`*^9}, {3.572841986199894*^9, 3.572842001659521*^9}, {3.5728426453322515`*^9, 3.5728426487174573`*^9}, { 3.572844776030794*^9, 3.572844786919613*^9}, {3.57284502999924*^9, 3.5728450550060835`*^9}, {3.572845459218394*^9, 3.572845496174859*^9}, { 3.5728455656105804`*^9, 3.572845617574272*^9}, {3.5728456738279705`*^9, 3.572845681440784*^9}, {3.5728457322656736`*^9, 3.572845755291314*^9}, 3.572845978356106*^9, {3.572846145151599*^9, 3.572846189096876*^9}, { 3.572846392926834*^9, 3.5728464086828613`*^9}, 3.572846518881455*^9, 3.5728469699562473`*^9, {3.5728470834620466`*^9, 3.572847089873658*^9}, { 3.572847132180932*^9, 3.5728472650151653`*^9}, 3.5728473515485177`*^9, { 3.572849422046554*^9, 3.572849426554962*^9}, {3.572849678776205*^9, 3.572849686077018*^9}, {3.5728503673146143`*^9, 3.5728503811830387`*^9}, { 3.5728505998798227`*^9, 3.572850604637831*^9}, 3.5730459405924234`*^9, { 3.5731485633994884`*^9, 3.5731485765503116`*^9}, {3.5731486137719765`*^9, 3.57314870088253*^9}, 3.5746558585762653`*^9, {3.574670156150858*^9, 3.5746701578512607`*^9}, {3.5746701931541224`*^9, 3.5746702231061754`*^9}, {3.574670271856261*^9, 3.574670280545476*^9}, { 3.574670327688759*^9, 3.574670328952361*^9}, {3.5746703662988267`*^9, 3.574670379184449*^9}, {3.5746706373025026`*^9, 3.574670676068571*^9}, { 3.574740867627764*^9, 3.574740880248186*^9}, {3.5749502553646355`*^9, 3.574950272103464*^9}, {3.576339630556878*^9, 3.5763396360948877`*^9}}], Cell[CellGroupData[{ Cell[BoxData[{ RowBox[{ RowBox[{"Clear", "[", "coch", "]"}], ";"}], "\n", StyleBox[ RowBox[{ RowBox[{"coch", " ", "=", " ", RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{"12", ",", "6", ",", "26"}], "}"}], ",", RowBox[{"{", RowBox[{"10", ",", "4", ",", "23"}], "}"}]}], "}"}]}], ";"}], "Input"], "\n", RowBox[{"hj", "=", RowBox[{"Length", "[", "coch", "]"}]}], "\[IndentingNewLine]", RowBox[{ RowBox[{"tpso", "=", RowBox[{"Table", "[", RowBox[{ RowBox[{"{", RowBox[{"0", ",", "0", ",", "0"}], "}"}], ",", RowBox[{"{", "hj", "}"}]}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"tpsu", "=", "tpso"}], ";"}]}], "Input", CellChangeTimes->{{3.572794697520533*^9, 3.5727947043221455`*^9}, { 3.5727948024151173`*^9, 3.572794803507119*^9}, {3.5727948673580313`*^9, 3.572794869838436*^9}, {3.572795260993526*^9, 3.5727952676703377`*^9}, { 3.5727954366342344`*^9, 3.5727954702834935`*^9}, {3.5727973545484033`*^9, 3.5727973657024226`*^9}, {3.572803225319809*^9, 3.572803264553878*^9}, { 3.57280330550395*^9, 3.5728033127111626`*^9}, 3.5728033508376293`*^9, { 3.572803528365941*^9, 3.5728035301443443`*^9}, {3.572803715051469*^9, 3.572803769604765*^9}, {3.572840261866465*^9, 3.5728402628648667`*^9}, { 3.5728405648813972`*^9, 3.572840578905822*^9}, {3.5728406372187243`*^9, 3.572840716170463*^9}, {3.5728407476825185`*^9, 3.572840785746585*^9}, { 3.5728408298790627`*^9, 3.5728408871311636`*^9}, {3.5728409363336496`*^9, 3.572841070790286*^9}, {3.572841415987692*^9, 3.572841609740032*^9}, 3.5728416910629754`*^9, {3.5728417502806797`*^9, 3.572841879885707*^9}, { 3.572841914564568*^9, 3.5728419300709953`*^9}, {3.572841986199894*^9, 3.572842001659521*^9}, {3.5728426453322515`*^9, 3.5728426487174573`*^9}, { 3.572844776030794*^9, 3.572844786919613*^9}, {3.57284502999924*^9, 3.5728450550060835`*^9}, {3.572845459218394*^9, 3.572845496174859*^9}, { 3.5728455656105804`*^9, 3.572845617574272*^9}, {3.5728456738279705`*^9, 3.572845681440784*^9}, {3.5728457322656736`*^9, 3.572845755291314*^9}, 3.572845978356106*^9, {3.572846145151599*^9, 3.572846189096876*^9}, { 3.572846392926834*^9, 3.5728464086828613`*^9}, 3.572846518881455*^9, 3.5728469699562473`*^9, {3.5728470834620466`*^9, 3.572847089873658*^9}, { 3.572847132180932*^9, 3.5728472650151653`*^9}, 3.5728473515485177`*^9, { 3.572849422046554*^9, 3.572849426554962*^9}, {3.572849678776205*^9, 3.572849686077018*^9}, {3.5728503673146143`*^9, 3.5728503811830387`*^9}, { 3.5728505998798227`*^9, 3.572850604637831*^9}, 3.5730459405924234`*^9, { 3.5731485633994884`*^9, 3.5731485765503116`*^9}, {3.5731486137719765`*^9, 3.57314870088253*^9}, 3.5746558585762653`*^9, {3.574670156150858*^9, 3.5746701578512607`*^9}, {3.5746701931541224`*^9, 3.5746702231061754`*^9}, {3.574670271856261*^9, 3.574670280545476*^9}, { 3.574670327688759*^9, 3.574670328952361*^9}, {3.5746703662988267`*^9, 3.574670446904168*^9}, {3.5746710892508965`*^9, 3.574671127018563*^9}, { 3.574671266124007*^9, 3.574671266124007*^9}, {3.574671949327207*^9, 3.574671952228812*^9}, 3.5746720468897786`*^9, {3.574672142595947*^9, 3.5746721470419545`*^9}, {3.5747408907470045`*^9, 3.574740924458664*^9}, { 3.574741956213276*^9, 3.5747419624688873`*^9}, {3.5748306614370527`*^9, 3.5748307091575365`*^9}, 3.5748307421983943`*^9, 3.574830849354983*^9, { 3.5748316203083367`*^9, 3.574831676156435*^9}, {3.574831733065335*^9, 3.574831738228944*^9}, {3.5748530946245832`*^9, 3.574853097011388*^9}, 3.574853202997974*^9, {3.575001859979342*^9, 3.575001914766638*^9}, { 3.576295600982015*^9, 3.576295607190826*^9}, {3.576295662789324*^9, 3.5762956678281326`*^9}, {3.5764233698526134`*^9, 3.576423438321134*^9}, { 3.5764243001914473`*^9, 3.576424310050665*^9}, {3.5764244238060646`*^9, 3.5764244305452766`*^9}, {3.576425337140869*^9, 3.576425357717305*^9}, { 3.576425430600633*^9, 3.5764254439230566`*^9}, {3.5764674720319767`*^9, 3.576467484418399*^9}}], Cell[BoxData["2"], "Output", CellChangeTimes->{3.5764689942046504`*^9, 3.576469827538515*^9, 3.5764702486456547`*^9, 3.5764705334397545`*^9}] }, Open ]], Cell[BoxData[ RowBox[{ RowBox[{"Ok", "=", RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{"-", "1"}], ",", RowBox[{"-", "1"}], ",", "1"}], "}"}], ",", RowBox[{"{", RowBox[{"1", ",", RowBox[{"-", "1"}], ",", "1"}], "}"}]}], "}"}]}], ";"}]], "Input", CellChangeTimes->{{3.574999421008658*^9, 3.5749994459219017`*^9}, { 3.5749994915051823`*^9, 3.5749996567718725`*^9}, {3.5750076770423594`*^9, 3.5750077104420176`*^9}, {3.575816701185139*^9, 3.5758167353803997`*^9}, 3.5764243304555006`*^9, {3.5764245803055396`*^9, 3.576424583815546*^9}, 3.576424636902439*^9, {3.5764254741559095`*^9, 3.576425484951129*^9}}], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"<<", " ", "\"\\""}]], "Input", CellChangeTimes->{{3.574999421008658*^9, 3.5749994459219017`*^9}, { 3.5749994915051823`*^9, 3.5749996567718725`*^9}, {3.5750076770423594`*^9, 3.5750077104420176`*^9}, {3.575816701185139*^9, 3.5758167353803997`*^9}, { 3.5764243868964*^9, 3.576424402527628*^9}, {3.5764245687771196`*^9, 3.5764245694947205`*^9}}], Cell[BoxData[ RowBox[{"{", RowBox[{ Graphics3DBox[{ {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.5], SphereBox[{-0.381031425916537, -0.6599959294109405, 1.153125}, 1.125]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.5], SphereBox[{-0.381031425916537, -0.6599959294109405, -1.153125}, 1.125]}, {Opacity[0.5], SphereBox[{2.4980804414652984`, -9.373709089407713*^-17, 2.0128875867029624`*^-16}, 0.2572]}, {Opacity[0.5], SphereBox[{0., 0., 0.}, 0.1786]}, {Opacity[0.5], SphereBox[{-0.9071248098723489, 1.5710427630235084`, 1.1102230246251565`*^-16}, 0.5241]}, Text3DBox["6", {2.4980804414652984`, -9.373709089407713*^-17, 2.0128875867029624`*^-16}, {1, 0}], Text3DBox["12", {0., 0., 0.}, {1, 0}], Text3DBox["26", {-0.9071248098723489, 1.5710427630235084`, 1.1102230246251565`*^-16}, {1, 0}], TubeBox[{{2.4980804414652984`, -9.373709089407713*^-17, 2.0128875867029624`*^-16}, {0., 0., 0.}}, 0.02], TubeBox[{{2.4980804414652984`, -9.373709089407713*^-17, 2.0128875867029624`*^-16}, {-0.9071248098723489, 1.5710427630235084`, 1.1102230246251565`*^-16}}, 0.02], TubeBox[{{0., 0., 0.}, {-0.9071248098723489, 1.5710427630235084`, 1.1102230246251565`*^-16}}, 0.02]}, AspectRatio->Automatic, Axes->Automatic, AxesLabel->{ FormBox["xl", TraditionalForm], FormBox["yl", TraditionalForm], FormBox["zl", TraditionalForm]}, Boxed->False, PlotRange->Automatic, SphericalRegion->True, ImageCache->GraphicsData["CompressedBitmap", "\<\ eJzNWnl0XNV9/rAsb2ADoYBJehoopG1S0rQ9bUpPmrQ9SUOa0wS6kbYnaUo5 tDgE29iGAGEzBCzJwKnZzthajLWOFixpZqRZJVmaRdtonRlptFiLpdGMpJEl Wbsl+fV337v36c14JEj+4p1zZ95y372/7/ut98784NFjTzz+1KPHDjz26N0P Hnn08BMHHjt693cPHaFbSTcAMFE7fTfYuUSn/MMESZLYw8/c1xPsazsT8nvK jQPyVxJkuSVZfPHoZ3GPWLtd/tyO5eVl1NbWwuFwYH5+/o+UN55M8Mat8udO +Y3x8XGkpqbiwQcfxCOPPIKDBw+isrISW7x+s/y5R52QvcZeb2trYxPjueee U4ej669qYGJ7zEh07JNPdlw3GDvo5WQ+fzAYxGOPPSaPf7+Gpm2s303yjV3q GAIPw8FeYE8J104+Vl5envyIXf2hMtYzXArGBnvMpGDT6XQ6NsIeDcXFxcWy cISWv/wtVRAaXChMuaLj/jjhBEAh3OzsLDu/Ue6WLANlj0KhkAr4K8qof53A LrYl0M9u9inf+u1NyGXfdH1bAkK+rAz9N1wc7bhizpsSzLmfzxxvUmzY4eFh +SlD2tzcDDEtu2aSMLv58q8HcU+Ce3dowAodasDu5zoUtzm5f3CdDpNjdLgV 6Ns2cQSt3TGQx48fZ9d3cgnEIyYkGdhNqrruUmb7zqcEfIvGjeOnF7xu5+/1 9/er897F74k+7OrGTXWKb8f5WWynfdxQtJ7DAgBTutAc40BM/jucBGEkXA1J ahDcvrkkD6uS7P0U0O/jM7Hn7Lq8vJzNtgXSHydwF3YwXCSjFo548/cScLl7 8xn+XRMMErkJm8nv99/PR2BdRBDYYtS/VHnROrzQBjsYGjUnJMuSCspOnTol z7FLHeTzyqgPJA7Y+z8hnvEU9DUuidbwWONE3bvlHLdvHbce0CiC+xZ+d8sB b+OKEZyzLCesVHipUOFfaFQqAsXWo2/miIJaJl9SAl/4eoKAQO/fs+Vkezcx Us6/MFKBjLVvxgVcNt/d8aZz4xamKeyFBv22xqtElqTxvqgNXZva34P8ZVEp 8MSzTxVCKS3wt59gY8yVyca+nwDXzQncRIlbuFcNtPs3sS9mTDTHQ4lj1L4E ChEj7lKmuC/B7LdzMFvZHqXFhzTEMn44N8kqNzvVs6QEsyjFjRIANo2jn9vE UIV+2fe/xpHK7iUlNsUdn0aiRJTc/OkDLWOLXf0LF0GUYFwn2xJLlpz4dqJS YgsxtXUloyG+rmSxjUT+D43m2COuuU1E266Stk0909SNyoybirQngYMxY2IH Gdi/8cdBbw8GqYWoTVK7TG0pFN3G479Wt2LiTSvJxHzdqwq/m3fdqgpiDsvO H+Hq95M8xTojrDoTGnQV8J+uwGBmBcLnTIjmGXGlyoOVcDRe25sKuitOGl7X Jy4QmDCMM0Vvt6Da4IGeBDHqrHDqatCe7kR/thvhIjemy51YNFfjqtWCZ3/y Y3UMXrup0yrFJy9jk2N8nR2U01Uf0WbDH8mfe+EoqyMRzBBHQ0Y7uvL8uFQa QNTchYUaP9bcHZAamiA11mAu0KXyoFWkUmLyquT6+CniLmOAws9PeFAQM5/X daAqvUc+7ym7hJBtFDPOUaw0jeBa+yCkQC+krg4MFJfLb8Zp506NZXxCNvwv uc9t8HlaoX/focx+ZhA1OWPy+VT/IuaGl7ASWsL6+CKk6AKkwTDm/X3wlTgw Fw6pKyVe1wnsd8fFFqaGBLFFGAG7+imny08M69+5IHcPts6pruHM7oPhWJmI ghOhZVTlkyAVLox3dSQl0IMS83mxu/M6b2WhX8T4x/nrfmcn9GlObuLs2IOM 7AVkX5AQmVfMZax7AV7rFEpOD5HSAqgiC40EfSLSsGk0+YoL8YVNkh0vpp7g LtnT3IuyFC9e+Gk9LAVTsgQHDvpRULaMGXcEo44wgoYQmvKHYTvTT+7rIxnq Ycy2qfkhTiVcgN1bpomk2FC4jVPG6BEHo0lkSmY9j3N9leosyHzehVNHmmCt vAr/iIRxVyN8BVb87H87FRZ3IWrrxXBZDwL53fBk+GDWtaBQ5yLpLai3N+zg YjDmhP6UelETVng6FYILQZP4FOKZOLR9s7KyRJBnWzMC9z08ni+EJzHVTiGa 2tA5A0ayDQjlGBChNm13Y7GTQrev5wEeWcp1dpx9qQHv/aIdVvsafGMSp3Uv 9G9fQPEb1QjVebFsc2LGVI9wSSP6cxspqHlQq6uT39dTxNVT9B0PRdVMyUxS pGGx7yKjU+pCBe72uGSlXMXeU5Oe5g1lEpGn2MGYuIdbXrgtCF9WObrOGtDz kQH9xMIAsTBMbZRYGMslNqhN5BkoORhwOd+A+So3Vscn8aecFqOuGueOe/Hh iwFYatbRGZb4rHtx4oUuFJEXrU5EMVNkxHShCZG8SgxlmRE4baYEVCknIpaQ WC5gtOzgOJjJMWq4RQtb0RrwHg49lpYNY07ejKCERCZfZ0ts+i9yq5wdm0Sw 0o0WoqsjywA/UdZNlPUSZf1E1yC1S0TZaK5C2zjRNUl0TVG7XGDATEE5FqoV 6r7KqavU1SLnzTbojvfBXHcN7REJAqevOYQnD/jQNiKsbCeutFBdQTT5ia5G am10zuoNRptYXGt3lBIVopyznb8JP0wl4mBxbGpqivPzW3BllKMhsxzNxE0r cdNJLUD8BImfXuLmIrUh4udSrsJRmPgZz1c4ihZwjvTlmKVGHIl0bj3jQkFa J86cGIa/XYI3Ioq0JBRl+fHauzMYX9jYio1zpk9iINHe4c4tXI0xwAySRSsl 3d2BVpMLtYTeTegbCb2XkLcxBgh9gNAHs43oyzHiIrWhXCMuUZU1SujHCHmE 2kSBwsAUIZ+mNqMw8CXOgCO9CUXvdCH97TEqZpSMJPakTvyyGyV12k24ZDVU a/dtE0V/LQ0csxax1ibi7UT1svv4zLYzZahOL0cd0eDJNKDuvQJUpWag4uV3 UXIkBcXUiqgVPp0CPbV8aqaX3oXrZAYCugJECP44tUmCHqV2mdpcjesenj99 zUHUZLbj1f80IeP9Sfi7JYTnJWHyzFV+/iS5yqjEU26sG2y+jamg34iZcfuf 8QE2DncyzITbTrjt7+bLWMuPplAHw7GUbXSaSgGwjD5LqZ0/kkpEpKLo6VQU EPi8wynIPnSCCMhEhMCOU5vUlyFaWMZLFwV17UddeP2/rcg4PY1AL5UhC9Je Yf1nA3j9/VmML0p832jHdZuvvODVbCH+eo4fA9ZIYE0vnYLx2AlUHEuhlkod Ko+lbqPTNAJrok8jtfKjaQQ8jUCnyaALGejDqcg9lAIDaT1wOh9hAhuhJkok P4F1Zvfjzf+pQnrWFQQuSggtSGJPIeXFID52KaoTr4iSWtQnMXsFCs5dCTFt oNXcv4+P2pFbSnBOwEwIzYTQ8kwqrM+kJdEJw2g+dpIgn6QuJ2E8elLGWko4 P6ZWpMF57uAJdBLOUX2puufRRRjdecNIO1ALS+kiAkMSLs1du0U14zE8RWVf e0jisUXZhmQHM+V98ZVR3CaARllUkFKaGS4oRd3xd0l8skcb4bgVdgJhk9tJ uVmpWQiKmUMyESQDNRnS02koPKxAyiFIZ586gRl/Nw+1yQhS2VpfGMbbB12w mJblGlD8wFBMdvurDxTjvIeLxOKmZpdYsWNlQ0IW/Sucpjl/ECEyjVFqLhLf TpI7niErc5DgN9PnSbqliG8jka1C/KNcIyT6eRK9mLShJ9HzSPT8508h2BLk uzDJVL6a0fhxFKeONcJqWYUvxFKYUEMQKS/14rxHwpf4PY15CT/6Bpd2gaQd l425nIy6HH3pBVppq+hTlZhLywivJElNJCmTtpSkLSFJGdnmUwWwpJOjkbMl Cd+gFG+idN9ArYta2ORhWwo7tHXpy4147/l2WKrW5ALsDhVMGIcOB2SbEhvm YlnGdBEDZjeuktWwEMTi8AQLS1S0hCkud7yTCc/x92GXXd5OPr6L0KTBStZv plZBzcjRVL74HqwnMkXsZCEyJpwQoEaSuP9sNSaLHJgvt2DeYMTM4ITYI5Er ytda8OHLXTBfUMqi/Vz4V35ehl99OIOJJQm/r8n57Ec7bli8bP4r+es+lkfk fDLFcwtLtyzfsPQbosbScctbWfBSazqZhYa0LLipNX+gRzul8BZK5Syteyi9 s4PluQGyJRE7Cj+wyN/+XD/Cxm4s1HRhvb4dUrMbpU/qkHOiHbrX++FrldAS ke7SmtnLfShtED+Fxv7osPGzDA9f3+SF1iwvEWRMLGcWKIVUmOGhsmKEiitW ZgxQudFHpUcwWylDWDnCyhIvYWngWGrTy7fxdOiv75Zv1Z0dQq9xHFF3FN2Z LVTHtcGb40VjSScic9IXNIZ1+EgXGdYqF1+p2MVerk6ni6+9NFi+xYtqVhAz LNOs/ClQikEZC+EI5SrFIisaWfHICm1WTLKisoNwtBKOZo5jhopzFYhrACWn uuT7vcZ5tFoXMFQXwbBnFn3Vl+CrrMdseOTzXLpXnyrH6Y/mZIP6Gr+n3U9I VDopU/GfTG+VS3q2Kprm5f5knlL+h3M5ihxleXDxnIKCLRt8hKCdlhK9tKTY IGY3fDUXUZPVKd+71jaI+gYKos0daC0YRIdlEJ019dCaUOor/ShrkvDHGl/Q bEQkqn9vUKRXdvpvwmpkkq1yMetwK5KzBUyOsv5j68ABtsAhiS9Z3Jho61Gw 740ZUZy3Z9XK58uOBtRVhTDmbITndD3O66oQbO9UndjXHMHTx7oxOiXhTzTG o1nubSH4DxOkPQoqbPNyPMeEqqx6NL+nh5nWlbSmFHO+etCA9GzS87KEPxNJ cnlZ1TUSb2/yOR/hb7AdXbupBz2uBhaW79RoIu3VAZR7Jfw5j2JZWVnqDw7i pzJZVr6f8SP+rntAwtXFSV5Ji/HGceTZoEzQ1/l4jBxR7rDNJKbhHbFDOalo Wlm6LF/dLnAfMiIjd17G/Q1+T/sLVZw0tX00xMoM908NutcGYaAI9p3Y7hd6 WHdlv+5zavcJHH2uF6HLEv4utns1Fe4rV+e53yj3jh8yITN/AZMk4HdjuzsC EpavLspXN2uEOfn6EIy0GPxebHcbrY6WV5flq30aYZ75ZR9C0xL+Pra7pVPC 0upVbs9cmMOVyNIrwnw/tnslTbi0tiZf3agR5q03LsHUIeEfYrubiKzFtWs8 KInuk3j2pX6MzUj4QWx3Q/NGd7H3/9rTZpwtXpSF+aHS/Z+40/aQHQ54e+Ek I2+m1qmrQMaHxHlzD0bOViCcbcJsVT2WA71s8yVJK++bI6gg6A8rIz7E0wrb Q2BbMKU0mllXiVqdhfK0DR2nHQhmOmj0AYTbLlKt48BUiR2zpVbK3WYsGk1Y Mhmx1tdDw0fxi1cGGL5/1Pgqjc5KGLbRX0SFl5Gyf5WuBh5dHVppeR/I9KA/ 24PiUwGM1QQwVebBFZMbi2YnVmwXsOqowlqVFccfzcPZzBFMRCYVGjiHd6ij 62nkEl0tye8m+RvRdKaZ8lcLenLbMFTUDvv/tSNkaMOspQ0L9las1HixVteE SJERpS87UGMfgOSxYN1lxPpMlGNQFLtfZkhPzOgpmhXRDGW6Jth1rXCld1CR 4MegfQiXA5OYDU7CWDiJqd5JrAxMYm1oAmsePyKljbC/VYM5jxdSaz21Okhe G9YaTFidjj6snS2JMPXG1U3bSeMTarxV49VeFFbRAmh9459Crx214lzpEiSK 7NIgQQpQNRJoguR3QuqwYX2sFzGz7YTjYyfh8sjDjofmY3K22BcW9/Q2CTNr kmxM76SOoalfRBH6DF2E1Ef4gk5c6aiLmWU78lLOkY31ipG3cWtPlEr0ZgnO hst44fVBhK9sbItJSxRsBpsxVn0+HkPeG/mQZseuG2pjqo1Fn94kwTUgCU+T lq+goyhfvnpIOyqtMktKIQ2QtmbC2lHlLCGiRrUhCE9ByfWvJyPU4FJe6Wsk cvo0wiTaj9iOgHecFNFKzQ1LdkkMxF1YHe3BeptFNQwp0EpsEOURMoy5hY0f q+lzmtR4kQymXNeBQp1XHlGvc8iG9bDWf+7EVY+RLNECqaWGrNJN32QszTR0 YwdZrg8rzgCuDkxgqX8C870TmO2ewJR/Ar7cAJqzfKjT0cpD10J5vpGmcMp+ yPyReUzMVHdgfTpKLkfTuSvI1ez0fQHXnC6s1zbganUTFu1ezJpbEDW2Yux8 Kwb1rQjmtKA9w0vrnyZU6+ppLeQkB6yhKazyNBS24sLN+mWapdVDYcNEzYxV uw0r1mosVl7AFWMdpkpdiBS7cCnfjb6PXPBnuOClcOTSXYCN3LtMHlnZqqfg wsONAuUWrEejWKn3YNFgohBYgdnzZkwVW2i1ZMNItg0Xs2zoPmNDO41ST2G0 hoJeBY1Wooym/J6Of+aZZDnQg0VfL+Y7ezGSacLAGROCp03oIGRBQz2GSV8X KcBFiUylDPls/Hn2s/uFG/4fqecaZw==\ \>"]], ",", Graphics3DBox[{ {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.5], SphereBox[{0.3810049479829933, -0.6600112150467423, 1.153125}, 1.125]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.5], SphereBox[{0.3810049479829933, -0.6600112150467423, -1.153125}, 1.125]}, {Opacity[0.5], SphereBox[{-2.478676422175762, 3.029610116398616*^-17, 2.4639785809672344`*^-16}, 0.2572]}, {Opacity[0.5], SphereBox[{0., 0., 0.}, 0.1786]}, {Opacity[0.5], SphereBox[{0.9072237654885835, 1.5709230568231887`, 1.6653345369377348`*^-16}, 0.5241]}, Text3DBox["4", {-2.478676422175762, 3.029610116398616*^-17, 2.4639785809672344`*^-16}, {1, 0}], Text3DBox["10", {0., 0., 0.}, {1, 0}], Text3DBox["23", {0.9072237654885835, 1.5709230568231887`, 1.6653345369377348`*^-16}, {1, 0}], TubeBox[{{-2.478676422175762, 3.029610116398616*^-17, 2.4639785809672344`*^-16}, {0., 0., 0.}}, 0.02], TubeBox[{{-2.478676422175762, 3.029610116398616*^-17, 2.4639785809672344`*^-16}, {0.9072237654885835, 1.5709230568231887`, 1.6653345369377348`*^-16}}, 0.02], TubeBox[{{0., 0., 0.}, {0.9072237654885835, 1.5709230568231887`, 1.6653345369377348`*^-16}}, 0.02]}, AspectRatio->Automatic, Axes->Automatic, AxesLabel->{ FormBox["xl", TraditionalForm], FormBox["yl", TraditionalForm], FormBox["zl", TraditionalForm]}, Boxed->False, PlotRange->Automatic, SphericalRegion->True, ImageCache->GraphicsData["CompressedBitmap", "\<\ eJztWnlsm+d9fmJbtmM7dpI1x5KuyJIFybKlG9Z1a7thCdZh2dWuO5ANGFAg CzY0Ber4RNNuyZogq3VkXePEDWXZcnzosGVdFEWRkqiLFCmJkiiKpERSh3VL PCRZtmTLtizueb/v/ahPMmm3HbDtj33AT99B8n2f53e/76evvXboW//0ndcO vfH6a0+9cuC1fd964/WDT/3xmwf4aPN9AEyU3KcgrhO8lH9MSCQS4sP/zdN+ cdos8LysPjignJQnypWQl/4HP3pA+bsFy8vLaG5uVmRxcfHzOribxPd3KQ+2 Jb/36quv4pVXXkFJSYkynngmf/Svymln8qtZWVnKV8xmsxgaCwsLyk/F/bvv vqs8e1H96fd1sxQUFCizvPXWW/B4PMq1OG+SiMXPxJWY4vXXX5cjfFc5bb0D p5z8fqkCMbj4WNz9mvrLv0tyfTINVzHG5OSkmA07JIpIJJIkyPHlWH+QHItz KU/koSj/QflbvR14PKaDrh9WYB0dHd2tfJyhIBJ6qKysVJAIPbygjvHSBgOL Y1MKo+9JDeAR5WL7Hbw3zPaQTodCJeLuV9UxXpYY9QNrQB5KPenDKQymseZk m3WT+f1+5e5B+UwoSepdA/Df1MCeDRoQJtB5j/Ksvr7+MflrzT2lYp6/w/gZ 64x/D008oNOE5vziELQ5+pMb/F6q/4FkRnlcHeiPUtB9MAlpZxobb2D4OTmI iFUt8B5IMbCqCXw1Of5n08SfOGivZyQJLaCl5raIx4pCtqSf5JvK6f518aFB Z3wkk4G41s8j7qWydqUf/aWkHp9IQ0GcOe8LKVSzM/24L6f46FEdk1RGEJ+K 4ddCW03QwWBQ09iO9DN+6a7K/IUNyU2vRYHD6XTKRJ6RfCY+Fxo0GAy4P2nq X0xPUPXwHXfkcWEKPUHxnM9elBoXqtQ+FiLV+0z6iXbfJVWLicWkv6szmJYw n04/5M40CUkoSpeQ9Dh/W1cMNASc6WmdZyka26ELvlQeLBB++OGHvyfVr7mA ThX4ZXXMP5Uo9CC1eqNH9rKOu1Zrn1KHeC7pJk/+FO6omeYPdflYC2A54PMp cu/j9/A2UU61gFqeiSVxPyE1qkGQ9HcnValmalUdaX39ER2xu7mhuH5WuduF mCeEcUsrBj814tJpI0bPGDFOmTprxMw5I6KUeIER130h3JqJPZ5CwXtSQFEz T5LrncGSOiXryu5zMpNPe4LozTcicMqIIEEOEOQQZYQgxwhygjJFkBGCjFFm C42Yp1wuqsQNX/BRiUCfgVNVQy0bbk8PfHeaSBEq1kWK4MCSotz9isxBC1Mx dJysRHd+Jbwk4qP0kUyIRAZJZJgyQiLjlEmSmS6QhAoloSIjFkhoqaFVWnmL Mo+W6wlna9JX1q42p2CxTRcO6Yry3UN27969L0h/u0xerScq0U5unTSSh7x6 KX5y6ye38BmV3yXyGiWvccpkgeRXKPkVCX6VuFys8tMspiVM4WJbUqPN+GmY Pp/80q67VDrevyiryhxJNeVVwk5iLhLrILEukuoRhiOxAIkFz1RhgGLPPgnv J8UYO1eFCZKaosyQVISkYkUqublildyyP5g0noCgawg2p+aXhnaqDk+S/cLP UGo1vp0mBxrIt5l8W8m3jXzd5NqYdQI17xxF2YFMlB6k8HyRcoFyfn8miimF +4+g+u2jaM05keQcJ1fBef58RZKvwKIVKZ7T8N2cNNWm5JVuRaG6pnL3m3dJ tCLUWVbwW9LcluMVqCO/RvJrIT/ByXgocxOqxB/joSx6feXBLFRQyiilB7LI M0vhKTgW7MvE2TePwEmOUfKKUeLFFbL/WO+om1ITS9W+SIt9XqIU0ZaiDf6i 8vHjqCYJa14Fao8WovrQEZgPZcJ8OIvnrOS5+lA2TJQqivFgNkllo5wiCJXs z6LRslC0Lwvn3szEaRLqzy0koQrcjMQe1YWGWONqjcO9PE4xkbrKlAvLu/fa brf7d6SKjGRk/rAQNWRiOUxLWA9niT/Zm3ibTZvUkIb5UI5Cq+qgSqmCUnYg m3SyJZ1Mlc7eIwjkFsjkkaHkZH1jJM5rPvWIvoLf2U0J59EU8BU5oPOCFVbq vfZwJiULdZTN/Eu0tYdziNbKvxairVEQ58B0MIeIc1BBtGX7s1UDUPmFb6re VH+yXLaU63truax5VmeQFKtjzSCiCAiu4u7Lks5opZXAOAOh1hOmTZFsXmdT B/XEuYef5yi416Em2ipKJRGXUy4S9QUiLiLi4u8fRSUNFpuMSYRbNvqKbMef SaNUbVUtCLwklTpD5xvMK1SQCpQNlE38S6XaFJgCrAKV8KwSpvmgVC4hCuWW UrElhFlKiBZGiIkwQ13BJMwNqUfCfCpNLRAH9f1ViTBGhCJEhvOK0PbeRwrC zWsId6OeiOokOstBiY6oFHRUYBmRmY+cRAOTTy2TUA3RhbuCT6SwvOq7+KUN KXzjolyfwr8qlT3LVBuXqUmkqOHjxWh7V4MrjC+QZlOP2USajRqGkZmiIqV7 ZObDxbRvZ3psIlIbkVqJND4Z01pTzQmltWUIaXtH+uyl38GanZ3FK7LOLDY6 ME9ws0r+JNAitU5Os14O5Baj54N8eChdFHdOPtoprux8tFJ6WXc9lE7WpXYC dRJoC4E2EmgX65e2WyCWjJqxuXyTKNcWcan6hM3rC46WwgUF7eBwf6E8fhQL orLJCjcrK55oZQQL0dqIFmeU3cDw2SoMUkJsf/pOqy2Rl9JNBm4yaCMDBxk0 kwE7Dm0HQnMGtW9U0G9fq4Vb1tVCDaxKZ3vyM+3Qfzc/P18rp1pzKuTPZCN3 KxLDFdGnsBGbk32LaM4islkTTenYObVJFc3qACV4Wm1ifbI36iIr0QgGqluV xvBzOkXqep2tSchqVVQ5bNlQ69W7O+v/liRr9RfqlpNwOe0QhfPrytOHsGRr VSjNyz46JvtqsWCYOKcuIC6RyhAlTDr9pOMnFS+piF59sjsoM8UWJeZECyzX KNtSeJIshBtorHlVRjpCKYln3GFQEWV/qTzdrVhsmYuyOdIaNRSj451jcO7L QRfFS+l7+xgGjhVjkLRCpNVHWhFP8NkUfpaRnsq2nwe2tlEpDrk4wtfWHFU1 +/T42pc8P7yAgf8oweSxEkSPsyk5/ilm2vq0NcoGB7oX3FQb0dvu4l7CsNrG 2TeUb+xaN7Y4SgytaDruVa6nzWFcawnidocPiy0uDFU0aki1vCw36e+FVMLS g9LreKPexaGQ+9s0KMuO9aH13KRyHXfO4WbvLC63TSFQ2Q9fsUVb1Io0rtk+ VULUQ1yLtw1bHRuD857gct/xoOidUeXaUX0Z8aog5ixh9NWNwmd2PC8pa1VE W5glu2rdfu7P5pY6VA8oD/rcQappRLn+tyNX4HfNKtexpmm0WaLob45jJhjF uKUeqyOX5Fo5Y91+nbSwtjGjANqecvI1WLrnf63cPIygOwRXsWoxi3EZ/jH1 K6utNqy0tCvXk+Verjs9qDe04byhDt6hOYyNrmDB7EIiOIyF7uBz0kBa5IkS uHtj9diwL6BcfUPCC7kH0X4xih8faIOl5uaGb4lW7VwNwicscBlqUGkwocHo hLaKm76cQJd7AStdYdxscT4rH+/duze58UW1qVsLqsKUUf9GqrXCUIv8t9vw 0Xe7Ya1bgW9KW+ZlYK4zhGFO5TBUoY1nP++3ys8mryRwnTLjGsDlyg7cHhqE 9qri6mQcUX43TpnvDGnvwXQ7ytoW1WtyNKPBhk/f7cSxt/2wNN6Gdzoh+/MM 9PB6cvQmZ3EgEQgjTgfaI/NwjDOFO8O0jokoTXAbquE1mLm4MmPohBljp8yY OlONaEE1Ox8TbvSFcSsa1/bv9G8LJaJvyllNhiac/aEHn7wXRnXzKrpnErKm ZsA3dAvRhQR63XNY6ejH9Tq7jI2HFR1doL4qiMRCczUZrGij33jIMJDXgIFT DRg904CpwgbELtgwX1aPKxVWLBlrcN1kws02J27H4/o+SOxbSjPKCPwHCcSS a0dhdi9yj1yC35tA5Kq265WBaV53BhKItvZjusyFW+GwNN4jiFBtxQRZTJAX DRaSracKG6nCFriPO9B7wongpy4MF7Rh4nwbIqVtmKt04Qqbi2sWB27UNuNW PYPEZqGYsDoXT+YyEQWalddetah88PcSXF0eo+lHfuT9aJItA71oMZF8+eCP 8H70BuYuNCPhDajjflbxeRVzDQOxHmWGZtSwMDQyMF25bnSf6ELgdDcGCnsw WtKD6Qov4qYeLFg8WKrvxo3GTgZ1B1YdTgZ4C1adzC+OaqzOx5UZtDfFYmOV /rCxeuhIqNlsK3x0xIaT3bh4NIS8j6MIBFlYlxK/IQH7JhKYpZcE3DHcavXR H8sI3kSxUpqUqlZp6IDV0IXm4z3srH3oORNAzBfFfB87wmAMi+EYrg/GcGOY Y4xEOU4At9t6kXD3INHZiUSXk+dGPqvW9K9f1KQqgfepJP5KR6LplB/v/WMN 8nLnEBhIYGop8UVZi/wDcVgb44g396I4swYF71ejlICrDL0Y6oxgfnIx+RIj IfbUh4eR8LO6+dtovAaS6NVcWVR43RpGwSb+g0JFJGF9XY7lJyz7mTD+/Z/r kXvyCgLDCYwvJr4kCfkZ86oeW2R6X2vO5bFTTptYYs0YH0QiRETRSxoakYyE iuTCNDWar8g+QcTLIAO7hf7noYzTFxe6Q1jm8x3SpQOyrmV+uwk15dfgH03g 92U1FnEmTF5saKcfDyr4AjMq3FDHNJabejBX0aBR0N4cJqYH4Cs4o2sVMtaZ d51f3gFe3ZHYoQSOKBp2gujNrcFwfg0Lihlz501YuFjFcxVuRuIZcoJ+8nCd n8IHe+2wmFgUxxPJN93FHxvJwUX1T8tg2L7Ot6JLTIp0oDlbt/L8mi+ova2M TC6grbBMudskjazvNnR7Xrq1ovp+kWm1rryZAWNllmpWRh48246Z0nZmJBeW mX5XGpiNGs24Zq3CclSN6JB7AO2lMfz4kAsW601R2r4shyunEZso7ZQeSh/r xcBJG9eNrRi70I2JigDy9hXg4g8ciLZEEXOxZeq8BucJvzK9aZ8RdYeMWrPb wtw77FvC7bHx5G5jMfOSjUvQNcLrexhRc8Q7zq16ontQ+LGJ1nJzdepTBh83 hjFXH8aynT1ve4ART7t7nGjNMeDE3mp89L1uWGwrSsVUF0u/zuCsUly1g+Kl 9B+vwUB+Ay4VuDBWwoJiZEmwDCNim0TUHkOsbQHxruvIf6MMpd+pRPV+I+oP G9H0PTPsP7DBkc35jnbDcbyPQTmExqIJ1LJfMZZdRoftGuLeW4gHVhEPJRAb ZBkaYQan20xNMmiJa4QZ/SfvE8f4VXijCbTzmfXS+o3nlF3wFrrNVTpwkNq0 U8zauk97BS9DXIyjvXntbe1B8X82SMuIYxuutEWw0jON/jMt8OQ50HGiCaHa dpgtfrkWeAFmKspO6aT0UoLHLRg81YSRwjaMX/Rikh3ztHUEkYYpRB2ziLVf Qbx7Gae/XY6yvUaYDxhhE0r7lxrY32MtzXGh9WMPDdmPlrPDaGCjab0YQ0UZ A8F2XVVaHxUmlDa0prRJNmDjzA2XqLQBKquP4uG1k88H5xNaj9VbWorEkBuJ a1fXStN6HaZ/U5HBCI5Qn12UVkqdUll36xX5NHz2fpz/wKX8fIFpXhumoTyE T94Po73kJvzlI/SqJowWW3k+D8dPvLCfDKKZidDGJFJTOouLpVcVRcV7V1TC YSYKpvMIE+T0hEp4jISHSTRM8VO6SNhO7wnOrn5BM3KEObzPzjzOsjc2vLau 17053IZgZxSNzLDFDCGVW4OSfUVbtnuDozSHEHGxfo4G5OtsDhJdxMr0Eq6N LeHy0BIG7HNoODOBDqMXPUbjn8ict7rADOOpRaKXeHppBC/L8SAr31SMny1t ly484YnxV5fYpvQy43SzbWknGAfFJpxZUfqe9aCmh+O43W1h/XQmQd3m8mDJ cQnRuhEud4fRdW4AdbkBtpkdCLc71dfzj2PVzxVJB0G5Wyi8bndj1eXBisPL AuPDVVuAS74AIqY+jJcHMHghgMA5H7pPeeHM9aCB7lBNhKUG0Wg1S7dQUbIA 7tHnqV1YYKJddZjZSjUqMJdtbsybmTlLPQyzbrZkHcxDImgtWJiNqyAfw212 WyvNzIr2GqzaG7Da3IKVJidu2NqxVOvGZXMnYsYuTJV2YeR8F8JnO+HLd6Mz t53dqQt1VF8VK+kFdoBiaLWhUgDKf9WSCHfiBsvAQnkVrlWZsFhpxnxpLaYL 6zGYX49ucrPx5yVyMfXnym8+g9uzhNfpxK3aaty0WrDMRehSdSOuGJsxW27H TIkd44UODJ22o++EHT25Lezum9BMi1o4ZgXHPK8U+yrhcg/r24jtWPKGMHWy CqN5VQjlqq2EqEIOdW2l9j4PivYfy60uXC1ngS41Y/aCBZEiKybOMshO1SJ0 vJaF3MpMZaFOakikmh28CS3qMJ9RJ/1Ilv9rvhCWesO42hPGSJ4J4VwT/Px2 N2WCbdQIhb2N3Jn/P/GPq/9/Sn3Cff8FdKQ0Hg==\ \>"]]}], "}"}]], "Output", CellChangeTimes->{3.5764689942358503`*^9, 3.5764698275697145`*^9, 3.576470248676854*^9, 3.576470533470955*^9}] }, Open ]], Cell[BoxData[{ StyleBox[ RowBox[{ RowBox[{"k", " ", "=", " ", "1"}], ";"}], "Input"], "\n", StyleBox[ RowBox[{ RowBox[{"Clear", "[", RowBox[{"conn", ",", "P", ",", "tpln"}], "]"}], ";"}], "Input"], "\n", StyleBox[ RowBox[{ RowBox[{"P", " ", "=", " ", "4"}], ";"}], "Input"], "\n", StyleBox[ RowBox[{ RowBox[{"tpln", " ", "=", " ", RowBox[{"{", RowBox[{"0.0", ",", " ", "0.0", ",", " ", "0.0"}], "}"}]}], ";"}], "Input"], "\n", StyleBox[ RowBox[{ RowBox[{"conn", " ", "=", " ", RowBox[{"{", RowBox[{"{", RowBox[{"7", ",", " ", "24", ",", " ", "25", ",", " ", "9"}], "}"}], "}"}]}], ";"}], "Input"], "\n", StyleBox[ RowBox[{ RowBox[{"rln", " ", "=", " ", "1.246"}], ";"}], "Input"]}], "Input", CellChangeTimes->{{3.5681154444347754`*^9, 3.568115497147268*^9}, { 3.568127214924899*^9, 3.568127265796589*^9}, {3.568128215276656*^9, 3.568128238536297*^9}, {3.568130718566253*^9, 3.5681307485339055`*^9}, 3.5681308175952272`*^9, {3.5681308916497574`*^9, 3.5681309458598523`*^9}, { 3.5681309983383446`*^9, 3.5681310118947687`*^9}, {3.5681310723448744`*^9, 3.568131074357278*^9}, {3.5681315215476637`*^9, 3.568131584509374*^9}, { 3.56813162789305*^9, 3.5681316427754765`*^9}, {3.5681317113063965`*^9, 3.568131715268804*^9}, {3.5681323203938665`*^9, 3.5681323260098763`*^9}, { 3.568132387567585*^9, 3.568132440014877*^9}, {3.5681325121026034`*^9, 3.568132590945142*^9}, {3.56813274298981*^9, 3.5681327548302307`*^9}, { 3.568132877867647*^9, 3.568132888335265*^9}, {3.568133052345154*^9, 3.568133072344389*^9}, {3.5681331740533676`*^9, 3.5681331951446047`*^9}, { 3.568133267793932*^9, 3.5681332684803333`*^9}, {3.5681335079111547`*^9, 3.568133536833606*^9}, {3.5681336272201643`*^9, 3.5681336314945717`*^9}, { 3.568133737994359*^9, 3.568133744000369*^9}, {3.568133978515581*^9, 3.5681339917912045`*^9}, {3.5681340324916763`*^9, 3.5681340418204927`*^9}, {3.568134244262048*^9, 3.5681342454944506`*^9}, { 3.5681343354754086`*^9, 3.568134336099409*^9}, {3.5681345828762426`*^9, 3.568134583952645*^9}, {3.5681348406666956`*^9, 3.5681348474683075`*^9}, 3.568134889151581*^9, {3.5681352914606876`*^9, 3.568135296265496*^9}, { 3.568135518877887*^9, 3.568135519595488*^9}, 3.5681357593679094`*^9, { 3.5681787035360527`*^9, 3.568178728449296*^9}, 3.5682779128076954`*^9, { 3.572714864038488*^9, 3.572714889419732*^9}, {3.5727149730514793`*^9, 3.57271500191153*^9}, {3.572715036933592*^9, 3.5727150664176435`*^9}, { 3.572715803191337*^9, 3.572715915183934*^9}, {3.5727159899548655`*^9, 3.572716037722149*^9}, {3.572767087700392*^9, 3.5727670990260115`*^9}, 3.5727756458897667`*^9, {3.5727757435615377`*^9, 3.5727758099084544`*^9}, { 3.576426369410282*^9, 3.5764264259759817`*^9}, {3.5764264953649035`*^9, 3.5764265148961377`*^9}}], Cell[BoxData[ RowBox[{ RowBox[{ StyleBox["Do", "Input"], StyleBox["[", "Input"], RowBox[{ RowBox[{ StyleBox["(", "Input"], RowBox[{ StyleBox[ RowBox[{"c", " ", "=", " ", RowBox[{"conn", "[", RowBox[{"[", "k", "]"}], "]"}]}], "Input"], StyleBox[";", "Input"], StyleBox["\n", "Input"], StyleBox[" ", "Input"], StyleBox[ RowBox[{"a1", " ", "=", " ", RowBox[{"dc", "[", RowBox[{"[", RowBox[{ RowBox[{"c", "[", RowBox[{"[", "2", "]"}], "]"}], ",", " ", RowBox[{"c", "[", RowBox[{"[", "1", "]"}], "]"}]}], "]"}], "]"}]}], "Input"], StyleBox[";", "Input"], StyleBox[" ", "Input"], StyleBox[ RowBox[{"a2", " ", "=", " ", RowBox[{"dc", "[", RowBox[{"[", RowBox[{ RowBox[{"c", "[", RowBox[{"[", "2", "]"}], "]"}], ",", " ", RowBox[{"c", "[", RowBox[{"[", "3", "]"}], "]"}]}], "]"}], "]"}]}], "Input"], StyleBox[";", "Input"], StyleBox[" ", "Input"], StyleBox[ RowBox[{"d1", " ", "=", " ", RowBox[{"dc", "[", RowBox[{"[", RowBox[{ RowBox[{"c", "[", RowBox[{"[", "1", "]"}], "]"}], ",", " ", RowBox[{"c", "[", RowBox[{"[", "3", "]"}], "]"}]}], "]"}], "]"}]}], "Input"], StyleBox[";", "Input"], StyleBox["\n", "Input"], StyleBox[" ", "Input"], StyleBox[ RowBox[{"\[Alpha]", " ", "=", " ", RowBox[{"ArcCos", "[", RowBox[{ RowBox[{"(", RowBox[{ RowBox[{"a1", "^", "2"}], " ", "+", " ", RowBox[{"a2", "^", "2"}], " ", "-", " ", RowBox[{"d1", "^", "2"}]}], ")"}], "/", RowBox[{"(", RowBox[{"2", "*", "a1", "*", "a2"}], ")"}]}], "]"}]}], "Input"], StyleBox[";", "Input"], StyleBox["\n", "Input"], StyleBox[" ", "Input"], StyleBox[ RowBox[{"L", " ", "=", " ", RowBox[{"(", RowBox[{ RowBox[{"u2", "[", RowBox[{"[", RowBox[{"c", "[", RowBox[{"[", "2", "]"}], "]"}], "]"}], "]"}], " ", "+", " ", "rln"}], ")"}]}], "Input"], StyleBox[";", "Input"], StyleBox["\n", "Input"], StyleBox[" ", "Input"], StyleBox[ RowBox[{"\[Beta]", " ", "=", " ", RowBox[{"ArcSin", "[", RowBox[{"rln", "/", "L"}], "]"}]}], "Input"], StyleBox[";", "Input"], StyleBox["\n", "Input"], StyleBox[" ", "Input"], StyleBox[ RowBox[{"\[Gamma]", " ", "=", " ", RowBox[{ RowBox[{"\[Pi]", "/", "2"}], " ", "-", " ", RowBox[{"\[Alpha]", "/", "2"}]}]}], "Input"], StyleBox[";", "Input"], StyleBox[" ", "Input"], StyleBox[ RowBox[{"(*", RowBox[{ RowBox[{"\[Gamma]", "=", RowBox[{ RowBox[{"3", "*", RowBox[{"\[Pi]", "/", "2"}]}], "+", RowBox[{"\[Alpha]", "/", "2"}]}]}], ";"}], "*)"}], "Input"], StyleBox["\n", "Input"], StyleBox[" ", "Input"], StyleBox[ RowBox[{"v", " ", "=", " ", RowBox[{"Table", "[", RowBox[{ RowBox[{"Join", "[", RowBox[{ RowBox[{"t", "[", RowBox[{"[", RowBox[{"c", "[", RowBox[{"[", "i", "]"}], "]"}], "]"}], "]"}], ",", " ", RowBox[{"{", "1", "}"}]}], "]"}], ",", " ", RowBox[{"{", RowBox[{"i", ",", " ", "1", ",", " ", "P"}], "}"}]}], "]"}]}], "Input"], StyleBox[";", "Input"], StyleBox["\n", "Input"], StyleBox[" ", "Input"], StyleBox[ RowBox[{"x2", " ", "=", " ", RowBox[{"t", "[", RowBox[{"[", RowBox[{ RowBox[{"c", "[", RowBox[{"[", "2", "]"}], "]"}], ",", " ", "1"}], "]"}], "]"}]}], "Input"], StyleBox[";", "Input"], StyleBox["\n", "Input"], StyleBox[" ", "Input"], StyleBox[ RowBox[{"y2", " ", "=", " ", RowBox[{"t", "[", RowBox[{"[", RowBox[{ RowBox[{"c", "[", RowBox[{"[", "2", "]"}], "]"}], ",", " ", "2"}], "]"}], "]"}]}], "Input"], StyleBox[";", "Input"], StyleBox[" ", "Input"], StyleBox["\n", "Input"], StyleBox[" ", "Input"], StyleBox[ RowBox[{"z2", " ", "=", " ", RowBox[{"t", "[", RowBox[{"[", RowBox[{ RowBox[{"c", "[", RowBox[{"[", "2", "]"}], "]"}], ",", " ", "3"}], "]"}], "]"}]}], "Input"], StyleBox[";", "Input"], StyleBox["\n", "Input"], StyleBox[" ", "Input"], StyleBox[ RowBox[{"Q", " ", "=", " ", RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{"1", ",", " ", "0", ",", " ", "0", ",", " ", "0"}], "}"}], ",", "\n", " ", RowBox[{"{", RowBox[{"0", ",", " ", "1", ",", " ", "0", ",", " ", "0"}], "}"}], ",", "\n", " ", RowBox[{"{", RowBox[{"0", ",", " ", "0", ",", " ", "1", ",", " ", "0"}], "}"}], ",", "\n", " ", RowBox[{"{", RowBox[{ RowBox[{"-", "x2"}], ",", " ", RowBox[{"-", "y2"}], ",", " ", RowBox[{"-", "z2"}], ",", " ", "1"}], "}"}]}], "}"}]}], "Input"], StyleBox[";", "Input"], StyleBox["\n", "Input"], StyleBox[" ", "Input"], StyleBox[ RowBox[{"p", " ", "=", " ", RowBox[{"v", ".", "Q"}]}], "Input"], StyleBox[";", "Input"], StyleBox["\n", "Input"], StyleBox[" ", "Input"], StyleBox[ RowBox[{"p", " ", "=", " ", RowBox[{"Table", "[", RowBox[{ RowBox[{"Take", "[", RowBox[{ RowBox[{"p", "[", RowBox[{"[", "i", "]"}], "]"}], ",", " ", "3"}], "]"}], ",", " ", RowBox[{"{", RowBox[{"i", ",", " ", "1", ",", " ", "P"}], "}"}]}], "]"}]}], "Input"], StyleBox[";", "Input"], StyleBox["\n", "Input"], StyleBox[" ", "Input"], StyleBox[ RowBox[{"T1", " ", "=", " ", RowBox[{"ArcTan", "[", RowBox[{ RowBox[{"p", "[", RowBox[{"[", RowBox[{"1", ",", " ", "3"}], "]"}], "]"}], "/", RowBox[{"p", "[", RowBox[{"[", RowBox[{"1", ",", " ", "2"}], "]"}], "]"}]}], "]"}]}], "Input"], StyleBox[";", "Input"], StyleBox["\n", "Input"], StyleBox[" ", "Input"], StyleBox[ RowBox[{"U", " ", "=", " ", "p"}], "Input"], StyleBox[";", "Input"], StyleBox["\n", "Input"], StyleBox[" ", "Input"], StyleBox[ RowBox[{"T", " ", "=", " ", RowBox[{"RotationMatrix", "[", RowBox[{"T1", ",", " ", RowBox[{"{", RowBox[{"1", ",", " ", "0", ",", " ", "0"}], "}"}]}], "]"}]}], "Input"], StyleBox[";", "Input"], StyleBox["\n", "Input"], StyleBox[" ", "Input"], StyleBox[ RowBox[{"p", " ", "=", " ", RowBox[{"U", ".", "T"}]}], "Input"], StyleBox[";", "Input"], StyleBox["\n", "Input"], StyleBox[" ", "Input"], StyleBox[ RowBox[{"T2", " ", "=", " ", RowBox[{"ArcTan", "[", RowBox[{ RowBox[{"p", "[", RowBox[{"[", RowBox[{"1", ",", " ", "2"}], "]"}], "]"}], "/", RowBox[{"p", "[", RowBox[{"[", RowBox[{"1", ",", " ", "1"}], "]"}], "]"}]}], "]"}]}], "Input"], StyleBox[";", "Input"], StyleBox["\n", "Input"], StyleBox[" ", "Input"], StyleBox[ RowBox[{"U", " ", "=", " ", "p"}], "Input"], StyleBox[";", "Input"], StyleBox["\n", "Input"], StyleBox[" ", "Input"], StyleBox[ RowBox[{"T", " ", "=", " ", RowBox[{"RotationMatrix", "[", RowBox[{"T2", ",", " ", RowBox[{"{", RowBox[{"0", ",", " ", "0", ",", " ", "1"}], "}"}]}], "]"}]}], "Input"], StyleBox[";", "Input"], StyleBox["\n", "Input"], StyleBox[" ", "Input"], StyleBox[ RowBox[{"p", " ", "=", " ", RowBox[{"U", ".", "T"}]}], "Input"], StyleBox[";", "Input"], StyleBox["\n", "Input"], StyleBox[" ", "Input"], StyleBox[ RowBox[{"T3", " ", "=", " ", RowBox[{"ArcTan", "[", RowBox[{ RowBox[{"p", "[", RowBox[{"[", RowBox[{"3", ",", " ", "3"}], "]"}], "]"}], "/", RowBox[{"p", "[", RowBox[{"[", RowBox[{"3", ",", " ", "2"}], "]"}], "]"}]}], "]"}]}], "Input"], StyleBox[";", "Input"], StyleBox["\n", "Input"], StyleBox[" ", "Input"], StyleBox[ RowBox[{"U", " ", "=", " ", "p"}], "Input"], StyleBox[";", "Input"], StyleBox["\n", "Input"], StyleBox[" ", "Input"], StyleBox[ RowBox[{"T", " ", "=", " ", RowBox[{"RotationMatrix", "[", RowBox[{"T3", ",", " ", RowBox[{"{", RowBox[{"1", ",", " ", "0", ",", " ", "0"}], "}"}]}], "]"}]}], "Input"], StyleBox[";", "Input"], StyleBox["\n", "Input"], StyleBox[" ", "Input"], StyleBox[ RowBox[{"p", " ", "=", " ", RowBox[{"Chop", "[", RowBox[{"U", ".", "T"}], "]"}]}], "Input"], StyleBox[";", "Input"], StyleBox["\n", "Input"], StyleBox[" ", "Input"], StyleBox[ RowBox[{"nk", " ", "=", " ", "p"}], "Input"], StyleBox[";", "Input"], StyleBox["\n", "Input"], StyleBox[" ", "Input"], RowBox[{"(*", StyleBox[ RowBox[{ RowBox[{ RowBox[{"nk", "[", RowBox[{"[", RowBox[{"4", ",", "2"}], "]"}], "]"}], "=", RowBox[{"L", "*", RowBox[{"Cos", "[", "\[Gamma]", "]"}]}]}], ";", " ", RowBox[{ RowBox[{"nk", "[", RowBox[{"[", RowBox[{"4", ",", "1"}], "]"}], "]"}], "=", RowBox[{ RowBox[{"-", "L"}], "*", RowBox[{"Sin", "[", "\[Gamma]", "]"}]}]}], ";"}], "Input"], "*)"}], StyleBox["\n", "Input"], StyleBox[" ", "Input"], StyleBox[ RowBox[{ RowBox[{"nk", "[", RowBox[{"[", RowBox[{"4", ",", "3"}], "]"}], "]"}], " ", "=", " ", RowBox[{ RowBox[{"nk", "[", RowBox[{"[", RowBox[{"4", ",", "3"}], "]"}], "]"}], " ", "+", " ", RowBox[{"u2", "[", RowBox[{"[", RowBox[{"c", "[", RowBox[{"[", "4", "]"}], "]"}], "]"}], "]"}], " ", "+", " ", "rln"}]}], "Input"], StyleBox[";", "Input"], StyleBox[" ", "Input"], StyleBox["\n", "Input"], StyleBox[" ", "Input"], StyleBox[ RowBox[{"U", " ", "=", " ", "p"}], "Input"], StyleBox[";", "Input"], StyleBox["\n", "Input"], StyleBox[" ", "Input"], StyleBox[ RowBox[{"U1", " ", "=", " ", "nk"}], "Input"], StyleBox[";", "Input"], StyleBox["\n", "Input"], StyleBox[" ", "Input"], StyleBox[ RowBox[{"T", " ", "=", " ", RowBox[{"RotationMatrix", "[", RowBox[{ RowBox[{"-", "T3"}], ",", " ", RowBox[{"{", RowBox[{"1", ",", " ", "0", ",", " ", "0"}], "}"}]}], "]"}]}], "Input"], StyleBox[";", "Input"], StyleBox["\n", "Input"], StyleBox[" ", "Input"], StyleBox[ RowBox[{"p", " ", "=", " ", RowBox[{"U", ".", "T"}]}], "Input"], StyleBox[";", "Input"], StyleBox["\n", "Input"], StyleBox[" ", "Input"], StyleBox[ RowBox[{"nk", " ", "=", " ", RowBox[{"U1", ".", "T"}]}], "Input"], StyleBox[";", "Input"], StyleBox["\n", "Input"], StyleBox[" ", "Input"], StyleBox[ RowBox[{"U", " ", "=", " ", "p"}], "Input"], StyleBox[";", "Input"], StyleBox["\n", "Input"], StyleBox[" ", "Input"], StyleBox[ RowBox[{"U1", " ", "=", " ", "nk"}], "Input"], StyleBox[";", "Input"], StyleBox["\n", "Input"], StyleBox[" ", "Input"], StyleBox[ RowBox[{"T", " ", "=", " ", RowBox[{"RotationMatrix", "[", RowBox[{ RowBox[{"-", "T2"}], ",", " ", RowBox[{"{", RowBox[{"0", ",", " ", "0", ",", " ", "1"}], "}"}]}], "]"}]}], "Input"], StyleBox[";", "Input"], StyleBox["\n", "Input"], StyleBox[" ", "Input"], StyleBox[ RowBox[{"p", " ", "=", " ", RowBox[{"U", ".", "T"}]}], "Input"], StyleBox[";", "Input"], StyleBox["\n", "Input"], StyleBox[" ", "Input"], StyleBox[ RowBox[{"nk", " ", "=", " ", RowBox[{"U1", ".", "T"}]}], "Input"], StyleBox[";", "Input"], StyleBox["\n", "Input"], StyleBox[" ", "Input"], StyleBox[ RowBox[{"U", " ", "=", " ", "p"}], "Input"], StyleBox[";", "Input"], StyleBox["\n", "Input"], StyleBox[" ", "Input"], StyleBox[ RowBox[{"U1", " ", "=", " ", "nk"}], "Input"], StyleBox[";", "Input"], StyleBox["\n", "Input"], StyleBox[" ", "Input"], StyleBox[ RowBox[{"T", " ", "=", " ", RowBox[{"RotationMatrix", "[", RowBox[{ RowBox[{"-", "T1"}], ",", " ", RowBox[{"{", RowBox[{"1", ",", " ", "0", ",", " ", "0"}], "}"}]}], "]"}]}], "Input"], StyleBox[";", "Input"], StyleBox["\n", "Input"], StyleBox[" ", "Input"], StyleBox[ RowBox[{"p", " ", "=", " ", RowBox[{"U", ".", "T"}]}], "Input"], StyleBox[";", "Input"], StyleBox["\n", "Input"], StyleBox[" ", "Input"], StyleBox[ RowBox[{"nk", " ", "=", " ", RowBox[{"U1", ".", "T"}]}], "Input"], StyleBox[";", "Input"], StyleBox["\n", "Input"], StyleBox[" ", "Input"], StyleBox[ RowBox[{"Clear", "[", RowBox[{"v", ",", " ", "v1", ",", " ", "v2"}], "]"}], "Input"], StyleBox[";", "Input"], StyleBox["\n", "Input"], StyleBox[" ", "Input"], StyleBox[ RowBox[{"v", " ", "=", " ", RowBox[{"Table", "[", RowBox[{ RowBox[{"Join", "[", RowBox[{ RowBox[{"p", "[", RowBox[{"[", "i", "]"}], "]"}], ",", " ", RowBox[{"{", "1", "}"}]}], "]"}], ",", " ", RowBox[{"{", RowBox[{"i", ",", " ", "1", ",", " ", "P"}], "}"}]}], "]"}]}], "Input"], StyleBox[";", "Input"], StyleBox["\n", "Input"], StyleBox[" ", "Input"], StyleBox[ RowBox[{"v1", " ", "=", " ", RowBox[{"Table", "[", RowBox[{ RowBox[{"Join", "[", RowBox[{ RowBox[{"nk", "[", RowBox[{"[", "i", "]"}], "]"}], ",", " ", RowBox[{"{", "1", "}"}]}], "]"}], ",", " ", RowBox[{"{", RowBox[{"i", ",", " ", "1", ",", " ", "P"}], "}"}]}], "]"}]}], "Input"], StyleBox[";", "Input"], StyleBox["\n", "Input"], StyleBox[" ", "Input"], StyleBox[ RowBox[{"Q", " ", "=", " ", RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{"1", ",", " ", "0", ",", " ", "0", ",", " ", "0"}], "}"}], ",", "\n", " ", RowBox[{"{", RowBox[{"0", ",", " ", "1", ",", " ", "0", ",", " ", "0"}], "}"}], ",", "\n", " ", RowBox[{"{", RowBox[{"0", ",", " ", "0", ",", " ", "1", ",", " ", "0"}], "}"}], ",", "\n", " ", RowBox[{"{", RowBox[{"x2", ",", " ", "y2", ",", " ", "z2", ",", " ", "1"}], "}"}]}], "}"}]}], "Input"], StyleBox[";", "Input"], StyleBox["\n", "Input"], StyleBox[" ", "Input"], StyleBox[ RowBox[{"p", " ", "=", " ", RowBox[{"v", ".", "Q"}]}], "Input"], StyleBox[";", "Input"], StyleBox["\n", "Input"], StyleBox[" ", "Input"], StyleBox[ RowBox[{"nk", " ", "=", " ", RowBox[{"v1", ".", "Q"}]}], "Input"], StyleBox[";", "Input"], StyleBox["\n", "Input"], StyleBox[" ", "Input"], StyleBox[ RowBox[{"p", " ", "=", " ", RowBox[{"Table", "[", RowBox[{ RowBox[{"Take", "[", RowBox[{ RowBox[{"p", "[", RowBox[{"[", "i", "]"}], "]"}], ",", " ", "3"}], "]"}], ",", " ", RowBox[{"{", RowBox[{"i", ",", " ", "1", ",", " ", "P"}], "}"}]}], "]"}]}], "Input"], StyleBox[";", "Input"], StyleBox["\n", "Input"], StyleBox[ RowBox[{ StyleBox[" ", "Input"], " "}]], StyleBox[ RowBox[{"nk", " ", "=", " ", RowBox[{"Table", "[", RowBox[{ RowBox[{"Take", "[", RowBox[{ RowBox[{"nk", "[", RowBox[{"[", "i", "]"}], "]"}], ",", " ", "3"}], "]"}], ",", " ", RowBox[{"{", RowBox[{"i", ",", " ", "1", ",", " ", "P"}], "}"}]}], "]"}]}], "Input"], StyleBox[";", "Input"], StyleBox["\n", "Input"], StyleBox[" ", "Input"], StyleBox[ RowBox[{"tpln", " ", "=", " ", RowBox[{"nk", "[", RowBox[{"[", "4", "]"}], "]"}]}], "Input"]}], StyleBox[")", "Input"]}], StyleBox[",", "Input"], StyleBox[" ", "Input"], StyleBox[ RowBox[{"{", RowBox[{"k", ",", " ", "1"}], "}"}], "Input"]}], StyleBox["]", "Input"]}], StyleBox[";", "Input"]}]], "Input", CellChangeTimes->{{3.5681154444347754`*^9, 3.568115497147268*^9}, { 3.568127214924899*^9, 3.568127265796589*^9}, {3.568128215276656*^9, 3.568128238536297*^9}, {3.568130718566253*^9, 3.5681307485339055`*^9}, 3.5681308175952272`*^9, {3.5681308916497574`*^9, 3.5681309458598523`*^9}, { 3.5681309983383446`*^9, 3.5681310118947687`*^9}, {3.5681310723448744`*^9, 3.568131074357278*^9}, {3.5681315215476637`*^9, 3.568131584509374*^9}, { 3.56813162789305*^9, 3.5681316427754765`*^9}, {3.5681317113063965`*^9, 3.568131715268804*^9}, {3.5681323203938665`*^9, 3.5681323260098763`*^9}, { 3.568132387567585*^9, 3.568132440014877*^9}, {3.5681325121026034`*^9, 3.568132590945142*^9}, {3.56813274298981*^9, 3.5681327548302307`*^9}, { 3.568132877867647*^9, 3.568132888335265*^9}, {3.568133052345154*^9, 3.568133072344389*^9}, {3.5681331740533676`*^9, 3.5681331951446047`*^9}, { 3.568133267793932*^9, 3.5681332684803333`*^9}, {3.5681335079111547`*^9, 3.568133536833606*^9}, {3.5681336272201643`*^9, 3.5681336314945717`*^9}, { 3.568133737994359*^9, 3.568133744000369*^9}, {3.568133978515581*^9, 3.5681339917912045`*^9}, {3.5681340324916763`*^9, 3.5681340418204927`*^9}, {3.568134244262048*^9, 3.5681342454944506`*^9}, { 3.5681343354754086`*^9, 3.568134336099409*^9}, {3.5681345828762426`*^9, 3.568134583952645*^9}, {3.5681348406666956`*^9, 3.5681348474683075`*^9}, 3.568134889151581*^9, {3.5681352914606876`*^9, 3.568135296265496*^9}, { 3.568135518877887*^9, 3.568135519595488*^9}, 3.5681357593679094`*^9, { 3.5681787035360527`*^9, 3.568178728449296*^9}, 3.5682779128076954`*^9, { 3.572714864038488*^9, 3.572714889419732*^9}, {3.5727149730514793`*^9, 3.57271500191153*^9}, {3.572715036933592*^9, 3.5727150664176435`*^9}, { 3.572715803191337*^9, 3.572715915183934*^9}, {3.5727159899548655`*^9, 3.572716037722149*^9}, {3.572767087700392*^9, 3.5727670990260115`*^9}, 3.5727756458897667`*^9, {3.5727757435615377`*^9, 3.5727758099084544`*^9}, { 3.576426369410282*^9, 3.5764264061171465`*^9}, {3.576426887951993*^9, 3.576426912397236*^9}, 3.576426992581377*^9}], Cell[CellGroupData[{ Cell[BoxData[{ RowBox[{"nk", "[", RowBox[{"[", "4", "]"}], "]"}], "\[IndentingNewLine]", "tpln"}], "Input", CellChangeTimes->{{3.5681154444347754`*^9, 3.568115497147268*^9}, { 3.568127214924899*^9, 3.568127265796589*^9}, {3.568128215276656*^9, 3.568128238536297*^9}, {3.568130718566253*^9, 3.5681307485339055`*^9}, 3.5681308175952272`*^9, {3.5681308916497574`*^9, 3.5681309458598523`*^9}, { 3.5681309983383446`*^9, 3.5681310118947687`*^9}, {3.5681310723448744`*^9, 3.568131074357278*^9}, {3.5681315215476637`*^9, 3.568131584509374*^9}, { 3.56813162789305*^9, 3.5681316427754765`*^9}, {3.5681317113063965`*^9, 3.568131715268804*^9}, {3.5681323203938665`*^9, 3.5681323260098763`*^9}, { 3.568132387567585*^9, 3.568132440014877*^9}, {3.5681325121026034`*^9, 3.568132590945142*^9}, {3.56813274298981*^9, 3.5681327548302307`*^9}, { 3.568132877867647*^9, 3.568132888335265*^9}, {3.568133052345154*^9, 3.568133072344389*^9}, {3.5681331740533676`*^9, 3.5681331951446047`*^9}, { 3.568133267793932*^9, 3.5681332684803333`*^9}, {3.5681335079111547`*^9, 3.568133536833606*^9}, {3.5681336272201643`*^9, 3.5681336314945717`*^9}, { 3.568133737994359*^9, 3.568133744000369*^9}, {3.568133978515581*^9, 3.5681339917912045`*^9}, {3.5681340324916763`*^9, 3.5681340418204927`*^9}, {3.568134244262048*^9, 3.5681342454944506`*^9}, { 3.5681343354754086`*^9, 3.568134336099409*^9}, {3.5681345828762426`*^9, 3.568134583952645*^9}, {3.5681348406666956`*^9, 3.5681348474683075`*^9}, 3.568134889151581*^9, {3.5681352914606876`*^9, 3.568135296265496*^9}, { 3.568135518877887*^9, 3.568135519595488*^9}, 3.5681357593679094`*^9, { 3.5681787035360527`*^9, 3.568178728449296*^9}, 3.5682779128076954`*^9, { 3.572714864038488*^9, 3.572714889419732*^9}, {3.5727149730514793`*^9, 3.57271500191153*^9}, {3.572715036933592*^9, 3.5727150664176435`*^9}, { 3.572715803191337*^9, 3.572715915183934*^9}, {3.5727159899548655`*^9, 3.572716037722149*^9}, {3.572767087700392*^9, 3.5727670990260115`*^9}, 3.5727756458897667`*^9, {3.5727757435615377`*^9, 3.5727758099084544`*^9}, { 3.576426369410282*^9, 3.5764264061171465`*^9}, {3.576426887951993*^9, 3.576426912397236*^9}, {3.5764269552037115`*^9, 3.5764269572473145`*^9}}], Cell[BoxData[ RowBox[{"{", RowBox[{"4.220364123875451`", ",", "4.100706202493104`", ",", RowBox[{"-", "1.0722210938493801`"}]}], "}"}]], "Output", CellChangeTimes->{3.576468994282651*^9, 3.5764698276165147`*^9, 3.5764702487080545`*^9, 3.576470533502155*^9}], Cell[BoxData[ RowBox[{"{", RowBox[{"4.220364123875451`", ",", "4.100706202493104`", ",", RowBox[{"-", "1.0722210938493801`"}]}], "}"}]], "Output", CellChangeTimes->{3.576468994282651*^9, 3.5764698276165147`*^9, 3.5764702487080545`*^9, 3.576470533502155*^9}] }, Open ]], Cell[BoxData[{ RowBox[{ RowBox[{"DeleteFile", "[", " ", "\"\\"", "]"}], ";"}], "\[IndentingNewLine]", RowBox[{"For", "[", RowBox[{ RowBox[{"i", "=", "2"}], ",", RowBox[{"i", "<", RowBox[{"n", "+", "2"}]}], ",", RowBox[{"i", "++"}], ",", "\[IndentingNewLine]", RowBox[{"For", "[", RowBox[{ RowBox[{"j", "=", "2"}], ",", RowBox[{"j", "\[LessEqual]", "i"}], ",", RowBox[{"j", "++"}], ",", "\[IndentingNewLine]", RowBox[{"If", "[", RowBox[{ RowBox[{ RowBox[{"Pij", "[", RowBox[{"[", RowBox[{"i", ",", "j"}], "]"}], "]"}], ">", "0"}], ",", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{"i", "-", "1"}], ",", RowBox[{"j", "-", "1"}], ",", RowBox[{"Extract", "[", RowBox[{"Pij", ",", RowBox[{"{", RowBox[{"i", ",", "j"}], "}"}]}], "]"}]}], "}"}], ">>>", " ", "\"\\""}]}], "]"}]}], "]"}]}], "]"}]}], "Input", CellChangeTimes->{{3.5681154444347754`*^9, 3.568115497147268*^9}, { 3.568127214924899*^9, 3.568127265796589*^9}, {3.568128215276656*^9, 3.568128238536297*^9}, {3.568130718566253*^9, 3.5681307485339055`*^9}, 3.5681308175952272`*^9, {3.5681308916497574`*^9, 3.5681309458598523`*^9}, { 3.5681309983383446`*^9, 3.5681310118947687`*^9}, {3.5681310723448744`*^9, 3.568131074357278*^9}, {3.5681315215476637`*^9, 3.568131584509374*^9}, { 3.56813162789305*^9, 3.5681316427754765`*^9}, {3.5681317113063965`*^9, 3.568131715268804*^9}, {3.5681323203938665`*^9, 3.5681323260098763`*^9}, { 3.568132387567585*^9, 3.568132440014877*^9}, {3.5681325121026034`*^9, 3.568132590945142*^9}, {3.56813274298981*^9, 3.5681327548302307`*^9}, { 3.568132877867647*^9, 3.568132888335265*^9}, {3.568133052345154*^9, 3.568133072344389*^9}, {3.5681331740533676`*^9, 3.5681331951446047`*^9}, { 3.568133267793932*^9, 3.5681332684803333`*^9}, {3.5681335079111547`*^9, 3.568133536833606*^9}, {3.5681336272201643`*^9, 3.5681336314945717`*^9}, { 3.568133737994359*^9, 3.568133744000369*^9}, {3.568133978515581*^9, 3.5681339917912045`*^9}, {3.5681340324916763`*^9, 3.5681340418204927`*^9}, {3.568134244262048*^9, 3.5681342454944506`*^9}, { 3.5681343354754086`*^9, 3.568134336099409*^9}, {3.5681345828762426`*^9, 3.568134583952645*^9}, {3.5681348406666956`*^9, 3.5681348474683075`*^9}, 3.568134889151581*^9, {3.5681352914606876`*^9, 3.568135296265496*^9}, { 3.568135518877887*^9, 3.568135519595488*^9}, 3.5681357593679094`*^9, { 3.5681787035360527`*^9, 3.568178728449296*^9}, 3.5682779128076954`*^9, { 3.572714864038488*^9, 3.572714889419732*^9}, {3.5727149730514793`*^9, 3.57271500191153*^9}, {3.572715036933592*^9, 3.5727150664176435`*^9}, { 3.572715803191337*^9, 3.572715915183934*^9}, {3.5727159899548655`*^9, 3.572716037722149*^9}, {3.572767087700392*^9, 3.5727670990260115`*^9}, 3.5727756458897667`*^9, {3.5727757435615377`*^9, 3.5727758099084544`*^9}, { 3.576426369410282*^9, 3.5764263775534964`*^9}}], Cell[CellGroupData[{ Cell[BoxData[{ RowBox[{"a", "=", RowBox[{ "ReadList", "[", "\"\\"", "]"}]}], "\[IndentingNewLine]", RowBox[{"nb", "=", RowBox[{"Length", "[", "a", "]"}]}], "\[IndentingNewLine]", RowBox[{"cw", "=", RowBox[{"nb", "-", "bh"}]}]}], "Input", CellChangeTimes->{{3.5681343270045934`*^9, 3.568134331481801*^9}, 3.5681343823222904`*^9, {3.5681345934218616`*^9, 3.5681345986322703`*^9}, { 3.568134635479535*^9, 3.5681346521559644`*^9}, {3.5681351451792307`*^9, 3.568135145428831*^9}, {3.5681351781888885`*^9, 3.5681352349417877`*^9}, { 3.568135340163973*^9, 3.568135340335573*^9}, {3.568135523495495*^9, 3.5681355244314966`*^9}, {3.5681357674799232`*^9, 3.5681357771675406`*^9}, {3.568136284433632*^9, 3.5681362987700567`*^9}, { 3.568136395053426*^9, 3.5681363965510283`*^9}, {3.568381170343589*^9, 3.568381179844005*^9}, {3.5689533222924633`*^9, 3.568953376658559*^9}}], Cell[BoxData[ RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{"2", ",", "1", ",", "1.1731147700574702`"}], "}"}], ",", RowBox[{"{", RowBox[{"3", ",", "2", ",", "1.1903999660013267`"}], "}"}], ",", RowBox[{"{", RowBox[{"4", ",", "1", ",", "1.1713514357662658`"}], "}"}], ",", RowBox[{"{", RowBox[{"6", ",", "3", ",", "1.1678154622534402`"}], "}"}], ",", RowBox[{"{", RowBox[{"7", ",", "5", ",", "1.154401338039264`"}], "}"}], ",", RowBox[{"{", RowBox[{"8", ",", "1", ",", "1.1523208669284228`"}], "}"}], ",", RowBox[{"{", RowBox[{"8", ",", "5", ",", "1.0500459005280012`"}], "}"}], ",", RowBox[{"{", RowBox[{"9", ",", "7", ",", "1.136889347768369`"}], "}"}], ",", RowBox[{"{", RowBox[{"10", ",", "4", ",", "1.021438211087881`"}], "}"}], ",", RowBox[{"{", RowBox[{"11", ",", "4", ",", "0.917404475888308`"}], "}"}], ",", RowBox[{"{", RowBox[{"12", ",", "6", ",", "1.0311402207326492`"}], "}"}], ",", RowBox[{"{", RowBox[{"13", ",", "5", ",", "0.916721034393009`"}], "}"}], ",", RowBox[{"{", RowBox[{"14", ",", "6", ",", "0.9225526969662281`"}], "}"}], ",", RowBox[{"{", RowBox[{"15", ",", "1", ",", "1.1747034695683691`"}], "}"}], ",", RowBox[{"{", RowBox[{"16", ",", "2", ",", "1.1747930182957855`"}], "}"}], ",", RowBox[{"{", RowBox[{"17", ",", "2", ",", "1.1748129292815404`"}], "}"}], ",", RowBox[{"{", RowBox[{"18", ",", "3", ",", "1.174802308406599`"}], "}"}], ",", RowBox[{"{", RowBox[{"19", ",", "3", ",", "1.1747422239831788`"}], "}"}], ",", RowBox[{"{", RowBox[{"20", ",", "8", ",", "1.1104200304075746`"}], "}"}], ",", RowBox[{"{", RowBox[{"21", ",", "7", ",", "1.1747369792010405`"}], "}"}], ",", RowBox[{"{", RowBox[{"22", ",", "7", ",", "1.1747986314651016`"}], "}"}], ",", RowBox[{"{", RowBox[{"23", ",", "10", ",", "1.1113711703585378`"}], "}"}], ",", RowBox[{"{", RowBox[{"24", ",", "9", ",", "1.1104066274834141`"}], "}"}], ",", RowBox[{"{", RowBox[{"25", ",", "9", ",", "1.1103050501249019`"}], "}"}], ",", RowBox[{"{", RowBox[{"26", ",", "12", ",", "1.1114253495650415`"}], "}"}]}], "}"}]], "Output", CellChangeTimes->{3.5764689943138504`*^9, 3.576469827632115*^9, 3.5764702487392545`*^9, 3.5764705335333548`*^9}], Cell[BoxData["25"], "Output", CellChangeTimes->{3.5764689943138504`*^9, 3.576469827632115*^9, 3.5764702487392545`*^9, 3.5764705335333548`*^9}], Cell[BoxData["13"], "Output", CellChangeTimes->{3.5764689943138504`*^9, 3.576469827632115*^9, 3.5764702487392545`*^9, 3.5764705335333548`*^9}] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[{ RowBox[{ RowBox[{"data1", "=", RowBox[{"Table", "[", RowBox[{ RowBox[{"a", "[", RowBox[{"[", RowBox[{"i", ",", "3"}], "]"}], "]"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", "nb"}], "}"}]}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{"Histogram", "[", RowBox[{"data1", ",", RowBox[{"{", RowBox[{"0.92", ",", "1.20", ",", "0.002"}], "}"}]}], "]"}]}], "Input", CellChangeTimes->{{3.574935943705309*^9, 3.574935952815725*^9}, 3.574935986464984*^9, {3.5749360234214487`*^9, 3.574936050752697*^9}, { 3.575375124746955*^9, 3.5753751382097783`*^9}, {3.575375905996327*^9, 3.575375926978364*^9}, {3.5753912779750137`*^9, 3.57539131004867*^9}, { 3.575700625296671*^9, 3.575700653704321*^9}, {3.5757278228511343`*^9, 3.5757278405571656`*^9}, 3.5764688597012143`*^9}], Cell[BoxData[ GraphicsBox[ {RGBColor[0.798413061722744, 0.824719615472648, 0.968322270542458], EdgeForm[Opacity[0.609]], {}, {RGBColor[0.798413061722744, 0.824719615472648, 0.968322270542458], EdgeForm[Opacity[0.609]], TagBox[ TooltipBox[ TagBox[ DynamicBox[{ FEPrivate`If[ CurrentValue["MouseOver"], EdgeForm[{ GrayLevel[0.5], AbsoluteThickness[1.5], Opacity[0.66]}], {}, {}], RectangleBox[{0.922, 0}, {0.924, 1}, "RoundingRadius" -> 0]}, ImageSizeCache->{{9.189096209912577, 12.637376093294506`}, { 70.23564934386471, 98.9761860120801}}], StatusArea[#, 1]& , TagBoxNote->"1"], StyleBox["1", { GrayLevel[0]}, StripOnInput -> False]], Annotation[#, Style[1, { GrayLevel[0]}], "Tooltip"]& ], TagBox[ TooltipBox[ TagBox[ DynamicBox[{ FEPrivate`If[ CurrentValue["MouseOver"], EdgeForm[{ GrayLevel[0.5], AbsoluteThickness[1.5], Opacity[0.66]}], {}, {}], RectangleBox[{1.02, 0}, {1.022, 1}, "RoundingRadius" -> 0]}, ImageSizeCache->{{129.15481049562686`, 132.6030903790088}, { 70.23564934386471, 98.9761860120801}}], StatusArea[#, 1]& , TagBoxNote->"1"], StyleBox["1", { GrayLevel[0]}, StripOnInput -> False]], Annotation[#, Style[1, { GrayLevel[0]}], "Tooltip"]& ], TagBox[ TooltipBox[ TagBox[ DynamicBox[{ FEPrivate`If[ CurrentValue["MouseOver"], EdgeForm[{ GrayLevel[0.5], AbsoluteThickness[1.5], Opacity[0.66]}], {}, {}], RectangleBox[{1.03, 0}, {1.032, 1}, "RoundingRadius" -> 0]}, ImageSizeCache->{{141.3962099125365, 144.84448979591843`}, { 70.23564934386471, 98.9761860120801}}], StatusArea[#, 1]& , TagBoxNote->"1"], StyleBox["1", { GrayLevel[0]}, StripOnInput -> False]], Annotation[#, Style[1, { GrayLevel[0]}], "Tooltip"]& ], TagBox[ TooltipBox[ TagBox[ DynamicBox[{ FEPrivate`If[ CurrentValue["MouseOver"], EdgeForm[{ GrayLevel[0.5], AbsoluteThickness[1.5], Opacity[0.66]}], {}, {}], RectangleBox[{1.05, 0}, {1.052, 1}, "RoundingRadius" -> 0]}, ImageSizeCache->{{165.8790087463558, 169.32728862973772`}, { 70.23564934386471, 98.9761860120801}}], StatusArea[#, 1]& , TagBoxNote->"1"], StyleBox["1", { GrayLevel[0]}, StripOnInput -> False]], Annotation[#, Style[1, { GrayLevel[0]}], "Tooltip"]& ], TagBox[ TooltipBox[ TagBox[ DynamicBox[{ FEPrivate`If[ CurrentValue["MouseOver"], EdgeForm[{ GrayLevel[0.5], AbsoluteThickness[1.5], Opacity[0.66]}], {}, {}], RectangleBox[{1.11, 0}, {1.112, 5}, "RoundingRadius" -> 0]}, ImageSizeCache->{{239.32740524781366`, 242.7756851311956}, {-40.7264973289969, 98.9761860120801}}], StatusArea[#, 5]& , TagBoxNote->"5"], StyleBox["5", { GrayLevel[0]}, StripOnInput -> False]], Annotation[#, Style[5, { GrayLevel[0]}], "Tooltip"]& ], TagBox[ TooltipBox[ TagBox[ DynamicBox[{ FEPrivate`If[ CurrentValue["MouseOver"], EdgeForm[{ GrayLevel[0.5], AbsoluteThickness[1.5], Opacity[0.66]}], {}, {}], RectangleBox[{1.1360000000000001`, 0}, {1.1380000000000001`, 1}, "RoundingRadius" -> 0]}, ImageSizeCache->{{271.15504373177873`, 274.60332361516066`}, { 70.23564934386471, 98.9761860120801}}], StatusArea[#, 1]& , TagBoxNote->"1"], StyleBox["1", { GrayLevel[0]}, StripOnInput -> False]], Annotation[#, Style[1, { GrayLevel[0]}], "Tooltip"]& ], TagBox[ TooltipBox[ TagBox[ DynamicBox[{ FEPrivate`If[ CurrentValue["MouseOver"], EdgeForm[{ GrayLevel[0.5], AbsoluteThickness[1.5], Opacity[0.66]}], {}, {}], RectangleBox[{1.1520000000000001`, 0}, {1.1540000000000001`, 1}, "RoundingRadius" -> 0]}, ImageSizeCache->{{290.74128279883416`, 294.1895626822161}, { 70.23564934386471, 98.9761860120801}}], StatusArea[#, 1]& , TagBoxNote->"1"], StyleBox["1", { GrayLevel[0]}, StripOnInput -> False]], Annotation[#, Style[1, { GrayLevel[0]}], "Tooltip"]& ], TagBox[ TooltipBox[ TagBox[ DynamicBox[{ FEPrivate`If[ CurrentValue["MouseOver"], EdgeForm[{ GrayLevel[0.5], AbsoluteThickness[1.5], Opacity[0.66]}], {}, {}], RectangleBox[{1.1540000000000001`, 0}, {1.1560000000000001`, 1}, "RoundingRadius" -> 0]}, ImageSizeCache->{{293.1895626822161, 296.6378425655978}, { 70.23564934386471, 98.9761860120801}}], StatusArea[#, 1]& , TagBoxNote->"1"], StyleBox["1", { GrayLevel[0]}, StripOnInput -> False]], Annotation[#, Style[1, { GrayLevel[0]}], "Tooltip"]& ], TagBox[ TooltipBox[ TagBox[ DynamicBox[{ FEPrivate`If[ CurrentValue["MouseOver"], EdgeForm[{ GrayLevel[0.5], AbsoluteThickness[1.5], Opacity[0.66]}], {}, {}], RectangleBox[{1.166, 0}, {1.1680000000000001`, 1}, "RoundingRadius" -> 0]}, ImageSizeCache->{{307.8792419825072, 311.32752186588937`}, { 70.23564934386471, 98.9761860120801}}], StatusArea[#, 1]& , TagBoxNote->"1"], StyleBox["1", { GrayLevel[0]}, StripOnInput -> False]], Annotation[#, Style[1, { GrayLevel[0]}], "Tooltip"]& ], TagBox[ TooltipBox[ TagBox[ DynamicBox[{ FEPrivate`If[ CurrentValue["MouseOver"], EdgeForm[{ GrayLevel[0.5], AbsoluteThickness[1.5], Opacity[0.66]}], {}, {}], RectangleBox[{1.17, 0}, {1.1720000000000002`, 1}, "RoundingRadius" -> 0]}, ImageSizeCache->{{312.77580174927107`, 316.2240816326532}, { 70.23564934386471, 98.9761860120801}}], StatusArea[#, 1]& , TagBoxNote->"1"], StyleBox["1", { GrayLevel[0]}, StripOnInput -> False]], Annotation[#, Style[1, { GrayLevel[0]}], "Tooltip"]& ], TagBox[ TooltipBox[ TagBox[ DynamicBox[{ FEPrivate`If[ CurrentValue["MouseOver"], EdgeForm[{ GrayLevel[0.5], AbsoluteThickness[1.5], Opacity[0.66]}], {}, {}], RectangleBox[{1.1720000000000002`, 0}, {1.174, 1}, "RoundingRadius" -> 0]}, ImageSizeCache->{{315.2240816326532, 318.6723615160349}, { 70.23564934386471, 98.9761860120801}}], StatusArea[#, 1]& , TagBoxNote->"1"], StyleBox["1", { GrayLevel[0]}, StripOnInput -> False]], Annotation[#, Style[1, { GrayLevel[0]}], "Tooltip"]& ], TagBox[ TooltipBox[ TagBox[ DynamicBox[{ FEPrivate`If[ CurrentValue["MouseOver"], EdgeForm[{ GrayLevel[0.5], AbsoluteThickness[1.5], Opacity[0.66]}], {}, {}], RectangleBox[{1.174, 0}, {1.1760000000000002`, 7}, "RoundingRadius" -> 0]}, ImageSizeCache->{{317.6723615160349, 321.1206413994171}, {-96.2075706654277, 98.9761860120801}}], StatusArea[#, 7]& , TagBoxNote->"7"], StyleBox["7", { GrayLevel[0]}, StripOnInput -> False]], Annotation[#, Style[7, { GrayLevel[0]}], "Tooltip"]& ], TagBox[ TooltipBox[ TagBox[ DynamicBox[{ FEPrivate`If[ CurrentValue["MouseOver"], EdgeForm[{ GrayLevel[0.5], AbsoluteThickness[1.5], Opacity[0.66]}], {}, {}], RectangleBox[{1.19, 0}, {1.1920000000000002`, 1}, "RoundingRadius" -> 0]}, ImageSizeCache->{{337.25860058309036`, 340.7068804664725}, { 70.23564934386471, 98.9761860120801}}], StatusArea[#, 1]& , TagBoxNote->"1"], StyleBox["1", { GrayLevel[0]}, StripOnInput -> False]], Annotation[#, Style[1, { GrayLevel[0]}], "Tooltip"]& ]}, {}, {}}, AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948], Axes->{True, True}, AxesLabel->{None, None}, AxesOrigin->{0.922, 0}, FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}}, GridLines->{None, None}, PlotRange->{{0.92, 1.2}, {All, All}}, PlotRangePadding->{{ Scaled[0.02], Scaled[0.02]}, { Scaled[0.02], Scaled[0.1]}}, Ticks->{Automatic, Automatic}]], "Output", CellChangeTimes->{3.576468994719451*^9, 3.576469827694515*^9, 3.576470248801655*^9, 3.576470533580155*^9}] }, Open ]], Cell[BoxData[{ RowBox[{ RowBox[{"Plot1o", "=", RowBox[{"Table", "[", RowBox[{ RowBox[{"Graphics3D", "[", RowBox[{"{", RowBox[{ RowBox[{"Opacity", "[", "0.8", "]"}], ",", RowBox[{"If", "[", RowBox[{ RowBox[{ RowBox[{"u", "[", RowBox[{"[", "i", "]"}], "]"}], "\[Equal]", "\"\\""}], ",", RowBox[{"Lighter", "[", "Blue", "]"}], ",", RowBox[{"If", "[", RowBox[{ RowBox[{ RowBox[{"u", "[", RowBox[{"[", "i", "]"}], "]"}], "\[Equal]", "\"\\""}], ",", RowBox[{"Lighter", "[", "White", "]"}], ",", RowBox[{"If", "[", RowBox[{ RowBox[{ RowBox[{"u", "[", RowBox[{"[", "i", "]"}], "]"}], "\[Equal]", "\"\\""}], ",", RowBox[{"Lighter", "[", "Red", "]"}], ",", RowBox[{"If", "[", RowBox[{ RowBox[{ RowBox[{"u", "[", RowBox[{"[", "i", "]"}], "]"}], "\[Equal]", "\"\\""}], ",", RowBox[{"Lighter", "[", "Green", "]"}], ",", RowBox[{"If", "[", RowBox[{ RowBox[{ RowBox[{"u", "[", RowBox[{"[", "i", "]"}], "]"}], "\[Equal]", "\"\\""}], ",", RowBox[{"Lighter", "[", "Orange", "]"}], ",", RowBox[{"Darker", "[", "Brown", "]"}]}], "]"}]}], "]"}]}], "]"}]}], "]"}]}], "]"}], ",", RowBox[{"Sphere", "[", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{"t", "[", RowBox[{"[", RowBox[{"i", ",", "1"}], "]"}], "]"}], ",", RowBox[{"t", "[", RowBox[{"[", RowBox[{"i", ",", "2"}], "]"}], "]"}], ",", RowBox[{"t", "[", RowBox[{"[", RowBox[{"i", ",", "3"}], "]"}], "]"}]}], "}"}], ",", RowBox[{"u1", "[", RowBox[{"[", "i", "]"}], "]"}]}], "]"}]}], "}"}], "]"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", "n"}], "}"}]}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"Plot2", "=", RowBox[{"Table", "[", RowBox[{ RowBox[{"Graphics3D", "[", RowBox[{"Text", "[", RowBox[{"i", ",", RowBox[{"{", RowBox[{ RowBox[{ RowBox[{"t", "[", RowBox[{"[", RowBox[{"i", ",", "1"}], "]"}], "]"}], "-", "0.6"}], ",", RowBox[{"t", "[", RowBox[{"[", RowBox[{"i", ",", "2"}], "]"}], "]"}], ",", RowBox[{"t", "[", RowBox[{"[", RowBox[{"i", ",", "3"}], "]"}], "]"}]}], "}"}], " ", ",", RowBox[{"{", RowBox[{"1", ",", "0"}], "}"}]}], "]"}], "]"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", "n"}], "}"}]}], "]"}]}], ";"}]}], "Input", CellChangeTimes->{{3.575562682901544*^9, 3.575562696785568*^9}}], Cell[BoxData[{ RowBox[{ RowBox[{"wxc", "=", RowBox[{"Table", "[", RowBox[{ RowBox[{ RowBox[{ RowBox[{ RowBox[{"(", RowBox[{ RowBox[{"a", "[", RowBox[{"[", RowBox[{"i", ",", "3"}], "]"}], "]"}], "+", RowBox[{"u2", "[", RowBox[{"[", RowBox[{"a", "[", RowBox[{"[", RowBox[{"i", ",", "1"}], "]"}], "]"}], "]"}], "]"}]}], ")"}], "/", RowBox[{"(", RowBox[{ RowBox[{"u2", "[", RowBox[{"[", RowBox[{"a", "[", RowBox[{"[", RowBox[{"i", ",", "1"}], "]"}], "]"}], "]"}], "]"}], "+", RowBox[{"2", "*", RowBox[{"a", "[", RowBox[{"[", RowBox[{"i", ",", "3"}], "]"}], "]"}]}], "+", RowBox[{"u2", "[", RowBox[{"[", RowBox[{"a", "[", RowBox[{"[", RowBox[{"i", ",", "2"}], "]"}], "]"}], "]"}], "]"}]}], ")"}]}], "*", RowBox[{"(", RowBox[{ RowBox[{"x", "[", RowBox[{"[", RowBox[{"a", "[", RowBox[{"[", RowBox[{"i", ",", "2"}], "]"}], "]"}], "]"}], "]"}], "-", RowBox[{"x", "[", RowBox[{"[", RowBox[{"a", "[", RowBox[{"[", RowBox[{"i", ",", "1"}], "]"}], "]"}], "]"}], "]"}]}], ")"}]}], "+", RowBox[{"x", "[", RowBox[{"[", RowBox[{"a", "[", RowBox[{"[", RowBox[{"i", ",", "1"}], "]"}], "]"}], "]"}], "]"}]}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", "cw"}], "}"}]}], "]"}]}], ";"}], "\n", RowBox[{ RowBox[{ RowBox[{"wyc", "=", RowBox[{"Table", "[", RowBox[{ RowBox[{ RowBox[{ RowBox[{ RowBox[{"(", RowBox[{ RowBox[{"a", "[", RowBox[{"[", RowBox[{"i", ",", "3"}], "]"}], "]"}], "+", RowBox[{"u2", "[", RowBox[{"[", RowBox[{"a", "[", RowBox[{"[", RowBox[{"i", ",", "1"}], "]"}], "]"}], "]"}], "]"}]}], ")"}], "/", RowBox[{"(", RowBox[{ RowBox[{"u2", "[", RowBox[{"[", RowBox[{"a", "[", RowBox[{"[", RowBox[{"i", ",", "1"}], "]"}], "]"}], "]"}], "]"}], "+", RowBox[{"2", "*", RowBox[{"a", "[", RowBox[{"[", RowBox[{"i", ",", "3"}], "]"}], "]"}]}], "+", RowBox[{"u2", "[", RowBox[{"[", RowBox[{"a", "[", RowBox[{"[", RowBox[{"i", ",", "2"}], "]"}], "]"}], "]"}], "]"}]}], ")"}]}], "*", RowBox[{"(", RowBox[{ RowBox[{"y", "[", RowBox[{"[", RowBox[{"a", "[", RowBox[{"[", RowBox[{"i", ",", "2"}], "]"}], "]"}], "]"}], "]"}], "-", RowBox[{"y", "[", RowBox[{"[", RowBox[{"a", "[", RowBox[{"[", RowBox[{"i", ",", "1"}], "]"}], "]"}], "]"}], "]"}]}], ")"}]}], "+", RowBox[{"y", "[", RowBox[{"[", RowBox[{"a", "[", RowBox[{"[", RowBox[{"i", ",", "1"}], "]"}], "]"}], "]"}], "]"}]}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", "cw"}], "}"}]}], "]"}]}], ";"}], " "}], "\n", RowBox[{ RowBox[{"wzc", "=", RowBox[{"Table", "[", RowBox[{ RowBox[{ RowBox[{ RowBox[{ RowBox[{"(", RowBox[{ RowBox[{"a", "[", RowBox[{"[", RowBox[{"i", ",", "3"}], "]"}], "]"}], "+", RowBox[{"u2", "[", RowBox[{"[", RowBox[{"a", "[", RowBox[{"[", RowBox[{"i", ",", "1"}], "]"}], "]"}], "]"}], "]"}]}], ")"}], "/", RowBox[{"(", RowBox[{ RowBox[{"u2", "[", RowBox[{"[", RowBox[{"a", "[", RowBox[{"[", RowBox[{"i", ",", "1"}], "]"}], "]"}], "]"}], "]"}], "+", RowBox[{"2", "*", RowBox[{"a", "[", RowBox[{"[", RowBox[{"i", ",", "3"}], "]"}], "]"}]}], "+", RowBox[{"u2", "[", RowBox[{"[", RowBox[{"a", "[", RowBox[{"[", RowBox[{"i", ",", "2"}], "]"}], "]"}], "]"}], "]"}]}], ")"}]}], "*", RowBox[{"(", RowBox[{ RowBox[{"z", "[", RowBox[{"[", RowBox[{"a", "[", RowBox[{"[", RowBox[{"i", ",", "2"}], "]"}], "]"}], "]"}], "]"}], "-", RowBox[{"z", "[", RowBox[{"[", RowBox[{"a", "[", RowBox[{"[", RowBox[{"i", ",", "1"}], "]"}], "]"}], "]"}], "]"}]}], ")"}]}], "+", RowBox[{"z", "[", RowBox[{"[", RowBox[{"a", "[", RowBox[{"[", RowBox[{"i", ",", "1"}], "]"}], "]"}], "]"}], "]"}]}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", "cw"}], "}"}]}], "]"}]}], ";"}]}], "Input", CellChangeTimes->{{3.5681365021632137`*^9, 3.5681365171392403`*^9}, { 3.568136560351316*^9, 3.5681365863097615`*^9}, {3.5681369135895367`*^9, 3.5681369265999594`*^9}, {3.568137821916732*^9, 3.5681378378443604`*^9}, { 3.5682072492149415`*^9, 3.5682072529901485`*^9}, 3.568209802830227*^9, { 3.5682216503836985`*^9, 3.5682217583046885`*^9}, {3.5682217912831464`*^9, 3.568221843465238*^9}, {3.5682219760654707`*^9, 3.5682221133457117`*^9}, { 3.568222159615393*^9, 3.5682221693498106`*^9}, {3.5682222565227633`*^9, 3.5682222578487663`*^9}, 3.5682224736283445`*^9, 3.5682227227607822`*^9, 3.5682227558640404`*^9, {3.568222818810151*^9, 3.5682228486062036`*^9}, { 3.5682230057764797`*^9, 3.5682230079916835`*^9}, {3.568223041952943*^9, 3.5682230548229656`*^9}, 3.5682232619601297`*^9, 3.5682233000709963`*^9, { 3.568223536645412*^9, 3.5682235381118145`*^9}, {3.568223591151908*^9, 3.568223591526308*^9}, {3.5682236491528096`*^9, 3.568223657483224*^9}, { 3.568223713222122*^9, 3.5682237532361927`*^9}, {3.568223800379475*^9, 3.568223827648323*^9}, {3.5682238887380304`*^9, 3.5682238893152313`*^9}, { 3.5682240287170763`*^9, 3.5682240612431335`*^9}, 3.5682241088076167`*^9, { 3.568224198772975*^9, 3.5682242396450467`*^9}, {3.568224282170721*^9, 3.5682243185031853`*^9}, {3.568224437890195*^9, 3.568224439590598*^9}, { 3.568224572253231*^9, 3.5682245867144566`*^9}, {3.5682247081762695`*^9, 3.568224733557514*^9}, {3.56822480520844*^9, 3.5682248433505073`*^9}, { 3.568224884206979*^9, 3.5682248959069996`*^9}, {3.568224982830352*^9, 3.5682250047639904`*^9}, {3.56822503870965*^9, 3.5682250803305235`*^9}, { 3.5682251223413973`*^9, 3.568225141451431*^9}, {3.568225234177994*^9, 3.5682252929588966`*^9}, {3.5682253775890455`*^9, 3.568225482140429*^9}, { 3.56822551694409*^9, 3.5682255297205124`*^9}, {3.568225573197789*^9, 3.5682255809666023`*^9}, 3.568225660698343*^9, 3.5682257301964645`*^9, { 3.568225765078126*^9, 3.5682257828933573`*^9}, {3.568225927026843*^9, 3.568225927416844*^9}, {3.568267062420238*^9, 3.568267081358671*^9}, { 3.568267188328059*^9, 3.5682672830358257`*^9}, {3.5682676367040462`*^9, 3.568267747979042*^9}, 3.5682678404716043`*^9, 3.568267882030078*^9, { 3.5682679252577534`*^9, 3.568267996612279*^9}, {3.5682680488879704`*^9, 3.568268061133992*^9}, {3.568268100914062*^9, 3.5682681150944867`*^9}, { 3.5682681672609787`*^9, 3.5682681709113846`*^9}, {3.568268272904364*^9, 3.5682683182536435`*^9}, {3.5682685202739983`*^9, 3.568268599194537*^9}, { 3.5682686348873997`*^9, 3.568268637773405*^9}, {3.5682686944951043`*^9, 3.568268872273017*^9}, {3.5682689420207396`*^9, 3.568269016947671*^9}, { 3.5682695040741262`*^9, 3.568269601153097*^9}, {3.5682696652380095`*^9, 3.5682696728352227`*^9}, {3.5682697489633565`*^9, 3.5682698308635006`*^9}, {3.568271156491429*^9, 3.568271160063835*^9}, { 3.568271244927984*^9, 3.568271369010602*^9}, {3.5682716250070515`*^9, 3.5682717312276382`*^9}, {3.5682717843301315`*^9, 3.5682718576814604`*^9}, {3.568271940673606*^9, 3.5682720536490045`*^9}, { 3.5682722259669075`*^9, 3.5682723223126764`*^9}, {3.568272370813162*^9, 3.568272411466833*^9}, {3.5682725893539457`*^9, 3.568272622238803*^9}, { 3.5682726936713285`*^9, 3.5682726960113325`*^9}, {3.568272741079812*^9, 3.56827275143823*^9}, {3.5682729218373294`*^9, 3.568272991070251*^9}, { 3.5682734285574193`*^9, 3.5682734302890224`*^9}, {3.5682734898811274`*^9, 3.5682735111595645`*^9}, {3.5682736115925407`*^9, 3.5682736313577757`*^9}, {3.5682738601945777`*^9, 3.568273987272401*^9}, { 3.5682763944346285`*^9, 3.5682764313910933`*^9}, 3.5682765128232365`*^9, { 3.5682766527398825`*^9, 3.568276660976697*^9}, {3.5682774496048822`*^9, 3.568277461663703*^9}, {3.5683784032731285`*^9, 3.568378422991563*^9}, { 3.568378459308427*^9, 3.5683784812420654`*^9}, {3.568378513440522*^9, 3.568378867046343*^9}, {3.568378915468828*^9, 3.56837896203491*^9}, { 3.5683790764299107`*^9, 3.568379270041851*^9}, {3.568380233530743*^9, 3.568380234388745*^9}, 3.5683804214954734`*^9, 3.568380471867962*^9, 3.5683805399464817`*^9, {3.5683812396077104`*^9, 3.568381293537005*^9}, { 3.568381339541486*^9, 3.5683813935175805`*^9}, 3.5684646396646404`*^9, 3.5684646988823442`*^9, 3.568465086387025*^9, {3.5684655859935026`*^9, 3.568465605087936*^9}, 3.568821235038273*^9, 3.5688233741452303`*^9, 3.568823449742963*^9, 3.5688274593312387`*^9, {3.5688284679978104`*^9, 3.5688284689026117`*^9}, {3.5688285131598897`*^9, 3.5688285201487017`*^9}, 3.5688285866360188`*^9, {3.5688292397623663`*^9, 3.568829246688778*^9}, { 3.5688780328231993`*^9, 3.568878075458074*^9}, 3.5688953020257144`*^9, 3.5693395777359695`*^9, {3.569339615191635*^9, 3.569339617079238*^9}, { 3.5693396917877693`*^9, 3.56933969216217*^9}, 3.5693893483274703`*^9}], Cell[BoxData[ RowBox[{ RowBox[{"Plot7", "=", RowBox[{"Table", "[", RowBox[{ RowBox[{"Graphics3D", "[", RowBox[{"{", RowBox[{ RowBox[{"Darker", "[", RowBox[{"Brown", ",", "0.4"}], "]"}], ",", RowBox[{"Opacity", "[", "0.5", "]"}], ",", RowBox[{"Sphere", "[", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{"wxc", "[", RowBox[{"[", "i", "]"}], "]"}], ",", RowBox[{"wyc", "[", RowBox[{"[", "i", "]"}], "]"}], ",", RowBox[{"wzc", "[", RowBox[{"[", "i", "]"}], "]"}]}], "}"}], ",", RowBox[{"a", "[", RowBox[{"[", RowBox[{"i", ",", "3"}], "]"}], "]"}]}], "]"}]}], "}"}], "]"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", "cw"}], "}"}]}], "]"}]}], ";"}]], "Input", CellChangeTimes->{{3.5681365021632137`*^9, 3.5681365171392403`*^9}, { 3.568136560351316*^9, 3.5681365863097615`*^9}, {3.5681369135895367`*^9, 3.5681369265999594`*^9}, {3.568137821916732*^9, 3.5681378378443604`*^9}, { 3.5682072492149415`*^9, 3.5682072529901485`*^9}, 3.568209802830227*^9, { 3.5682216503836985`*^9, 3.5682217583046885`*^9}, {3.5682217912831464`*^9, 3.568221843465238*^9}, {3.5682219760654707`*^9, 3.5682221133457117`*^9}, { 3.568222159615393*^9, 3.5682221693498106`*^9}, {3.5682222565227633`*^9, 3.5682222578487663`*^9}, 3.5682224736283445`*^9, 3.5682227227607822`*^9, 3.5682227558640404`*^9, {3.568222818810151*^9, 3.5682228486062036`*^9}, { 3.5682230057764797`*^9, 3.5682230079916835`*^9}, {3.568223041952943*^9, 3.5682230548229656`*^9}, 3.5682232619601297`*^9, 3.5682233000709963`*^9, { 3.568223536645412*^9, 3.5682235381118145`*^9}, {3.568223591151908*^9, 3.568223591526308*^9}, {3.5682236491528096`*^9, 3.568223657483224*^9}, { 3.568223713222122*^9, 3.5682237532361927`*^9}, {3.568223800379475*^9, 3.568223827648323*^9}, {3.5682238887380304`*^9, 3.5682238893152313`*^9}, { 3.5682240287170763`*^9, 3.5682240612431335`*^9}, 3.5682241088076167`*^9, { 3.568224198772975*^9, 3.5682242396450467`*^9}, {3.568224282170721*^9, 3.5682243185031853`*^9}, {3.568224437890195*^9, 3.568224439590598*^9}, { 3.568224572253231*^9, 3.5682245867144566`*^9}, {3.5682247081762695`*^9, 3.568224733557514*^9}, {3.56822480520844*^9, 3.5682248433505073`*^9}, { 3.568224884206979*^9, 3.5682248959069996`*^9}, {3.568224982830352*^9, 3.5682250047639904`*^9}, {3.56822503870965*^9, 3.5682250803305235`*^9}, { 3.5682251223413973`*^9, 3.568225141451431*^9}, {3.568225234177994*^9, 3.5682252929588966`*^9}, {3.5682253775890455`*^9, 3.568225482140429*^9}, { 3.56822551694409*^9, 3.5682255297205124`*^9}, {3.568225573197789*^9, 3.5682255809666023`*^9}, 3.568225660698343*^9, 3.5682257301964645`*^9, { 3.568225765078126*^9, 3.5682257828933573`*^9}, {3.568225927026843*^9, 3.568225927416844*^9}, {3.568267062420238*^9, 3.568267081358671*^9}, { 3.568267188328059*^9, 3.5682672830358257`*^9}, {3.5682676367040462`*^9, 3.568267747979042*^9}, 3.5682678404716043`*^9, 3.568267882030078*^9, { 3.5682679252577534`*^9, 3.568267996612279*^9}, {3.5682680488879704`*^9, 3.568268061133992*^9}, {3.568268100914062*^9, 3.5682681150944867`*^9}, { 3.5682681672609787`*^9, 3.5682681709113846`*^9}, {3.568268272904364*^9, 3.5682683182536435`*^9}, {3.5682685202739983`*^9, 3.568268599194537*^9}, { 3.5682686348873997`*^9, 3.568268637773405*^9}, {3.5682686944951043`*^9, 3.568268872273017*^9}, {3.5682689420207396`*^9, 3.568269016947671*^9}, { 3.5682695040741262`*^9, 3.568269601153097*^9}, {3.5682696652380095`*^9, 3.5682696728352227`*^9}, {3.5682697489633565`*^9, 3.5682698308635006`*^9}, {3.568271156491429*^9, 3.568271160063835*^9}, { 3.568271244927984*^9, 3.568271369010602*^9}, {3.5682716250070515`*^9, 3.5682717312276382`*^9}, {3.5682717843301315`*^9, 3.5682718576814604`*^9}, {3.568271940673606*^9, 3.5682720536490045`*^9}, { 3.5682722259669075`*^9, 3.5682723223126764`*^9}, {3.568272370813162*^9, 3.568272411466833*^9}, {3.5682725893539457`*^9, 3.568272622238803*^9}, { 3.5682726936713285`*^9, 3.5682726960113325`*^9}, {3.568272741079812*^9, 3.56827275143823*^9}, {3.5682729218373294`*^9, 3.568272991070251*^9}, { 3.5682734285574193`*^9, 3.5682734302890224`*^9}, {3.5682734898811274`*^9, 3.5682735111595645`*^9}, {3.5682736115925407`*^9, 3.5682736313577757`*^9}, {3.5682738601945777`*^9, 3.568273987272401*^9}, { 3.5682763944346285`*^9, 3.5682764313910933`*^9}, 3.5682765128232365`*^9, { 3.5682766527398825`*^9, 3.568276660976697*^9}, {3.5682774496048822`*^9, 3.568277461663703*^9}, {3.5683784032731285`*^9, 3.568378422991563*^9}, { 3.568378459308427*^9, 3.5683784812420654`*^9}, {3.568378513440522*^9, 3.568378867046343*^9}, {3.568378915468828*^9, 3.56837896203491*^9}, { 3.5683790764299107`*^9, 3.568379270041851*^9}, {3.568380233530743*^9, 3.568380234388745*^9}, 3.5683804214954734`*^9, 3.568380471867962*^9, 3.5683805399464817`*^9, {3.5683812396077104`*^9, 3.568381293537005*^9}, { 3.568381339541486*^9, 3.5683813935175805`*^9}, 3.5684646396646404`*^9, 3.5684646988823442`*^9, 3.568465086387025*^9, {3.5684655859935026`*^9, 3.568465605087936*^9}, 3.568821235038273*^9, 3.5688233741452303`*^9, 3.568823449742963*^9, 3.5688274593312387`*^9, {3.5688284679978104`*^9, 3.5688284689026117`*^9}, {3.5688285131598897`*^9, 3.5688285201487017`*^9}, 3.5688285866360188`*^9, {3.5688292397623663`*^9, 3.568829246688778*^9}, { 3.5688780328231993`*^9, 3.56887811871695*^9}, {3.568895331556566*^9, 3.5688953367201753`*^9}, 3.568895995276532*^9, {3.5693397032225895`*^9, 3.56933970331619*^9}, 3.569339737137049*^9, 3.569340055299608*^9, 3.569389360947892*^9, {3.570298060155057*^9, 3.570298071589877*^9}, { 3.5704539766451664`*^9, 3.5704539773627677`*^9}, {3.5709509139026003`*^9, 3.570950950500265*^9}, {3.570950995397144*^9, 3.5709510449896307`*^9}, { 3.570974064815357*^9, 3.5709741190878525`*^9}, {3.5709742487084804`*^9, 3.570974273528124*^9}, {3.5713747544125347`*^9, 3.571374762618149*^9}, 3.5713830670175667`*^9, {3.575602053545355*^9, 3.575602059286165*^9}}], Cell[BoxData[{ RowBox[{ RowBox[{"wxh", "=", RowBox[{"Table", "[", RowBox[{ RowBox[{ RowBox[{ RowBox[{ RowBox[{"(", RowBox[{ RowBox[{"a", "[", RowBox[{"[", RowBox[{"i", ",", "3"}], "]"}], "]"}], "+", RowBox[{"u2", "[", RowBox[{"[", RowBox[{"a", "[", RowBox[{"[", RowBox[{"i", ",", "2"}], "]"}], "]"}], "]"}], "]"}]}], ")"}], "/", RowBox[{"(", RowBox[{ RowBox[{"u2", "[", RowBox[{"[", RowBox[{"a", "[", RowBox[{"[", RowBox[{"i", ",", "1"}], "]"}], "]"}], "]"}], "]"}], "+", RowBox[{"a", "[", RowBox[{"[", RowBox[{"i", ",", "3"}], "]"}], "]"}], "+", RowBox[{"u2", "[", RowBox[{"[", RowBox[{"a", "[", RowBox[{"[", RowBox[{"i", ",", "2"}], "]"}], "]"}], "]"}], "]"}]}], ")"}]}], "*", RowBox[{"(", RowBox[{ RowBox[{"x", "[", RowBox[{"[", RowBox[{"a", "[", RowBox[{"[", RowBox[{"i", ",", "1"}], "]"}], "]"}], "]"}], "]"}], "-", RowBox[{"x", "[", RowBox[{"[", RowBox[{"a", "[", RowBox[{"[", RowBox[{"i", ",", "2"}], "]"}], "]"}], "]"}], "]"}]}], ")"}]}], "+", RowBox[{"x", "[", RowBox[{"[", RowBox[{"a", "[", RowBox[{"[", RowBox[{"i", ",", "2"}], "]"}], "]"}], "]"}], "]"}]}], ",", RowBox[{"{", RowBox[{"i", ",", RowBox[{"cw", "+", "1"}], ",", "nb"}], "}"}]}], "]"}]}], ";"}], "\n", RowBox[{ RowBox[{"wyh", "=", RowBox[{"Table", "[", RowBox[{ RowBox[{ RowBox[{ RowBox[{ RowBox[{"(", RowBox[{ RowBox[{"a", "[", RowBox[{"[", RowBox[{"i", ",", "3"}], "]"}], "]"}], "+", RowBox[{"u2", "[", RowBox[{"[", RowBox[{"a", "[", RowBox[{"[", RowBox[{"i", ",", "2"}], "]"}], "]"}], "]"}], "]"}]}], ")"}], "/", RowBox[{"(", RowBox[{ RowBox[{"u2", "[", RowBox[{"[", RowBox[{"a", "[", RowBox[{"[", RowBox[{"i", ",", "1"}], "]"}], "]"}], "]"}], "]"}], "+", RowBox[{"a", "[", RowBox[{"[", RowBox[{"i", ",", "3"}], "]"}], "]"}], "+", RowBox[{"u2", "[", RowBox[{"[", RowBox[{"a", "[", RowBox[{"[", RowBox[{"i", ",", "2"}], "]"}], "]"}], "]"}], "]"}]}], ")"}]}], "*", RowBox[{"(", RowBox[{ RowBox[{"y", "[", RowBox[{"[", RowBox[{"a", "[", RowBox[{"[", RowBox[{"i", ",", "1"}], "]"}], "]"}], "]"}], "]"}], "-", RowBox[{"y", "[", RowBox[{"[", RowBox[{"a", "[", RowBox[{"[", RowBox[{"i", ",", "2"}], "]"}], "]"}], "]"}], "]"}]}], ")"}]}], "+", RowBox[{"y", "[", RowBox[{"[", RowBox[{"a", "[", RowBox[{"[", RowBox[{"i", ",", "2"}], "]"}], "]"}], "]"}], "]"}]}], ",", RowBox[{"{", RowBox[{"i", ",", RowBox[{"cw", "+", "1"}], ",", "nb"}], "}"}]}], "]"}]}], ";"}], "\n", RowBox[{ RowBox[{"wzh", "=", RowBox[{"Table", "[", RowBox[{ RowBox[{ RowBox[{ RowBox[{ RowBox[{"(", RowBox[{ RowBox[{"a", "[", RowBox[{"[", RowBox[{"i", ",", "3"}], "]"}], "]"}], "+", RowBox[{"u2", "[", RowBox[{"[", RowBox[{"a", "[", RowBox[{"[", RowBox[{"i", ",", "2"}], "]"}], "]"}], "]"}], "]"}]}], ")"}], "/", RowBox[{"(", RowBox[{ RowBox[{"u2", "[", RowBox[{"[", RowBox[{"a", "[", RowBox[{"[", RowBox[{"i", ",", "1"}], "]"}], "]"}], "]"}], "]"}], "+", RowBox[{"a", "[", RowBox[{"[", RowBox[{"i", ",", "3"}], "]"}], "]"}], "+", RowBox[{"u2", "[", RowBox[{"[", RowBox[{"a", "[", RowBox[{"[", RowBox[{"i", ",", "2"}], "]"}], "]"}], "]"}], "]"}]}], ")"}]}], "*", RowBox[{"(", RowBox[{ RowBox[{"z", "[", RowBox[{"[", RowBox[{"a", "[", RowBox[{"[", RowBox[{"i", ",", "1"}], "]"}], "]"}], "]"}], "]"}], "-", RowBox[{"z", "[", RowBox[{"[", RowBox[{"a", "[", RowBox[{"[", RowBox[{"i", ",", "2"}], "]"}], "]"}], "]"}], "]"}]}], ")"}]}], "+", RowBox[{"z", "[", RowBox[{"[", RowBox[{"a", "[", RowBox[{"[", RowBox[{"i", ",", "2"}], "]"}], "]"}], "]"}], "]"}]}], ",", RowBox[{"{", RowBox[{"i", ",", RowBox[{"cw", "+", "1"}], ",", "nb"}], "}"}]}], "]"}]}], ";"}]}], "Input", CellChangeTimes->{{3.5681365021632137`*^9, 3.5681365171392403`*^9}, { 3.568136560351316*^9, 3.5681365863097615`*^9}, {3.5681369135895367`*^9, 3.5681369265999594`*^9}, {3.568137821916732*^9, 3.5681378378443604`*^9}, { 3.5682072492149415`*^9, 3.5682072529901485`*^9}, 3.568209802830227*^9, { 3.5682216503836985`*^9, 3.5682217583046885`*^9}, {3.5682217912831464`*^9, 3.568221843465238*^9}, {3.5682219760654707`*^9, 3.5682221133457117`*^9}, { 3.568222159615393*^9, 3.5682221693498106`*^9}, {3.5682222565227633`*^9, 3.5682222578487663`*^9}, 3.5682224736283445`*^9, 3.5682227227607822`*^9, 3.5682227558640404`*^9, {3.568222818810151*^9, 3.5682228486062036`*^9}, { 3.5682230057764797`*^9, 3.5682230079916835`*^9}, {3.568223041952943*^9, 3.5682230548229656`*^9}, 3.5682232619601297`*^9, 3.5682233000709963`*^9, { 3.568223536645412*^9, 3.5682235381118145`*^9}, {3.568223591151908*^9, 3.568223591526308*^9}, {3.5682236491528096`*^9, 3.568223657483224*^9}, { 3.568223713222122*^9, 3.5682237532361927`*^9}, {3.568223800379475*^9, 3.568223827648323*^9}, {3.5682238887380304`*^9, 3.5682238893152313`*^9}, { 3.5682240287170763`*^9, 3.5682240612431335`*^9}, 3.5682241088076167`*^9, { 3.568224198772975*^9, 3.5682242396450467`*^9}, {3.568224282170721*^9, 3.5682243185031853`*^9}, {3.568224437890195*^9, 3.568224439590598*^9}, { 3.568224572253231*^9, 3.5682245867144566`*^9}, {3.5682247081762695`*^9, 3.568224733557514*^9}, {3.56822480520844*^9, 3.5682248433505073`*^9}, { 3.568224884206979*^9, 3.5682248959069996`*^9}, {3.568224982830352*^9, 3.5682250047639904`*^9}, {3.56822503870965*^9, 3.5682250803305235`*^9}, { 3.5682251223413973`*^9, 3.568225141451431*^9}, {3.568225234177994*^9, 3.5682252929588966`*^9}, {3.5682253775890455`*^9, 3.568225482140429*^9}, { 3.56822551694409*^9, 3.5682255297205124`*^9}, {3.568225573197789*^9, 3.5682255809666023`*^9}, 3.568225660698343*^9, 3.5682257301964645`*^9, { 3.568225765078126*^9, 3.5682257828933573`*^9}, {3.568225927026843*^9, 3.568225927416844*^9}, {3.568267062420238*^9, 3.568267081358671*^9}, { 3.568267188328059*^9, 3.5682672830358257`*^9}, {3.5682676367040462`*^9, 3.568267747979042*^9}, 3.5682678404716043`*^9, 3.568267882030078*^9, { 3.5682679252577534`*^9, 3.568267996612279*^9}, {3.5682680488879704`*^9, 3.568268061133992*^9}, {3.568268100914062*^9, 3.5682681150944867`*^9}, { 3.5682681672609787`*^9, 3.5682681709113846`*^9}, {3.568268272904364*^9, 3.5682683182536435`*^9}, {3.5682685202739983`*^9, 3.568268599194537*^9}, { 3.5682686348873997`*^9, 3.568268637773405*^9}, {3.5682686944951043`*^9, 3.568268872273017*^9}, {3.5682689420207396`*^9, 3.568269016947671*^9}, { 3.5682695040741262`*^9, 3.568269601153097*^9}, {3.5682696652380095`*^9, 3.5682696728352227`*^9}, {3.5682697489633565`*^9, 3.5682698308635006`*^9}, {3.568271156491429*^9, 3.568271160063835*^9}, { 3.568271244927984*^9, 3.568271369010602*^9}, {3.5682716250070515`*^9, 3.5682717312276382`*^9}, {3.5682717843301315`*^9, 3.5682718576814604`*^9}, {3.568271940673606*^9, 3.5682720536490045`*^9}, { 3.5682722259669075`*^9, 3.5682723223126764`*^9}, {3.568272370813162*^9, 3.568272411466833*^9}, {3.5682725893539457`*^9, 3.568272622238803*^9}, { 3.5682726936713285`*^9, 3.5682726960113325`*^9}, {3.568272741079812*^9, 3.56827275143823*^9}, {3.5682729218373294`*^9, 3.568272991070251*^9}, { 3.5682734285574193`*^9, 3.5682734302890224`*^9}, {3.5682734898811274`*^9, 3.5682735111595645`*^9}, {3.5682736115925407`*^9, 3.5682736313577757`*^9}, {3.5682738601945777`*^9, 3.568273987272401*^9}, { 3.5682763944346285`*^9, 3.5682764313910933`*^9}, 3.5682765128232365`*^9, { 3.5682766527398825`*^9, 3.568276660976697*^9}, {3.5682774496048822`*^9, 3.568277461663703*^9}, {3.5683784032731285`*^9, 3.568378422991563*^9}, { 3.568378459308427*^9, 3.5683784812420654`*^9}, {3.568378513440522*^9, 3.568378867046343*^9}, {3.568378915468828*^9, 3.56837896203491*^9}, { 3.5683790764299107`*^9, 3.568379270041851*^9}, {3.568380233530743*^9, 3.568380234388745*^9}, 3.5683804214954734`*^9, 3.568380471867962*^9, 3.5683805399464817`*^9, {3.5683812396077104`*^9, 3.568381293537005*^9}, { 3.568381339541486*^9, 3.5683813935175805`*^9}, 3.5684646396646404`*^9, 3.5684646988823442`*^9, 3.568465086387025*^9, {3.5684655859935026`*^9, 3.568465605087936*^9}, 3.568821235038273*^9, 3.5688233741452303`*^9, 3.568823449742963*^9, 3.5688274593312387`*^9, {3.5688284679978104`*^9, 3.5688284689026117`*^9}, {3.5688285131598897`*^9, 3.5688285201487017`*^9}, 3.5688285866360188`*^9, {3.5688292397623663`*^9, 3.568829246688778*^9}, { 3.5688780328231993`*^9, 3.5688781280925665`*^9}, 3.568895312524533*^9, 3.5693395940691977`*^9, {3.5693396336776676`*^9, 3.5693396557829065`*^9}, { 3.569340069402033*^9, 3.569340092412073*^9}, {3.569389186383586*^9, 3.5693891947764006`*^9}, {3.569389263291721*^9, 3.569389289686967*^9}, 3.569389336315449*^9}], Cell[BoxData[ RowBox[{ RowBox[{"Plot8", "=", RowBox[{"Table", "[", RowBox[{ RowBox[{"Graphics3D", "[", RowBox[{"{", RowBox[{ RowBox[{"Opacity", "[", "0.5", "]"}], ",", RowBox[{"Sphere", "[", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{"wxh", "[", RowBox[{"[", "i", "]"}], "]"}], ",", RowBox[{"wyh", "[", RowBox[{"[", "i", "]"}], "]"}], ",", RowBox[{"wzh", "[", RowBox[{"[", "i", "]"}], "]"}]}], "}"}], ",", RowBox[{"a", "[", RowBox[{"[", RowBox[{ RowBox[{"i", "+", "cw"}], ",", "3"}], "]"}], "]"}]}], "]"}]}], "}"}], "]"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", "bh"}], "}"}]}], "]"}]}], ";"}]], "Input", CellChangeTimes->{{3.5681365021632137`*^9, 3.5681365171392403`*^9}, { 3.568136560351316*^9, 3.5681365863097615`*^9}, {3.5681369135895367`*^9, 3.5681369265999594`*^9}, {3.568137821916732*^9, 3.5681378378443604`*^9}, { 3.5682072492149415`*^9, 3.5682072529901485`*^9}, 3.568209802830227*^9, { 3.5682216503836985`*^9, 3.5682217583046885`*^9}, {3.5682217912831464`*^9, 3.568221843465238*^9}, {3.5682219760654707`*^9, 3.5682221133457117`*^9}, { 3.568222159615393*^9, 3.5682221693498106`*^9}, {3.5682222565227633`*^9, 3.5682222578487663`*^9}, 3.5682224736283445`*^9, 3.5682227227607822`*^9, 3.5682227558640404`*^9, {3.568222818810151*^9, 3.5682228486062036`*^9}, { 3.5682230057764797`*^9, 3.5682230079916835`*^9}, {3.568223041952943*^9, 3.5682230548229656`*^9}, 3.5682232619601297`*^9, 3.5682233000709963`*^9, { 3.568223536645412*^9, 3.5682235381118145`*^9}, {3.568223591151908*^9, 3.568223591526308*^9}, {3.5682236491528096`*^9, 3.568223657483224*^9}, { 3.568223713222122*^9, 3.5682237532361927`*^9}, {3.568223800379475*^9, 3.568223827648323*^9}, {3.5682238887380304`*^9, 3.5682238893152313`*^9}, { 3.5682240287170763`*^9, 3.5682240612431335`*^9}, 3.5682241088076167`*^9, { 3.568224198772975*^9, 3.5682242396450467`*^9}, {3.568224282170721*^9, 3.5682243185031853`*^9}, {3.568224437890195*^9, 3.568224439590598*^9}, { 3.568224572253231*^9, 3.5682245867144566`*^9}, {3.5682247081762695`*^9, 3.568224733557514*^9}, {3.56822480520844*^9, 3.5682248433505073`*^9}, { 3.568224884206979*^9, 3.5682248959069996`*^9}, {3.568224982830352*^9, 3.5682250047639904`*^9}, {3.56822503870965*^9, 3.5682250803305235`*^9}, { 3.5682251223413973`*^9, 3.568225141451431*^9}, {3.568225234177994*^9, 3.5682252929588966`*^9}, {3.5682253775890455`*^9, 3.568225482140429*^9}, { 3.56822551694409*^9, 3.5682255297205124`*^9}, {3.568225573197789*^9, 3.5682255809666023`*^9}, 3.568225660698343*^9, 3.5682257301964645`*^9, { 3.568225765078126*^9, 3.5682257828933573`*^9}, {3.568225927026843*^9, 3.568225927416844*^9}, {3.568267062420238*^9, 3.568267081358671*^9}, { 3.568267188328059*^9, 3.5682672830358257`*^9}, {3.5682676367040462`*^9, 3.568267747979042*^9}, 3.5682678404716043`*^9, 3.568267882030078*^9, { 3.5682679252577534`*^9, 3.568267996612279*^9}, {3.5682680488879704`*^9, 3.568268061133992*^9}, {3.568268100914062*^9, 3.5682681150944867`*^9}, { 3.5682681672609787`*^9, 3.5682681709113846`*^9}, {3.568268272904364*^9, 3.5682683182536435`*^9}, {3.5682685202739983`*^9, 3.568268599194537*^9}, { 3.5682686348873997`*^9, 3.568268637773405*^9}, {3.5682686944951043`*^9, 3.568268872273017*^9}, {3.5682689420207396`*^9, 3.568269016947671*^9}, { 3.5682695040741262`*^9, 3.568269601153097*^9}, {3.5682696652380095`*^9, 3.5682696728352227`*^9}, {3.5682697489633565`*^9, 3.5682698308635006`*^9}, {3.568271156491429*^9, 3.568271160063835*^9}, { 3.568271244927984*^9, 3.568271369010602*^9}, {3.5682716250070515`*^9, 3.5682717312276382`*^9}, {3.5682717843301315`*^9, 3.5682718576814604`*^9}, {3.568271940673606*^9, 3.5682720536490045`*^9}, { 3.5682722259669075`*^9, 3.5682723223126764`*^9}, {3.568272370813162*^9, 3.568272411466833*^9}, {3.5682725893539457`*^9, 3.568272622238803*^9}, { 3.5682726936713285`*^9, 3.5682726960113325`*^9}, {3.568272741079812*^9, 3.56827275143823*^9}, {3.5682729218373294`*^9, 3.568272991070251*^9}, { 3.5682734285574193`*^9, 3.5682734302890224`*^9}, {3.5682734898811274`*^9, 3.5682735111595645`*^9}, {3.5682736115925407`*^9, 3.5682736313577757`*^9}, {3.5682738601945777`*^9, 3.568273987272401*^9}, { 3.5682763944346285`*^9, 3.5682764313910933`*^9}, 3.5682765128232365`*^9, { 3.5682766527398825`*^9, 3.568276660976697*^9}, {3.5682774496048822`*^9, 3.568277461663703*^9}, {3.5683784032731285`*^9, 3.568378422991563*^9}, { 3.568378459308427*^9, 3.5683784812420654`*^9}, {3.568378513440522*^9, 3.568378867046343*^9}, {3.568378915468828*^9, 3.56837896203491*^9}, { 3.5683790764299107`*^9, 3.568379270041851*^9}, {3.568380233530743*^9, 3.568380234388745*^9}, 3.5683804214954734`*^9, 3.568380471867962*^9, 3.5683805399464817`*^9, {3.5683812396077104`*^9, 3.568381293537005*^9}, { 3.568381339541486*^9, 3.5683813935175805`*^9}, 3.5684646396646404`*^9, 3.5684646988823442`*^9, 3.568465086387025*^9, {3.5684655859935026`*^9, 3.568465605087936*^9}, 3.568821235038273*^9, 3.5688233741452303`*^9, 3.568823449742963*^9, 3.5688274593312387`*^9, {3.5688284679978104`*^9, 3.5688284689026117`*^9}, {3.5688285131598897`*^9, 3.5688285201487017`*^9}, 3.5688285866360188`*^9, {3.5688292397623663`*^9, 3.568829246688778*^9}, { 3.5688780328231993`*^9, 3.568878147967001*^9}, {3.56889532230575*^9, 3.5688953242557535`*^9}, 3.56889600529175*^9, 3.5688961595292206`*^9, { 3.5693396821781526`*^9, 3.5693396825213532`*^9}, 3.5693893658151007`*^9, { 3.5693895413934093`*^9, 3.5693895427506113`*^9}, {3.5697651043452682`*^9, 3.5697651089940763`*^9}, {3.5704647001766*^9, 3.570464712141821*^9}}], Cell[BoxData[{ RowBox[{ RowBox[{"Plot8a", "=", RowBox[{"Table", "[", RowBox[{ RowBox[{"Graphics3D", "[", RowBox[{"{", RowBox[{ RowBox[{"Opacity", "[", "0.3", "]"}], ",", RowBox[{"Lighter", "[", "Cyan", "]"}], ",", RowBox[{"Sphere", "[", RowBox[{ RowBox[{"tpo", "[", RowBox[{"[", "i", "]"}], "]"}], ",", RowBox[{"rpo", "[", RowBox[{"[", "i", "]"}], "]"}]}], "]"}]}], "}"}], "]"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", "cj"}], "}"}]}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"Plot8b", "=", RowBox[{"Table", "[", RowBox[{ RowBox[{"Graphics3D", "[", RowBox[{"{", RowBox[{ RowBox[{"Opacity", "[", "0.3", "]"}], ",", RowBox[{"Lighter", "[", "Yellow", "]"}], ",", RowBox[{"Sphere", "[", RowBox[{ RowBox[{"tpu", "[", RowBox[{"[", "i", "]"}], "]"}], ",", RowBox[{"rpi", "[", RowBox[{"[", "i", "]"}], "]"}]}], "]"}]}], "}"}], "]"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", "cj"}], "}"}]}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"Plot8d", "=", RowBox[{"Table", "[", RowBox[{ RowBox[{"Graphics3D", "[", RowBox[{"{", RowBox[{ RowBox[{"Opacity", "[", "0.4", "]"}], ",", RowBox[{"Lighter", "[", "Red", "]"}], ",", RowBox[{"Sphere", "[", RowBox[{ RowBox[{"tplo", "[", RowBox[{"[", "i", "]"}], "]"}], ",", "rlo"}], "]"}]}], "}"}], "]"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", "oj"}], "}"}]}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{ RowBox[{"Plot8e", "=", RowBox[{"Table", "[", RowBox[{ RowBox[{"Graphics3D", "[", RowBox[{"{", RowBox[{ RowBox[{"Opacity", "[", "0.4", "]"}], ",", RowBox[{"Lighter", "[", "Red", "]"}], ",", RowBox[{"Sphere", "[", RowBox[{ RowBox[{"tplu", "[", RowBox[{"[", "i", "]"}], "]"}], ",", "rlo"}], "]"}]}], "}"}], "]"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", "oj"}], "}"}]}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{"(*", RowBox[{ RowBox[{"Plot8f", "=", RowBox[{"Table", "[", RowBox[{ RowBox[{"Graphics3D", "[", RowBox[{"{", RowBox[{ RowBox[{"Opacity", "[", "0.4", "]"}], ",", RowBox[{"Lighter", "[", "Red", "]"}], ",", RowBox[{"Sphere", "[", RowBox[{ RowBox[{"tplk", "[", RowBox[{"[", "i", "]"}], "]"}], ",", "rlo"}], "]"}]}], "}"}], "]"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", "tj"}], "}"}]}], "]"}]}], ";", "\[IndentingNewLine]", RowBox[{"Plot8g", "=", RowBox[{"Table", "[", RowBox[{ RowBox[{"Graphics3D", "[", RowBox[{"{", RowBox[{ RowBox[{"Opacity", "[", "0.4", "]"}], ",", RowBox[{"Lighter", "[", "Red", "]"}], ",", RowBox[{"Sphere", "[", RowBox[{ RowBox[{"tpll", "[", RowBox[{"[", "i", "]"}], "]"}], ",", "rlo"}], "]"}]}], "}"}], "]"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", "tj"}], "}"}]}], "]"}]}], ";", "\[IndentingNewLine]", RowBox[{"Plot8h", "=", RowBox[{"Table", "[", RowBox[{ RowBox[{"Graphics3D", "[", RowBox[{"{", RowBox[{ RowBox[{"Opacity", "[", "0.4", "]"}], ",", RowBox[{"Lighter", "[", "Red", "]"}], ",", RowBox[{"Sphere", "[", RowBox[{ RowBox[{"tplm", "[", RowBox[{"[", "i", "]"}], "]"}], ",", "rlo"}], "]"}]}], "}"}], "]"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", "tj"}], "}"}]}], "]"}]}], ";"}], "*)"}]}], "\[IndentingNewLine]", RowBox[{ RowBox[{"Plot8i", "=", RowBox[{"Table", "[", RowBox[{ RowBox[{"Graphics3D", "[", RowBox[{"{", RowBox[{ RowBox[{"Opacity", "[", "0.4", "]"}], ",", RowBox[{"Lighter", "[", "Red", "]"}], ",", RowBox[{"Sphere", "[", RowBox[{ RowBox[{"tpso", "[", RowBox[{"[", "i", "]"}], "]"}], ",", "rlo"}], "]"}]}], "}"}], "]"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", "hj"}], "}"}]}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"Plot8j", "=", RowBox[{"Table", "[", RowBox[{ RowBox[{"Graphics3D", "[", RowBox[{"{", RowBox[{ RowBox[{"Opacity", "[", "0.4", "]"}], ",", RowBox[{"Lighter", "[", "Red", "]"}], ",", RowBox[{"Sphere", "[", RowBox[{ RowBox[{"tpsu", "[", RowBox[{"[", "i", "]"}], "]"}], ",", "rlo"}], "]"}]}], "}"}], "]"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", "hj"}], "}"}]}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"Plot8k", "=", RowBox[{"Graphics3D", "[", RowBox[{"{", RowBox[{ RowBox[{"Opacity", "[", "0.4", "]"}], ",", RowBox[{"Lighter", "[", "Blue", "]"}], ",", RowBox[{"Sphere", "[", RowBox[{"tpln", ",", "rln"}], "]"}]}], "}"}], "]"}]}], ";"}]}], "Input", CellChangeTimes->{{3.5681365021632137`*^9, 3.5681365171392403`*^9}, { 3.568136560351316*^9, 3.5681365863097615`*^9}, {3.5681369135895367`*^9, 3.5681369265999594`*^9}, {3.568137821916732*^9, 3.5681378378443604`*^9}, { 3.5682072492149415`*^9, 3.5682072529901485`*^9}, 3.568209802830227*^9, { 3.5682216503836985`*^9, 3.5682217583046885`*^9}, {3.5682217912831464`*^9, 3.568221843465238*^9}, {3.5682219760654707`*^9, 3.5682221133457117`*^9}, { 3.568222159615393*^9, 3.5682221693498106`*^9}, {3.5682222565227633`*^9, 3.5682222578487663`*^9}, 3.5682224736283445`*^9, 3.5682227227607822`*^9, 3.5682227558640404`*^9, {3.568222818810151*^9, 3.5682228486062036`*^9}, { 3.5682230057764797`*^9, 3.5682230079916835`*^9}, {3.568223041952943*^9, 3.5682230548229656`*^9}, 3.5682232619601297`*^9, 3.5682233000709963`*^9, { 3.568223536645412*^9, 3.5682235381118145`*^9}, {3.568223591151908*^9, 3.568223591526308*^9}, {3.5682236491528096`*^9, 3.568223657483224*^9}, { 3.568223713222122*^9, 3.5682237532361927`*^9}, {3.568223800379475*^9, 3.568223827648323*^9}, {3.5682238887380304`*^9, 3.5682238893152313`*^9}, { 3.5682240287170763`*^9, 3.5682240612431335`*^9}, 3.5682241088076167`*^9, { 3.568224198772975*^9, 3.5682242396450467`*^9}, {3.568224282170721*^9, 3.5682243185031853`*^9}, {3.568224437890195*^9, 3.568224439590598*^9}, { 3.568224572253231*^9, 3.5682245867144566`*^9}, {3.5682247081762695`*^9, 3.568224733557514*^9}, {3.56822480520844*^9, 3.5682248433505073`*^9}, { 3.568224884206979*^9, 3.5682248959069996`*^9}, {3.568224982830352*^9, 3.5682250047639904`*^9}, {3.56822503870965*^9, 3.5682250803305235`*^9}, { 3.5682251223413973`*^9, 3.568225141451431*^9}, {3.568225234177994*^9, 3.5682252929588966`*^9}, {3.5682253775890455`*^9, 3.568225482140429*^9}, { 3.56822551694409*^9, 3.5682255297205124`*^9}, {3.568225573197789*^9, 3.5682255809666023`*^9}, 3.568225660698343*^9, 3.5682257301964645`*^9, { 3.568225765078126*^9, 3.5682257828933573`*^9}, {3.568225927026843*^9, 3.568225927416844*^9}, {3.568267062420238*^9, 3.568267081358671*^9}, { 3.568267188328059*^9, 3.5682672830358257`*^9}, {3.5682676367040462`*^9, 3.568267747979042*^9}, 3.5682678404716043`*^9, 3.568267882030078*^9, { 3.5682679252577534`*^9, 3.568267996612279*^9}, {3.5682680488879704`*^9, 3.568268061133992*^9}, {3.568268100914062*^9, 3.5682681150944867`*^9}, { 3.5682681672609787`*^9, 3.5682681709113846`*^9}, {3.568268272904364*^9, 3.5682683182536435`*^9}, {3.5682685202739983`*^9, 3.568268599194537*^9}, { 3.5682686348873997`*^9, 3.568268637773405*^9}, {3.5682686944951043`*^9, 3.568268872273017*^9}, {3.5682689420207396`*^9, 3.568269016947671*^9}, { 3.5682695040741262`*^9, 3.568269601153097*^9}, {3.5682696652380095`*^9, 3.5682696728352227`*^9}, {3.5682697489633565`*^9, 3.5682698308635006`*^9}, {3.568271156491429*^9, 3.568271160063835*^9}, { 3.568271244927984*^9, 3.568271369010602*^9}, {3.5682716250070515`*^9, 3.5682717312276382`*^9}, {3.5682717843301315`*^9, 3.5682718576814604`*^9}, {3.568271940673606*^9, 3.5682720536490045`*^9}, { 3.5682722259669075`*^9, 3.5682723223126764`*^9}, {3.568272370813162*^9, 3.568272411466833*^9}, {3.5682725893539457`*^9, 3.568272622238803*^9}, { 3.5682726936713285`*^9, 3.5682726960113325`*^9}, {3.568272741079812*^9, 3.56827275143823*^9}, {3.5682729218373294`*^9, 3.568272991070251*^9}, { 3.5682734285574193`*^9, 3.5682734302890224`*^9}, {3.5682734898811274`*^9, 3.5682735111595645`*^9}, {3.5682736115925407`*^9, 3.5682736313577757`*^9}, {3.5682738601945777`*^9, 3.568273987272401*^9}, { 3.5682763944346285`*^9, 3.5682764313910933`*^9}, 3.5682765128232365`*^9, { 3.5682766527398825`*^9, 3.568276660976697*^9}, {3.5682774496048822`*^9, 3.568277461663703*^9}, {3.5683784032731285`*^9, 3.568378422991563*^9}, { 3.568378459308427*^9, 3.5683784812420654`*^9}, {3.568378513440522*^9, 3.568378867046343*^9}, {3.568378915468828*^9, 3.56837896203491*^9}, { 3.5683790764299107`*^9, 3.568379270041851*^9}, {3.568380233530743*^9, 3.568380234388745*^9}, 3.5683804214954734`*^9, 3.568380471867962*^9, 3.5683805399464817`*^9, {3.5683812396077104`*^9, 3.568381293537005*^9}, { 3.568381339541486*^9, 3.568381420224828*^9}, {3.5684645223056345`*^9, 3.5684645572340956`*^9}, {3.5684651558539467`*^9, 3.5684651618911576`*^9}, {3.5688209923798466`*^9, 3.568820997683856*^9}, { 3.568821158754139*^9, 3.568821160750942*^9}, 3.56882222404881*^9, { 3.568822649274357*^9, 3.5688226508031597`*^9}, 3.568822723109287*^9, { 3.5693397221142225`*^9, 3.5693397223326235`*^9}, {3.5693899272912874`*^9, 3.5693899274472876`*^9}, {3.5693910617720795`*^9, 3.5693910848757205`*^9}, 3.5693911374166126`*^9, {3.569391214402748*^9, 3.5693912147147484`*^9}, 3.569391451944365*^9, {3.569391487793228*^9, 3.569391507620863*^9}, { 3.5693923162258854`*^9, 3.5693923173958874`*^9}, {3.569406068526634*^9, 3.569406086092265*^9}, 3.569690172138941*^9, 3.569780036185542*^9, { 3.570453906913044*^9, 3.5704539079894457`*^9}, {3.570454575670618*^9, 3.5704545899602437`*^9}, {3.570454765008151*^9, 3.570454772277764*^9}, 3.5708553779481487`*^9, {3.5709431726830034`*^9, 3.570943174555007*^9}, { 3.5709495710522423`*^9, 3.5709495907082767`*^9}, {3.570949647617176*^9, 3.570949673138821*^9}, {3.570950759321929*^9, 3.5709507772775607`*^9}, { 3.5709508127364225`*^9, 3.5709508405200715`*^9}, {3.570991123104905*^9, 3.570991124259307*^9}, {3.5709912161278687`*^9, 3.570991227937089*^9}, { 3.5709912804155817`*^9, 3.570991308776431*^9}, {3.5709914026885962`*^9, 3.5709914215490294`*^9}, {3.570991574429298*^9, 3.5709916038821497`*^9}, 3.570991652445035*^9, 3.570991830004547*^9, 3.570991865276209*^9, { 3.5709919181759014`*^9, 3.5709919260539155`*^9}, {3.570992027251293*^9, 3.570992050058533*^9}, 3.5709920901350036`*^9, 3.570992186979974*^9, { 3.57122255431676*^9, 3.5712225562355638`*^9}, 3.571223175338251*^9, { 3.5713153738729277`*^9, 3.571315375682531*^9}, 3.5713224026962075`*^9, { 3.5713224627875133`*^9, 3.5713224654863176`*^9}, {3.5713224965147724`*^9, 3.571322572268505*^9}, {3.5713226259637995`*^9, 3.5713226549330506`*^9}, { 3.5713308245340652`*^9, 3.571330884469371*^9}, {3.5713309160126257`*^9, 3.5713309422674723`*^9}, 3.571331071326499*^9, {3.5713311246629925`*^9, 3.5713311332274075`*^9}, {3.571331300334901*^9, 3.5713313470881834`*^9}, 3.5713314298931284`*^9, 3.571331594130217*^9, {3.571331632849485*^9, 3.5713316334578857`*^9}, {3.5713316704299507`*^9, 3.5713316709447517`*^9}, {3.571331783327349*^9, 3.571331790019761*^9}, { 3.5713319475956383`*^9, 3.571331948360039*^9}, {3.5713326567416835`*^9, 3.571332681717327*^9}, {3.571332736801024*^9, 3.571332753305853*^9}, { 3.571332796221528*^9, 3.5713328475768185`*^9}, {3.571332914344936*^9, 3.571332924672154*^9}, {3.5713330072586994`*^9, 3.5713330320471425`*^9}, { 3.5713330798612266`*^9, 3.5713330883320417`*^9}, {3.5713331731961904`*^9, 3.571333178266199*^9}, {3.571333407851803*^9, 3.571333426837036*^9}, { 3.571333542292839*^9, 3.571333557705666*^9}, {3.5713336117441607`*^9, 3.5713337055939255`*^9}, {3.5713337750608473`*^9, 3.571333798070888*^9}, { 3.5713366694988756`*^9, 3.5713366834765005`*^9}, {3.5713369716090064`*^9, 3.57133697359021*^9}, {3.57138272164856*^9, 3.571382756233821*^9}, { 3.57138283537276*^9, 3.571382866900415*^9}, {3.5713829070080853`*^9, 3.5713829086616883`*^9}, {3.571382939175342*^9, 3.5713830233374896`*^9}, { 3.5713831045200324`*^9, 3.571383106126835*^9}, {3.571383198260597*^9, 3.5713832448422785`*^9}, 3.5716785972796593`*^9, 3.5718167268987517`*^9, { 3.571838452469782*^9, 3.5718386879053955`*^9}, {3.571838766139532*^9, 3.571838773908346*^9}, 3.5718388425484667`*^9, {3.571838961763876*^9, 3.571838969236289*^9}, {3.571839027970392*^9, 3.5718390313399982`*^9}, { 3.571839741203645*^9, 3.5718397450100517`*^9}, {3.572538612521628*^9, 3.572538701894185*^9}, {3.572538746213863*^9, 3.572538844837236*^9}, 3.5725397817592816`*^9, {3.5726093687611146`*^9, 3.5726094120667906`*^9}, { 3.5726201406133776`*^9, 3.5726201439517837`*^9}, {3.5726204342214937`*^9, 3.572620455406331*^9}, {3.5726210034788933`*^9, 3.572621009968505*^9}, { 3.5728421659278097`*^9, 3.5728422874676228`*^9}, {3.572844941796685*^9, 3.57284494451109*^9}, {3.572850660423529*^9, 3.5728506878327775`*^9}, 3.5731240021791506`*^9, {3.573124038683215*^9, 3.57312404156922*^9}, 3.5731241655738378`*^9, {3.573150838242284*^9, 3.5731508464166985`*^9}, { 3.5732110436990156`*^9, 3.573211066116255*^9}, {3.573212991206436*^9, 3.573213000894053*^9}, {3.573213104540635*^9, 3.573213182462772*^9}, { 3.5732202689099436`*^9, 3.573220322745638*^9}, {3.573220354086093*^9, 3.5732203696081204`*^9}, {3.573220402914179*^9, 3.573220410448992*^9}, { 3.5746631320730405`*^9, 3.574663233114418*^9}, {3.5746640424906397`*^9, 3.574664047560649*^9}, {3.5746708183720207`*^9, 3.574670838917257*^9}, { 3.5747409576711226`*^9, 3.574740975720354*^9}, {3.5747864634781103`*^9, 3.5747864662861156`*^9}, {3.574786586827527*^9, 3.574786630445204*^9}, { 3.574786972070204*^9, 3.5747869752838097`*^9}, {3.5748281512990437`*^9, 3.5748281556358514`*^9}, 3.5753451622470818`*^9, {3.575351337845529*^9, 3.5753513418547363`*^9}, 3.575351450508927*^9, {3.575365082044012*^9, 3.5753650985644407`*^9}, {3.5753651580941453`*^9, 3.575365163008154*^9}, { 3.5757218899846277`*^9, 3.5757219013726473`*^9}, {3.576343058584899*^9, 3.5763431272094193`*^9}, {3.5764247651346645`*^9, 3.576424811139145*^9}, { 3.576424847502809*^9, 3.576424898436898*^9}, {3.5764249314621563`*^9, 3.576424956937001*^9}, {3.5764265747378426`*^9, 3.576426654325983*^9}, 3.576426739268132*^9}], Cell[CellGroupData[{ Cell[BoxData[{ RowBox[{ RowBox[{"Plot9", "=", " ", RowBox[{"Table", "[", RowBox[{ RowBox[{"Graphics3D", "[", RowBox[{"{", RowBox[{ RowBox[{"Lighter", "[", RowBox[{"Orange", ",", "0.5"}], "]"}], ",", RowBox[{"Tube", "[", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{"x", "[", RowBox[{"[", RowBox[{"a", "[", RowBox[{"[", RowBox[{"i", ",", "1"}], "]"}], "]"}], "]"}], "]"}], ",", RowBox[{"y", "[", RowBox[{"[", RowBox[{"a", "[", RowBox[{"[", RowBox[{"i", ",", "1"}], "]"}], "]"}], "]"}], "]"}], ",", RowBox[{"z", "[", RowBox[{"[", RowBox[{"a", "[", RowBox[{"[", RowBox[{"i", ",", "1"}], "]"}], "]"}], "]"}], "]"}]}], "}"}], ",", RowBox[{"{", RowBox[{ RowBox[{"x", "[", RowBox[{"[", RowBox[{"a", "[", RowBox[{"[", RowBox[{"i", ",", "2"}], "]"}], "]"}], "]"}], "]"}], ",", RowBox[{"y", "[", RowBox[{"[", RowBox[{"a", "[", RowBox[{"[", RowBox[{"i", ",", "2"}], "]"}], "]"}], "]"}], "]"}], ",", RowBox[{"z", "[", RowBox[{"[", RowBox[{"a", "[", RowBox[{"[", RowBox[{"i", ",", "2"}], "]"}], "]"}], "]"}], "]"}]}], "}"}]}], "}"}], ",", "0.1"}], "]"}]}], "}"}], "]"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", "nb"}], "}"}]}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"Plot9a", "=", " ", RowBox[{"Graphics3D", "[", RowBox[{"Tube", "[", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{"x", "[", RowBox[{"[", "2", "]"}], "]"}], ",", RowBox[{"y", "[", RowBox[{"[", "2", "]"}], "]"}], ",", RowBox[{"z", "[", RowBox[{"[", "2", "]"}], "]"}]}], "}"}], ",", RowBox[{"nk", "[", RowBox[{"[", "2", "]"}], "]"}], ",", "0.06"}], "]"}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"Plot9b", "=", " ", RowBox[{"Graphics3D", "[", RowBox[{"Tube", "[", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{"x", "[", RowBox[{"[", "2", "]"}], "]"}], ",", RowBox[{"y", "[", RowBox[{"[", "2", "]"}], "]"}], ",", RowBox[{"z", "[", RowBox[{"[", "2", "]"}], "]"}]}], "}"}], ",", RowBox[{"nl", "[", RowBox[{"[", "2", "]"}], "]"}], ",", "0.06"}], "]"}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{"Show", "[", RowBox[{"Plot1o", ",", RowBox[{"(*", RowBox[{"Plot2", ","}], "*)"}], "Plot7", ",", "Plot8", ",", "Plot8a", ",", "Plot8b", ",", "Plot8d", ",", "Plot8e", ",", "Plot8i", ",", "Plot8j", ",", "Plot8k", ",", "Plot9", ",", RowBox[{"{", RowBox[{ RowBox[{"AspectRatio", "\[Rule]", "Automatic"}], ",", RowBox[{"Boxed", "\[Rule]", "False"}], ",", RowBox[{"(*", " ", RowBox[{ RowBox[{"Axes", "\[Rule]", "Automatic"}], ",", RowBox[{"AxesLabel", "\[Rule]", RowBox[{"{", RowBox[{"xl", ",", "yl", ",", "zl"}], "}"}]}], ","}], "*)"}], RowBox[{"SphericalRegion", "\[Rule]", "True"}]}], "}"}]}], "]"}], "\[IndentingNewLine]"}], "Input", CellChangeTimes->{{3.5681365021632137`*^9, 3.5681365171392403`*^9}, { 3.568136560351316*^9, 3.5681365863097615`*^9}, {3.5681369135895367`*^9, 3.5681369265999594`*^9}, {3.568137821916732*^9, 3.5681378378443604`*^9}, { 3.5682072492149415`*^9, 3.5682072529901485`*^9}, 3.568209802830227*^9, { 3.5682216503836985`*^9, 3.5682217583046885`*^9}, {3.5682217912831464`*^9, 3.568221843465238*^9}, {3.5682219760654707`*^9, 3.5682221133457117`*^9}, { 3.568222159615393*^9, 3.5682221693498106`*^9}, {3.5682222565227633`*^9, 3.5682222578487663`*^9}, 3.5682224736283445`*^9, 3.5682227227607822`*^9, 3.5682227558640404`*^9, {3.568222818810151*^9, 3.5682228486062036`*^9}, { 3.5682230057764797`*^9, 3.5682230079916835`*^9}, {3.568223041952943*^9, 3.5682230548229656`*^9}, 3.5682232619601297`*^9, 3.5682233000709963`*^9, { 3.568223536645412*^9, 3.5682235381118145`*^9}, {3.568223591151908*^9, 3.568223591526308*^9}, {3.5682236491528096`*^9, 3.568223657483224*^9}, { 3.568223713222122*^9, 3.5682237532361927`*^9}, {3.568223800379475*^9, 3.568223827648323*^9}, {3.5682238887380304`*^9, 3.5682238893152313`*^9}, { 3.5682240287170763`*^9, 3.5682240612431335`*^9}, 3.5682241088076167`*^9, { 3.568224198772975*^9, 3.5682242396450467`*^9}, {3.568224282170721*^9, 3.5682243185031853`*^9}, {3.568224437890195*^9, 3.568224439590598*^9}, { 3.568224572253231*^9, 3.5682245867144566`*^9}, {3.5682247081762695`*^9, 3.568224733557514*^9}, {3.56822480520844*^9, 3.5682248433505073`*^9}, { 3.568224884206979*^9, 3.5682248959069996`*^9}, {3.568224982830352*^9, 3.5682250047639904`*^9}, {3.56822503870965*^9, 3.5682250803305235`*^9}, { 3.5682251223413973`*^9, 3.568225141451431*^9}, {3.568225234177994*^9, 3.5682252929588966`*^9}, {3.5682253775890455`*^9, 3.568225482140429*^9}, { 3.56822551694409*^9, 3.5682255297205124`*^9}, {3.568225573197789*^9, 3.5682255809666023`*^9}, 3.568225660698343*^9, 3.5682257301964645`*^9, { 3.568225765078126*^9, 3.5682257828933573`*^9}, {3.568225927026843*^9, 3.568225927416844*^9}, {3.568267062420238*^9, 3.568267081358671*^9}, { 3.568267188328059*^9, 3.5682672830358257`*^9}, {3.5682676367040462`*^9, 3.568267747979042*^9}, 3.5682678404716043`*^9, 3.568267882030078*^9, { 3.5682679252577534`*^9, 3.568267996612279*^9}, {3.5682680488879704`*^9, 3.568268061133992*^9}, {3.568268100914062*^9, 3.5682681150944867`*^9}, { 3.5682681672609787`*^9, 3.5682681709113846`*^9}, {3.568268272904364*^9, 3.5682683182536435`*^9}, {3.5682685202739983`*^9, 3.568268599194537*^9}, { 3.5682686348873997`*^9, 3.568268637773405*^9}, {3.5682686944951043`*^9, 3.568268872273017*^9}, {3.5682689420207396`*^9, 3.568269016947671*^9}, { 3.5682695040741262`*^9, 3.568269601153097*^9}, {3.5682696652380095`*^9, 3.5682696728352227`*^9}, {3.5682697489633565`*^9, 3.5682698308635006`*^9}, {3.568271156491429*^9, 3.568271160063835*^9}, { 3.568271244927984*^9, 3.568271369010602*^9}, {3.5682716250070515`*^9, 3.5682717312276382`*^9}, {3.5682717843301315`*^9, 3.5682718576814604`*^9}, {3.568271940673606*^9, 3.5682720536490045`*^9}, { 3.5682722259669075`*^9, 3.5682723223126764`*^9}, {3.568272370813162*^9, 3.568272411466833*^9}, {3.5682725893539457`*^9, 3.568272622238803*^9}, { 3.5682726936713285`*^9, 3.5682726960113325`*^9}, {3.568272741079812*^9, 3.56827275143823*^9}, {3.5682729218373294`*^9, 3.568272991070251*^9}, { 3.5682734285574193`*^9, 3.5682734302890224`*^9}, {3.5682734898811274`*^9, 3.5682735111595645`*^9}, {3.5682736115925407`*^9, 3.5682736313577757`*^9}, {3.5682738601945777`*^9, 3.568273987272401*^9}, { 3.5682763944346285`*^9, 3.5682764313910933`*^9}, 3.5682765128232365`*^9, { 3.5682766527398825`*^9, 3.568276660976697*^9}, {3.5682774496048822`*^9, 3.568277461663703*^9}, {3.5683784032731285`*^9, 3.568378422991563*^9}, { 3.568378459308427*^9, 3.5683784812420654`*^9}, {3.568378513440522*^9, 3.568378867046343*^9}, {3.568378915468828*^9, 3.56837896203491*^9}, { 3.5683790764299107`*^9, 3.568379270041851*^9}, {3.568380233530743*^9, 3.568380234388745*^9}, 3.5683804214954734`*^9, 3.568380471867962*^9, 3.5683805399464817`*^9, {3.5683812396077104`*^9, 3.568381293537005*^9}, { 3.568381339541486*^9, 3.568381420224828*^9}, {3.5684645223056345`*^9, 3.5684645572340956`*^9}, {3.5684651558539467`*^9, 3.5684651618911576`*^9}, {3.5688209923798466`*^9, 3.568820997683856*^9}, { 3.568821158754139*^9, 3.568821160750942*^9}, 3.56882222404881*^9, { 3.568822649274357*^9, 3.5688226508031597`*^9}, 3.568822723109287*^9, { 3.5693397221142225`*^9, 3.5693397223326235`*^9}, {3.5693899272912874`*^9, 3.5693899274472876`*^9}, {3.5693910617720795`*^9, 3.5693910848757205`*^9}, 3.5693911374166126`*^9, {3.569391214402748*^9, 3.5693912147147484`*^9}, 3.569391451944365*^9, {3.569391487793228*^9, 3.569391507620863*^9}, { 3.5693923162258854`*^9, 3.5693923173958874`*^9}, {3.569406068526634*^9, 3.569406086092265*^9}, 3.569690172138941*^9, 3.569780036185542*^9, { 3.570453906913044*^9, 3.5704539079894457`*^9}, {3.570454575670618*^9, 3.5704545899602437`*^9}, {3.570454765008151*^9, 3.570454772277764*^9}, 3.5708553779481487`*^9, {3.5709431726830034`*^9, 3.570943174555007*^9}, { 3.5709495710522423`*^9, 3.5709495907082767`*^9}, {3.570949647617176*^9, 3.570949673138821*^9}, {3.570950759321929*^9, 3.5709507772775607`*^9}, { 3.5709508127364225`*^9, 3.5709508405200715`*^9}, {3.570991123104905*^9, 3.570991124259307*^9}, {3.5709912161278687`*^9, 3.570991227937089*^9}, { 3.5709912804155817`*^9, 3.570991308776431*^9}, {3.5709914026885962`*^9, 3.5709914215490294`*^9}, {3.570991574429298*^9, 3.5709916038821497`*^9}, 3.570991652445035*^9, 3.570991830004547*^9, 3.570991865276209*^9, { 3.5709919181759014`*^9, 3.5709919260539155`*^9}, {3.570992027251293*^9, 3.570992050058533*^9}, 3.5709920901350036`*^9, 3.570992186979974*^9, { 3.57122255431676*^9, 3.5712225562355638`*^9}, 3.571223175338251*^9, { 3.5713153738729277`*^9, 3.571315375682531*^9}, 3.5713224026962075`*^9, { 3.5713224627875133`*^9, 3.5713224654863176`*^9}, {3.5713224965147724`*^9, 3.571322572268505*^9}, {3.5713226259637995`*^9, 3.5713226549330506`*^9}, { 3.5713308245340652`*^9, 3.571330884469371*^9}, {3.5713309160126257`*^9, 3.5713309422674723`*^9}, 3.571331071326499*^9, {3.5713311246629925`*^9, 3.5713311332274075`*^9}, {3.571331300334901*^9, 3.5713313470881834`*^9}, 3.5713314298931284`*^9, 3.571331594130217*^9, {3.571331632849485*^9, 3.5713316334578857`*^9}, {3.5713316704299507`*^9, 3.5713316709447517`*^9}, {3.571331783327349*^9, 3.571331790019761*^9}, { 3.5713319475956383`*^9, 3.571331948360039*^9}, {3.5713326567416835`*^9, 3.571332681717327*^9}, {3.571332736801024*^9, 3.571332753305853*^9}, { 3.571332796221528*^9, 3.5713328475768185`*^9}, {3.571332914344936*^9, 3.571332924672154*^9}, {3.5713330072586994`*^9, 3.5713330320471425`*^9}, { 3.5713330798612266`*^9, 3.5713330883320417`*^9}, {3.5713331731961904`*^9, 3.571333178266199*^9}, {3.571333407851803*^9, 3.571333426837036*^9}, { 3.571333542292839*^9, 3.571333557705666*^9}, {3.5713336117441607`*^9, 3.5713337055939255`*^9}, {3.5713337750608473`*^9, 3.571333798070888*^9}, { 3.5713366694988756`*^9, 3.5713366834765005`*^9}, {3.5713369716090064`*^9, 3.57133697359021*^9}, {3.57138272164856*^9, 3.571382756233821*^9}, { 3.57138283537276*^9, 3.571382866900415*^9}, {3.5713829070080853`*^9, 3.5713829086616883`*^9}, {3.571382939175342*^9, 3.5713830233374896`*^9}, { 3.5713831045200324`*^9, 3.571383106126835*^9}, {3.571383198260597*^9, 3.5713832448422785`*^9}, 3.5716785972796593`*^9, 3.5718167268987517`*^9, { 3.571838452469782*^9, 3.5718386879053955`*^9}, 3.571838766139532*^9, { 3.571838857446493*^9, 3.5718388645757055`*^9}, 3.5723437133735733`*^9, 3.5723437554312468`*^9, {3.5723449027196617`*^9, 3.572344929582909*^9}, 3.5723450406551046`*^9, {3.57234950163894*^9, 3.5723495196413713`*^9}, { 3.572584520172369*^9, 3.5725845258195786`*^9}, {3.5726224003989472`*^9, 3.57262241340937*^9}, 3.572796748424938*^9, 3.5727968708695536`*^9, { 3.572796971801731*^9, 3.572796995841373*^9}, {3.57279741546651*^9, 3.5727974308793373`*^9}, {3.572842795856916*^9, 3.5728428061217337`*^9}, { 3.5728522627179437`*^9, 3.572852288426789*^9}, {3.5728523495164957`*^9, 3.572852453865079*^9}, {3.5728524960787535`*^9, 3.572852515110787*^9}, { 3.572852550008048*^9, 3.572852634669397*^9}, {3.5728602362372026`*^9, 3.5728602649256525`*^9}, 3.572860311756935*^9, 3.5731241886618786`*^9, 3.5731408095114717`*^9, 3.5731408826443996`*^9, {3.573211072949067*^9, 3.5732110779254756`*^9}, {3.5732129727516036`*^9, 3.573212981300419*^9}, { 3.5732130120948725`*^9, 3.57321301629128*^9}, {3.573213384015126*^9, 3.573213388164733*^9}, {3.573220427063021*^9, 3.57322044338065*^9}, { 3.5733208085662665`*^9, 3.5733208285343018`*^9}, {3.57332089027921*^9, 3.5733208917144127`*^9}, {3.5733209483737125`*^9, 3.5733209652997417`*^9}, {3.5733210904587617`*^9, 3.5733211330312366`*^9}, {3.5746581574587035`*^9, 3.5746581598923078`*^9}, {3.5746632559372582`*^9, 3.5746632963569293`*^9}, 3.574669479281269*^9, {3.5746708530664816`*^9, 3.5746708831121345`*^9}, { 3.5746734822639*^9, 3.5746735338531904`*^9}, 3.5747441301394944`*^9, { 3.574950644335537*^9, 3.5749506488751445`*^9}, {3.575001627819734*^9, 3.5750016487549706`*^9}, {3.57534426719551*^9, 3.575344278926731*^9}, { 3.5753450565880966`*^9, 3.575345065324112*^9}, 3.5753451320610294`*^9, 3.575345171575898*^9, 3.575345357543825*^9, {3.5753513717287884`*^9, 3.57535142378608*^9}, {3.5753652394014883`*^9, 3.57536535446729*^9}, 3.5762958623448744`*^9, {3.5763431377082376`*^9, 3.576343150983861*^9}, { 3.576419664175305*^9, 3.5764196724433193`*^9}, {3.5764250192591105`*^9, 3.576425028385127*^9}, {3.576426683451234*^9, 3.5764266901436453`*^9}}], Cell[BoxData[ Graphics3DBox[{ {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{-0.39676687095999996`, -1.6629966745199998`, 0.7892062693799999}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{-3.0252623534, -0.8296842003, 0.027758185214}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{-3.2669583087999996`, -0.25739957846, -2.8000070141999998`}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{-0.35848102219999994`, -3.208754748, 3.191747214}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{3.8648676152, 0.09607933901799999, 1.3578248227799998`}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{-5.893866421399999, 0.57818056696, -3.5237720722}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{5.600203001000001, 2.316804076, 1.52355379298}, 0.255]}, {RGBColor[ NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333], 1], Opacity[0.8], SphereBox[{1.3465242613, 0.50501037624, 0.9577131367999999}, 0.24]}, {RGBColor[ NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333], 1], Opacity[0.8], SphereBox[{5.616265672, 3.6819421383999997`, -0.87076684354}, 0.24]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.8], SphereBox[{1.06809203246, -2.3014972954, 5.0043723932}, 0.178]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.8], SphereBox[{-1.61078354514, -5.0950792412, 3.3625784444}, 0.178]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.8], SphereBox[{-6.984427296, -0.7648477012399999, -5.3258147858}, 0.178]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.8], SphereBox[{4.6528833571999995`, -2.018227368, 1.59906724394}, 0.178]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.8], SphereBox[{-6.8846497632, 2.3502522262, -2.4842337996}, 0.178]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{0.25222172921999997`, -2.8873123553999998`, -0.68319264078}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-4.282875006399999, -2.3581890754, 0.44072189772}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-3.4948592643999996`, 0.84185403574, 1.06408581334}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-1.9997080531999998`, 1.2582173653199997`, -3.2306755696}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-2.8083218086, -1.9288433281999997`, -3.8412460402}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{0.6883326954999999, 2.2674822274, 0.77996550924}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{4.9569402706, 3.553629743, 2.9880347512}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{7.4715986588, 1.6746940784599997`, 1.940748602}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{1.1602350722199999`, -3.157732146, 6.6010018906}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{6.2088837456, 2.5314769496, -2.247829077}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{6.7814707236, 5.1640542402, -0.74300246868}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-8.6617480936, -0.3492213648, -5.877992723}, 0.12]}, {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{-1.7110146121800003`, -1.2463404374099998`, 0.4084822272969999}, 1.1731147700574702`]}, {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{-3.1461103311, -0.5435418893799999, -1.3861244144929998`}, 1.1903999660013267`]}, {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{-0.37762394658, -2.43587571126, 1.9904767416899998`}, 1.1713514357662658`]}, {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{-4.5804123651, 0.16039049425000002`, -3.1618895432}, 1.1678154622534402`]}, {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{4.732535308100001, 1.2064417075090001`, 1.44068930788}, 1.154401338039264]}, {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{0.48488034847613715`, -0.5665548050873621, 0.8744264648869542}, 1.1523208669284228`]}, {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{2.590103246587412, 0.30307681402993725`, 1.1552916296937856`}, 1.0500459005280012`]}, {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{5.608327523580346, 3.0072929127108017`, 0.31250289889179395`}, 1.136889347768369]}, {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{0.3774241577893598, -2.74074124054495, 4.12679940385812}, 1.021438211087881]}, {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{-1.0063073013400543`, -4.1845657483736325`, 3.2801195987262837`}, 0.917404475888308]}, {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{-6.456303649034037, -0.11446219457094864`, -4.453143308158791}, 1.0311402207326492`]}, {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{4.272522782399284, -0.9976907574682088, 1.4826240041820637`}, 0.916721034393009]}, {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{-6.406329289306381, 1.4947491913172963`, -2.986091691434597}, 0.9225526969662281]}, {Opacity[0.5], SphereBox[{ 0.06284410567403453, -2.5300518518244237`, -0.25354039967679287`}, 1.1747034695683691`]}, {Opacity[0.5], SphereBox[{-3.915914557696087, -1.9121846292179419`, 0.320222673353787}, 1.1747930182957855`]}, {Opacity[0.5], SphereBox[{-3.3578363139144924`, 0.35411850003597345`, 0.761697390526307}, 1.1748129292815404`]}, {Opacity[0.5], SphereBox[{-2.369478971707602, 0.8159755374484636, -3.1050108032297605`}, 1.174802308406599]}, {Opacity[0.5], SphereBox[{-2.942151317627678, -1.4411183078461027`, -3.537413903923731}, 1.1747422239831788`]}, {Opacity[0.5], SphereBox[{0.8813242926199072, 1.750699158293331, 0.8320837682842104}, 1.1104200304075746`]}, {Opacity[0.5], SphereBox[{5.144643950210216, 3.192724753855211, 2.5607000843741217`}, 1.1747369792010405`]}, {Opacity[0.5], SphereBox[{6.925543176407327, 1.8620556783410522`, 1.8190151183608703`}, 1.1747986314651016`]}, {Opacity[0.5], SphereBox[{1.133614194314382, -2.9103588937638336`, 6.139722568564386}, 1.1113711703585378`]}, {Opacity[0.5], SphereBox[{6.035118043298891, 2.8688129175876105`, -1.8440510000744883`}, 1.1104066274834141`]}, {Opacity[0.5], SphereBox[{6.43979441112262, 4.729450393498721, -0.7804671710585203}, 1.1103050501249019`]}, {Opacity[0.5], SphereBox[{-8.17717086731686, -0.4692956270225257, -5.718468764550323}, 1.1114253495650415`]}, {RGBColor[ NCache[ Rational[1, 3], 0.3333333333333333], 1, 1], Opacity[0.3], SphereBox[{3.673683980650353, 0.17084231796033178`, 2.637564845151753}, 1.2961]}, {RGBColor[ NCache[ Rational[1, 3], 0.3333333333333333], 1, 1], Opacity[0.3], SphereBox[{4.486672923091926, -1.9632095274687296`, 2.672381447152126}, 1.0875]}, {RGBColor[ NCache[ Rational[1, 3], 0.3333333333333333], 1, 1], Opacity[0.3], SphereBox[{1.1560127154464706`, 0.568072204490325, 2.1879532786886577`}, 1.2465]}, {RGBColor[ NCache[ Rational[1, 3], 0.3333333333333333], 1, 1], Opacity[0.3], SphereBox[{0.6485344484232773, -3.887564384891784, 2.7389641215724847`}, 1.2961]}, {RGBColor[ NCache[ Rational[1, 3], 0.3333333333333333], 1, 1], Opacity[0.3], SphereBox[{-2.448559614326545, -4.514494801372602, 3.74166842861041}, 1.0875]}, {RGBColor[ NCache[ Rational[1, 3], 0.3333333333333333], 1, 1], Opacity[0.3], SphereBox[{-7.301877831962624, 1.6807675486290654`, -1.7356569798050292`}, 1.0875]}, {RGBColor[ NCache[ Rational[1, 3], 0.3333333333333333], 1, 1], Opacity[0.3], SphereBox[{-6.393322862049933, -0.22233726575014337`, \ -2.6351834871920925`}, 1.2961]}, {RGBColor[1, 1, NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.3], SphereBox[{4.056051249749647, 0.021316360075668117`, 0.07808480040824672}, 1.2961]}, {RGBColor[1, 1, NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.3], SphereBox[{4.819093791308073, -2.0732452085312696`, 0.5257530407278735}, 1.0875]}, {RGBColor[1, 1, NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.3], SphereBox[{1.5370358071535293`, 0.4419485479896754, -0.2725270050886579}, 1.2465]}, {RGBColor[1, 1, NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.3], SphereBox[{-1.3654964928232771`, -2.5299451111082156`, 3.644530306427515}, 1.2961]}, {RGBColor[1, 1, NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.3], SphereBox[{-0.7730074759534564, -5.675663681027396, 2.9834884601895895`}, 1.0875]}, {RGBColor[1, 1, NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.3], SphereBox[{-6.467421694437375, 3.0197369037709345`, -3.2328106193949706`}, 1.0875]}, {RGBColor[1, 1, NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.3], SphereBox[{-5.3944099807500665`, 1.3786983996701434`, -4.412360657207907}, 1.2961]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.4], SphereBox[{5.921950634101536, -2.2322085152300244`, 1.8065600759314722`}, 1.125]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.4], SphereBox[{-2.3539705838358724`, -5.527803639872522, 2.3828868703278516`}, 1.125]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.4], SphereBox[{-8.088488662013571, 2.685981665761866, -2.8549501454964332`}, 1.125]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.4], SphereBox[{3.918036227549499, -3.0933686338372453`, 1.5403823690717122`}, 1.125]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.4], SphereBox[{-1.5997330284199416`, -5.796542181504221, 4.461305248232498}, 1.125]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.4], SphereBox[{-6.280232365377454, 3.0231961503612865`, -1.5455117725100678`}, 1.125]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.4], SphereBox[{-7.050451518758962, -2.0603528014101578`, \ -4.8485473791586235`}, 1.125]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.4], SphereBox[{2.356638817865696, -2.287849962651291, 4.504434624943295}, 1.125]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.4], SphereBox[{-6.1745335068867435`, -0.6380151622172554, -6.438677040259561}, 1.125]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.4], SphereBox[{0.5794325471182797, -1.0377186337916353`, 5.2774149573707465`}, 1.125]}, {RGBColor[ NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333], 1], Opacity[0.4], SphereBox[{4.220364123875451, 4.100706202493104, -1.0722210938493801`}, 1.246]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-3.0252623534, -0.8296842003, 0.027758185214}, {-0.39676687095999996`, -1.6629966745199998`, 0.7892062693799999}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-3.2669583087999996`, -0.25739957846, -2.8000070141999998`}, \ {-3.0252623534, -0.8296842003, 0.027758185214}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-0.35848102219999994`, -3.208754748, 3.191747214}, {-0.39676687095999996`, -1.6629966745199998`, 0.7892062693799999}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-5.893866421399999, 0.57818056696, -3.5237720722}, {-3.2669583087999996`, -0.25739957846, \ -2.8000070141999998`}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{5.600203001000001, 2.316804076, 1.52355379298}, {3.8648676152, 0.09607933901799999, 1.3578248227799998`}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{1.3465242613, 0.50501037624, 0.9577131367999999}, {-0.39676687095999996`, -1.6629966745199998`, 0.7892062693799999}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{1.3465242613, 0.50501037624, 0.9577131367999999}, {3.8648676152, 0.09607933901799999, 1.3578248227799998`}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{5.616265672, 3.6819421383999997`, -0.87076684354}, { 5.600203001000001, 2.316804076, 1.52355379298}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{1.06809203246, -2.3014972954, 5.0043723932}, {-0.35848102219999994`, -3.208754748, 3.191747214}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-1.61078354514, -5.0950792412, 3.3625784444}, {-0.35848102219999994`, -3.208754748, 3.191747214}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-6.984427296, -0.7648477012399999, -5.3258147858}, \ {-5.893866421399999, 0.57818056696, -3.5237720722}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{4.6528833571999995`, -2.018227368, 1.59906724394}, { 3.8648676152, 0.09607933901799999, 1.3578248227799998`}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-6.8846497632, 2.3502522262, -2.4842337996}, {-5.893866421399999, 0.57818056696, -3.5237720722}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{ 0.25222172921999997`, -2.8873123553999998`, -0.68319264078}, \ {-0.39676687095999996`, -1.6629966745199998`, 0.7892062693799999}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-4.282875006399999, -2.3581890754, 0.44072189772}, {-3.0252623534, -0.8296842003, 0.027758185214}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-3.4948592643999996`, 0.84185403574, 1.06408581334}, {-3.0252623534, -0.8296842003, 0.027758185214}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-1.9997080531999998`, 1.2582173653199997`, -3.2306755696}, {-3.2669583087999996`, \ -0.25739957846, -2.8000070141999998`}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-2.8083218086, -1.9288433281999997`, -3.8412460402}, \ {-3.2669583087999996`, -0.25739957846, -2.8000070141999998`}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{0.6883326954999999, 2.2674822274, 0.77996550924}, {1.3465242613, 0.50501037624, 0.9577131367999999}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{4.9569402706, 3.553629743, 2.9880347512}, {5.600203001000001, 2.316804076, 1.52355379298}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{7.4715986588, 1.6746940784599997`, 1.940748602}, { 5.600203001000001, 2.316804076, 1.52355379298}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{1.1602350722199999`, -3.157732146, 6.6010018906}, { 1.06809203246, -2.3014972954, 5.0043723932}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{6.2088837456, 2.5314769496, -2.247829077}, {5.616265672, 3.6819421383999997`, -0.87076684354}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{6.7814707236, 5.1640542402, -0.74300246868}, {5.616265672, 3.6819421383999997`, -0.87076684354}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-8.6617480936, -0.3492213648, -5.877992723}, {-6.984427296, \ -0.7648477012399999, -5.3258147858}}, 0.1]}}, AspectRatio->Automatic, Boxed->False, ImageSize->{666., 666.}, SphericalRegion->True, ViewPoint->{ 0.32331867996417785`, -2.9990605924414306`, -1.5333299038534025`}, ViewVertical->{-0.0244197190583956, -1.221048653334445, 0.5201939547725152}]], "Output", CellChangeTimes->{3.5764689948442516`*^9, 3.5764698277725153`*^9, 3.5764702488640547`*^9, 3.5764705336425548`*^9},ImageCache->GraphicsData["CompressedBitmap", "\<\ eJzsvPd7Y+d5LbouRy65iU+cxKl2EidObto951jFljTSqFq2qiVbvU3vfdh7 nyGHvZPDMuxgbwAIAiQBguggCPbeey/DKZLl+0Pu2nuDMxw7+QPO8+h5tPYG Nkjie/cq7/txIL51xPP0iQtHPM8cO/LDX7gfuXz6zDGPH/78kjsv7fu/ALds AT+E8Pg/gd3Df/I/6ZArHITLX1/4+sLXF76+8PWFry98feHrC19f+PrC1xf+ z71QKp4ewfz4FDrVOnQRPeo2N/QKhz51G/YJD9HbxOuE+L3r0vcWiac/gFOj Q2N6HvLdg1DsHgwZUeEegiqi+koIagg31PL4LdRe5nOiWsClYFReDMZQUxsG VK6fvSz97Hzx9Efiz1Zl5KHAIwglHvy5RLVHCOqIBkJBNHqEQkU0uYe6QS0e roTi22jiUcX3aSSUl0Ig53vVXwjGiKoNa2NT4tstSG+XJ56+gy6NFvkegSji 28k8g1Hlybci5EQj0eQZCg3RQmj5ljrCDW0efE+9eyj+EHq+ZxuhE3A5FK1E M99bczEE6gshUPH9rUk3sT42JdU7Jy0gRzz9MZYnpqBhvcWeQSgjqrgIYQEK 8c1D0Mw3biV0hJ4wEEbPMJgIN5g9wtxg8QjjjbO4h8FyJQxmLsREGLmQdqLt Er+Zi9ESrVyQ5nwwbEl54lpmpbVki6c/4TpyUeIZyBsRhAquo9YrGHIv1kA0 e/EGEG2EgTBxHWauwUrYCDvR4RnONTk8wt3Q6RHOu8uHBF/g2uyEjeuyCOu7 LK3PwBul55p0XFPzuSBsjrpu0rS0sCzx9GdYHp9EKxdXxsWVc3HVXFgD0ejN eohWby6MMBBmwurF9yM6iE4uykl0Ed3EPvTw+Mfo8QoXH/W4rnexACfRSYY7 SK2NsHKtZorJxHUaSGQb19iZmCetcUpaY6Z4+h5WJiZR6uHPGxeIKq8g1HoH Qe4dDBXX10zoXOszCesj7N5hcBBOrrFbWAvRS/R5h6PfO3wfBryFxQ7yOOCC G/r5BX+IPvFL+W3Ckrnc+0um46xcrpk+M5wPQneSa6mT0lIz9iy13NMflVxq NZdax6UquFS161bqCSOXZiHsfF8H4fSOQDfR6x3JJUZiwCcSg8SQT6Qbhvng EYzwOOITsQs3HgQRDPM4xJ8gVRLG1YfypofyhoeKq3cwNezCyrlq84Ug9Oyu ekJadbp4+nOsctUVXHW1ZwBqvALFVSvFVQdDy5XrxZtLRfJ9OrjSTqKLK+0h +sUVX+Vqr3I9VzHiexWjhBvGeHwE435XMcFHE+KZFY0LhzHfCBpr1DdcqsEn jOsPZfVcP2vopjudTCMH195xORiWi0HocxlrXFp6mnj6n1ihfis8/FDD5ddx 6Q33l05f8se1c9kmLtvKJQtLdwrL5t3s41IHvIVlX8Ow7zUu5RoXdY3Lvcal XsMkMeUfhSm/KEwTU/7XeBZwlY8Jv0h+TSS/NpIVRYiljLhKGRRKEakIQTfL cDLEHZeDYBPLyJUoGNtbx99An5GDWtZQ7xUg1qD4L2qwcf0Ort/JdfcQQg2D 99cfhTGuc4KYFNfLdRMzIqIxG0D4R7nxQRT+lMdrfCphRihNLOkqvzWCt0Aq Z9g3jOoKJcOh9ESIVA5L6bwilBLIUnLESkalSlLF01+gLSOblfiJlci9A0U2 mlhJC6vQswoTq7CRAQfRxSp6va+hn1VIlbAKYtwvGpNc9RQxTcwERLthjiWw u/I4H3AdCwICeXlBeG0+MArf5fUoftU1sboZF0kTrGbML1ysaMgnVNRZP6vp Ywr3sMs6RWICcGtsUqxmRKomRTz9lWgNoZoGciP3kqqRckfIxXCaOQJWVtJB LrqIHh+hmigM+UZjhFWMERN+11nJdVYSw0piuMQYLjiGy49xwyIf7MNS0HUs BUpwE47CIZqNY5FHlnm/tJkAQX/UHiEQNeL3oKwB5nYfM1wqKxDWC/7YHpuU 9Db8cF0GslTPuhRkSUm9qcS8D6PewpmlEcz6SNhZj5P1iDX57q3pOib8hZqk emYDd+uJxWJQLFfOupaDeFgJiqEiVoJjxEcPcJ0vs9ggV20kby5QqI2eY30T rG2MtQ2TskGKcNAnhPUFo5+19boHovNyAAZScvaWlewS3xrpqvfwZY/3R6OX VJaat6aVZelZloll2Sg6B0vqJk19LGmQGGZJY34xfOsYLsFFE8uZl0oiG0Fx FN8Kj6vBu4h9BGvBsUz9NRa4KhRJSIVd53exsKAo3hy6i5hkYeMBjHEWNuQn FBbKoAjBIFfZz27RcyUQjkv+93U4tLewv0SNuw8nJz8o+aUqL8FRHIbIl45F GViUhUV1sCgni+r1icYAixpiUaP+u0XFsqhYV1FxXF6cWNMyK3ET69mHtZA4 rLvwDWzw+Gd8HCsWKZS3HMyyiAWWNkfMsLwpljbO0kbJ2bBYWphUmo9UWh8n wO4r/hhKzcHeupLE099hUNPM4dOXdQWwriA0MTcFHUqERZKwqyTsGgmLor+i Sdh1DJKoEdY0xnomiemAONYVx9st1bUcHE8q4rnmeK49njXEs5oEIh6bAkLj 3bDFB3/Bh3G8JEEslVgJicESy11gqfPELEudpkQnWeoYSx0hi0P+4RKLPgKL wRggLb3uAcxGv/sMDu6t9C9hzLjBEdsPKn5pk5fgNoHBcDoukgl/lY67RsdF kcFo9JC9frI3xEpHWeE4McUqZ8Uq47m0eC7RVSUrc+PiE7gl2AhNYCkJ2AoV EI9tEQni2U288j2hen5dnMj2KstdZrmLhFgqMc1yJ8nsOMsdZbnDrnIH/Vys eguCDWDK+GMwLfv3S/1rEurDET+AU3YQNGKp4Yz/CIo1kmK9RrFGUazRcJLM XpY4QAz7x/LuxmGCmGaZc64yF4MTSGiCWOaaSCJLDE0Qy0nE91laIm6FCUiQ IJTL81aYSDQ2eV5nuavEMrHEkhdY7hxLnQlmi2G5Eyx3jOVKzO71J5ll6Pcx TRxXfLG31kTx9H0Mq5vv06pmh9RQwM1eQr2RbBBX2SCiOHxEU8DR6HLVO8ha d+udDIynkeK5ngTWm0BaE6jARNaayHUnsoZEsdJt1ugmVLoPO3z4V7jN446r aKFgsVBiLSwOK2KxjC5insXOhpBXFizwOhbEQgP38hr2EK/dLGZnXJLwgFSr n3j6Btrbh2EyjMBiGIWVsBFusLePMjxs+hHMT6279pqSuU3pWVBycBd1IG73 wnhvImhu4d5co7ld94b3pds3Bn28J4P+ceQhjvKL53J5b3g/5glRB7wnq677 shGaRI6TWHoSb0ESbwURnsTbkuSG2+HCHbrDo/Boh9gOFyRB+RBrvEurhCAH 8Q6FCncoBtO8S5OUxDjv0ojrLglyGNyVgw/lwImmlzm8pGnZJ1b5TaytL2Fo uBPDuxgiBjvFG+iQbqCXaxtoNA2jTGZCfHQDUq7LkXFdgRtELnEzWoH8KAUK rhFXiUg+D+f1UL4eLEe3bhRO7Qj+YNdkV7y5VQ+g6IJdNzecNzcSrV5XmZxR vLnRnLOuo5M3ttvPdXN5Y0d4Y8d5Y6eCEuh34eYm0v+J0s3lTV0nNl031k28 tfukG0vcIR4Rj/8sXrvFO7tFbPLurhPiXaX+logF3tk53tkZ3tkp3tlx3tlR 4c4Kd5XaGxTvrNAtJO2ZTp+G7uQJ1CuZk8psqAi1AEU2NALk2Whu4Lme1+qI 2mw0VWdjcsiJiUEnNlcXJYOapXvu7spdk3kIZeVGJMQ1IC1ejux43lOikCiJ U6CMqIhVoJKojiHIRQ25qCEXNeShijxUkody8iAL5vcEyKHJNmN5Yp3kC+/x AyjcfclFIDkIEUWu8YwgF1e5rb/GbI+Cmea3U+Sd5KGbPPSThyHyMCpykeDi IpFeTWRAJdG/SVgjNsJ2RZ5MJpJ5z5PJQ/I+UpCMv8ediGRComYnghkYsUtH okjHGrFCSpaIBVIyR0pmQiU6JkjHWLAk9GFS0u3lz4HxEjQHP0XLwU/Q/PmH UH36HlqbsqFrykGbKgd6ol1AYw6lYVDm4P+GQZEDg5zXGvh6PVGbA10Nv6cq G63l2Zjqd2JrdUlkxiAxc9kVnWbzIOLiapCUUI+MRDlyE8kKUUqUE9VEbYIC 9YScbCmJRrKlIlMqMtVEplRkSUXHNJIpZYQCDWEK1IWQuUAy56+A7oaZm/J1 7HNF0vr4BJRs0k0ejCSPENE1AlsaTxdbZMpM19jpmk6/WPQwju6zRZYmBLbI 1GyIwFYSlkJdbJGdDWJLYCr8PlMiUaRpH+5GJLuJhP0NbpOyW8Q26dokNnap IpZJ1SKpmg+LxSzpmiJdk6RrjHT1MX9MZ8+i5ehhtB45CO2Rz6A7/Al0hz4i Xe+hOcYbJk0uzIRFnesGa1Mu7WpT5cLWSChF8LI8F9+GpZ5fWZcDEwkzVpPE ymy0k7DuVgW2VyTC9BJhF8XTn2JubhXxcZVITqhDRhIJSyJhybQFUUnUEg2E ktdVhJpoJomtJFBL8nQkTxercEMb2fs36OgyLblrJXctdJmGLlPRZcogBRTk rs5HjvZME/f4a+ICRtQtaOQsqRa5C3VxF0lcI3dRD7ijy5wCdwECd/EPuCNv 0yJ3SUwnibtV8rW+y114CrlLIXcp5CiFbKVQ5iSOWr3H413RbkRkssjhjsgh HUpskMc1YlXgMHyXwziRw2lyOMyks52/gLYTx9B2/Ch0xw9Dd+wQ2o5+Dv2R T9F++GNoD34AfawP37OjWSDOQR47Bahz4WwicU4y+R04yaWTXHYqcuEglY6G XNjryC2JtJJISyVRkQ2TLBt9LXLcWnEFo05i84KLzaoKHVISapCeVI/sZDkK Umg9ojKVTBJyPm4k1EQLoSWzbUQ7WTWQVSNZNSUo9sGcILBpJrlmOtNIGMhv O9ltE9gls810pZqsqvzk3MU0YLhpGKNkU3WF/csjWGLTI0Jks1lgk5nZ7i2w GUM2Y+GkCx+wmfDfsJl8n81Num47PFliM+JhNlMYnPd4vBspQWD0NhndIW7t YXP9PpscPsioyCZd6bx4CaZTJ2A4dRztJ49Df/Io9CeOQE82248dhOHoZzAc +QT6wx/AFOeDrpZcdBM95LSHbLqhl8fvopfm7COhvQJIaS8p7SGl3aS0i5Q6 6c9O0uqoyUFHVQ7sFTmwlWXDUkJa1XKRUa3E6DnX7nd+bgXJceVktAaZyfXI S5GjOFWOcrJZk0ZvEo2Ems9bCB2hJ4xk10xmLYSNsPN5hwC+5kilXx0pAsPi JeFlCsBGAVhoaZPANnNYT6a19G8LWW6ib6uPx4nsatwFdsNc7F51sRtNr16H 2Xcvu/Hop0+HyOwoWRXZJbMSu8lsYbvspjAvUySv7mH2jovNfbgXKTB8N1Ly 6Z1dZomtSE42ZFdklthldiowEvbTp2A9fRJmwnT6BBk+DuPJYzCQXcOJwzAe Pwjjsc9hOvoJDIc/hDXBF32tZJDM9rfkYaCZ0ORxP5sn/GpZnYc/xmATrwkg w/1kuF/pYtnFcBfZdZLdTrLrYPLaS7NhLbyBnWWXYVskes+6fmcj0JuWUE5q q5GdUof81AaUpMlRSUrrCEU67z3RQujSlGgnTGmNsBA2oiO9EY50FZwZKnRl qtCd2YieLCWhEM5u4oN/RU+mAl0ZBH9MZ5qkBFuSi27B2KRaR0NXHYxGzoGD kJ/weUCxx1W0kGKd1x6K/fdSnPAQxVMCxaEuiokVgWJSuylQHPGA4tuR9ykW GXYTyf7+A+M+RG/SfXrHvLknP3saDsJ+hhSfOQnLmROkmTh1jBQfhZHmNZ04 BPPxz2EmvcYjH0J98NcY1OZhqJUgvcPEIxhpFsgd5XHEBTcMk/A/whAjepCG 3qW6l0buJc3dnIi6mMtOTkOdpLij+AYGGiXzNkvsnnHN8wtkNyOhDDeSq5CT WouCtAbIyG4Vaagnc0oypyZa05ugJ4zpaljSNbBlaNCR2YzOrGZ03WhGT3Yz enOa0Uf052owkKfBYJ6aaOJyB/NUdPJArhIDOUr0ZSvQd0MhEu/MEM0OOx1u TZCorj8RjfyXDiP/+SOk2f++i1s8o7iZf9jFnaS4+z7FiSLF46RXojiZuyzJ xSuk9j7FootTSXEqXUxEppLYVDKcyrXe5/mvRf53CIlnBnykxLPQcoeueKCL Y5Hz3BmR5w6B67OnYCPXVpHn4zCTZ/PJIzCTZ8uJz2E59imt/BEciX4YIc+j WoHLsda8b2Jcm+eGcfL+P4TnGCXzo4zuYYb2QywLZubc20OGezjvdrHjdpbe wFCTxK5GYve0eHqZ7C4jM0HGRluJ3NQaslsPGZmtTleigX5szFBDQya1GS1o z2iFKUMLa4aOzOrQeUOH7uw29OS0oS+3DQM32zCY34ahAh2GC3UYKdJhtEhL tBItRDNGCzUYKWjCcL4KQzcbqQIl+nPINNnuypSMLeS44mw0Cl85jKKXj6Hg heOQnwx0mThqT07HwuYXh86ABwwPigwncVe3h+EwgeEUmjiF86wrpyMkhncE liMlhgVSU91Ekv8Gd6+mihxLDCc/zDAxcsUTvefOoofsdhECy53nBEefoqNP kuUTsJw+LrrZQoYtZNh64iCsxz+F+dhHcCb5Y1x30w0TbTxMCoeptpv4Hqb0 N8VHIsTHeXw5DxO6PEEDlEAuxpjuI7vkk/hBgXhuePq42enl/rOHtu6S3eBk KpGulkg/5fpHnYXZZWQlFCMnuQJ5qdUkvQ6lJL0qo4mka0h6C5pJtI5EGzLa YM7Uw5bVDscNA7qyjejJNaLvphED+UYMFRpJtBGjxUaMlRgxXmrEhMyASVk7 y5LpGdyTsjZCh4nSVoyXtGCsWEMtUAMFKgzeJP+5CvSSfyf5b7wYjaJfHEbJ z4+h+JUTKHjxxMO809UmgXe6utM/Ht3szX0u3kdczp4k5zMu3hfJ+XL4Lu+p 5D2Vs/FDvO8Trf0D3BMYv+oavv4LX4+5e2Lg/Dn0nSfrRPf5XeZPM8tPwUHW RebJuuU0WT91FNaTh2G7z/rH6Er2x6Q+n8Tmu2G6PZ+xPcPjjEHCI+LxT3jt Jl8l9A80sMv/GPkfadnlPgeD3PQOyLPRX5eN3mruk8puYFTTIHXqpr3Ev4zM uEJujspwM6VKJL2ELq+iwxvo7EaS3UyidZntMGQaYeEOx85dameOBd25VvTe tKK/wIahIhtGim0YLbVhXGbDZBlRbsNUhRXTFRbMVAowEybCSBgwU6HHdHkb psp0VIKgAiZBsZopQQXkM++Z+2r3aBS/dhjFvzyLojfPo+DVc5C9ffk+83of gfkYWMm8I0Bivjdol/kkifmQXeZT7jO/StY3IvYwHykx7yZ6/gci+aLZr0oZ f4cSuE3sXH1A/4S7FwZJ/S79vQ9J4LQoAcH4HSL9Jxjvx3g+Ctupw7CfPEgJ fMY2/jG6U/zdSHGBG2aNPMyZCvZh3lRA1/Oh+GjOlI85Yz5f31WFpIQp/a4C ckUFiNGvJvsqQpGNgQYqoOYGesqzBPZF8lUS+SfF0yuQlzchN7EE+SmVKGQj Lyb5FWzWdXR6Y4YemkwDyTeRfAvJt8KeZSP5dnTndaCvwIHBIgeGSzoxKuvE eFknJis6MVXZiZmqTsxWEzUOzBHzNR2EnbARVsJCmDFXbcRsFcVQqadYGAdl WoyVSkIYohD6GQXFvzyO0l+fRek75/n4AgreuAjZO5dFAbQx8o20vtVPEkAX bS8IYIACGKYAxkQBJHFbm4w5wfrhuwJgYyfxmy4R3Ir8XRF8/z75wvkOIQpA 8D/PUyR/mMQPXTiPgQvn0H9hrwjOoPucJIJOlwDsFICQAXYKwH76CDpOHaQI PuMs9xG6U/0h8F5I48+bC7EgwFLIa8JxHxZ5XLQW8FwgXqNIFswFwj8hu7Qh 6WKPJtpyRU2MtuRgRJPDHWw2hpTZGKQeBqiHXkEPakkPjZIeTrjCYHF2CbkJ hchPLqMealDM1lvGwa2GQaDIMECdaUYrddCeaYf5Rgds2Q505jrRfbMLfYVd GCzuxnBpD8bKejBR0YOpqh5MV/dQBz2Yq+3BfF0PFuq7sUgsNXQRTqKTcBAd WKq38zVqpM7Crzfx+wyYrtJjsrKN+mrFCLUxxDZR8s4JlL13DmXvnkfpry6i +O2LKHzjAlRnw6iJGBioCQs10cFgcDIUeqiLfpcmRqmHCepB0MQsA2GBWHKF wnr4A024iar44X1dCBq44zrf3aMHIRTWQ65j5Px5jFAPgi4GqQdBF317dSFo gvOeU+gL4kRwglqgJs4cRYegidOHGA6fcc7/CKM1CZi3FJHtIjeSz8OSrYit YMlWiOUHcBMv/BmWrA8kQoFQRvmSMky7yuC8IKaFkBRURTNBVQw3UhkNHPNr stBbloWlXofUI5R7ZfESbsTkIZ8xUZhSLW7SS9M0nPV17BFGNGVY0EI56DMd MGU6KYkuOPJ60J3fi76iPgyW9GNE1o+x8gFMVA5gqnoAM7WDmKsbwHzDABaJ JbmAfiwr+rGi6MOKspfoIbqJLoIyUXRiUd6BBbkdc/VWzNaZMVXDwYLyGGN0 jFAe9Zz7yz88j/L3L1AeF1H67iUUv3MJFR94QMeoaKcszNzi2TklOCmJXVkM uWQxzl4x5ZKF2C8oC2EPsMbJkP3CTdCFKAs3URV/KOri9lUXhAxxaWH03HmM XnDpgRgk3ERFfJd6OOfSA5vFuQd66Dh7gllxnDhGHKE22CROf4b2kx8KEsAi FUAV7MOyvehbWOkoYovgQ0LSgyAFQQSiACwu8o0knwKYdMWC1CZyaP9sjJD8 YZI/WE3yZZm4s7Iocq+QuD8unn6GTrMTN+MLUZhUgeKUBpSmqtkitKhNN0CZ YeVOwAFdlhOGrG5YsnvRkdeHroIB9BYNYqB0CMNlQxirHMZE9Qima0fI2wh5 HyGPI+R0BMvKEaw0jmBVNYw1AU1DWG8aJAb4uJ/ow2oT9aDqwXJjFxYbnVhQ sK1QBzPUwWSdCeOMiVFGhDYgGWUfX0T5R+T8w4so++ASSt+jBn51CQ1HAqRJ kbEgTorivJCAPmFe4JQ44uL/waSY4moXqdyip+62C2ogcq8Gvk/OH3Av9IZp d2+MMQvG9vA/5NKA2Ct2B4ZzUp9wnnXNimdPEscJF/9nDnL//yk6Qs6S22Ly XEwNrXQUu2HVUczGsNpZjDUX9rmOwiurjiIRbqJIvisKZMlGYdgEYbBnMB1m TBSGkanAZBgXhKHNwVhztiQM5Q0M12dhgMLoLs34fVF8H7kxuShMLEVxMncJ qSqUpbVye2hAQ7qVgeBAa0YX9Dd6Ycruhy13AJ0FQ+guHkG/bARD5aMYrRqj IMYxVTtOEicwL58gqRNYapygGCZI+ATW1ONYJ9ywoRnDP2OzeZQYIYax0UyR aAaxphnAiroPS2r2laZuzKucmFE6MCW3YaLegjH2EHtaJco+vYLyT66g4uPL KP/4Eso+vAzZ+5dQ8vYFtFEURr/Y+0OkNEMkYiB4d4aQRDFNQcz9Tr9wE2Wx TxwmN6mBLXF+2BY2ELdEcQiCWA++LgnivxIFrwkT5ANRnH0wPJw7RZyQRHHu KMHJ8exBmCiKvqwgsluCFUcJdVBC9kv4xmvOEq7IWcIVrTuLsUEIZ/GZm6iQ PxWVsUIsdzAuqAxRFYyNWUbGNFUxRVVMuFQhTpZUxVgT9w+KLAzXZaG/KhMr /Q5RFXJJFcdcqnCaHMjndqI4sQqlyUrIUltQkdbOqLBAmd7BqOiCNqsP7dmD sOQOoyN/BM7iMabPOAbKJzBSNUkrT2GqbgozDdOYV0xjQTmNZdU0Vpqmsaqe JuvTZH+axW62TOE/sNU6SUxgW4B2nI/HsNE6gvXWYay2DGG5mS1G04d5dS9m qZDpRk6pig6MN3DLUmtG6UdUxGceKP/UAxWiSi6jjPFRSnXIjwXAQGVYqAx7 gKtlBP1OywhNcrWM5IdaxmqE1DbWhdYRKanDlR3b0iEFf/VQVjwkjfOSNAZ3 pXHuv5HG+eM8c36gNKxnP4fhzCeYkCftSkIUA9XZJShik8fNbglu4vEvxFc2 +Gi9q1jEmpPR0UmBEEsUySJFsmBnZFAkMxTIlJm9hD1lfFcgHCbGKZBxFQUi FwSSib7KjN8XxytoLFOiMF6GksR6yJLVKE9tQ1WaCfVpHWhM70JzRh90FIYx dwTW/DE4iiaYPpPoK5/GYNUMR6JZTNbPYlo+hznlHBYa57DUNE/7zzMG5rHe Mk/i5ygAQjuHbd0sbglomyGmsd02RUxis20C67pxrOlGsaJlD2odwkLLAOaa +zDDGJlSdWGCETLK/qKLyEHZ514UiBcqPqdAPpMEIhME8s45cZ4Q+0kAoyNw t58k/n4/CUt+KDokgQiCWBM6yoaQF5sUxCMUCF8Jdg0Q58+7iVPEPuriwv3I cBOV8ScYOLerizPSHHGemjh/khB0wR5ynpvNc4dgPvc5OsLPixHBgCDP5Lyr lLyXijoo/Sa2ekrxlzxSHD2SQDa6XYIgVhkhy6IgKAZinqkxS0FMWykIDhkT TIwHgqAYNEyMxiyMNGRisDYDK4Md+FJUwR9iemYd7cZRmAgzYSWiwxsQG1Yv fjinQ0+0jcBOZmr3Cuh15MfcRHFCNUoTG1GWrEVFqhHVqTY0pDmhSu/lEDqI tpwRmG6Ow1Y4ic6SaW59ZxlYcxiumcdY/QIm5YvsD4vsE0tYbFrCsmaJKbHE tFjCpnYJW7olimSJglnEjp5oXyDmiTncIrbbZ7HVzgRqn8KafhKr+nEst41i UcehhkKaZdpMa3oxyaQZU3byFthRymQpP+hDeLtE5M5+dJnJcwmaC2H3e0+H K2Hu956Q39+r7CaMIKJlJstKhDScrLkGlHVBSRvivy1NXvGWtiTnBcmMnL/A cXH4vCChC2K8OE8chfP4EXQSxs8+hOGzD9D++fto+/w96D5/F6bjn8J44hMY jn8E6/lDMJz9DL3ZIVREqSSfnlKqRzhs9fKw3Svbh+0+mfBIvFYifH6Patog 1qgoQUkrXew7jJhFqmme0TLHaJmhkqYYLROMFlFJeqpIx1hpoZLUjBUlY6Uh A/016Xdd/xpsMo9AVm7G9Vg54mIVSIpRIJUQPqKUFa1AdpQCOVcVyIskhI8l hREhCuQHynHTvx697A/LE2uVkr6Ouj5u0WV0oDC2BCUJDKhEDcqT9ahIsaAm 1QF5eg+a0gfQmjUMfe44zAVTsBfPwFk2h97KBW6gljBSt4xx+TKmlCuYVa1g Qb2KJc0qVlpWsaZdxYZuFVttq9jWr1JLq9gxrOC2YcUNd4zL+HfcNi5hx7iI W8YFbBnnsWmcxbphBquU23L7JJYotQVm1qx2GNMtg5hkUxtv6uG05oT26k2U HfJF+SHK7BBldoiS+/wKZJ+yiZ30R7ufsO+RmlgnJdbt2veIObX7ezJXTkmN LPmBzO5LTWxq+8Sutg+LQdcxdPYchs8J8hKE9ZfoP30a3SeOwXrwYxGWg5TO 5x/B/PmHMB/8EKaDH8Bw8H3oD74H7cF3iV+h9eA7aPn8Lag+ewP1n7yKMU0c 5k1ZgrwoHxmFJBO0BVFc38StfkFrfaX4c2zxuEGZrQsC62FMMbKWKbJFCmyh kzHFqJqhwKZt+ZhkVE1wuJkwuASmFfrWDfatLA42mRiqTxdj6pbrg1hzc+uo qDQjPkGOhAQqjEiNp7qInDiqiSig8oqouhKqrpSKk11ToIyqK48gqLhyKq48 SIGKAMJPjjKvOgxohlH+sOy6TV0oiq1AaYISZYlays5I2dlRm9oFBXuiOnMY 2uwxtN+cgrloBnbZPJwVi+itXsJg3SpG5GvsV2uYVq1jTr2OheYNLLdsYFW7 wT63gU39BmNrA7cMG9TXBm6b1nHHtO6Gu+Y1/AvumFdx27yCW+ZlbJuZguYF rJvYUk1zWDHOYMkwhQX9BObaxjDDUJ7iTDWu6ccopWfPUaKErbHssB/KD1N6 h9kqD7lDdvASKnneO1l3iJO19OtZKd0SXVtuaX6acc1Qc+HJWAiX5OcmCvDb 9+W3EpEsYso7GIPU3iC113X86COi2P4HbC7ZCZITpGem3IyHmGqHmGqUnO4Q JXdIkNzb0Bx8C42fvwFt6EE3OGUebL2D9aGYao4XdIbtfgbZrX7Zt7AzIKMe KDtek7DZx1Aj1qi9VWpvmbpbYrAJuptnsM1Sd9PU3RSH6gnLTVF344Y97ZGh NqbKxIgincN2HbZc0/Pc3Bqqq8xITlIghUgl0okbhPBxswKimDqUxT/4IGBV jPQBwFrqr476q2Pi1THx6lwfLaun/uqpvwZfORq8G1DrXothbrBlezX498i/ loeS2Br+aM5liXqUJ1lQmdKJ2rRe7vEHockahS53AoaCGVhK5tFRvojWzBGk vSuD/JNytB6SYah4CtNNm5yjtrDYso1l7TbW2raxod/GlmGbubaNHdM2xbZN 0W3hjmULdy2bwr+wWTeE/LOuY8e6hm0rY9K6gg3LEtYsi1gxz2PZNItFIzcE zMEZ5uAUc3CCQhxjBg6rutF6LR+yI/4oO0IhHqEQj3hCdugKSj446/q9T4z0 e5+Ah/f9u1s8qc0mubZ5D+a1+XABghgJCm8pPJma5INH0HfmLHpOnYRFENvn Hz1CxX3Mjrcbe6L+Dn0o6s9A/ekPU3+Hqb/Dv+bdegfNh36JpoNvQnPpPQ4p XugV4clplyjzRG+pJ1Zt2fuov7J9uD1Y5saDjDuGHR5vDUjYHijFFhW5Qay7 FLnSyxRkGi5SlfNU5ByTcIaKnKIixRTcbbPte1JQzRRszMCgPH1TVMQ+2G1k N1mO9GQFGUpPUeCvcYPHXD4vIIopShlRQVFWUZS1FGU9RdlAQSoYiEqKUun6 rGMjA1FFUTZSlI2hfCx8uipQgSZ/ufj5G5VHPeQXq7E+toqSh4VZEFWE0tgG lMW3UJgGCtNOYXahLr0fSgajJnscOgajoWgOFtki1OkjuPp2A/f5LbBc1qI/ QAXte/FoejcW3VE6jJWMYKXtNme329g03Ma28TZumW5jx3ybgtyhFAmbgFuC MO3b+DHu2LewY9/ELfsGtuzr2LCtYp0CXaVAly0LWGRSzjMpZzkTTjMpJ7Sj GGODHuGOc6jRidrz1yA7SnEeZYM+yrQ8QmF+dAaNF0J/LyHF31WLO0zpl1JS SiaKu8xJcaeZRIEmMSkJirJf+N99j7nDKuIKzIcvQPXLX0PxxltQvPkWlG++ tY85+LFw+IgRaRIlyWGPstRTljrKspWybDn8KzQffhtqylJBWXZknMVApRcG qry4+fLiloNP9mGwgk/LvLjFFP63Y6ryG7gzVCZ85mFIhh0BVOc2sUVlbhDr VOYalblCiKokFqjMOSpTUOV0B1VpE3Iy35WTua5fPGSLyhxTZ2C4MR2rIx1Y c0lzYX6NuViLzBQ5n2WlKpidOTzeJIooURlRQYlWU561lGcD5anY83FcNSWq oTwrfStQ5VOBkkslyDtVgJtE/skCFBwvQOGxfBQeyUfRQeLTm+xqRag5Woxu WQeKJYkeEU9vY3F6AYVRZSiNYf+OY/9OMFOqDlQm96CO2dnI7GzOnYSuYBaG kgVYy5c5Igwh+gMnGry4z70+DkewDubThbCezIX9WAZsh1I5LCXB4VOO4RQD G/M97FjuMSPv4o7tLu7ZBdzBvQ4Bt3G3Ywd3HDvY6WDOdmxhq2MTmx3s//Y1 psgqlq3LWGSWzjNLZzlXTlOqk23jvM3DGGnuxxAz1JqtQOFHHpJUj3lTrh4o +fgsao/5oJUZqhd/d7or1bj7Uu0LftDQR4gxStR5ORT6o5dR/NI7KCFkL7+D MqJcOL/4SxQ9+wqK9r9EDRXtfxk/EB8XCnj6RVS89HM0vPEmjBSsJNUP2cE/ QNvhB3JtZopqKNkmSlZ56C00XXkfQzXehBe3el4YEVDrjdEaAXxMGY9QwcNM 1o2ObI7cw2XCP/PyKDzaPd+mlgUV3xqSVLzpUvEaVbzaTwVTxUu9rmxlx591 UsFCtooqzhe7/fhutuqo4FYquJmdvomd3ly76hLwIgWclVKH7FQ570B2moJb mhwe84gCooQQPgZZlfLgY8oKirmRYm6KV0ITp4QishYyzxIUnKdYieILhSi5 UOAGGZ/8Ecp4LD9HnClAxWmCuq6gpisP53P/mYeyD7JR/HEumrOMWJlYK9gr 6V+jq70TRVGVkMWoKOk2lMdbKWknk7cP9RnDaGTqNt+cho6payxdhLViBeXh k4g8MYuaqGVYc1agjzCy7Sph8alHh3c1ujzL0XOlGH0X89B3NhM9p9NgO8VW m2XCinyKMv4C9xwC7uGugE5KvfMObncyoSntbcctbDq2sU5przKJV2xrWLJx l8UUnuO8Os0EnuR4MM7RYITpO6TuwUCjA5Yb9Sh87xJKD3pS1p4o/tVJ1FDe zd7XofWJ4dbo92XdvUfW6sOXkPvC27j54tsoeOltFFHOgqxzKONcIuO5V5H0 zEtI3v8Cbjz9ArIJl5zdUEA9/wnyeenm088jlyh56RWo3n+Hs+j7nAXeR8uR d6E58muoj1DNR96B8vAvofH4AMN1VGwd1VvvjbEGb+pkvMGbBz79Jsb5wnit F8aqvTDKSF5qS8DdkXI2rJEySdt/hds87gxTy8Q29bxJPW8QawOClktdWi4R E3meep6lnqc7d7UsJfL4biLrc6REbhE+SMA5oTHVLkrlEYyPb0OtmUUaN8hX rrS7wf2KwQ0eVwz74Hm5nV/geakdHhf1aG6aQbNq+ruu7+u0DVL/dchNkyMv XeGG3HQF/gw3eSwkSmmBCqI6VYm6FCXkRGOyEk1JlH9iI2pCq1FINRVd4X6d kBHlV0pRwXOVewmq3YV/K6m5UoTvoPZyIeouFaL2YgHq6Iu6s/moP0Ucv4m6 Q7mo/eQGqj7LRcW5clR51GJQPYSbDxuiW9+N4mvVkF1Xoyy2nYawMee76dAB 1GeOojFnEs35s2grXoCxjAaoXIOjdhNRlxaRl7gOdckGKkLbIQ/XoyVCB0NE C2wRGjjDVegLbcBQSA1Ggsox5leEMa8cjLpnYvBSGpZuWjBz04x7zi9xV8QX uO28h1vOu9h23sFm5w7WO29hzbGFFeb9EvN+gaPJHLN+hmPJFDdv48z5Ueb8 cHMfBlVO9CtsqDgRivy3z6HoV2dQSENUHvWGyus6NN4x0DLn9TSEyV8yhT2Q MzNN0XDwIjKefwtZL/wSOUQexZ9PU2S88BYSXngTSUT8Mz9DAsWfSEMkPnUA yU89hxQilch86jk3WkE0BL1ycz8NQeQQWfsPIP/ll1D3IaOchmikIRppCPmR t1F7+C04cs9hlCYYk1P3xITCmxKaVAhemOTzSb42SU9MMPLHGfXTijDBC+XC hzhGGO0u7LgssU1s0RIbxLrLEisuSyzSEvO0xBztMMN4n2K8T9ISExydx82u eDfQDm20gzaLg14GhprScGdjAdL/zPVtjE9sIz2jB+4e7YQBHoQn4UV4e9Ae 3u60h4/gEZ/LBnwDPpcM8LnYDp8L7Ryye9Cimnb9f4l/jSU2i9zUWjpDLroj P4OTToZ0LiKED2ZWpAufmVeiPlUFRWoTVClqqJM1UF5vRKFHGYo9ytksKlBG VBDVXhWoIeq8K7grrKBT5N7l+C4U3mVQeMmg9CyF0qMYSvpHSec0XihAI13T eCoPjUdzoPgsEzXvpkLJ4V3hWY/6S8Lwvpa71zSXaZpeFF/lpjK6GWUxRpTH ddA4PTTNIOqzxmiaKTQXzEFXsghj+Sqs1etw1G2htWALBSmbyMndQtK1TmSy k5REm1AXY2brM8IQb4A9Xo/ueC0G4zQYjW3EZHQ9pq9VYTZChtmQfEz7c1fj w64bV4OFYjOWNVPY6foC2133sNl1FxtO7gFonBUaZ4nGWbCvYo5D0gwHpCl2 kvH2CYzqRjDcMoDBpm70K+3olxtpnGDcfPsM8t85iaIPz7H6aMk47CStNE4b jWOkcZrOBSLhwJtIfu4tpBJ7jRP//JuIff4Nnt9AwnOvIZaeiN//IhJomgSa JolmSeY5hRCMk0HksYXk0jWCW7L3P0fH8Dpdk/rMs0ja/wwyX36Bbvk1GthC qtlCHHnnMUpnjCl8MKH0wWSjD6YEqHwwzfNMo+vM16aV3piil6bkLhexq2w7 c/bh7mg5BXhnlIOR4B5im9iii0TnDHEwGqRz6J5lumeR7lngcDTXTefQPVOd LudwMBoXBiNTntRM2umcNg5G2kwMa9KwMmaHUZTMt6BpnqZj9PDwNIjwJLwI b8INPoJ3fGmiR+DHo5+7C0LH8RcPdNO34Ec3+V104QJxXo/spC5Mjm7RnNKf YlmaX+V+oQYF6Q0oyJAT7DtEwa6rMpSoTFehJr0J9WlqKFOb0ZTaAk0KB/zA OhR7VdFRNSj3qkGldy2qfWpR61uLer9ayAmlfy0aCRXR5F8DtX811H5V0PhW UisVDNoyqOkyDftUM/tT84V8NJ/NheZkNofaDCiPZqOZ22ONdwPU7rWwJre5 /laUy17v0F59KI6sQ1kUt8YxJtrLQXv1ojplmPYaR2MuG27hPHSlyzBWrNFe G7TXNroVO+hrvMMB6S5GW77ApPZLKPMnoC2dRm6smVsnKxpTrdClW2DNMKM7 w4iBDD3G0lsxnarGHNvwQkIdFmMrsBjF4SEiF9MhGexfqViQmTAuM2KDFltz 7mClcxtLjk0sdKxjjsPaDPvSlGmWOpjCaNsohlsHMaDpQT8HtX6FCf0NWpSd CEDuL0/ixltH0OAeDbnndTR6xUDN3tTiG4uU1z5B9LNvIPbZN10We/O+xa4/ 9waiCOEcc+BVRNNaMUTsfsli8U8eEC3G3rQPyU8fYOal00k3xB5ERz3zHNKe ofPoqkQi/pn9/Nan+WOeQsEHr9FVFzBKR43RNRONvnSTrxumm3zxL5hR+2JW 7YO5Jh/xPCucabYZATTYDA02zeFtkruRra4c3B0rF/11h7hNPHAX+9Kw1JvW 2JtWBXcNsC/1C+4qwRx70wwdNs0N9CR704S9AONib8p70Jv0DD8dtx0t6Vgb t6Pdte9oprs8PPWiq9zE4yP33eVD+HrSQ37CwV9wWoB4oMH2IfCKAQFE4GXh OwN4/DYCaLOAiy7QZgHn2+F/jjJNctJqm99wvanktCpOdXXCdo9e+w8UZdJl mUoRsgwVKjKa6LRm1FNiyjQtnaaDIrYFRXRWqTcl7tuACl85qvzkqPGTfqMp D1RAGSj9MkkdzB090Uy0BMvRGtRA1ENLp2oDaqGl+1r9Kjnvl0PnLYOOvU13 OR+6C7nQnslC87E0NJ3MQhu/ty2wgV9Xi850PTZGV3Bjr+vOorutDyUR9ZBd a0X5de704zo5CfaxqY3QdZNozKPrihagk63AwCnQUrMJR/0tdCtvo091F0Oa LzDa+iUmdL/BtP4rzBl+i0XTb9HftAFD9QwaCwdQnWWDOoepmGeDgxNg300T RvPaMZWnxWxOMxZuqLCY0YAl3talROoiJg+z1zIxEZ6C8bRyTJa1Yalzi67b wBwb24x1idvPOepjGqP6cQxrhzDAabC/qZPOM9N5OvTVNaKE26IibpNqL0eh js5roPMUdF7MLz5G6NOvI2L/64h6RnJePJ2XdEByXviB1xH53Ou4+uyriHzq RVyl4wTnXRecx8YVS9fF0XXxRAJNlyiAzSuFSKf10mi7FCKJ1kug7WKfeQbX iaj9TyH8qZ/iyvOP4qbPrzFGy42rfDFJx03Tb6LnNL6Y0/hhrtkX8zzPi89p yzma8IeSDRu9JQs2eD1kvztjgvXY2IhbLvttEoL91tjcVgcF65ViSbBeX7E4 Fs5wpyRYb2qv9cTmxsZmpPXaaT09d0mttN6kvc1lgomJLWRmdtNz7TSBl5cw A3oJxvL1Em0nuI4v+AveCxAOgR7Cq0E8BrlL4DOhxQXRe3+AIHov6OIDBNJ/ gfRf4Dk9As5qoVVO0tvCe/POJZehKL0GxVRMMe1XQvOV0HglmSqUZqppvmbU ZLTSfDQdRd+UZoAiTodinwbIfDhc+ihpPG65/FWoC2yCPKgJymA1VCEcMkPV aA5To5XQErqwJrSFN0EfpiIa0R6qRHuIAu00lj64HvqgWrQHVHHTXQ6DTwkM Hvlov5wD/fkMtJ5MQSufmyLkMIbWwxBQQ6NWYGt8xfUXAB+0vrZ+FIfXo+wq TRhtQXmskybsR1UqTXhjEsqbs9AULdKEqzThOizcinU0bKNLMGHTHQxq7pGh L2jCLzHd/hvMGb/CovkrrFh/izXbb7Fp/y22Hf8frA3TaJb1ovamFS1FdphL bOgqtWKw1IyxUgOmStowV9SKhYImLOXJsZRdjaUMjkLJNzEfl4GpqCQMRcbT kM2Y4BQ5ZZnHBKfL0XaaUDeMgRaaUMMtWZOFRmxDb4MKzupKOGvrUXnhKqpp xBoaMfJnH8H3ydcQ8NTrCH76DRrxDdGI1595E3E0Y+KBtxDy7OuiEUOfehlh NGHk05IRo/YLZnwe0TTfdRov9qkDbojjg+8hjv5LZttLpvcSiXj6L/bZA4im B6/Rf5HPPI3AAz+F+0uP4eLPfowLL/8Y0YdewqTaD1PEDP0220zvtfhjvsVv HxZa/PAjHn2xINix2Ud0odAS59gGZ+nBaXpwXhP2wH/EDtvfrdFd/8lc/pM9 8N+A4D9uyzhczgqtzzVcTnC4HBeGS+tNqf2Z6D8jh8t2+k+XjvVJOxvzg4+d GPd85MRGVBSZUVloFj92YtcTbSOwceaPE7/nD9gup9ge2wS7SvBmqyR8CMG3 fl6iZ724jQv0FA3Ko2hZD+GFYKF9hgg7vZArQqcN5jH48n3wC2jif0Iw7RvM vV8Q7Rt0Toe8xE6hfYpraKpuRVFaFUrYO0tp39JMOSHYtgmyTO6qMrSoymhD XUY7rWuEKs0MRXw7SnyVKPNjX/VTo8pfg9pA9tbgFshDWtAY2gp1WCuaw1vR GsGoiNSijWgnDFe1bjDSVN+DKbKFaCY0dKQaxnAVjGFKOrMBpuBamAKrYPIr hcm7AEb3bBguprGVJsIQUg7rNTmsEXUwB1fT5eXYnljJ3GvgT7E0tYwi/iQZ 37Q86oGBq9NGUXdjigaeg7p4CdqyVbRXbsBMA9tpYGfjDnoFAzffxYj2Hiba vqCBv6SBv6SBf4Nl62+wZv8KGx1fYcvxFW45f4vbXb/Fne7fYtq4gR7NLOpJ e0u5DeZKG5xVVgxUWTBaZRT/F4PZ8hbMy5qwWEwz59PMOSU0dB4WktMxG5uA sahoDKXlYrC4HkNtNHBrP/pbaGC1Ff0qGliuQmdNJeb6u7ivmYEupQTBL34A 9yd+Ac+fvAovmtiPJg566g2E0cRXaeBoIoYmDqWBA55+BYFPvoDgJ1+kkV9E OA0cuV8w8vO4SgNfI6Lo3Wg69zoRQ8TTwXF0bwwRRQdH0r3hdG8IB1fvF56g 8i7//Mec1y6/8mPEH/8Zppv9JdcK3ZKGXWj1w2KrvxsWtX488Nk/iBaeb5Es PK/2xrzK+759V0wJD6w7ViZZd9TVOmnfNdp3le1zeVCwbqk4uYrWZft82LoF knUttK6Z1jVlY8xA67YxOB01DJL/FP/q6+zsOszmUURfb0B8jBzJsQqkxyiQ RWQLf48oWoG8KAXyrxFXiT1/iyiPA2EOB7pu7SiWJtcR5erHWZlONmA97Sz0 Y5raTXT1t+DLo78LAfR3oADB1qLBg4XWHCK25lAeQ90lfEM4uok2P4BQHkMu u0CHh9DbwRf1CD6vQ9DZZlh1QyhKKUdpejVnXw6SbMkyelqWqSFaUZapQyX9 XMttlzzdDFW6FfJ4Ez3dxDlYg0r/ZlQHtqI2SIv6ELbssDaowtugjtCjObId 2qsGtF0zoJ0wRBlhijLATFiiBbTDKkJPtMESpSNaYbrWDHOkGuaIRljCGmAJ qYYlQAazbwHMXjdgvJIMvWc6HHEKOK7Xo+NaLWxhDAB/GbYnl11/Udb1j7Yf oyiEZYXT2dfo7BjB2QNszaOopbMV+XucXSU4ewt2ueDsW+hV3+ZceofOvoPx truYMtzDrOkLLFi+oLO/pLO/xIbjN9jq/A2d/Rs6+yvc7v4Kd3q+wt3er3CP uNv3Fbpap9Gu6Gd8WmGos6Gj3srWasZwvRHjdXpM17RgrlKFhbJ6LJVUYjm/ iK07B4vpKZhLuI6p6HD0RwZhIL8EvVVytmc9ehUqOGorMNvvFKu8duQ0Tj3+ Ai4++gouP/5zXKG7PX/6GnyeElz8Bt33BsJ3HU53+/3kRfj+9AX409lBdHYI nR1KZ4fR2WFPPYsIOjuCzo58WnD4c2LLjqKzr9LhEXR16P5nELx/P/wOPAmP nz1O1V559VE3uL/6KOXn8dqjcP/Fj3GFRjfnnOIG1I9fIIzC/4JF2niJpl7S +UvQ+mNRR9traf/Wh20+pxI2qpyS6732WJzdmfh9i8tcFi9xWbxEsjg79JST FnfQ3vbdDk2LWzghm2lxIy3enoG1KTuDRvq0lcUygti4eiTE094JCmQQe//0 VTF1V0rblxHltH0FbV9Jy1fS8pW0fGUEr7n+7FUZLS/j/rCEe8a+lhFE7rG8 j7eeaOczwe1/JLrdb9ftRKC35PggIlgAXR/iaUSoCJMbXW/i7Q7jMczDvAcm pmyYh/ERMQ7+WcyAUPo/9FI7Qun9kAtahJ7LRV5MKWTptezbDfS5imAPz9QS epTT79UZZtRnWKFMt6Mh3oIiP2aCXwsq/LX0PPt8sB4Noez14QaoIoxQXzWh 5ZoZOrbQtmiK/boVxhi2NsISa4NNhBV2wg0dcRbGaUecic+NvG6ANYY5cF0H a1QLLFebYOHobQmrgSVIRv/nw+KbAaNHIuzRVehKVKKLHDmja+CIqMBQfsvD vv9bFATWo5SjRVkkfX9d6uiVLt/L6fsmjuStZSvQV63DxI5uk2+hs3EbPepb 7KI73Jfexpj+DiYNdzFjuot5yz0s2e5h1f4F1h1fYLPzS2w7v8RO15f0/Zf0 /W+ED2n0/oaHvt9gP+7weJuYsq2hRz8NRa0FOoUNVqWVG3AzBpXtGJVrMVWv xmytAvOVNViUydATH8+thxe0ly6h7OPPkfLKW0h5+Q0k/OzXHIRfh/t/PAv/ v3sMSX/7Y9z4wY9R9P3/haAnXsQFGv8SjX+Fxvek8X25SQ7YL5k/+KlfIPin L8Hvpy/Cj6b3fYrm52Y4kKYPormDaPpgmj7sqedo+udp/ucYBs8xGA7wa56F 39PPwOfAU3D/2ROC1eH+2mOizz1ef2wfPF9/lAOqJ596vvZjeND6lrzTtLGf OIIvEqLltUIMLLX54x9p+Qe2X9DS8q0+D2zPDfI0bb9iTsDt8V3Lu7r6qGD5 MsnyxPLQnq7eV/w7li/EeAftbmdXt9HyVlreQsubXJaftv+967NuVuswEhPq kZwofc4tS/iMG1FAFPOajKhIkD5aVMMEqBM+WhT74ONFCjZ9Bd2voPvlbPgN dH893V9H99cG8nv8+b3eDRwURxDmSoAbWUIC6MQEeET0/h/8jvuNCPI2EWa6 34wQAZ4W3sJQTyu/P4zHME+biG8g3NPmxoMV3+TRQphFSNlgJDgRhLkLE36Y mAbtCLuoROSFdFy7dAP5cVV0vJJoJtgq2fHLM0yc5q3s/B3s/J3s/F0oC9Gj NECLigA9qoM4FYQY0RBmgiLCjMZIK9TXbGiJ6oAu2gH9dQcMMZ0wxXbCEueE jbDHO9GR4ISDu4pOEQ43HjoYBI5EdsYEhkOCmV8qBIIQBq0MAzWsvK3W8BpY Q0thDc6DxT+VE38metI06ElWoiehDt0xVei8VobBAo3rj7PfHwBUOZxXQlo5 BJgZBJ0oj5eCoIZB0MDRXlW0gJayZbRVrcFYuw6rfAOOxi10q7eZ2bcwpN3B qH6HQXCbQXCHQXAHi7a7WLHfZRDcYxDcw1bXPdzq/gI7PV/gdu8XuCOg7wsm gXS+TewQt4htYrP3HsYsy3DoJ6HX9ELTaIapifmZX4n6qGQUXvRD6ofHkPX+ EeS9dxAFv/4Mxe98gpK3PkDpG+/i5hMvIfyHjyPybx9H8t/9BNn/8CTyf/Qk Cn70E+T8w+PweewALvzP53D+iZ/jwk9fxeUnX4UHM8F7/+vwePxFeIsDwEsc AF7iiP8S/U88zcfMhaCfHkDQk8/x+nPc4x/gFuEAvJkPnsQVbsIvv/wTXP7F Y+z2xOuPCRkg/AL3jcfc4PXmY1Sg1xuPwpsQzl6vMxGYCgvSTO+P/8fV+/2w 3OYnxsGSnmHA8wKfz/P6PANhoYVhoBF265wBGjkDyD2lMBh39X/ifhiM7IaB DEucARYHdsOgSAoDjvkTnUIYsP93MAzsDAMbw8DKMDBnYcQghEHH37o+5Ge1 Dol/pi81Sfq8YRaRlyz9ub5SopyoEv5kH8OhgZAzHJQMBhWDoYnBoGYwaBgM zQyGZgZDM4NBQwVrGAxq19/pawwhhF8ZMxjkPnLUeXIHpx5GsOvzCDcyO8Vw 8GU4EG5iPvyxKx+MIgKIwN188LYixNvGjLAh1MvOhOhgLghwINyL8OwkQ+Fe nfsQ4dWJ/82jAxHeDuns1UHY+bKNZysidvPDlR3hjI1w93ZEnM9D1KVMRF/O JQpQwHrLM3SEgbCgIsPGwHCgPt3JkaEHshBu/f3bUBZoQFWQiWHBcSLMyrCw o/FqB5qiOtES7YT2ehf0sd0wxPXAFN8LS0IvbIl9sBOOpD50JvfBmdKLLhE9 LKQ7pRvf4+MudKZ0oiPZAXuSjV/P5EgwMDm0sF1Xw8b7bous5t6/BLbQbJgD EtGXpUMfQ64vVYm+pFr0xlVwhCjGfHt32t7Q+CG6W0dQHNgCWagZZVHCv2X1 oSJlBNVZk6jPm0UjQ6O5bAm6qlUYatdgka+jo3EDXepN9LZsYVC7jRH9LUwY bmHatIM5y22Gxm0s2+9gzXEHG513sSl8bqL7Lm713GVwEAyF2333GBj33MQH /8rMYK708cuIzV7mTc8drBIr3bfRp+hD2pVIJHx+Cdc/OoWUT04j6+OTuPnx CRR/dByyD4+i8v3DqH73c9T86mPc5Hxw7R/2I/0fn0XRPz2L6n9+Bsp/3Q/F vz6Nqn95CiU/ehxeP3oCHv/4ONz//RlceuYXOP/c6zjzxMs489jzOPcENxjE ZW4c3AmPJ1+k7Z/iwf0nz+I7vP4ss+YZXHz2SZw/8FNceOUxXPr547j86uO4 8hp/5uuPMyWIN/k+hPdbj7OPeb/1GL4NHx593noUPm9K0ZF06mVxSHDlgxuW GRI/4pGR0c640EtY4Mvz97cOQmR4Y1blhWmlJ5YtCQ9vF+7HRdmD2WHw92eH ya5CKS6ELYODcdHBuLDviQujODtwbBCU8j3Mza6itsog/jHIjBQ5MlMU4gdA C4iSVOmzc9W8Vkc0EMrk//5PfLYJf+JTz/D4DvunAnrhD0FyZ6ET/kQgI6SV O4uWMH4b40PD+FD7ydHoxR1ymhFrY6sI2J0tMjuYGK1EG9ykAPFzDRhCeJgY HhaGh5XhYWV42BkeHYSD4SEERZiXkxkU7tVFdDMTRLgxMLq/gUhvPor07sK/ 8egkOokHIRLBEUQcQDyEADHi2oVURF/KYmDkI/pKCVHJ4BAmDPZiThaVnCxq 0rvRkN6LuvguFPpxwgg0oiLIgpoQK+rC7JBHOBgYTgZGN0O1B9rYXrTF9cEQ PwATN/OWxEHYkoYYBEMMhCE4U4fQlTaM7rQhFtOTPoS/4HEAPRn96E5nmPC9 HGnd6EjjNJLSAXuyheHB4OC6bDEMjugG2KIqYbtayLFD+D1DGfqz29DP/VF/ GoMjpQa9CTJ0Xi/4ndBYnFhDoX8zSoNNKLvK0IjrRUXyMKoyJ1DL0FAUzkEt W4C2chn62hWYG9ZgV67Dqd5AT/MGBrSbGG7bwrhhG1OmW5i13MKCdQdL9h2s OoTPiNwWPyuy2XUbW913sM0kuNV7hylxh3lxx018cICBwZeIrT5+ae9thsZt bjb6ObKl48YRH2R9dgUZ759D9rtnkfPeGeR+cAo5H51AIcNDxvCo+vgYaj88 gso3P0HW468h8Z9eRP6/vITqf38ZTf/vS2j78Ytoe/Q5aP8Xw+PfnkL0Pz2B IA4egQyPgH98Aj7/+xmcf+FZnPr50zhxgOfnnsXp55/F2RcO4NyLHEqICy89 h5NPP4EzBx7ntUdx/qXHcOFnwm/2CYbGpV8wNF59gqHBQHrjCTE0vN96At6/ 5HAj4G3p7Pu2gMeEf7z65aNCnDBA7MVnGBoBwm6jPYDRYfAXHwkECZmhfzBm CLkx18w9h5qZofLEnDZ0z4ixmxmy39tvLIiZUfJQZow7mRed+VJmOFyZYWNm WLIwzMxYnbb/jaiTP8f/T9ddh7eV51nCP4+re9+dnd2Z2Wef2e3emR3owqQo TmKHDOGkKhVmZjMzO+Q4dtiJ7ZjZktmSmZlktkwyM8SBSnFV92y/53elpKp6 Zv8498pK4nJZ0uee79XVvTNTiwi9n0kqcvHkkVI66FYcbpvIpDLitJTZ4qyj pCOfKSIbJeJcsqSjgmxUkY0appZ01IlzS94VH4to4PJvpFPKilvipLL1d35x UlnhCS2puqE9B2W5rxJlHgoUOmbj2dBTT51m5aXD8HAtJRqV1KKaqdHWDvc6 ruupRwP1aKIezdRDRT1aKUcbrhCDK26dtEOki3J045pbt1Cjhw/LdTc1brhr oyctP0GA7usA9x6ue7ju5lqki+mUlJGM+UVJueGQiVt2oQhyiGKS6ImcycYD zyLIQ1uYdprShexQNZSP+5Di34gkT74afZuQ4d+C7KutUNzoQP7NLhTe6kZx kBplt/uIbz9q7g2g7v4gGh9o0PxwCFUsJ7KL8ag3S0SXbTJ6OLl0hw/psUUM 4X9xqUHXk0FmAB1P+tAW3ovW8G6owjpIC1kJ4TTzsJYTTTkHn0JONTnkRUZa otBw5Q7UMfVQR5GVJyVQhymhfpSO7geJmGvs0F0RSPdZ439ErFsRkrzrOMGo IAvuhpzapYcNIyt6Asr4SRSlTKMsbRbVWfOoUyygKX8RrUVP0Vm6hJ7yZ+iv esaR9zlG6l5gvOEFpppeYrblJeZbv8SiOGCz/RWedbzC885XeNH1Snxo9tVv yMgrrCEkvK/7FQYLepBNQKIuuCPqrAsnE2tEM3FM4iFrpBAT2UFLpB00R/oB M8gOX0La4QtIYwtJ2nMaoQZ7EPL+NiR9tAO5n+xExcqdaDDYgcY1W7neiLqV GxD33ioEEZGAdwxwnaBc423ff10B949WwWrnelh/Rlg+3wBbxm6XERwYpy+M YGn6iQ4RfcIiEFkFu20CkdVsH79EZDVcdxsQESK1d7XYNu5bjf8CTy49962S 4rVvJaMPz736hEUfIVZbiYcP5moFJXXeooXUeYkvMcvMsI1MU5VpaXihJkIU NpFJNpHxIg4uBS4/t5Chv9iDId6X0LWQ/0iUkQ6K0k5R2nSiqKKoCkVpeoL+ ulAssIX8Xve6nZlelM5uG/EoF1GPlYgmH3GheUhi5NLZMsW5UPOQx/uLmBKy Us4WXBmSj2rO0LVMPWlpeJCPpgf5enwF5IsPXvGPVbpzGutJy/8qneZUnOu4 SZzI+J5OGgpTx7ZSw5ZSQ10qfRQoc83mt6ty1/2EoyPPKEsxFSmnIlVMjfbN Dcri5d7A202UpZmyqChLG2VppyydVKWL6aYqPYyasvSSk14hS99bhKKfP2YA lwEe2uhJy9/gpvR1H9d9XPPvC29MJWUChDBuWmGu8z8VYPUAQXbhFCUeQY6p TCajZGsppCwccR530+RemtyPrLtqJHg0INm7GXLfVmRe6UDu9S4oA3pQENiL oqB+lN4eZKXToPreEOoejKDh4QiaHo2iiu0l4qwM+efzMOBRghe387F4Pxc9 keOkYAy9jDpqlBlBd9QwOiM1aI8cQFtkH1ojeqAK70RLqIq8sLGE1PCRKOPo k8+xJ5O8sK0EPkLnE3GeujqooyvZWorJSy7UoTJ0PYz9NSv/hI7SERauGiLZ gtRbXdI7I2mPNciMHENu3AQKkqdQmjaNysxZ1ObOoTFvHqrCBXSULKK7/Cn6 qpYwWLOE4bpnGGt4jsmm55hpFoewviAtL7HY/hJPO15iqfMlnjHPu75kH/ny LXryJdaxnrzkrZdoiOTW74Ib4i9SluN2rCPWSD4nPsfrivSzrsgSBwHx/mzq kkNdcg+aQXngEvL2X0De3rOQ7zqBCIMv8PCDHUj85HPk6u9CpeEXaF6/C60b djLb0LzWFAUmxoj/cBUec84JftcQQawtAW/r4/q/6sP/n1fAwXQtZTGSZLGn Ko5fGMNptzEVMWRl0cmyRSfLdspCXRw/oy67DOD8hQFcJFkMKIsBXTGA534D PjU996/GR/A6QFn2Mweoy37qQmHcqYsqlVWFqAhYpHU91/VeWlp+wcsUC8tU hY4WFpYJFpaxImfMNt39iwHnL98P+ZmWiW7S0kVaOnW0dJCWdtLSRlpatbRo SEtffahWlWVobVLrzqosPhuhQEyoEvFUJPn1Yd6MIjQfBaEFKGbKHheg4nEh qh8VovZREeqZxkes1EzL42K0hhajjWkXCStGR3iRdD7tjvACdISJ5PPP8qVz 7IozKgtwxLl2xVmVG1lkGkhM/Q0lavwVqPTI5ougCm660zB4uBTQllI6UqHz pVaadbzcG+Ht3kxbVLSljbZ00JZO2tLN9NAWNa669bKt9DH9wpUBUVEGacgN dw3teBM9YqKhLJ4a/m5ueg4yA7xr4I01dEZiRqoydCvQ5hFhEVUlmckgKgqm kLdLmQok3O4kLIPIeTyERFaTRK9mjj9tSPPvRNa1HigCepEX2I/CIA1Kbg+h 7O4IKu+PoubBOOofTvB3O8nf6xSUPi14craWhU6N0UcafCXrw1fZ4m2W3php biP6YqbQFzvJrybQEzOOrthRdMQMoz16EG1RxCWSuDxhb+HgqAptYKr4fUv4 ++Uo9ICd5U4EH5MMqBOboY6rZXepIDCEJjILPeHipG/tuuvj6c7JdRJxfAiS aGRqQCdkd9Qcg9lZIoaRHTuGvMQJFMsmUZ4xjeqcGdQrZ9FcOIe2knl0lS1A XbmI/uqnGKp9itH6JUw0igN2xXHxzzDb+hzzbc+x0P4cix3P8bTzBYF5gWdd TPcLAqNdi68VfiFUxRVx55wRc8IOiUIU6yvIsvKHgsmz8kOhpS+KLXxQeMYR +YfMUUBdCqlL0f7zKNp7BoW7TyB2zWZEv7sJ8g+3QaH/OYrX7Ebdht1QGe9C m/EONG/ZjrKd2yEzXI9UfQMkLFuJEHaZO++upDQrcYvK3KAyvp8aSrI47NbK 4rzHBPY7DbW9ZYtWF3vqImRx+MwAjp8bsN9oZXGlLG46WTz2a3XxPGBAUQzE cT8HV3O89+bS++AqZqUkjSelCXPcTlGELOwwDT5iKGqQRqE6IQx1oTBTQhgW mEkKM8kCM1FGYUqEMC6Ya74rFZd/9/aLTphZnTBT1GWC5WXsPxQmWhJmqCUC g03hUNc+/p30NPkQuell0pm9Y6QPlSjYWbSHv6cw6Uw2o6QMhWFFKKEa5aEl qAotRc3jUtQ/LkPj43I0h5bzGVuBtrAKtD+pYBuvQFcEE1mB7shy9ESJlEnn de+JKuHmthjdEUX8O4XcXFKdcKFOHtoe6a7SwGLTTG0aA5Wov5aLaq9MtPK/ 4/JmRtLAk03Gy62MqdQ1mXptg3FvYdooTQel6aI03Yya0vRSmj5KM0BlRDSE hnEfEtgME5sAj2FmBAGeI4RlhNh4jorFCD5GoJd0HwI9h3l7mLe59hySKHoN UcBrhByIjE0Y4YlDkL2c0OQwBUyJhE6QfTVTi4xHw4RnFDGezUj0bkOqXxfS r6qRfaMfisBB5AcNoej2KErujqP8/gSqHkyiNmQaDY9m0BQ6y0FnDiEnkhBu NYjiOzPQyGbxqnQGLytG0Bc3L84MFTeH36Evfha98TNQx0+hm9NKZ9w42mNH 0BY7iNboPqiiODRFtkMV0UyE6tASzoEpTFx4ga3mQRzaIxRQp7QSn0Z+jxoC VMqGk0eA5OgKi/qVO79HZ8k4S00Tkq+2I5XTnfxhH9LCWWqiR6FIGENhyjhK 0ydRlTWFWsU0GvNnoCqaZRmaQ3fFPEvNAkvNAkvNIkuNOFz5KaZanmJatUR7 ljDXtiROZdjxDCZY7HxGf5iuZ1jq0q6VviFIvOiChHNOiBcnfrD2pzn+yGaU NKeAKaY7pVa+KLf0QYWFF0qPW6Pk4GWUHryIsgPnUbrvDJS7juDJckNELluH xOVbkP3JdhTrb0e54eeoMtqF6q1foPbQQWQab0KmkSky1hsh3XAtZCtWI/aD lXj47ircpUG336E/f9CHH5uPg84cl70mcN1nIrkjmbOV3mzXzkqOdOdNo9lj CNe9hnDfZ0hzDOkNc9BQcGMojrk/ZMCsluIjrXX0MO779fUkb97mQEt5Gjku MTNUZ5q9ZkqnziTVmagU8rhL6oyXUp1iFwwVOEnv8bzQibOk6zULr9VRa4/C 1KqTKKkzItTp1KnTwU7THo0hqqOhOgNUZ6Q7m2O79hM3s9MLiHoolz51E/c4 h6VGiQQO4SksIGksI9nkRskUhpWgNKwMFWHlqCYxtaGVaHhcxed/Ncmp5sBf Q3Jq2NRr0BVVg55oPj9jatAbK1LNV0A1+pm+2Cr0x1ZyXcGUc0NcJl1ioieK DEUKhvKlK4dIxYcEqe4q0RKkQOP1HNT6ZODFyCKcdXuPPF3ySU0JU85SU83U S4OTKDjeHJp8WG58yI4v2fEjO/5u/aRngNGQnSFmmOyIjOCGxyjNGJWGprG3 yMg4K2sglze9xgnNOFkSy21cjjGjumghuvlLgBzzic4TopNEXDg+OeQxxUw5 I8CpYxoQRWCSA9WI9W5Fki+rwRU10q8PIPvmEJS3RlAQPI6iO5MovTeNigcz qA6ZRd2jeTSGLqA5fBFZHhVEJx7hjsNID19AW94ipuvnMV7MhpOwhP6Ep+hP 5GySuMiwSiTyZZ04g86ESXQkEJ74YbTGEZ5YwhPTBVV0KwHiOBXJxhPBxhOe Q3iSOdQ+gFreCXWqCurkBqiTqvi9ighQNh/kBHw1M6O7wqzutMT/G7EudUj0 bUPKzR6k3uvj1DiAtEg2nrgR5CfTUfk4KjInUJ07iYa8KbQUTrPxzKCrfJaN Zw79NXPQ1M5jmP87Y40LmGhewGQL//dUi5hpXcRs21PMtT/Vw3wHFwudT2FE bR5I2iSec0SCmQe18aM2ftTG71falDEVTCXFqbL0QtVFZ5QfMkPFwUuooDjl FCfd6DNEf7QGMR+tRSyT8LEpZJ9uRPoKsTZGzLodSFi/FWkmW5Ftuhk5JhuR bWyCrPXrkWFgCPknqxBJeR68vwr32Hpus/Vc+2gVnPcKcUzhts9UK87Wn8Vx 3KlrObsM4bzbUCvOPp04B7TiCGy8DhmSF8rjfdiAk6sPlz6HV0uR1DnEsnNQ H1m3j0rczIo0+UjkTL8hxxuTZGdCIoclh+SMlzMcp8ZKXDBc6CSVnBeDOnIG ZNKB3wv92gO/81Nc9fg4uuCvkR7liMQQOySE2CL+oYgNou5Y6cSJxCDF6WsK w8KkCv9Td4zJ7NQ8oh+kIu6RuLBBNhJCc6XP9qVwS5fGESg7vATK8DIUcutX ElZJcapQHVaNutAaNIbX8slfx61jPbeGDdSmAd3RDazyfGLGNXIL28gnfgMG mMHEBnGCvcR6jkQacdWLxFqmBoMJ1Yz20if9ceVUSFzkhkUoskhbgsR1i1iA 2u8roQrORXNAFuVJw4vRBUfdplX0Hi/XQsJTSmgqpcNUvKW9Nlp4vNl3fDhR +RIdP6Ljr0PnKtG5SnSuuY0SHZExwjPOTJAdxnOShjBek/zRb3pNCXSmuIEJ 9J7CLSmTUgK9JriekEgiSHqSRibaMuRYRH+i6Y+MYeGx55RlX8ZU6exp5P3N uGOvQoRnC2J9OpDk1wPZ1QFk3BhCTuAolEETKLg9heK7syh7MI+KhwuoebSI +tAlNIY9Q+mtPtw/EYWQ89kI8ypBclgvqjPV6MwZojUv0Z/0EgNJLzCQ/Bz9 yc+YJfQmL6IneQ5dSTPoSJpCc9QAnemlQQOMmg5x6optQUssi080i0+kEs1P 5GgKCYM6vQfqtA6oZZy6ZJy6UrjRSFZCncBnZXv7r/j5B3QUTyDeQ4Wka91I ud2H1JAByJ5okBEzBEXiCApTR1h8xlCVPc7iw9mxYJLFZwrtpdPoqmA9q5oh QbMYrJvDcMMcRsXntJrnMdEyj0nVPKZbFzDTxrQv8FGa5fIfoPC9jyRSknTW AfGXPZBs7Ys00pPFKMiNlh9/lh1/8uOPSt5XzYGrxtIbtRYeqCJBVSSo6uB5 VOw7jdiP1yL+43Wkh6Xn4/VI/GQ9kqSs438zmct/QswKE8Su3QqZ8TZkb9wK xcbNUJiaItfYGNnr1iFz9WqkLNdH+PssQe+txL13OHx9vJqskKD9pnD6fK1u 0BIEGUgEOX1uyEFLR9BeQdAaNhhB0BoOaisFP4IeQ/wtvI8YwkeKgS5k6AgJ OrwKXodX4pHDVsw0+koEzZCgGXYgQdBUrXhDSgD0dxJB4yRonPOWIGiszFVL UJGT1Hhef+6rROaG+AdncdNjB/ztt8LDfBMsDhvpwfLwBo57loc2wOrQeq7X w+rgOlgeEFmLU9sJ6KXdCL1+SVd4PkVBRhniQtKQwFKdSHqkz16x4MjJThbZ UYZXoCC8CiUsNBVhtaSnnvQ0cLvLbWN4E1pZzjuimtEV3YIePl/VcSpub1Xc 1qowmMQkqzCU3IKhlBYMS2nGSGoT08jbDUw9hpPFBXjIURIpShQUVbAk8Tkd Q4aiCtEtrqjGAtTxUIG229loCchAjU8qHHVzl6eLQvLH+03xafgLe9S0p48Z oD8a+jNMf0ZozyjtGcM193HaM0F3Jpkpdh7PaYjSM010ZqQIUmZ53y3vWeoz K631pKW4bwa3fGaktbhvGpvf6BT4s0q45VSKIGvOXrbpCLZTkh3OXXaVTC0j GGphWnHHoR1hbq2I8+lG0pU+yK4NISNgDDm3JqEMnkHBnTmU3F9A2cOnqHy0 hJrQ56gPe4GmJy8RbZWN+2fSEeJYjOjgahSyb3bKmtg3yQ8p0iSTopRXzJfo TyVNqc/Rm7qEntRFdKXMoz5cjYYHbWh91MbxV0WKutGawDksgXVIfAoprhIt MZzBojI4XkdCndkHdUY3SeIcls45LI11SFZIjjLQFRvx8JfXcVmNgrA+xPuI k5T0IfleP1JDByGP0iArbgh5ycMolg+jPHMU1TljqM8bR1PhBFQlLGhlk+iu nEJv9TT6a6dJ0QyGGmYw0jSL0eZZjLfMYkI1h8nWOUyJtM0h1+cuki44kiB7 xJ20QSLnKhmTQYJyyU0e2SmSCLqCcqaSqebXNTqGas46ouawGWoOXUI1GWre fUqiR7CT/MkGpHy6QQ+pnxrhHZagDZC/yXp+vR5xqzch2WgbMk23QbFpC/I2 bYLS1AS5RhuQvXYNMvVXIXHZCjyiRg/e1cetVZTlgCmVMWIRokBvFDKUFLLY /CnMt3yKk+s+wOkNH+Cs0Qc4Z/wBzpt8gAumYv0+1+/jvOn7erDb9YkefI4a sHz6HGUTOkqCjnD2OqQvETTT5ItpMjSl42ey1ksCaJyD1zgJGuPgNcYWNFbu hlEOX6M6gkrl7kh8eA63PHfiisM2eFpshtVRI1gfIT02R4zegi39+Wsu18P2 kC70x5b22Oxfi5ObDXBq63pc2rMHwV5eUKTK8D9eb6WauhH3MBWJj9KRFJqN 5FAxdImDz8uQQYNyaVA+DSph3SkPb0BVWCPqwptZgbiN5BO1LbIVHdFtfNK1 oSe+Hb0J7dzudnCb2wFNSgeGUjswLOvAiKydL9JRebu4Xpm4DFBaK6NiWjAm F9eDasKojDal1tOsOvpVw213FU2roG1l7PjF6IkoQDdrUdfDHLTfzkTLzTR0 x5bav9kN1A8vlzx4uxbr6lCd7g2sdmn+Ehz5sAb5ug2SoyFyNEKORplxUjTB TJKjKVz3mCZHM4KjWVF/5qSha56mvIngZv431GeeDgVxectnjus5nU2btDZR JNGYAlmjAs0eItg6EcE2WQi2LaBFrEJ2HMPsGni7mWnl/R2sTK24Z6dCnK8a SVcHIbsxiozASeQETUNJfwruLaL4wRLKQp6j8vFL1IR9iYYnX0HuVY87p1Jw 36IQodeqkc5m2pBWzRFJjGGv+Ot8xV/tKz4MvC37GgPyV+iXf4le+Qt0Js6i 5Uk/WkPa0flYxblZzYeyh/d3ojVZDRUfSlVSM1oSq9GSUIzm2Cw0R8RAnTMI dbYa6ixWokxWokxWonS2WHkOepLi8RcIzQ69RIyrCvGcOJOCB5D8cAAp4Rqk x2iQkzCE/NQhlKQPoSJrBDWKUdTnj6G5aAytJePoKJ9AV+Uk1NWT6KudwkDd FDQN0xhqnMZw0zQxmsZYywxBmkGW120knndAChFKOG6JeI5YyQQojcmy8pN2 NBcQnWJGIFTxBqErqOGf11qxC520Re0RM9QduoyGfWdRbvQFzdkguSNj5CuM 9ZC2whhvcxozQoaI/utsQDqTutIYyWu3II0Q5WzeirzNW5C/aSMxMkbuhnXI MTRAxsf6iH5/BWsRJzPjdfA4uBEOhMd+m4F0AM5Fow9xZu0HOMmc0gF05hcA XSRAlzYymz7AZUYPZps/YCW7vIkobXwP5tuWwfXACmJEiI6uhMcRfUwLhJp9 MVXvLUE0SYgmmHEdRGOEaJRdaJRdaJRdaJRdKCf0GK45rMdNdy0+Tuc2wvqo MWyIkC1jJyIwsj9iRIccjmyAw+HXWQ8HeuRAj+wPsunRo8ufGeLyFzthvneP +JGp0lu4vHsPlHRJPFf+VlquwtzUHOLuJ0kfiHt8S4ZAP84Sfmm47ZeJqGAx otUgL7weReHiGkNNqAxrQW1YK18QbXyCtqM1qgMdMZ3oiutCT0IXepO6OQN0 YzClB0OyHgzLezCS1oNRZiy9G+PcoE5I6cJEZifTwdsi7UwrxtNV/LvsUWlN /PcN0KTW8fvVoJfdSR1fzt4k9mUXoidMge6HWei4k46mgFR8OT6vu/D47xBF R71c8olUGXGqIUjiyL9WpusXQGkI1DCBGmXGCdQEO9MkgZomUDMEapZAMZ5z NGoeAV4LZEpkkX3Je5GT2i3vpzTp5wT9ei3QWsRW3lyQEBN8SZFq1gy5eoRg q2SSlUOyikhTBYliXbJtYlRMO6tUF+/n2ppc+fWTqyFyNU6uppETPEeuFlF4 7xm5eoGyR1+iMvQVasO/Rn3ENwg6FYc75/PwwLOKW58GlCbXozN1kI/SN/yN foPB1G/46HyDsYxvMJT+LQbSvkY3p7fWiBG0P+7lVoCTWGQ3emP4yMZ1oEc+ hG4+iq2pfVCldjEqtKTUoiWpFM3xOWiKiodaMQR1LmtTDmtTDmtTDof1LG5d MvKgTk3GV3NTD3557cOVmBt+hRjPTsTf6EPi3UEkPRpEagQnuFgNcpM0KJBp UJJBsThv1ihHKNYImopGoSodQ3v5GDorx9FdPQF1zQT66iYwUD+JwYZJaBon qdYk2rIbEH/ODsnUKvGUNeLOOCDBwgcprELplCjbSuyivqLT6irKmApxCTOh lTUrE0WrveyOuiOWqD9sjtqDF9H/+WlUGe9mHzKWgEpfYaJHk4z5EsvUN0HW ShNkM29xScKyVhqxA2Su3IDkVSZINt6OzE3boNyyFfmbN7E7mUJpsgG569cg e9UqJC9fgcfvfgr/z41hu8MA59cux1mD93FuDXkyZMjU6fXLcGbDMpw1XoZz JsvYjZbh4sZlJGoZWVqmI+qvYbblA/Yqkfd5+31c3PQuLLZ/AJcDn8LjqD4y 7hzBZL2PxJOeBNTfSkSNCaKqBVGeGCFRw+xL9WkWeHJ9F646GsH5vCEsSZPE 0zH+nFzbM3pwOMqi5Eig/juXG+AkZT2cCJTTIZF1cCRQDvvXwOoLlqt9e2G1 V2QPLEmUhQiRMvtiDwZ7enRnYPtn1NUPSh9AdnOOg5ttNDxtY+BjGwc/m3hc sUnANW71r1sl4YZFMgLMmcspeOyQjRSfEhQE1aM5sgut0d3oiO1BVzy3pom9 6Evu5aTQB42sD0PyPoLTj9GMfr4c+olSHyay+jDJ6GEqu5fNZzpHzfRgik9t cR29yWzixa3yeFYbRjNbMZLBQZBoDRCtPparXg58vaJYiX1OkflQh+UQrAy0 35Hxv1362iov5xx4u3C+c62QPv7k49YivY8m9ikJp3xYpHzplB9nOX8adYVG XXWbZmZo1SytmqNT83RqgVmkU4s06imzRGWWhFXPWJh8nolhzuc5TWJ8n7Nu BfnyD4J8l0hUkM8Sbz2VwPoVV5cfI9gylfzkMsW4aVEJz9M18D3fgJuWrSSq k0T1kCiurTnZuYuzgoxAFjCJjFuzyLm9AOXdJRTef4Hih1+i7PFX3IB8jdon 3yLMmlPimWxOhOUIDW6QzvDRlNaJzoTvOGF9jz7Z9xhM+x7DGd9hNOs7DGd+ i9bIKbSHkpjwQfRHDaA/bgB94iJnfCx7UnvQnT2KdmLRmjYAFTc8KnkbWmT1 aEktR3OSAk0xiVDnjUCtHGD4PFC2k6wmksWNSzYnu3Q55rtVOqIsdKdvUYb0 I8anB3E3B5Bwj0SFaiDjZJcRT6KSSZScRGVqJKKqlUOoKxhCY9EwWkpH0FrO n6hyFJ1VY+ipGYO6doxMjaO/fhwDDeOIPcPpjTylkKdYTmNxF93Iky9SmQxL f+RYankq/AueRJmqshaFyhd1R61RT57qONH17D4Hza4zqDXZS5FM6JEpshg9 WmTKcS6Hy5xVpsjlOpdrhRSObqtNeL8xCRLtai1k+uuRuHYzZGxW2WxWii0c 8zZvRN5GYyiN2KzWrEbGJysQ/t7HOLLybZxe/R7OGbA5GWqZOr2ORAmmjP4f TG1eRqSWvSV80oP51vfxe1hsfY9MvYsLm96B2bb3kH77CCZqXjcn7zc0jYpU eWGEDWqIPIUJlhyM2JrW4dK+FbjMSCwx9se0NDkwjmxQenDi8u/hzKWLCIVy lrIezlTKhXGmUk5UypFKWXy+Gbb798KWUtmIUCtramVNqawYS2p1z8MLg909 +P+k58sf0NA4iKDbubh7R4kHd/JwPyCLP18UAhxicMshFsEO8bhjn4C7dkm4 b5eMh7bJCLFJwSOrVDzmq+2xuQyPL8vw6JIMIRdk0jkGqh+0oCdxAL0pfNZz I66RD2I4XUN1NBjjc288S4OJbA0mczSYytVgOlejhxnFoDjwWjHA9DN9TC// SM2/0sO/2oXxnE6MZrfzxdWKQQLWT8B6CVgvG5dawquEeHHbHZrFiVCO1jvJ +HJyHjav946X9LFp5VKwYvi4Vv9F0+qV9PLhGOhLvfwol7/bFAWboV6z1GuO WWDTWpTkuuG5RL2WKNcz5jnhEnkhxj2fF5JeL3HL9yWReonfkquXQq8XepJm W4RmEmZSJMZI2CU2LAsZCVOwaZXi6sUqeJ6qJ2FN8DyjImFduG3fS8K62cA6 yRc7yPUxyG5OISNoDtm3F6Fkuyp48BLFIa/I19eoDP8GyuAx3DwtR5BFCe5e rUPik2ZUpNWjLXkBnaSrJ/UH9KX9wN/oDxjO4m22KnGoozp8GANRw9DEjWAw aYQP5DD6iIc6bRBtjCprAq0Zo4wGqgwOhentaElrQIu8As0pSjTFka8Cfp98 EpjPlpXfpT0tZh4fLUUxm1YGFtXt0PllKa1WQBk2iGj/XsQGDSL+wSASwzRI FX4l0K8UDfL5IxTzOVTG506VUoPaAg0aiobQVDKElrJhtFYM07ARdFaPoKtm BD21oyycyYinXUln7RB/xBxxBy8j1twHiXRLZuGHDIuf7SqgV8KuUqZc+GVN v2hX7SlHya66IxZQ7z6PoS/OYoRpMN0rmSXEylm5UY9QbeTjr+BSuZoEMXrS 8l+4JF9SSJiBqF7r2LTWIX3lWqSs2oCEDVshZ9vKZttSbtnExmXCtrUeuesM +ff0Eb/yQ1gb/EzX6TX/AV2mOrrI1qXNOrq2MFsFX1s/YLkTfgm9zLe9y7uF YG/D7uAKNKZbY4xyjVV7S2qNiHD2G2axqk23ROj1L+DPQmV1fDUu7denXPow o16v5XI4JtQyplnGFMtYUustya2/givVEnq5Ui4ph9dRr3XUiwPg3jVwOLCX vyZ7Lv8KdlzaCcUkyfbAVieYNfWy3LUbmh7xeQXxbDGSroGSllaHu/cU2mvu 3M/Dk/va65/c9aRcTtG47xSDh05xeOSYgFDHRIQ5JOOJfQoi7VIRbZuKGBsZ Yq0ZKzliLRhzOWLM0hBzKQ3RF9KQ5piPomtV3L4Pc/QYwUjmCMayRinYKFka JU+jmFaMYoaFf1ZEXJcyb5gZwly+iEa6cOls3gCm89jTlL0YV3DIzO3GMEnT ZLVjgKT1pbegV07OUvgCSRScFUEdoUBPaAY6QlLRLy+20X3coKKkn4opmTLt KWdcm6WjJn2l9/bEvCgUG2UmKNk0JZuhZHO46j5PxRap2FNmiYo947z4nJK9 oGKM90sqxvh8SZNEXlGxV6J+vcLnHLVfIZgRX4l1sO+XvM34vRTECeEk4ERD uyUammMtgrl9CLZQkrUyclbLNJK0FpLWBt+Lnbjt0Efa2nHbrhN3HbpJ2jhS b04jPWiBpD2FQiLthZa0UDayJ1/jGofFgPP5CPKoRtiDJiiSm9DCcbw16QcO jT9w+CNjGT9y4/AV2iLYX6LHMRw7RspGMZTEdeoYBuVj6E9nz8mYYAubQ1um yDRas8YYkpbVCxXH/ZbMRrSkkzSZEo0JSVAXjjPDTD/URRwcCzk4FtSRNTbn 3Cws9nXqRLPS7eZShA8h8kofYiha7EMNEsIpWrQG6RQtm6IpKVohRSulaBUU rZrPl7pCqlZM1Uo1aClnR6wYQlvlEDqqhhBzygoJ1CzhpDViDlykZmaIu+CO RHPRxLSaZVtcgcLiKvItr6LI6hpKmFLrayinZtWnnFB71IaSWUG95wKGvziH UTaxMaZ07Q62rY0SYopVm6AUWc3Bj8kXMdikhwKDTfgnSbEsqiVbuQayVWsg X2mAtJWGyFhF0VaxlFG1eEMTJJhsRfomUco2s5SZIs/UCLlGa5FuuAryHR/j oTFnvlWUjKKd0Wl2VtJsOTVbjvMbhWbLtZptWaYnKONAYM6l2Tb+Uynvs5ax hP2Wd72Ly1vfhjsnxusWJmhIsyYsIyxgv5UgG9Jh5mNvDHeL9fyzi6Tsv+Ay l2b7V8CCoNkd/feYuUgx0oOrdrFBD25HN+A/cSlEWyeJJjRzOvgZHA/t5WB5 cC/ruAOXgjX7/SJ7YKcDzUaAJi64kpJKxBaRkV6Lh/cVP1/ESfeZ9kTxmXZ+ /dAlEo9dohHuEosI53hEOScixikJsY7ctDmmINEhFcn2MqTYypFqI4fMOg0y K8YyjU8KxjwdqWbpSLmUjmSiFndGhvaIboxlT7BXTWBSMYEp5QSBmiBUTP4E 5grGMV8gLp26UDjGbjac2oH6axnotg/HpEsoZiLLMJU/iIl8DqJ5vRjhkDJE 1AaJWh8HzdegqQVoCeJdxAKClo3uMBnaHiawm83CWnfIVFRYDTXLh48LJ0uX evi6tjKdTC/DqdJ1mBlnpiTN/KnZFTetZtco2XWPZ7hOyW54vqBmLxlxQZ6b 3q84U/p8JRWyr2mSNqKGfc3HLsjvGzr2Dddfc/3167UeF1+JQfM1d35f6nh7 zn/OxuZQh2BW3mBzsmZB1k7Ww+tkM7xOt8LzbAc8z7GpOfYj0KqDja0b9xzV SLwxgdTAWaQHk7U7S2TtOfLJWtEjshb2Fe5ZK3DtTBYC7Cpw51YDUmKbUZ1Z jZak79Ga8gM6SFpbyldQRc+hM2ICA7ETGEuexGjyOIZSx6FJm4CGlIkrn/Zk PUVn1jO0cd2WPc/MoDVnnBmCKoesZZO1LEFmJZrlSjQI1oonoS4ZZQYZDpvF beStnrTxcVPmYLG/S8ea9hH7BDlkLOJKP6KCB/lM1SCeXyeRNTkHzUwOmrlk LZ/dsIhFv4wlvzKPtLGs1RZpUF+sQSNpay7XINn5BmJPWSPhtC3ij1mStMsk zRyJx2yRYO7HZ64/0syvIIuc5TJ5ltdQYHmdrF1HyWVfVJ5yRs1RW9QcsYZ6 70UMsZyNMuOkbXLPeVHK3lCWt3qzHh3bzOmnwGAzCpkiQ66ZDImydWRMHMgg J2D/gNRVBkhZuUpKGu+Rk7ZkruNXrUfsuo1I2biV8+ZmKMiacqMRso3577cY IuuMAeS7PoTvWnK29jVpy39B2nJc2LwcF5lLW5ZTtOViN9i2Zfg/0h564ZrZ 9vdhLuU9CbVL296B9+mVuGdvihuWJqgnbEOVXtBUeKImzRLeBM3y2GpcIGSC tEsSaPoSaJaMmCsdj/0CtGNa1FyPiT2BbseomtsxCbRj63WorddVNBMOm/ve 4mIv3XU6tJfG7ZV4Y/RY3fZwovmVbUfN4GZ7V7oeWBj9EtcBi2ESmBRxsSUm /noqnrhGIco1BrGucYh3SUCCSxKSnJOR4pQCmWMq5A4ypNvLkWEnR6ZdGrKY bNt0ZNsw1unIsspApmUGssy5vpyBjIsZSDuXjnzHQno2jam8aczkT2O2YBpz hdOYZxbEFYCLprBYLDKJcr8U1HKUnfHLwo8P0/FTRDzmctowWTiE8YJBjNK2 Ido2yMLWzxm0j2Wtl7OnWs7XRkoVXePMGaPk3JmOzrAkzDR36l4hv4eXU6a0 t8zHpYpppF2sPK7dDBuaKxuaKxuaKxua67Tkmb/bAk17StOWaNpzevaSnjG0 LMDrFQK8v6JoX+MmKQv0+YakfSNg8/1WvOXo9y3znRTh13e/4eJbcesbLWeb fsVYkH0Ngi+lItiMhJmXka8GRkXC2uF1tgue53sQaEfCrDsRbN+Du05qPPHR ICVwBmkkLOsOm9n9Z8h/SMIef4n0wGH4nU7BVbNiBPjX4UlYM/LFMCibJ1/f kZivUP1kDo1hE+iKJF8JkxiWTWM0YxpD8gkMZUxiMHMSvVkLUGe/RHf2C3Tm PEN7zlO05y6gLZeEcRPVqhiGKrePIWE5JCyLzSxNyb/TBHXpFNRlHDjLOKSW kbDSdlLWSMbYpfNysTDQ/XrY1PZoA8yMfo0wVrMIVrOoBxrEcthM4LCZGsd6 lsR6JmM9S9eggPWsmPWsTMGKRseq6FgNHaulY5EnLBF7knXslD2i9l1CzH4z xB8wR/IBS6Qec0Cy2RXIza+yll1jLbtGw66j4JI/Sk66ouKoPSqP2qHhoCV6 9lzEsLCLbkl20bJppnXTQeGWxFbB6i2Eawvh2kK4tqBYZA3/zHAjcVpPpNbz uSBfvY7PPtnqtQRsNVJWayMXX/NPEtjVnny8EhErDBFntBnyjZuRvYmVb6Mx Mk3WIct+O7LNjJF9XB9h25bDdv3yf4fXeYHXFoHWpa3L9XCZZv2OYrGgbadc O0Qo1w7KtZ1ybX8bHidWIMRlI+7YmSLIxgS1MktUyy3hbLYeFkItzpKv5RJV zFwnl81BzoZHTUQV0xNsvSW8ElIZk3CiBbfjRnCX1hskuVyPatXiXzyyT483 pcVe9lVnAZcujgf3wJFu2R8+DvszznC8dB1OlwPg4/jw5zOD6K6qlcnkiPt8 4xHrFo0Et1gkucYjxTURMpdkyF1SkO6cikwnGbId5ch1SIPCMQ1KJ0rklP4W OcrAe8h3yECeQyby7DKhtMmEwooxy0QO0co4I0dfbD9mC+cxJ64yzSwUz2Gx ZA5PS2bxtHQWJe5P0HTRD7OON/AqtAT/ltWCPxeW4Wm+CpPFoxgvGsYo0Rom Wpq8fgywjPWxiPWyiKnTm7SHJyaXEyzx6VOWsMhUqB5FW7/Zs58Nb+cSOlUD XxdOky6cJl04TboMMOxeLmPMJK0S3WueTi3iis6pax4vadWXtOoVrfqaTol8 Q6u+pVMi3wmmvucY6ffDW9ToB+xEsP/3vPW9du3/ndBK6mLaHqYrXX4vpF1l weeTqZWCpasM186xbJ1opVQd8DrXA68LvbjtNIBbYs++gxp3nfskqZIDpynV PLLuLiL33hLyHj5H4WN+P+s8+J5T4oprFe7ea4QsqQm1GW1QJX+Nuqh5VIlP AoeOoyOaZSppilP/DIsV1+kTklB9WTP8vb5Eb84L9OQ8RxeV6shdQruCZUtB qZSUSsmypWTZUlIqJaXK5QyZTanSlWjlbXX5NNQVnCM51akrevl1B8Xi/SWU qkAhpNJBZav7ENb06FfISRhH+K1BPLmvQVQosYrUIDGWWHGOzEglVixcChau fE6vRSxcxZwlyzhLpgUmIPK4FZGyRTRnvqh9lxG93xyxByyQeMAKqQetkX7Q BmmnPZDJKE64oOCwA4qOOKLkiAPKjtihhpj1f3EBmt0XMEKoxgmTBNS+i5jl un3zQQJFmBg9FBls0aNNW/kqLFmzFaVMJqdFPaSt3sCKk2awgVkPuZR1VMmQ MdBKZbAayavXIPLT1Yj4ZBWjjycfrUCkoRESjTcibaMpMihV+oltyHbZhWy7 Lci5RLUOfoz7xtqp8SyVOicp9SEuUKmLWz8UUtGyvyNQyxlCRaQu66AyI1SX d7yLi9vfYSX6FI/dN7Gzm0pY+Zmvh+35NTi/Vx/n9+nrSVL91S/alT7blb7k lCOdcmKcGZdj4n/X9ZiJ1K1MyJOxFD24E6zfSmxpydogkeV6dJc4sfDR/WxY bkf3we3Im/DbHNmrRewfiRjhOnqcYPnDxew6XM0D4GZxEx7mN7kRk785N0mW ODcJky8uEegWiSS3GKS6xUPuloh01yRkuCYjyyUVOc4yKJzlyHNJQwFT6JqO IrcMlIi4Z+ih1D0T76PULZN3Ma5ZKHZhnLJQaM/YZCHfIhO559NRzNY1Ly5f ziyWLuJp2SKWyhZQ6hEFFX1ddA3CT0EP8efIcPxbaRP+3NKFp+U9mCqdwETJ OMaI2AgR0xRqMMDW1a/s4QuNL4wsFQHjFClj20pm20pQoic2DR1P4vByeka3 m4WCOeVQsFLd6ZdVDKdHF06PLpweXUbg5zLB9TQFm9U2Lep1xf0Z9Xoh6XXd 8ytJrxte31Cvb6nXd2xa31Ov74nXD3pc/CiOo/D7kS799HP8f6JfjJ+0Ztny /xHbufxBR5vIt7ox8yuuX+8u4yx5NgHBF3IRfLGUvNXC63gbvE51kTU1/Mz6 EEzWgh37OG/24g5ZC/cZQvLNaciD5pB5ZwE5959C+XAJoR7iXYIM+FiX4XpA PSKjm1GYWYvyJ9xs3NOgjtOZKmwIndEj6EngjJcyhj75OPo5K/aSs97sJf6m X5C051CTsx6mK/cpOhSLaFeKT/DMoS1/Cq35YwxZYx9W5bWjRcGCl1OGxnQF 2gv7oK4Ux6iTtSqyVim+7iRvZK2MrBXl4quleR1r2gP0lqO5agEhN/sQStLC H3OeJGmxMWSNpKWmkC6Slsn+lUPSFCQtj6Q9PmpBzmykjwtHkLGIvWYkzQIx +ywRv9+avcsG8gO2yDhoh+xD9lAcckAek8/b5Qes0brnEnpJ2SApGyZlo3sv YYKZZnebZeb2X0LHlkNS1yoy2Coc00MJMfstMdsmYVa6divrlhE5E+/RpRmI V3QagUoz3AA5k2qwhjHkn6UYGODvEcv5MWqFASIEap+uwhOB2scrpNtRazYg 0cQEiaZGSHU/jCz3fchx2okca1PknmVt++xDeG0gaps+xDmCdn4LUZPmxYsE 7TdEizPkjmXMByJ0jqIRKHp2dssfJM8e0bMQ1424bW+CMwc+wv6N70me6QnR 8DcSaZeknfk/g2YvlS6CRrycj2lBE5y5HheYMSdMKNsJY2HZCW0Ncz0mPNvF OrZfXKOOlr3F5T6tZ4wEGYuYy/ETtMufbl2Dh0UAPC1vwpvxZ64zicFy5IgT oTCF4hQGASlIcY+C3D0O6e6JyHRLRrZbCnJdU6Fwo11utMs9A0UeNMszA2Ve GSj3zkSFTyYqmSoR3yw93sjCu6gU1wnxzEKFRzbK3bJRxuZT6piNYlpWYJaO CpdiLJY9o03PsFTxDGWecWg3u4mnHvfwxzth+HNMFP6cHocfqyrwtGkAMxWz mOIGfaJsCmO0bKRkDEN0bJCO9ef3oU8hji7iKJLVTMdYwmQsYSkFUCdmoism ETOqNt2bX79DeXEXvJ1y4eNcztTTq1ami+ljNMyozrEZOiYmxkXJsCvuL+iY 1rDrOsNu0LAAybAfaBjj+6MwjELd8vujOKKCyyC/PxEwKQIuafFHPcmzrb8g 7DstYf7fSJPkm2Zm14zgc9kkrISpxs1zzfA7I/jqxU1rLV9B5OuWPRsa+Qrz GUTSzUnIgmaRcWce2fcXkHC9Hy6nkuBxkWOyTy3uPm5CmqwRJdEtKLs7iLoQ DVqeDKEtZgQdiaPoSh1DT9o4utLHpd1capLVK+UZby+RrqfoJltdZKs9bx7t +bNoK2AjK+DsWDDCDEKVr2ba0JJXz2ZWhrq0bPQSInU1+RIHZ1UPM+Srmhuf Sjbn8nLBl+7gVcfXdNUv4cHdAYQ8IkkR5ItsRZOt+GQNkjg2ppKtNLKVwbHx 8RFLPDlmi6jj9gjdfRlhe8zxZK8lovayle2zRuI+W6TstyNb9sg44IAsrgt4 f/3uS2jfdR7d5Kpv90VoyNUI+RojV5P7BFmXydVlLBwww8iu0xwLyRVTYkin RNZs00PZ2m3i/UjDTZwAjYmVKCFphuJo1TVG+N+Q0x+ZIUuYIc0y5Ei4ehUi 9Vcgml5FSmaJEsZx8WN9RHz0KZ58+DHCVqzGk/VGuH/pAGLdjyHD4xBy3Hcj 13Ebx9sNyDm+AmF0ycZkudasrR+yOL3h6iL710WSdXEnubq4U3B1kVydNP0X 3HcywQNnE4S4mcL86ArsNvoD9jBHti3TcfVfcXHfSlxmzBnBldV+A86IpnA8 ZkquTMmVKblijktcvfWzVRwKhVNHN8Lj2AFxQrpjB37DxX58xuU+wrVPC9aJ k3Az84MngfKyvAEvq5vwYa4wAUyQVSDuWAYiP6wARaEFKGWUN+XEKQ6Z7knI dk9FroccSg9OgASpwCsLRV5UxjsHZeISY765qPLLQfWVXNRcyUHt1RzUMfVS snmbuZKNWn/GLxs1Ptmo8spBFcWqdKFaDlkosUxHjXsxlipfotIrEZ0Wt/HU +xH+eD8S/zc+Hn/OSsKf8pMxX9GHcW6XZyoXMFU5h0lqNU6tRsomMUSpBouH 0V84gL48NXoVndrjIDPZttLZtuTFlCoH3QkpmGtv1yn1e51SCgpVwTTA17mN InUz/czQz7OipNQ8lXpKoZ7/hVIUyutbKvUdlfqBSv3I/ESlfiJSf4RWqd9y +ac3SgX7a2+/9YYqfKDtXqxcv9aKZcv/tVQvccttCEFnMqhVEWfJKqaRs2Qr gq26EGzXS6n6cYslK9BezdusI96DSAyYoFgaFrAu3HfuhgcrrvOZXLg7VeLa 7Ua+1ptQkNxIpQZQ+2gQjRFDaIkbRmvSKNqpVHsakzGrh67sZ/gHwqTFSUru IrpzF4jUPDrZrbRITaO1kB2rkB2rkN+Gj4mqsBuqAhWhqkVzbinv41akhlDV Eqpa9qxa9qxaQlVDqKr4mFWUo7so5/Vh9tpPo7+HqalvkcbJ9V6YBg+iqFGc Bk+SOENyZoxNo1z+8Qg5bI2wo3ZUyhEhX5gxFni8xxLhe6wRtccGsXvskLDX Dkn77JG32xzluy6i8fNzUFGnDurUQ536KZOGMo3svYxxyjTFzOw3wzx1WmSe HjSTCpVOJ8q0Zrseytdu5wOqXLOZNJkQJjExpa0RvSJtrRHkuqQarkXqmjXi 8ucr9fE/EKUvGpUhIlboGtWnFOoTNqqPP0H4hx/h8fLl8Ni6hS/d43jkchzJ nkeQ7XkAuW6fI9d+MxSX1lDZj3B1s2hS5zgg/g3OEajz5Ok8adLmA1xgmbpA oc5ufQeH1/4fjoQbcMd+PZxO67+2SY+Lt/HfcGLnRwRq5RuezCSeVkqfxHnD 01EdT8eZE+JAN9cTplycNBFzH5euVMr1uNgrv+k/w/P4AT0u9mOnhJT7yZOc 83xJ0lVydJ11PwC+1jdx1TqQ29tABDP3rG/hoVUwYlzCUBZagkpxlUQ/GVtl ipYkcpRPjgpJUZGPAiU+SpT55aHCPx9VV/NRc60AtdcLUH+jAA0BBWgMyEfT TZE8NN9UMgo0BSjQeCNXOvNBwzXSJQgjZ7X8njXuZEoMh2ZJkO2/g26r+3jm F46fQmLxp8Rk/N8cGX4qkONZ5QgWap5jvvoZZquXMF21iMnKeVI1i1HyNFw2 gcGSUQwUadBX0IfePJaoXD79c5p0nyopI08cBJPlaImK+JVMjspfy8QXr69z /y/2Yk1RplnKtECZliSZrnq8xDXPV8zXlIkqeX1Hmb5HgE6lm74if5Rkeksy 6Te/UOnfuP43PenGTgRf0UIldAq+8tO/8ymITSrI//U+Lg6Cfs8ReFKO4DP5 9KmCqedAqEKwZQeCbdXSAHjbdQABdt245ajGHZceBDl146ZdB247dCLQphb2 p9LgZF4Kj2v1uBfRjIx08dGsDlQ9ZoOKHEIDXWpKGkFL6iiaZJNoy1hCe+YS OsQbhdlPSRQbUw4jUMqdJ0xz6MqbRQdRai+YQlvhJFqLxhk2KD4iqqI+4tRJ nFqIUw3qc4rRW8s2VjfPEKc64lRHnOp6CRQftWriVFmG4ZZanU3aU4K9g7qW JTS0PUPQk37ciR3EvUQN7nkn4N5BGzzkwPaALejOZ+a4+7kl7u+yQsgua0Ty 65TPLiN753mU7DiDyp1nUfvZOTTRolZa1EmLJI9o0RAtGqVDE3RompmlQwuS ReZYYooNhEXbUSbymiNTVKzbjiIOeWkGpiSJWSNCntayQa0zgVyKMWRr1yOe I17kKpamVSsRtXI1aTLUFicdTWIPVsQnLE4ffYzQD5fj2icf4JTpSlge/wIB 9icQ5X4caV6HkeO5F7kuO6CwMYHi7Eok7PoI9luW48TmD3Bs0/vYb/QODhq/ g0PGb+Poxrdxcsu7OG78r7iw/V3csd0g0XRg67tSXdqz4Q+SSnuZw/y3p8na uc8+woVdn0gume9dCTtaZM846GqTE01yPi5MchEmuZx8A5PLCfF24WbhEbyO H/hP8DpxALu43M8vtfE8dRKeZt7wsfSHr9U1+NEmfxvaZBOIAJtbCLYJxj0m xPoOQq3v4QldKLytlM7WIuqSglUpz1NcAzmXLilR4puPMv9ClF8pQuW1YlRf L0GtuLTczVI0Bpai6VYpmoNK0RJcAhXTGlyM1ttFXBcyBVAF5UF1S4mWQOGV sCoXDVcZOlXpQgdPP0LRsQeoO/sAPz5OxJ/oyL8pMvBdQQaWqsbxtPZLLNa+ xHztC8zSqemaJUxWL2K8ah6jNGq4fBKasjEMlAyjr2gAvfni+GzWJ4WKRtVr P0aSziFPloGO+Og31Wl0eF4LFFuEj3MjYWpnepjXu9nHdUDNwc/tl0B9SZy+ +gVQ3xOoH34GyuePElCBUj0iUHqSTW9pO5OuO+lJOO34mSYppOnKD3/B08/1 6RYHvUAbFYJOKhB8upQ81bI+cfAzb+eD2o1g1qZgTqcB9l246dAFf6tW9uQ2 8tQtHdpleTwBtmcL4ORRg6sPmhCT3ITCWBXKHg+gMlKDmtgh1CUOoy5lHA2y OTSnL0KVsYjWzAW0ZXGIy55Hh0jOHDpySZJiBh15ZCl/Cu1kqU18MFl8JrCY NBUPMf1QFXPAK2pHS2ETGvOq0MD+1FvH3lQ/x0xB3TDGkKd6Pmh1bexP9eip KMPc8MDr7qQ9T/u7UDi6If68MxIvuCPioCVCtpxC/OZDSNp8FLItx5Gx9SRy tp1CwfYzKN1xFpV0qO7z82jedQGtNKiTE5yavWiADg3RobF9ZpgUFh0wxxyz IBw6ZI5nXKu3HdVatGY7GdohUVS+bgcxYtbvgFwHESe3taaiJa0z1WK0Xox0 Yvk2olat1mG0CtErDZg1nOZETzLAkxXE6FP9Nz0p7KMP8fCjZTi1lkAwZz4z 4VbkGO65nECC51Fkeh9kZ/gCuU5bOdWtR86xT3Bj53IcNnoXB4wEROxEJgTG 5A/Yu/ofsWflP8COnSqYGJ3b+xF/JtGQ/g67N7wtYbSH/2YvIzA6u/1DnGPO 7/gQZl+sIkYbdRhtZFHaSIyYExvhLChyPmkqFDqp7UzOJ8QeqJ1v0Z+Db8H7 xEH+KrxPHuCtA9JaT7r1GZekycwTvpZ+fFZexRXrG7gikXSLJAXzx7xDku4h xOY+wmweIsI6BNFWjxBr9RgNYbVQeHJ649RVKE7j78spz78I5VdLUHGtFFXX y1ATUIH6wAo03qpEU3AlWm5XQnWnCq13K9F2rxLt9yrQwXTeK2fKeLsUHXeL 0X6nCG23C9BKolpuaStVnW86SizCUG0WhjqzUFRffISl0GT8SZmD70qrsVA5 hWf132Cp/mss1n2F+bovMVv3EtO1zzFJmsZJ02jVHIYrp6Epn8BA6Sj6ijXo LdQdd53HZ7mikTRxqssqgjotC51Jsbp9578nSQpOdCTJqVHXmV6TNMK83m8u SFrUkfRCIumqRNI3WpK8v/s1SbrOFCixpJvoWJv8xc4nqRW9IUjsNadDy34l UfCV7/5DjW75LSHwWBaCTxazNFVTJN0wpztUIdhZjUAWJF9LFbzMW/nYqxFg O4AgDncWJ7NhY1sB18AG3I9phjyxAUnXVSiJGER5jAZlcUOoSp5BnWwe9fJ5 NKbPoyljDi2Zc1BlzqI1S5xsQhxP9Tu0KabRpmQ5yqdCYvcSFWopGkULJ+qW kiGoSjjBFfcy3WguakNTQQNqlXw+VA6ht4ESNbAoNU4yo4yGX/dQJE7fNXXo rigJ+SVE/wSlozsKnXxQ4uyHjJMWiNt0gBAdJkTHCNEJCaLcbae1EO08h6rP zhOiC2j+4iLamC6x15sIDewTEJlhjAhNEqAZZp74LB6yIEQWeM5MigNB1xCg NTv0JIl+KzlUvl7rkHLdVs5k4rD2tHUbOYFLDq03pUAiJkhYsw5Rq1mKVtOi 1XRolSEdWisVowh94dBqZqXOok8R/vFHePTxcunDgpJF697HSSN9XDz8Ofxs jyOMBSnV+whyvPch1/0zzm8bkXvRALf2fYRDtOigyTvYv+5f6M8/YjcN2qX/ e1zevRy3bDZg14Y/CIbe5ngnGNqtY2gf6Tq66YOfGdr+MS5tXYFL28QhB0aw J0EOJMjx+EY9OJ7gwumkINeJ/jgeN4H7CfE5ZS1AJ7nwOXnwN1wcwMfwumAL PwsfbgT9OZldwzWbAFyzDeJT8A6CbO/hnu0DhNiGkJzHiLAJRYx1GOKsw5Fg 9QSFnKQEOUU++SghN2VXSslNuXS93eqAStQGVqM+qAaNwbXS9fhUd+tITR3a H9Shg+l8WIeukFp0S6lhqtETUoXuhxXoekiG7pOge4IgMdllocIhAg2MHlqc Ivi/1+gQjhryN5tSyvueN3yPv8ezhu+w1PAtFhu+wXz9V5itf4Vp0jNFeiZq nmK0egHDVbPQVExhgI2oj41IzUakLuDTOZ/dP6+Z9FSTnhJObjnoTE3QsfPf 4eWQS3oqtOw4sQk56dhxZhNy/gt2dLu5r7xmx0vLjp4Ez38mOz9Iu7pv+v4o JdBP5Cdywfj/9Jb0Rp1Y/oggqfP8CK0627TqXPn+F9Hu8NbK8zX/+SvmJcMu 5PcMN9lxbh0rQNCpCgSdrUfQpRYEWWo//yxGs0BnTqEWLfAw66RCA7huO4RA +35cd2yDjW8drj5uRqysHvIHHUi82Q35/U4UxY6hPHEGldSnOnUGtbIZ1KfN oCF9hgJNoylzGs2ZU2jJmoIqZxIqJXtP3jhaCqhO4SiFGUEz+09zySAzwPQx PbyvE41FKtQV1DH16GuYpTZCHvagJo5pTXy4mvhwNXLArmd5ra3FULsKv+Ln n5Hn6IkiiR9/JO8+TX4OIn7TEYkfOfnJ3HpKyw87UJnghx2obpeOH9LTteey lp+9Zhjeb05+zMmPBWYOWpAfC4mfZ8yLwxZ4yYgeRH5QsXYnH6aKdTv5CFes 3ykZVLZhh+SPfN0mhuv1IuwJ8g2m+FvEGa7V8aMlKHblOi0/rEIRJChcfzXC X1ehTzmXffIxHn+yHPYGn/I/dcjEEP8Th00NWWsMcej/p+stw+La83Tt52Lv tpme98w7c94z5+qeM9bbsy0JCSS4E9wlIQRCEoK7uxNXIpAEAgR3d4eC4O4Q d9nSu7vP+fQ+/1UV2d3X+fCsVUAVEbjv//NbVauWkQ68DtgjM3gvrkc5oSzG DtXRFqgOM8CFvdthvfXfYLX932DJWGz/XzDf/nvY7P53HLXdAgeDT6ifP8BM XeQjmKl9JFT0Ef6eLehj/hGf4oAB9cMcNPgGHgr9HDb8FkdNlRHgLFeQEgLZ g37BLduRsxjT9BC9z1bIRyo+thDmsUWsy9t8gDje+C/5h677EO8ZhUSvOCT7 JCGFOkoRDcjvFDKpolNU0Tm/LGT5XcJVvyu47nsVeb7ZyPfNQaHvNemgUZOk oxa2n3Z0pXShO61Hulxwf2Y/Bo4PYOjEIEZODeH2mSGqSIaJ8zJMXpBh+qIM M1kyJcxmDeFTzGUNYu7SAPf9/EwfZi/SThe6aCbaLaEEPZG5kEXewFjMDUzE Xsd47DWMRmVjICwHt9Na8Wro/+Dl0F/wgnk+9Cc8HfoJjwd/xMPBH/Bg4Dvc 63+FO/3PsdH7FKs9j7DMMrTYsYn5tjXMtizRSnOYbZqgmUZoJv75de2YqarB VEm+wkj/TCNV0UgdiA0apI3G5EYKppGCWYRCNiUjxYW+KUI0UuT7RvpJMlKK KEKx4mWYabF/VqKM/qJEbYgXEFBJHM5ooEx2nGMJ4mqkx+gelqKf2efPSpKC tnH707sKlPijVIP+WkYZ8U+RZl9DIbUhc38vjrkP4RhrzzHfCRzjQJYZOolg t0GEH5qhlFaQ6LeKtMBVHA9fx7nEFZw7O4v8E4vIz1zGjbQFlJxbRHPuPbTe vIf2gnvovHUP3cX30FtyF32ldzFQdheD5XcwVHEHsqpNyGo2IKtbh6x+HUON qxhqWsFg8zIGKaGh1gVmTombGa7AAy0T6GseRmddN8a7lzA3dJ/uER66g9lh tqBhzmQyNtahScwMjGCytxffv3qpUFG04h3vF5rb0CDpKE7S0TUtK+Rq20k6 KtR1po72UUf7Ucsm1EQdte0ROjpIHXlg2FyhI0uhoyNYtFboiCp6pyMvPLPz wgt7L+rIizrywoKh81sdCRl1iAgdqRlTR8ZoUjOU62g3o6YjxjE1bf46CSPl KKswO5G9Yweu8/aN7fTRdoWPtgkf7cDl7Sq4pKyKSzvVkKWihrN0mM+uXTDX 0YYFY6kjzim0VN/FccrOSB+erBrRHrY442uD60EWiLRUhs03/wvWX9M/3/we Flt/L7lon/7H8HL8CrrK/wYTushU/Q9KlNJH+A119DFt9LHkImvGlR46YPAV DtJDHvpb6SLxAoHDhlvxSxw2Yi2yU4c/feQv1SJ9hO+1ZAPaZ8dxa58dG5CL 3a8k7Zgg9nAYkrxikcwGlOqbyhyTdJNB1Zzwu4izfpdxkaq54peNHL9ryPW9 jny/G7jln4vigDyUBt5kC6pFR3InulJ70CNdmXyAzWcQgydkkJ0UlxIcwei5 2xg/P0rVjGIqaxQzl1ieL49i7soo5pmFK7eZESxcHWZk/NwQ5i4PYPYSl8LU agzGFeN2QhEmkm9hMrUQk2n5mEzJxWhCLkY4kPVH3MK9ugd4Kfs/eCH733gu +wueyv6Ex+Iyw0M/4sHg97g3+JrOeYmNvmdY7X2M5e4HWOy8i/kO/jq3sdS3 0jlcgme5BM82ibPE6JyaOkyWFbxRTifVFBPYTuUMMFROkEI5UglSKOe9EpQg laDXVM73VM6P0jNpKTE/Sc/3C+X8SSjnzx9QDH8WsvmzKD2J4sDOn6W9+OhP knJ+kvsl8Y/c/1FJEsyX8klLUsx3Cs28REYCJ66Ep0gPXUaaXRMy9nYhg70n 8/AwMr3HkOk/zhVyHOH8OOTgLCKpmXjfNaRQM5mR6zgTv4FLyevITl3HlZQN XEldxK1zC2i4sYnmvE205m+ivXATnUWb6CreRE/JBnpLN9BXvo7+SqZ6DQO1 qxioYxrEWxYsoZ8Vs69lQQn9/B/+R25nmRlmGj0ctjpZdQbbJqiYe5iR3cXM sFDMBsO6M8y1QDaHGWpmamAYtzs7LryvmP/EoqSYaLRIiknEdU1rhWIc3ynG wEWuGLadNg5bkmLMhGIOUTGHqZgjmOOgtWjl+U4xtgrFUC/P7N9TjIMXvmc6 VIzfKkZJCEZJssuv0MZto3CMwi/CLmJfrCYKQvYOFfwDrikrTkxhhF+ylXfj koo2Lu7Ww0XWpSwVTWQJv9BB57Yrw1dlB38NLDV2y8XyOw5Iu+BoaoiAAzbw stSGrcrXnKk+Zz6BJeVi8dXvYLblXxBl8w1cdD6C0dZ/h/WOj2Gm+jH27P4I Jrs/pls+lsxiwVipfwIn7S/gprcV7rTKQVrFw2CrEg4ZSptv+Q87aqPGRrMH UfvspFAowieIcbHjP4xSgSgzdojbL88vEM+tKeLcPJDoGYkU7zikcspKkw7q nEI6HXOcVeY0/XKefrlEv2TTLTf88nDT9yYdk4+SwAKUBReiIuQWKkNKFY7p R1/mEOvMMAZPjkB2epSOGaNjxjF+YQKTWZOYvsRl6cok5q5OYj57Egs5k1iU MoGlnHEsXRvj7VGG3skewVBmI4aTKzHBSWvqWAWmjjMnSzF1ogjjx8owkVGJ seQyDNND3WE38XKYnhmmZ5insj/jMV3zSPZHPBj6gZ75DncGXmGD/Wa17wmW ex5isfse5jv5O93BZbN9gb6Zom9GFadtdWCmrh4TFYWKbvP/oZPIxAS2Mv0U zShFM8WIbvO3oomXRPNSIZrvKJof5LKJ+ZGi+SP7zR+pGiGc9LifhGvEK7wT /iQNWIrDNok/SfXmJ7GR60VsfpAc88Yv372rMu95JiPhIZI5W6XZtyPdpRcZ 7oPI8BxBhu8oMgJvI8ZrBMEHZxB2ZBnRPitICFzCsXBWmdgVXEpaQVbyGi4k reNiygKqstdQe30N9blraMxbQ3P+GtoK19B+aw0dxavoKl1Fd/kKuitX0FO9 jJ7aZfTWL6GnYQE9jfPobmZ96W6ZVUIP9fLf0E3BdFHo7U3sMewy4gjODPvL 9PAmZkbWmVVmmVnEtGwWU0MTGOsbZI95hZ9Z5mMsNbejMZCWCYpHa3Aiyp29 katlj5vaCsvoC8uwyLDEvLWM6V9ZxkpYxpNFhpahYeSW8cIDGuaxnTee2nvT Mt545eBNy3jTMt54aOn+1jLymepdkVFCm7ox/jtauK1W10e5mi6K1bWRp6qO 6zt2IXfHbuQrqyNPWQ3XVHVwhVK6vEsPWbx9caemXDIq6hTNbmTtUJVE47dz uxIs1VTwe1juUoaVqsh2efixyfavYbDlUxh89TmMv90C061b2F2+4Dz1Gcy+ /QRGX/4HXJS/QKLWF3D88t/hsWULjn6+BUc++QzuH30Ch88/gg1jIqmHqmIc NMUrvg/oiZcLuVE77gbyuOl9g4Pa38Jz13Z47VBGmLXZX2vnjXVi97+zzi8l 6/wBCYdDkXw0BmneiUj3SUe670m2mnMcpC7hJG1zlra5SNtcoW2u0TR5/oUo 8L+F4sAilIYUoyK0BFXhJSgPIvHpA+g7JsPACZri5CiNM46Rs5MYPT+FsYvT mLw0g6krM5i5Oou57FnaZhaL12axdH0Gyzdm+M9bvjGNT7idYiaxdIOPP9mG 0fR6mqYeM6frMX22DlPnazF5vopDWRMmzjRh8mQtzVOB0ZRiDMUVYi53DM9H /jeeDbPdMI+H/4SHsp/wQPYj7g19jzuDwjovaJ2nWO59hMWe+5jrEucucCXt oHU6pmkfWqd1UDrTaqa+HuOVhT6K9+2LDmihcHoRS25jJeEsUDgrFM4Gc4/S eYi48CeUznPER76UBiohHNFulCTt/JLCoXRif6RwmLgfqZw/Ij3+j0I7fxTa kc6CS1SMSInS6b0K2YjN9+KpsO/wBe8iV4280ryQ6ybxGfMY6YkPmHvUTg9S HKke136keciQRtWk+Q8jK2UGgQcmEHx4AeHeC4jxn0dq2CJOxSzifOIiziUt 40ziMq6dXETZlWVU5iyj5voy6nKX0XBzGU35y2guXEZr0TLaSpfQXr6EjspF dFYvoLN2Hp31c+homEVHE03T3jzD1b9F6KajZRrtLVNobRpDfW0vpofuYEq2 iSl2mcnhNUxRN9PUzdTIErOISdkMxgbGMD81jYvv60aNpeZ93SRRNz7v6WYv S42LpJsa6qbR2B1tLDTdnJn6zQ5RN4cxxplpkqVmVujGRqEb2/d14/U3uvnO Ua6cES1rxcy0R9KNUE2b2h5JNi1SjNDMNDIN6oaooE5uKWugYIcG8nbpIkfN CNm79HGFty/za1mi11A1F3dq8LaGQjfsNdu2wW+HGFwsaJk/wJJb4RxL8m6h sg1myt/C6OsvoC9886XcOUbffgGTbV/AlFVnz7efwZx7T219eOiawuDTLfDb roWAb9QQuEUFAZ9sg/9/fgXff/0M3r/7GG7/8TH2fv4xnHdsYSX6Fvt1v4UL c0CTQ5T6VnjtVIa3iIq4lKUPb/0C4TZmUr0RiXWxp2jsRcnh9kNqxh7xrm+j hARX4Z1494NI9oxAqlc80r1TkeFznIvhWboni23nKtvOdbadPLadfLadQtwI KMJN8WYAQaUoCSlDeVgZqiLKURNVgarQcnSm9tI7tzF0apzemaR3pnH7An9z smYxcWkOU1fnMZO9gLlrC5i/voDFG4tYyl3ASp64eONq3jw+5XYOqzdnMZ8z hqHjrZg43oLZ062Yv9CCuawWzFxuxtTlRkxe7qLLujBxoY3+4ccnqjCeUYqR lEJMnG2ie/6CZyN/xlPm8fBPeDj8R9wX7pHRPUOvsT5A9/Q/o3sey90jTjDo onu6FukguqdjjP6he1ronoZ6jFUWvH1TgWj/RsqnhxmmgCaZecQGL1M868xd 6WXUceGPKZ9n8sYjBBT1StF4mJjv2Xi+p3y+p3x+oHx+kBqPkFJ6/I/0D5Mg T6aIME4mJ6jfiJvCPVIypT27DnNM9B0hokTpvaKooh0KEb2R0RPmEWV0n7nD rCHBohnJTt1IcRtAyhEZUnxkyD+7hKyMBQSwBwV5ziHcdxYJIXPIiJrHqfh5 nExYwJmUeRRenEfR5QWUXl1ARQ77EH+cNfxR1uVz/ipcQGPRPJpK59FcPoeW SqZ6Fq21TP0MWhpm0NzIfRP3zdw3T6OFQmpunkJT0zhq6gYx1L2AiaENjMvW MM7hanxkBRMUkhK34vp848MLGB2awlCfDK9evvqZk/7r504KYgVy8sENyUlO 7znJVeEkN8lJXVIFOgQZ68+oxRE6yROz1qICHcUKnbROH921E07yxmN7eQV6 zrx84yRRg+ilB5YH0aEqjuXsoXIppn+RlNSqJldSM9P0npLKVXVRQO3k7dbH 9d0GuMZ9NpvPFUZSkqpQkhajgYs75O3novJOSUm+kpLMVcWVbIWYzFW2w1R5 K7XzDfMtsxV6X3wKPSpJ/6vPYPDNF0ow3Po5i5gBjWSvockBygh7NbRg+KUK HHcawYM29VY15LfWg/9WLQR+pYagL3Yi5OOtCPmPLxFMQ/n9/hN4/dcX8Pr8 K7mFdu6ghDj2/Uoa/nxV5UOgL+UUYWtOIcllpKSQUZzr38hIYSQzJHgEIdUz GuleScjwPkYjnaGRLrIJXcUJ2uiM301c8CtgE7rFJlSC3MAyFASVoyikAmVh laiMrEJ1dDVqYxnu25I7MXhqArIzUxg5N0MbzdFG/NW6vEgbLWGG6+ks19P5 G8tYzF3Bct4KVm6uYJXr6hqzXrCEtYJFLLANjZzswvTpTsyf78Ii7bOQ3YW5 nE5M57Rj8togJnOGMHm1j6brpJVaaKU6WqkcY5lFkKXk4U7THRrpTzTSn/B4 RBjpR9wf/gF3aaTNoe+wPvhSbqQ+Gqn3AeZ672CuZw2z3TRS9wytRCN1yM/m nGmsw0hFnlxI/8KJYZXVoQsxAUOU0Tgzy1a0RCmtIZZCipVGsMeUkhDScwqJ Uop6SSFRStGvKaTXFNJ3SIn9jlJi4r6jlCineNGW0uPFu50kfC860fcfCt0o CdcoSbL5ituX/MIL5vnb7pOe+JR5wogO9FDqQOmJm8wqUoLHEW/ZjMS9PUji CHYsYBR5p5aQd24ZFzPZgYKonaO9SAkaRHpoN05FdyEzuhPnkrtxMa0b106P 4NblWRSzwZaxuVbcmEUVV4zqwhnUFs2grmQG9eUzaKhkqqfRUMvUTaO+fhp1 jdwzSqhvmsavuZ1CbeMEKmqH0N89j7HBNWplFaPDK7g9vKyEUTrnF9wu8VNL GJHNYWhgHK9ff4es95/J+g80BMagJVCumzKhG03qRkuum2LqplyhmwZOW62S bjzQx2lLxgo0yvozyYlL6GbB5m9180jSjQ+eO/hQNz7UDeOoqEHMQ6uDVM2u PfifaKNwhG5a3urmjWqMUM8UUzF5uw1xgxG6ydn1Rje6uEQViSM6F0QD2qFG zexiVHCBujm7fRu8lb9VgtnObRSsyfat2EPDyCNub4Mx72LwzZfQ+epT6H79 CfS+YRHa9hn0v/mEJUkZ9uoacNDWhgm/pea36jBQNYGJiins1czhrmWJw+rm 8NptAn9VIwRRP2HUT8TXaoikfqI++RaR/7UFYf/+GQL/7ROWpq/hu3WrEvxU hXb8d+2QbgXqqCNmv1w3QjZCNUpvJfMBEg7YYxe3+5DMkSvNMw4ZXmnI9DnJ nEemuIqZ7zWOXHkcuQqR5VeEq34luB5YjpvBlSgMqUZJWDXKImtRFV2Lmtg6 1MfXo477umhxrdopDJ+bpWQWKJlFjF9ephBWpAs6z1wXl0Zcw2LeGpZurmMl fx2rBetYK1xjVrF+a5Vfm8PomT7MnuvD4qV+LGf3cyzrx0JuP2ZyWdLzbmMq bwyTN0Yk4Uxc7aFs2imbRsqmGhMnS3A7Mx9jF2r5r356+yf8E0Xzx/+7aPof Y6FPIZpeiqaXoumhaLoomk5Wn7YOTDfV4tHSrFw0v8X6ynO2nw7KZoCyGUVs wAxls0DRrFI0mxQNR68wxegV8Yz/7ZHPqfzEqBf0zEuWn5f0zCslika8mWVq 7Gtqhol/LWnmNQtOevx3SOdclcFCkyEdxHm3F74Rk5aS5JwvpZqTmagwjyg6 CaLoPJXKjtw8jyT7pLH0pLH0pCVuMCvMPDPFWtyFeFroTPAYbmQu4XhEH47H 9iHsaDmnsiJEe5YgI6AUZzhbHwsrQXJoGVLDy5EeWYZjMWU4HlfGQlSGnLOd KMiWobxgGhVF06gsmUZVGVMxjeoqpoa3a6eVUEUF/T2qGqZQ1ShPRf0EpTSB ns45jAysYnhoBcOyZciGlzE8LPrOMA30IW8vQSZbxMDgNCYm5y+9Lx811AfE oFmSTxJnsGRJPnmK+UvIp4zyqRby4fzVQvl0Cvmw6wyx69ymfCY4e80o5LNs 44U1yucO5XNfIZ8nous4eEvyeeUo5COXkCQgyk7GOayN/mndLYqOsM8eNItj y+rGkn2EecRF5gqZv7bPVWn+0qN9dKSic4Gz14WdtM8OuX3Ob9+B01SL13aq RlkUHmNK5yNut0rKMd6+HUbKzE5GdTt0vv0cOlSPzrcin0B321ewUNslHYy2 1FCFPh+jtmUbVNl4dn+rCbWdptDfbQEbXVs4M2461vDUsoKvhjmC1EwQtssQ USp6iNmuibhvdiN+izLiPv0GsX/Ygsj//AwhnOWCvv5aCQGU0C8RRAXFKtTz tukcsP+F5B5zJHLkSj0SiYyjycj0Oo5M77N0zyW6JwfHfXNxyrcA53yLcMm3 lCNXBW4EVSE/pAa3wupQElGP8ugGVMc2oja+EQ2JTWhk6mObMHx2DrfPsxNf XML4JXblKxzic9bpnQ3M5W5iIW8Ti/l3sFywidXCO1i7tYm1IpENfp6POSfD /EUZlq8OY+X6MJZvDmOpQIaFgtuYuzWLGS6uU/nijalH6R8ZJnL66R+OX5c4 op2vo3/KpPfFHUy7RvP8iCcjP9I9P+LhyA90z/cK97yWu2fgGZaEe/rpnn66 p4/u6aN7ejl2dY/SPwOYaWepaqrG/cVpxbvq/CNyzo9SPH3MCOUzyfGLY1fQ MsWzIW85YfcRG/5IIZ+ndM8ztpxnSIx+Tvs8V2LNecHFPCX2Jc3DxL2kfZj4 l5J9XoorQoljOOLMiQTx5uDyreg2GYny4zqZieLNxKmZL+RHlP9GNA+QlkTZ JN1lNpk1fm4JqYlzzCRSEm4j0qkesXurEOJYipD95Qg5WIFQzwr4udxCmAcl w598elARtXoVfn65CAzMRYh4y/ewXMRG5SM5rhDHkyme1DKcSi9D9uVO3Mwb QknZFErLmcoplFQzNUzt1AcoqZviEllUO07ZjGOodwVD/csYGlzG4NAyBmRC MgPDouYMcjtI0fRTNL2Dc5iYWsLl902zC3X+MWgSpglMpG2ScV0yjRMKdPai 6D3T1HOqEqYRJ3T10jSDb01zBNM0zbz1O9Ns0jL3mIcK0zyjaV6IqkPLvFJU nddOwjaMkzdk2tZopW1adgvL7EGT9CyWEWq5L6dhitVNaBpj5CpMc42myd4t TKMnHVS+xK4jN40mo46LO3fTNqo0jTJObv2W/x2GdMuX3G6DkchbwyjDkIYx 3M3battgor4V+ju+hAYLjjrtpLN7FwxoGUNaxkRHAzo7dkJ7hwZ2f7EVal9s w64vdmHnZ5pQ/soImrvMYEjb2OjbYx/joW8LLz0bBOhaIlTbHJGaJohVM0Q8 O1kSv0fSVlUkf7UdyZ99jYSPv0DUR58h/JtvEK6jRc04UDMOLDoHHETH4a1E ysYMiQf9kXYklrJhyfE6RdlcoGyuMtcpm3ycpmjO+5XiMkWT7V+FG8G1yA+r R1FEI0qjm1AZ24zq+BbUJ7agMbkVzamtaIxvZckRolnGeNaqXDTZG5i+dgez uXcwn3cXC/n3KI97WLl1j4K5h/Xie9goERehX5CeVV+8NIrVnDGs5Y2zBI3z fmNYLJrEQskS5osXMFs0i+nCaUzxa5M3RzBxg2Unp5fCYdm5xLJzoQrjZ4sw fPw6NlpW8eT293g08j1l8x1l8x1l85qyeUXZvMCKkM0AZTPwAPMDlA0X2dl+ yqaPsum5Tdn0Y7q9FWNNlX6KY8vrKy8R7ddDz8jomXFmlq5ZQgynqRhFyYkN eyB3TcRjxEc+oWeesuU85e9OUvQzopQc85yikSdVJE5ceyAtXmzTxWv9EuT5 UNLKh/JjNAlvIq6ukvAEyn8rF9Fkku5JgkmlYFKT1plVymWRmUWIXw2sjAJh oWeEg9YHEWCZjyCKJoiiCaZovJwKEehagkjPIoTytyAyIBtePrnwDaBogima 8HxERBciOr4IiUkUUWo5MtMrcCyDjedYGc6er8e1/CHkV0wiv3ISN6u4r2Zq eJvJrRpDdcMk+nuW0dfL0DS9A8vooW16hpY/QC918wFvLqFrgOPW9Cqu/HyO Gjh/DU0B8Zyl5IIpd/JDrpYj8nWcJcGUUjCVFEwdq0wzBdNOwfRwjhrgHDVC wYyxykxRMHMUzBIFs0rBbLDKCME8sFccunEQkvF5J5k3lcbJR4kbb3a0QTaA 5l2cn3bTLUwd3VKqJndLsYYp8nn7xm4jthhD/sxzaBgN+sWAftGnW3Q4Q2lJ c5TwywX65cJOVZxV3oHjHJz0t23nYMTQNwbKzM4dHIaY3cowUt8OY3W2GrrF iDHkx2aGurCzsoKJsRFMjAzhYmMHF2s76HIu06W31LZslRqN2ufboLJFi47R gsonGtD76FMYbqHHlHfDSNcG1oZ0jZEDDhnbw8fIDkGGNgjXt0S0rhnitY2R pGGA1F06SOPfOX2bCtK/2orUz79E0qefI47+i9PVQoy1iTAMEtwcpD1V4yZU k+IRjPQjicj0PEbVsNN4s9N4X8Mxnzyc8LlF1ZTggn85LvtX41pgLXJD6lEQ 3oSiqBaUxbaiMr4NNYntqE/uQGNqB1rSO9GU3I6BM/wtEZq5vMFZapOauYuZ G/cwm3cf8/kPsFjwAMu3HmCl6AHWSh5go/QB7zeHmawJLF+ZxNr1aaznT1ND 4ipM01gqmcVS+RoWylYxX7qE2ZIFTFM3U7emMFkwhgn2nvEb/RjPYbe52kLd 1FI3nKtO5/L+A3h8+zuq5jUeMPeGX+GO7CU2hl5ibfA5VgafYGnwERYG72Nu cBOzg1TNAHXWP8VuM4KZ7j5MtTdjuKHc/02lOTdB1QxSNaw2AdNSpYkJWqFm NhATeoeaoWrCqZqIh9TMI1aax1TNY1aaJxTNE1Fpnopp6hmHqTiOW2nxz0SV EZsEafNUXNVbvMaGOklPeCyKDrfKP5NKukIsqZJU7kjNRS6WNWYZ4cF9sDYO g85OO65n1nC1tcABW0u4Md7WJ+HvWIxACsZnXylTguBDRQjwuo4Q/xwc9s7F UbYYX7aYwPAihEQVITy2CJEJRUhIKUdaZi3ST9Qi9VgFU4aU42XIvFCPnPJJ ZFMyOczV8glJNPXNc+jqWkYX5dJFuXRRLp2US8cgxdIxJMTSMbiEtv4FDE+u 4urPxbLU1IVG/3jOSRRLYDJqD0XKxaLtjFt6+1BisB8VFEstm0sTxdJGsXSz ufSzuQwrxDJpdRSzFMsixbKiEMtdhVikOclByMUHzymTF47ygzWSYJy8lWgZ b3yMl05emDZ2RhPlUkexlLLElKiboohSuSXEomGC67tEaTGkVoxwlWq5wmSp 6r0Vy3mK5TwhPc8x6TzFcnrHDqRTLLoclfQoBb2djOpOjjU7WUh2UCIUixqL C8UiPjbQ2g0TAz3sd3KEi52AeL+tPQ5gv0Is4vH6O1WgtXWHXCxbtmPXl7sk uah+oYVdn2rC4ONPYfLxv2PfN1vgo6ICR00DuOoYwYpy2WviiEMmDvAxtUfw HjtEGFsj1tASifqmSOV90jX1kKmmhWMqu3FsmzIyv/4G6V9sQdJnnyFJXwux TKIkGDekekQg43AKxXKSYmF/8WJ/8b5BsRRQLMU441uOi+wuVwJqcS24Hnlh TSiMbEVxTBvK4tpRmdiBmuRO1Kd2oSm9Gy2Z3WjL6EbPiXGMXdpgf7mDyex7 FMsD9peHmLtJgAseY/HWYywXPaY0HmOt9DEmstkZLs1gJXsWG7lz2Cicxzrl sVY2j6WyRSxXivfx46BVsY75coJftoTpknlMFU9j8tYEJvJHMJ43SLn0UC5t GL9az0GtHKPn89F3LIs/g0cjr2iEB8MvcU/2gmJ5QbE8x9rQUywP8e8z9BDz Q/cwN6Q4yXBwnmKZpFhkFAu/Z3sT7q8s+CueolpfeYUo3z7KhbOSP2elgDmK 5U2HkcslRpLLfXaYB5TLQ4pF5BHl8ohyeUy3MLEiT6iYJ+KATdyTD+mYJ9Ch ZB5LKnm7T6BQ4pmEh8yDd20lkW0lUS6WFEksG5JcUthaUiiXIweKKBYn6O50 kARjpW8FNztLuDMHGQ9K5oitB7wdTuOowy14UjZBB0sR5lUEf58cuHregAcb zBH/XHiH8HMRRQiKpmjiihCVXI74jFokHGOO1yI2swLRmWWIpmjE/kTuIK6W TaKqYR6tbcto7VhGGwXT2s1QMC19y2imZJopmZYB+V583NC7gOXNJ8h+3zCG eLaygQa/ODT7J7K+JKM1OBXXNRxxk4YpFIbR349ywwOooWEaaJhWGqZLGIbV ZcjiyHtHYo7Kj8TYvjkS44379vL56JG9Dy3jg6e0yrP3TPOCcnnJiP0LKua5 oxeWLN1QxjmpRM0ERepmnIlMUcDkq8sVk7NLzEVCMeLFNlSMii71okO9aMsV o6KOc+wuZ3fuwgl2l8PsKnqcaXSIu46qCvR2q3AWok7UdkBfTRn6GmrQ12Lv 0NaCvZUt9tk7Uy9OStw4KuGAvRMC+WN1hp4K7089GfB7qH+5jdkOtS+VofqV BqON3dSM2mcaMPz4E7leeD9fxm+XCvz5Zx5S18B+XUPsNbKAs5kjPMwd4cME mzkg0tQWcSbWSDK2QJqBCTJ5v+NaujihpoGTKqo4yXnu+FdfIWPLF0iistJc wpBxUOjlDDKPZlEvOUweFXOLeinFWY5G6a7Xkb73Kk575CMvogWF0e0ojutA eUInqpK6UZvag4b0XjRn9qH1WB/aj/dRLxMYv0y1XLmHqZwH7CyP2FkeY+Ty KrvEJGbOiBf6rVEtT6mWFcxcmsfKtUVs3FzCZtEye8wy1iuWqZUNrFax41Rx pKriaFW5ifmKNcyWr2Ca2plin5nk6DReOIrxfBkV00fFdGD8WiMVU8nuVIih M5c4Gr3Aw+EXHI+eczx6jk3ZM6zLnmJV9gTLskdYlHE8kt3FrEycNcheNCjO YR7HTO8QJrs7MdJaj9fPnwYoektH4x1E+w5TL+OIDphBdKB43maZaqFeQqmX MOol/C57yz3ERd6nXu5TLQ+oFpGHnJKkC2snxz6iWZg4cenb1LhHYkSSNg+x g1sqRKgk4f7PVZJ4h5GrJEVSyZpCJytwtDoPXZW91IlcKcYa1u9UwhxiDtsJ pVjCk7HboQVHlQD47L2F0MMlCPcthptnIdy9CnGQI7JHwE0cDSuFX1Q5AuOr EJJUi9CUWoSlMVRLGPtLUEoZ/JOKcfhAOJzY//0dj7KrLKO+lapoZzoZaqW+ R1SUul5xPLeOaqnlrcrOOTx79WOO3CSxirMya2mRJmGRAGGRFJQ7+yOXFsnX 2YcifReUGbqiysgN9XvEEOSBDjMP9NIig7SIGILGaZFpWmTe5v0hyFvqKm9N wq7ymHlCYzxlnjl6f0BteOOyuEn5eKLXxhOttkdRrm2DW2pv5GGKPCZHEgjl wVzh7Uuq+pSHLqWhg3PsKGcpkHMqGtyr4TQ7SuYOZVhTHrrsFXoUiL4QyC72 FIKpo6kLHW0D6BHUPQZ74GDtiP2OrjjAuDHuTiL7cdDJhft9cHfcy26jwoFJ RBVa31IiX21nlKH2lQp2fUOJfK1NqWhB+/OdUj8RAvGlQPx4f38RNVUEqKkw qghUV4WrrgE8DIzgaO4Ad0sn+Fg5IdjSEZGW9ogzt0WyqRXS95jhmKExTuoZ 4JSWNk6rqeG4oRWOOYbhuFM8jjunI3M/RXLwCiWSzxTjpE85zrKfJDtfRbrL NRw/cAPnjxYhN7wRJfFdKE/qQVVKL2rT+tCQ0Y/mYwNoPT6A9hOD6D83Q4nc 50DzkP3kEWZyn6Dz5BQqfKowFlCFBwmVeM51bF4MPJcpi+sr2MhfxWbxGjY5 5KxXUjDVD7Ba8wgr1Q+xXPMAS9X3sFB9B3NV7BGVq5guX8IkO8wEh6PxInai gmGM5Q9gLLcLYzdaKJJqjF0pguz8VXaTZxTIM/aTp5TIU0rkCSXCjjT8CEvD D7AwzH4iXhEvo6CGxMl/M5gZGMVUL79fVwdmRwYV73P3T8g+O0uDjCLaf4oG mUM0y0l08AqiaZDo0HUaZJMG4QQUcYcGuYv4qLs0yD0kRN+nQe5TICIPOAHF PiBVKdymxMmjRJPwC6nxD9hY4u9Lx13uITXhrhQlyR+fyA2S+HODJDOhwbJ3 FlFxZhw59dj/jUWOMJ7MUVrEi3HYoQHT/7Ubocq6yDLUQeY+f0S5BOHw4Qs4 4F0KV79SuAdVwCOsGoeianE4homrxaG4KhzxzMSRo5lwUjP4EM5q4j1B/ZyP orKFgmAvqaREKjvEcdqKLiGPcvaTCqascxFzG8+u/1weS03drCEJaA5IYg1J oUDScEPLCTd19nLQeXcEpdbY/WeDzgAHHRkFMioGHWtPxaAjryHrisO0d+3l AhEDz0OHn0lESbLIv+KBgxfmbI5QHkfQzIc3USCNfHi1uTuKdGxxkyLJZa5x ALrKXKFALlEgFymQ8xTIOVUdSkNbEshZCuQUh4TjFEgK24fmDlVoq6pDZ7c2 tNV0oa1ppARtbSP8ClrahrC0coOL02EccPKAm/NBuO11hzujxK2bEg7udcUv cdB5P/TVFUdqGT1KQf2b7UpQ/1qZ32f3txqMNj+lDZ1vdGCnrEdvqLJ8qPL7 0BxKQhlKkjP2cquCIA1VBHHvpamOgwaGcDOxgCvt4WXjhCAm0toBcVZ2SLaw QYaZBY7vMUUmG+3xfbE46ZKGk/tPcn8OJ1wu4cS+bBxzuYFTh4tx1rcSyfty WD9u4Lh7Hk4dykdOcC1KEnpQntyLqtR+1KYPoOHYIJqPD6H1pAztp2SYKtgg sQ841TymNZ5wqnmGmwFdaA4exfKJafxwYxJ/KR3A87wWrNzYwHrBJjZK7mCz 4g7Wq+5grYYTTy2rQe0TrNRyCqp5iMWa+1iouYu56g3MVK1hmtVksnwBE6Uz GCuewNit2xgrHKQ5ejCW10pz1GIsuwTDWTmSLe7RFHdpik1mnXVjbfghVmiM peH7mH97Dg1rkGwe04NTmOrntNTbD1lHK16/eB6kOLF7ffk1Ir1lnGwmKA55 7YgOEtJQiCOM4ghf51SzQXFsUhx3KI47FAcTfZfiEPwnxdwV1eMerRF3T+od d3mLdoiXIsxxR7w8OIE1I2ETKUISUiiKxFUlyRJ/QJLCFXt0EuiIfe98sZMD sJn1z9uG5AorHLWTu8Kbcdyhjj3/uhtB23Vw0UAXudZqyLDWhL+tFQKYg3p7 +MunD/udhrBXMYSjti2cdOTPUe7T517bDI7qBnDSMOC/yVlDH38HZ3V9OkQP PpTHLTaQW2wghRRIYbt8X9C6hJn157nvC+N30txSR2E0+SehWRJGKiqcA9g4 9iJf1wXF+q6oeDO37Hk3t/SJucXy3TPI0vM6UuM4KjWOdbt30rhnT0E8oCn+ IPeGo9wb9+y9MMOWMco0Mk02clk0MPW23qhlKsw9UKBjh2tqZhxT9iCLwsii MM5TGGcpjLNsHKcpjNMUxylVLZygNDI4uhxQ1YUGRx8NjjsaGiZQ19wDDa09 0DO0gZGZM+w4JinBntsPsH/vEbjtOwR3l0PCFi4eQhQuBxl3xo05wPFGHQaa 6kow1FSjLb5Vxm9pCWXeUsXubTpQ36oNff7AzHfuwSH++cIYb9qGaBkB6gpt fIhAoQyFNoI0VJQQrLETtgjR2AEvbXX4iuMytMYRWycE2Dkh3M4Rcbb2SNkb xH6RxA5xAicOnMfJA5eZa0wuTh0owFl3Di3O15BmdQGZjldwYv81nPK4iVvx 3ShJ6kV5Sj+qaIzazCFaQ4bmE8NoOzWC9tPDWBZvJJn3lNZ4gunrz2iNF8gL nkdbxkOs5T/Fj41P8JfeTfzQOor1wntYL73PfnEfaxxM1ms4TNS9wFrdc6zW PcNKHYeKOg4VtewEtewENZuYqV7DVNUKJisWMVE2i7GSSYwWjWL01hBGC3sx mt9Gc9Rj7Fophi9fp13asDn0iMZ4iA1mjbZYoS2WRthfRthfRjbZJ9YxM7wk PyFmcBzj/TKM9PRgZnRE8S6V/53K+I7KuI0ov2lEBcwjKvBNz2BChTI4sYQz EdQGExe5QWVsUBmbVMYmEmOY6DuUBhN7R4jjDn+CyXF36AyRTRGqJH5DCSkJ 6/xaSuIakhNX3+QDSRX/8Fei2CsVC2sDG3jYvxOFp0IUXoy3nXhvax+qgL+L +vow/v0u+H/Lhq2vhzxrDWTaaPP3yc5KCUG85wfwNjNngzWFvap4SsKeQ/0v YK9GeVASDpSEoxRx8QQnbn9JeejBk6LIaVhGdsMSGmT3ML7y/KZcDnHSThcD Z3PZJiiGgBS0BKWiNSQNhQQ/j6PILf03bcINdXvkz8d0vHk+Rhw2tXj3fMzs ewc13snBC3doAEkQtMF9RjhizvoIH8PH8nEN3DfwcQ22RxVW8EKdjdwMNTY+ qGIqrb1xXdcJl9WtcGGXGSuECc6oGNMGRjipaoCTHMqO0wYZtEMy7bCbJtml zmiYQcvADgZm+2Bqewg2zr6w3esLu32+sN/nAwcXhnvHfT6UgusR/jq5ux7G QddDjAdDQex3h76WJgy0NWEohePMbjXKYAc0GE1GfbsmowPz3aaw2GUCi53G OLxLTciBjUJtF39lAlhEhBqEGJgPJDvYUwsqkhqEGII1lBHjaIF4N0ckuDvC 29kBh+0d2EkdEb83DKmuaUh34/DhfgnH3DloHLyJExTCqYOlOHekHCdd85Hh QCk4ZePM3myc5zBSEtKEsthOVFAQVelDFIMMDceH0XxyBG2nb6P9zG3ca/sL Rm+uoz61B81pPbjBqfgG19e6S68wX/sarwZf4y+TL/C0QxzNeEgpENbqJxw6 XlAKryiFl1itf4GV+mdYrn+KpbrHWKx7iPm6+5itvYOZmg2KYRUTlYsYL5/D aOkURovHKAcZ5UAxFLZTDg24nVuO4as3KJA2rA89YI24z8HjPqVwj1K4i0VJ ChvS2XLTIyuYGl7A5BCHmsExjPRxmOrsxKuXLxCqeJa3veEeIn3GEek3i8iA RUSyR0RRDFEUQ1ToKsXAhK9SDGuIjVylGNYQF7VOOawTr4TodSW6YYOMJXGb FCuyLiU5VtwhOW5dHOCI58fxa1L4uQQhA1EhEqmGf0QivWAvjRr73plhpxOM 1e1oBQscsn9nBak6KKzgw/gK8P1sxVviG/1OFT5fcyHUoxisNHHMVhdCCtZc V+yt2WmD7awZKyk+5uY4ZGQKD2NT7NMRZ+bZ0Q+/gj3tYE8vODD2NMMhzrke Bpx1w8JR+L4SRF/YRJ1vEhr9k9kXUtHCAaPuSDRuvOkLVIJ4JqX6r45zipe7 vnnF2bjVEbkWbOSvOlsi3ivUwZqdQg32XkqSG/6ARVtPjNMCMpqkg/s6PqSe D6nnQ4QJ6qSe4CPZoNrGF1XWPqhgii09cc1oP7KNXHBZzxHn1C1wmtSf1jDF KY09OK5pjHT+2wO1TaFlvB+mDn4wc/SDuZMfLPf6wZoDnI2LP2z3+8OOsXf1 4/+WA7cfwNHVFy4HvOF+4Cg/d9DNE//M7RGGajhwCLZWNjDQ0YahrjaMGEM9 9oNtO6GxfSc0pahy8DCEuTqVwI5iyV7jyD7jRxsIIyhJRhBFYRcCGIUXlCQv /Oo9L+zkfgciLQ0lL8S7O/Avl8CtCRL3hSHFNR2JrmeR7H4FqQdzke5RiEyP Upw4XIkzXjW46FePLO8aFoU8nHG7ieu+VSiPaENVVDtqoztQTzc0JPagKW2A IwbLwplRukGGqpQe1Kf1oiW9FzXxzcg6nI9sjhiFl1+jt+l7LI98jzXZC6xW 0wWVdEH1M44U39EH39EHr7FW/0rhhOeSExbrH2Oh/p0TpoUTqoUTljBWPo/b ZdO4XTqG2yUy3C7uw+2idtwubMTtvHLIruVivLIVK1y+VobvcqS4I7lgXioI G3SBOJ1tRTpvZFxGvwxNYmTgNgZ7+rG5vh6uOKK5vvwDInwmEek/Rx0sSTqI pA4iQ1YRFfa+DlbZE1blSohapQ5E1oQR1sT/fcwatbAqhZNGLFlPihPUx4tb gv9EwX8C+f+fsLN8c5jhDfvOZN+e3CvYt5ePDkffawQ+ZNmX8WP8mQDG6Hcq 8PxKF6d19SkALRy31yf5NuLSiuLt6EMogVBG7KWPlMSFF/Eb6ZJlIVIsEGLL 2JgjxNocwVbmCLI0w+rMDArk7MdLO230n81DvV8yGgNSOVCmsQ6ko8DsMHLJ /S39/awDB97Wgab3Xp7RLx1cOIxRK/ms8JZ9Wzn7y8yq3VEF//yYkVkdRh9d 0cfH1PB2LR9TS/BrbbwYOfA1Anim0tqP0PuinCnl52+YuOMq4c/Sd8J5bRuc 1bHGGR0rnNS1xDFdc6Rqm8Ce33uPQyBMnAJh5hwI831BsHQJhNX+QNi4BsL2 QCDs3AJh7x4AB8bRPUCJG3/8Dxxw98FBdy+4SznK257MEdja2JF1PUYXhvqM gT50NLTIvQo0xevelXfCnO4xp4MsOJdYkn2r3cY4sltdcC/H/u8VyL8fMS9w VtAk91LIvaac+w9IvaOSBP0eJO+LQMaBDJaAc8g8eBUphD710C0keZQh7Ug1 TvjU4VxAEy4Ft+ByYCMu+9fiVnQ3SmN7UBXfi9qEPjQm9aEluRdtTGdKL7r4 cUViJ2oJfVN6H9oy+6Xrm2d5VuJySAuyj3WhpGAR3bWz0rOiKxVPsVJF4Gso gVpGQF//msC/IvAvsdzwHEsNz7DY8ITQP8Jc/QPM1N3FdO0GJmtWMV61jNHK eYyUT2OkjIt3KVt9KaEv7sDtW40Yya/A0PU8jFY1Y1FG2Ic3MT+8wcVfnCYv P3d1gsCPSSdtLOL20CyGBycw0DuMzvYuREq/yn+nIH4KEf7ziAhYVhC/KhEf GaqgPpywEnklwbuSAF4J8dGrNHMCtwkC9FjuBeaJAvPEePG1xAR+TiRRCh/C G79EgH87dHYqcN8px93GwPYDifP/hiNk0vP/SroNSbdh3efs+rsd8NiiixO6 BrhppYNLtmpUTYiDjRJCHWx+yY21uGUl3tuU31Jc4EuKnbjaFyn/UMG5GYKs TMn4dP77iP8Xni1vosYnCfX+qWgKSiPm6WgJzUAB2/xNYl7E5b1MsbyLJyBa TA9KT0D0SMcQD2HYUo65WOLFcUQx388pUF+0laM9zzV9gPfrZnqIYTP3Vbx/ NaeEamsvruPeShLXO7n1U9DthzLeLmWK+ZWblkdxicv2BWMXkm1L+Vnzv8Qa mXpWSCPhgQa2MHIMwR7nEJjsDYHZvlCY7w+BpWsIrA6EwMYtBLYHg2HH2HsE wYFxFDkUCCcPkQAcOOgDdw8RLvUeRN3jKPbuc4WBvoGEtpGBHgyM90BPzwAa yqrQ2KEKo92asNQygLmWGSw0TWGpQcTVjeGoxuWddPszpFxJQK4k0f2BfHnX VJX4VpLo/kDiO4idn3TLGcfHUu9PdibirkTcjYi7X+V6nofMw0XIOFKGjKPV yPStx4nAZpwJacOliE5ci+5BflwfihP7UZ48iJrUIa7dHP4zZGhnBo6NojG5 H9VJPWgg8i2p1EB8C857FiPLtwGXkzqQk9WD2qIujOd3YO7aMBYrOeRXf8+O L66GvUrA/0C0X2Ol4TXxfkm8nxPvZ1gg4vNEfFaB+FTtJiZq1jBWvYzbRHy4 goiXjzPDRL0fIyUdGClqxHBhBQZv5GK4qglz4hnJYTHov482H0+8Rzj8D8sW MDQ4jf7+MXR29ePly1eIkn6V/wFrRDxcIO63ICEeQcQj3kM8kohHhcsX9mgu 6jGRYtUWS/uH0uIeFy1PfAzZjo+VuI8j0/HyxMeLT4tFPU4CXG/XEQlwEe0d e+FibkW2LZQkwH/9HuDWBNz6rwFXkgj/DQLtBePb4faFLjJ1DMm4LgrslBHq aCMAR5iDWNTDHG0+5MYav+XWSlyVVGJeRFwOK8xexAJhXNpDbc0RamMmIZ8V G6nAPUHaOWGxkT9b3xQ0cEVvDEpHc0gGWsIycV17H/L19qOEK3o5V/QaY3fp 6F8LV/ROs3dDvozojliJQZ8rO+v5tI0CeSIux/wQ2qmFDt63k6iX8+MKNoBK ol7BwV1U9QryLPgut/ZHGVNqIy5a5I8iWz8U2vkh384X2Xz82T0uOKVnj+O6 NsjQs0EqWU/QNoOBYxgMncNgzDnYxCUcpq7hMD8QDkv3cFi5h8H6YBhsPZhD obA7HAIHxvGISDCcRA4HYe+hALgf8mN8GTJ/yBtuh7xgYGgIQxEjZo8pDE1M oLWbU76KOjnXh5WWHiy1jWGh4N2Ky7vg/YiaumCdE76GHHZOagGacs7lrP+c 9yBNZcS5O77l3QHGSHQKR7oLWT9wDhlu2cg4mIeMQ4L1chzzrsZJ/3qcDW7G xfA2XCTrV7mMZ8f3Iy9pAEUpQyhPl6Emc4Qz/QhamIGzs6gg49UpXOZTuZRn 9CMnoBTnvapxMbINl091oyC3G31caqeuDmAkq5esf4fl6u+wQtZXOO+vsL8L 1pcbXpHzl+T8BTl/hnmyPtfwCDNkfZqsT5L1cbI+StZHqsh65TQzTuaHMVze h+GyDgyXNEJ2qwL9eTcw2ibDtGyVczu7+vAyxoYF48sYJudD5HxQnP00NIfe /kl0dMvw8tVr+QHs/wdXzq0hjIiHE/FwIh5OxMOJeESoAvNwBeZEPDpSjnmM WMpjpaU8jst4LBMXK4XLfJzYEPAPEMttbII8bAIJAnPXvTlvMTfRcMA+M2uy TcyPSFcyP0zMj0gH+60F6koS5799W9ilpZyIC8yDGJsv1ODymS7StQ1Z3vVQ 4KBCom2VBOG/QLijjXSpTxvpIp4iShL1f/eWekF7+FvazREmaLcl7TZc3Gdn FIfzEhWvgqz0TkKtXyrqA9PRyIW9KTQTNZ5xuK7jggJ9V5QYKmgn6WJ2F7R3 cGF/0+HF8X6xwN8m6WIon5SIP4Jh9vNmcw+08H6tvF8tU8r7lZL0MisvUu3D +CqhlJj/K0oIeTFTRMhv2fqjgMkj6DcIeo6dD86ZueGE8V6k69kRchskEHRr PlLfKQKGeyNh7BIJE9comB6Igrl7JCwORsLKIxLWhyNhw9gdiYC9ZzgcPMPg eDSMtf1oKH80jkdD4OQZDJcjgXA74qfEjS8nd7fDPrBxcIahsTER3wMDU3PG DLqGRvwBC7wNYKWtD2vGXMeMHxNzTS7rmsbSUdQ3yzpJhxz1X3P7DvVATXl1 D5Jq+05+rPyBYF1Jgt0Iifu9kL4vAxn7z7O9E3P3m+9hXkPMG3CGjf1CeDsu R3chJ64HuYl9uJnUj4LUQRQR89JjI6g6cRv1p26j+/Iyytjcq9L6pdcUtBzr x5mjxJzN/2JaJ7Kvcnwv7cB4bg9GLvVh6GIPxm8uYqmaSNcwtUwdU//yPcSf E/GnRPwJZhseY5qYTxHzCWI+RsxvE/NhYi6rmmbGIascZvogK++ArLQBQ0Vl 6Mm7hvEhLt8yNnziPTIsP9FRnHc0IFtCnzjvaGgB3f3TaO8ZxcDIhKKV/hZr Kz8i1G8WYWQ8LHAFYQrGw8l3OJfxiHAF52Q8SnT1aAF4DAH/BWIIdwzhjmVi uH7Hxgm0Y+JXP0R0vLiDWKy1dzjDRZDMFZM0Q47zP0urtsD5b1duGzJt8zc8 BzvYYv8uAzh/ooMUTUPkWuqjULoUr3hL3XAn218gwslGXGtcflFe67cXspQu yhtOnIk9/wLhdgJoM8JsikvxkfgZyVp4yppe5ZOC2oA01HPdbuC63Uiaa4/G ocjSS6K5WEFzNWu6oLmZVb2da3c3Ke3lmizWZolort2jCqIbzEg+SW7kfRrN D6OIt4tY/YvZt4utvBkfxhdFVn4oIsLiAoOFNgEoYG4S41w7f1wjytlE+bKd N7Kc/JBh6opUIydibAMvI5rTMQp6e6Ng4BINI9doGLtFw8Q9GmYHo2FxKBqW h6NhdSQaNp7RsD0aBTsRr0jYe0XAwSucPxtH7zDBs1coHD2DsN8zEAc8/ZW4 8cP/C8cDHtDfY0KGLWBgZgkDcwvY2jnCyoBTNxuVpY4BrBkLHfGx4Jksa3HZ 1jSSWPaTOBY0fyjRLFgWSzejJMH8i7c4E2XEEuI4adWO46ptiIR9XkhzTkeG C1ft/cTZjau2xzucTyhwPh8hxzlbwrkf+SlctdMGUZo5hIrjMlSelKH61DAq zk6hhDhXpPej7ng/mk4Q+5gunIttx8Vz3Sgs6MZAaStkl/sweKmH6cbYzQUs VBHdaqaWqXuBxXpiXP8G5WdE+SlRfoKZBnFZpgeYrLuHceI8WruGkRqiWTOP oeppZoyRYaiqF0MV4rq89RgsLkNnXjZGhog9IyPSg0wfI87x6RZn+AwuoqN/ Fi094xgYnUlSkNzW/BShAQsIJcWhpDiUFIeR4jBSHE6CI0hwBFfoSBEBcZQE cRQhjhaJlScqVkAcJabuSInn/U6nYaNvS1jNBbx2Fh9IB8/+6S29igWZ9Nq8 o9f+PXpJrqA3hHHdrQ+Hj7WRqGGIG5YGKHRSF8uweG/sCG4jnOVRkra/4tYG kYzYk27pWrUCcLFXEhd/5EYCO0KAbW/+FuzV2WnkycGW//+YS/N3lW8qagLS UReUgfqQTDSFHUNr+HFC54V8/QMoIthlBLuKYNcR7CYu060Eu4PQvoNbvly3 E+Aqgl/Dr9eacc5m8nmfAgtPFApRWHqjgEAXWPpxz1gTZEKdR6Bv2AbgOoHO Zq4Q6ixbH1x09EcW19qzrsFINN0PX1N36OxPhI5zLPT2xUJ/fywMD8QR6jjs ORgH00NxMDscBwvWDEvKydorFjbesbD1joGddzTsfaKYSDj4ikTA0YdrtjfB 5iLtepTxCsD+o/6EnOs/V2Z9c2vGikQ7w9FxH+xtxBkMlrriVUBWuoaw1jOC ha45KecqrUOqtY1wWENcUVmw/YFEt2DbX1N6RQ+3b4q5imKllmP9gQS2EbcO Etjxew8j1TEN6XuJtctVrtTvsM5UYH06pAXnWMazornKxnXjulilU/pRmDaA ksxBlB8fRNWpIdSeGULD2SEUJ3egPKMH1cf7UH+aaJ/qw62TPSjLHUXrzW6M Zvdi8EovBi4T8UtdmCt/jrlKcVltpoapZeqYeuJcr0C6/ilX5ydE+hGRfoBx rtJjxPo2V+lhYj1ErAdrppkxRoZBYj1Y2Y7B8noW/xJ0lJRiYHAZ/UzvkEB5 GZ2Dy/JzawYW0dI3h4auCTx/9T1Spd/ZX6OVTF+6eA8hwSsIIc8h5DmUPIeS 5zBx+CxcmqkjOFNHRL8NoRCDdQRJ/g3CuQ2PXcGV6/fR3vUCh0jHEVIicBZr sqedWJPFU2F/J9HsSZI9FUR7K6gWRPvZC6ptSTU7tED61wjm0hviKKDWg+1H 2ohVN8J1S0PcctJEsuMe/g2c7X5JfvkAAfFv5Rg7y/GVR34F1whHS4njCAcF xfamaCu7pQA4WbEyd52+iUq/NNSwY9cGZ6COq3KjAuDK/WHII8CFhm4oNXJH BafqGgJcT0CbCWibBLEHughwL1fn0j1uKOfXK0wOodKUq7HpIeQS4DzCm2fh zfggz9KXk4Mfcq38cYPgXie415hswnuFK/IlTtHnbX1xfl8ILnhE45xHFE4T 4KSgk7DLqCW8KdB2joOOSzz0XOOh75YAw4MJMPZIgMnhBJh5JsD8aDwsveJh 5R0Pa5942PjGwZax84tlYmDvR5D9IsUTZH4R+B9csYOxzysY+70C4UKA9xJo c1cf6FvYwsZ+Hxwc98PByQUOzvtgZWxOYI1gqSfgNeDelDhzWdblsqxjDFdN LfgSXV+NXXJ6fw0/8uovrcgqCNAityLkNoDcxrg5fiihqy+hm2yfytX4LDL2 XeFqnMsZ+hYyDhNZrxocJ7KnuBKflZDtwJW4LlxL7EUe5+PC9D4UZ/aj7MQA Kk8NoObMIOrPDhLbEZSldxLZLjRwXm483Yv2C33o4eory+7DSE4P+q8Q16vd GMqRYabsGWYrmCpxWWmmhojWMnUCVa6+zHT9Y+KquGorkR2rvUtcN4nrGoZq OfvWzmOgdooZw0DNEAaqe9Ff1Ya+8lp0Fxeho64N3QPys+Ha35ys0r+Mpr5F NPTMo7pjAs9efZ8p/YL+Cq2tL5CVdQ9BISsIJqnBJDWEpIZEiCE3NFKspqFE NYwJjZY+Fy19LnoFl6/dR1vnC35OfK8PsTQ7g8PvUFWSOP2Xty9keUOqfO21 ebf2vqMUgYRUWnsdRewQ4mQHVzVdWP1BG1FqRsixMMItZy2cdtQRpEJQasfN XvG+zVF7bXnLVtq/uf2hhPFvuLWWrnAqLsIc6ShiyVgQX3P2bC7AdqZvFt8U xYtn5xp6UU52qwIzUBPMNh16jOweRwvZrfdO4NDqjXyyW0R2S8luBefkGhMP NHABbiK7rWS3miwXGvM+/FoxuS0xOYwbvE8O+c0x98Q1c29cI7fXyG0Ouc2x YnO9SmB34jK3WTZ+uMCcdwzE+QORxDUGZ4jtSWKbEn4BYU2PENb8GPbHG6Fz II3YJkLXNRF67kkw8EiC0eEk7DmSBFPPZJh5JcGCI7+lTxKsfBNh7ZcAGxH/ eNj6E98A4htAfANYsP0jYSsKtXcI/n/C3jM+qivN9l6/AuwOc7tv98Se3P17 33vnzsyd1A5tu91uGxBBEkEJEEIIUACUc84551hVyjlLpZxKCVDOIAmRozG2 2x1n7re79j5HErhn3vfDOnWqJJBUddb/Wc/e5+xz9qoPzohazPxxySseJ6xp 11MOtOx5WtYeNrbnYGV9Cub7D9Ouh3CC1j1x4DCO7TeXtj3+yWFa9yBchW3F IJji3Z+JyWsP1bOK3uHztxDiYEPfijoeSssqxhV7kTZBrLmZSDhTyJpL814Q 5m1E4pU2JHsYkObTi0yaNzd4CIU0rzaKUTp2FFUJY6hNGkcD62pz+gTaMicw UcPOs+UxGhIGGa+H0JE+jK5MI/rzxjBWyBrIWntDZ+TjCMaKh/Fg+CluiVsq N9KkzVQrjdr2qbzF8nIHO+BO5Y6mi9RC51Np3NmOx5iheafE3SsYo691bmCy cw0TnUsY75zDeMd1jLePYry1H6NN7RisrUZv37S80qyH6qLEBSIdoxtoHVnD 6NwWPv38l+ny6NyD3oGX6Bv4HH2DYskSbvegb0isW9I39FJ+i+JJsd2HzoYa OKvOdGER3S2gf/xaAb0sC6jFTgH1sLJUrGkjrGkFb1py25Z+1NWjR3HsRx/B X1z9YX6Y1vwYmWfEeWV0pDCk1R7pxD3Si0G2SjIWpj2pkVZkqT19fNeMp8zg b2OKO2vL6nmpSqiwwYvbD9BILzbTi630YrtvMgz0Yi+9OBCYim7XKNRbuKLK 5AJqD19krRR1kn6k/zrpRz1rZxl9Wn74EiqPMPDSh/n8ngJTZxSaXUYhfVh4 jF0qg28ha2fBCU/kMfzmsoZm05fZNt7IsQ9G1sUwZFwMRRqVTCNGB+bBr+dT +Pe9QEA/NfAZ7FMGcNA1l4aMwccXYrD/UiwOOsXikEssjlyJhenVWJixWzd3 i8Fx9xic8IjBSc9oWHhFUTSkFw3pxZrqFUqDBuEk+9sTNOJp92DY+KTAJTgP +tweuDgHwPrMBZrQAadsz+PUWXvqHI4fYQ2lAY8fOISTB0xgfkA8Zw3df4Rm NIHjhx9IM7p+KM0oTkJ1oxvdVXl89C6jMM34T/Ay+ZB2PKVKsWGo+hh+xh2x VhmIP1XAGKxnBK5GgmODMu/kbkCqTw8yAvqREzyAgrAhlESNQB9jREW8ETVJ o6hPJV3TxtDCmnmz/0tsDP4CC22P0Jg8gNa0QcbiYfTkGjFcSIuUsIbqaMWS IdyomsKn07/EC+rx2Je4xdq52EzrtVLyDp7PNFjoeMrCM9/xRN5CTzhxuuMR pjoe4HrnXTpxCxOGDYwb1jBmWMJo5yxGO65htN2I0dZeDDe1oru6Ep3GTbSP bqKNauF+0/AG6gZW8eKLX6NUtaGjhal0lovsNIWvvvOfFrzLdNNVWfAs6axX XWW57SqNtNWb0lj+lPmPPoTPu4dQYCaM9QkybQ8qxnpDLCjOXvis5U7Rs+Cj IlHolFt689vosGDhr9PCWyx09NdAU43qrXj5YCm9VUdvNdJbzfRWK73V4ZeC Lnqrj94aDEpFD4tGHRu+CnqomrWujt6pOXoBhaxtxfRcySFHaA87QXfEGVlH LiH7qLjB+xXqKnLoq+xj9BC9lcnHDPFo5Y1su2BkXghDGpVCXyXRU/FUREA+ PfUZC9tL+Pe/pKeovs/gmD4Kp8xx2IQ3Yb9LKj65GIv9TnE4eDkeh67E47Br PI66xcOUf4u5RxyOecbiuBflTY9Jseh5M7N6s/lkk3nMNRDm3glwCitCSloL dPl90Of1Sm9Zn7nIwkadpb/OstjZnYeVzWl66QiOHWRBO2iC4wePwvygGb11 ROZVu4/EjVOv/vQne2itn/DtF65yY4Vzp4Sh3H/2NnyPH+Sn42CzTxrqQ0Rb pCHOOh8Jp3RIOFeJhEv1SHRpQZJbJ5K9e5Dm34+soH7khQ2gKHIIuphhlMeP oCpxBHUpRjSkGTFSdQtr/V9gnaVgc/hLHv0PGVX7aa0BdGQPo4/d4nDxCIy0 z0rVKIZ1ExjRT8BIjZZOYKx0HMOseEMlkxgsvo6B4klWyDWMU7Ptjxg/H2G6 /SGrGP3TcY9V7A69c5veWceoYRVGwyKMnTMwdkzC2D6M4ZZu9DU2o7V9BA1D m6ijagc3UNm3huWtF8S5Uptubs7jFrUutDGvwfr6PI/wly+f7RSwj9UC5iRt xuJlqRQvYTGNPBnqT16z2JVXbWa9bTMreJ1Si9fp3eLlx/zoT5n98EN4vHMI eaZH2AYeQObZQwg6a72XBhNr1IZwu72Af4jiO8V8e6TfvsHtSem34DN025nj SkUTjjvNWGlzVHVbonz4EwzlVKPeMxGN3kloptNa6bROVrLugFT0S7elYSQ4 DW0OAei4EEiHnUcmK1m2yUXkmDgij07LPHQJKYcdkUqXpZleQarZVQ03rmxX 0619kWbth0z7MKSfD0OqA43lEI4EmiyOiroQgsCyBRqM5ur9XEOHfUHSB9Br gX0vcUW7COesSbjkXINL7jWcTujEsSA9/RaHA1cSYOKagENuCTjikYCjngkw ZSA086bfvOk3n1gqBuasYWaeMfJrF+Kr4ZrCDiu3F7qCQejzByjFZ0EB6bC2 vUR/0Wd29Nk5B1ifs8cx02P0FevXwUPSZ2b0mDm9doz17OxHP8OVD36CKz+l xEmQV8XGlQbbq1rtHT6+DR9hsyBhM3oNHyDcMhyxlnmIs6LNzlbw7ahDgnMz El1Zrby6kOLH8BjUh9zQfhRGDkAbM4jSuCFUJg6hJmUYHQXTWCKTVsmjm4Mv sTH0OW6PfI4bjbcwqJ9GexYtpb2OO01LuFVzDUvlwxjRjdFmY7TZGEaFShku pUbl1wZLJtBfPIE+qqd4HN3UcI3o7O5jouMuxlimRjs3MUKbDRtWMGSYZ3c3 jaGOcQy2DaKv2YCOukZUdMxA37OBnqmHWLj9gkRXrpDa2JrHJtXeU4JOqqu7 BN3dWvRQvV2UQYu+TqqDaufz1hL0tpSgp6kYd27O44vPnhFQSpsoAyQ96CI9 qIzAXFZPR9wj3fdHO/5zpffcXvGep+o979Pb/rOm/6gz1vSfNUx/+AGuvmXC miH8dxCZdkeE//ZI/+2R/guxExL3zBDbfdKLovztSqRK2lEj3bhv14tnhA/N 4X/KFKoRlc73JD5l2avmIVxHIzbQiE00YiuN2Mmy100j9rHsDdCMQzRjs3sU tBeCUHTOH3mMgvnW3siwcEPS8atIYjxMYmRMtfFDmm0Q0s6GINWO8fBcKJLo wgQqjk6MoSIdQhHsVwBfw2fw634Jv94vGB2/hP8A1fcFy9yXCOS+B/sT55wb tOAULudTPPyuFE7hSvEUziS141RsA05GVsDEOx0mhMlhL1qSpcw0KAtHAzJw PqEa55OacDWrGwGFIwjIH0RAXh8iWdp0hUPQ04o6WlHH13S0psuVYFjbOdJ+ tOO5C7C2d4DlqTO03hFa7xCtaIJjJtw3OSqtab5/Py5/IMZML4srmRQn0n6s fDSgKw14VY6aBp632StsiB9yKzB6EVEncpgbSxB/uhwJ52sQ79SEhKutSPTo QLJPN9IDe5Ed0ov8iD4UR/dDHzeAcrZp1cmDGG+4i4UetmFM22tM2mO1a2jL GUFH3ggM+UY0Mzv28PlYkRhvGcGUbgBGLQuSjo7TG/nrGvVGDc1oFHsj+EMY dcP0IRs/lseuolEYio3o4L6hfBL99PJQ5zoGOm9Sy9QcBjpu0Cuj6GllaW3s hHFwBDMbL/Hos1/BQl2B+/adeVyfMaCrj37rp6+oPmqgT4uhPh2Ge3UY6dHB KNStw2gXZeB+J9VBtWkx0qplGaWaSjDUUIK5IQO+fPEM77/a0Ek/mks/iiuP +WFYnhCbk+zqLltaqIa0hKv1tiGtvmZIaxrSWjGkasYAWxryR+/B+d9MkHHk KA1pgjrbd6UXaS476zeEGTXSh9/hc/rQ7nUfyiB69qRSFm1pQ1va0PYYrcgA etqUb2u1Ep6RIh+O8OOcQBWP4BqGz1q/ZDTQhS10YXtgCgx0YTeVY++HPIcg 5F8MQeGlMBQ5RhAUAYi38WJ28kXCaX8knAmkghBvG4LYs6GIpgsj6cJw+1CE UoE++fDVzsOn8zP4dtF9PV/AT7rvF3TfV9QvGDa/QuDgL+Hb/hTOuTNwyZ+h +2ZwpWgWl4tncaVkFld1s3DTz8BdPw8Pyqt0Ht76OfiUzsKHr/vqpuCnuwF/ 7TX4E/IBPLAUFw7AP0c4cJjFcEgWRG1+P7Qshlq+bnXWEVbn6EL7i5Rw4XlZ DM0Oimszjpkc4jtuamIqn5sd2A9nOtBF6KdC7+Lyh+/SikLv0H9Cb/O1t+Av loEMEFakH/E3CKQhA2nHMLN05s8ixFqXIf5cFeIvNSD+cgsS3NuR6N2JVP8u ZAZ3Ize8B4VR/B1j+1Aa3w+DbhHThmeY636OwcplNGQMojlrCK05Q2jPHUZn /jDaMgfRyddGCoYxydx5XdfPNq5f3GmXjdyfsgCO0JLDUkb5yO/VDfGrlHYQ g9oB9FO92n50lfSivagbLUVdaCvj1zrmMTm0hsnBRUwMTmOUx8/82Pj2FcKq Ef8CW3fn0TtQItU3qEU/NThIA1LGAR3G+nUYpyaoSRpzksa8RlNeoymv0ZTX aMprNOUkTTnZxu9r5ffTlONNFE05VleCpUED7i/P4SfyZ76hGtPsNWNu21Ij XfkNtRfc9qUVPGysdkPqaYZLYcpvwvfM1235Ni7+iwlSDx1F9elDqDv3vpj1 tLPeJyy5V1pSbC1ftaRGevJNVky68azixm1HBpwxoxtr1F4Waeqk4xLfzr6C GlT6JqGadqwLSEYjrdgSlIIU2jCNNsxgjMxkz5Z9KQKJZwMQYeWFCBtfRJzy R8TpQISfDkKYbTB/VDACWBD9KZ/YNngVzcC79VP4dHwGH8NL+HbTgj1fwq+f 9uv/JS1IDfwKAYO/QuDwrxE48ms45c3CpWAOLkVzLIDzuFwyTwtStJ4bredO eZQuwpPyKl2AN5/7lM7BV1hRv23FSQSUjCOAfA8oHIS/sFzRMLS0onbHhn3Q skAmx1VIG1rZC12E1XkHWJw+A1NhO5rQ3OQgbXiEOgxT2tDxfXHmnhONuAfO tKHLh4r4cX8ozua7/OHb8DhmAj97G34+/uethRmt8SP404N8ikCG4MhjBYi2 LEWsbRVzeh3inJsQ79qKeK8OJPl1Ij3IgOywLuRHdqM4pgc1GeM8Jp9guG4T lcl9qGG/V5fej8bMAbRkD6Atd5BlcRCtGX1oTR/AABPAeMkgrmn7MF7cQ38N YZBeG9IN7aHpBvF92m4AQ6oGabsBfmufrg+9ul5063po+2606wxo1XWgWdvG WjWK5esrWLo2h/mJ65g28vns9Mnts3TuztFxJRgYEmLpo4aH6DxqjJqgCyep a9T1AZ0GU7Th9zBNI87QiDM04gyNOEMjztCI0zTiNI04RSPeoBGvt1A04rUG ikacrCnBeGUxvvr0Kd5RzWjYNqOFOa33X5nR8vfNeEqY0VoUSGlGjfThm/C3 VZx44aMjOPdPJkhiHKo6dRh19h/K4mgj6qK47CrknA1lLSWeWcvgqpHG3KNY 086CL4nUKpy5T/Hm2V1fDjTv+DJDXVPs2dYDLPSzVyisQZl/EioCkhBh54to +0DEOQQjnuEy8UI4gqy94GfpCT8rH/iyFfSxCeBfEwCPU4FwD2+Aa0Qj3Ose wqPxCbyan8O77QX9SC92fUE/0ou9v6Af6cP+X1G/phepod/Qi79FoPG38Gh6 COfCBfpxkeVwEZd1S7iiX8LV0iW4li3CvXwBHmXL8Cxbghefe7Pd9Cmbhy/L o2/pDPzoSX/ddXpyguVxFP70oX9BH2LpwRKG0xL6U1swgBL6sYR+LM7pQlJc GSylJy/RjxdgSU+amR2jBw9paEoTVsYjtKRYyfAS7Sjk+MG7NCX103doS+pD obe5/zZ8+fn42guJz9ae8PSjD3/IrRX8HJhpjsci8oQO0acqEWNfh1jHRsRe aUasRxsSfNqREtCBzJBO5IQbUJZixAjfkuqMUegTelCe3IOqlF7UpveiPrMP TVn9aMnppyP70cEE0MSv9XB/tKgfE6xsk8Wd6C+hQ4Vovb3SfN9jLO3ja5S2 lzbsoQ170K3vRpe+C516A9r0HWjRtaFJ14LGknp0Vreykhlfu8D1uHqB65df PsXAYDGGhkukhocZMSnjMCsaNUldo27Ql1NDekwP6jFDzQ3oeYTO9et5hM73 6jHfo2cAp7q4T2NqME9bfgtz7TrM0pizNOVMM41KY07TmNM05hSNeYPGXO3t /B/q5Tafff4M67fnpTao1s4StBlK0M7Hjg6qnWor0eD2+jy//fateXz+mTIo lBYWtGtpi+PblhaO3iMd/Ycy8l61Fo62gjvd7HFKdfRp653I66PWVj9bG7ra hq62oasPw/Z/H0TcwaOotDmCuvMf7bj6nM0bwsZiT9yrMUTmXjX72u24Wdhf mtlONfNZmtn2NTMrdxo/hLGxKcQnlCAhqQJJKbVISWugmuHkngpn71y4+BXD 2V8Pp8AKXNGtstitw7ViC27V92neR4p5W3bN6yPM20PjMsf6sYD6D/ya+i38 h36LgOHf0bjU6O8QNPbvcKZxXUqWcVlL6ZdxpXQZV8uX4Uq5VyzRwCvw4L5n OQ1cvkjz7hrYTz9NsaDqmG21Y/Bns+RX2I84Htli+Xlh4GKat5hmLlbNW5Td icTYUljQvJYsqJYOLKgO9nTrYRyld01NDuAwi+nhgwdw4T1ROC++/64Glz54 h++lI63rSMsKOR/4Kbzl7aN85O2jfOythYW3pYEvXfy33FrBRzj5zEWEmhYh wrICUbY1iL7QgGiXJkS7tSDWq411tQ2pQe0oih9CX909lKYMoyjGAG18F0oT u1CR3I2q1G46uQcNmb1oyu6lk3vRxvBQl0QXZvViqKAXY6yn43RxbzELZkmf hnbu28NNL/47n/egTyvc240eOrebMtC9HfpO6eBmPR2sb0GDrgn1JbWoLapE VYEOg129mJ+ZOa5ekjo728niWUzTlsA4IqTF6AgLKTVBXadu0MDT1MwwjUsT z9PAC9TigF6DJXr4m4x2eizTx8v08HI3RR8vGfhILdHJix3C0wt08jcwTy/P N2sx20jVl2C2tgQzVfRyWRF++fzpD+Vv9k05wrTJjreztwQGqqtXi26qt4dd L9XfrRW3fO3S4tsYMDCAd7IT7qDY5Q60lqC/hWKX62q5H64Wh3D5pKk0Nuuz hdrN/qnSzVpa/hfWtt4u1tLWMjbbvmLts8Lah3DqHw4gav9RlNscpbU/FsZG MOvAPlmt98qbBYXsSrH6vl2bnxPaKdq7Prfb9rn57/vcFDO37qCg8xoKuxZQ 1LOG4r5NFPffgzd94pQ9COe8cYbbafaWi6rPN+jDO6/4/Cl9/im820Vg/hw+ LNC+okAzKCs+/w38B38H/+F/R4Dx3+lxauw/EDT+H/BsfQIXetxFt4LLpSu4 UraCqxVU5Qrc2Le5SZ+vwLNC+HwJ3sLrLN6+ZXNqob7B8Cx8Ps5CbYRf0QDi 6O0iFuwiFultnxfRD0X0eWG2AYWZ7YiP0eEkvW7BQm3hcB7mFpY4ctCEFfoA DjFAm7BKn//Ju3B47x04sFJfeP8dXKTZ6fsP3mY+uvDBW3CzMoeXnbC6Fz+P fdL23vav6LxIVt50+Y/hJfxu64TQY3qE21Sz529ApGMTolixoz3odZ9WZEf1 o75wiV4fYNVuR350B4piO6FL6ERpkgEVKQZUp3WhLqMbDVnd9Dr7zZxuNKZ3 oYWvGXI60JFdj7asCjRlVqAuuxZNeY3oofd7i7vRW0J/l3ShR0sxJHdTBnq8 k2qnz1tL29Fc2oZG4XV9E+p0DagpqUFVUQXK8rQoyshGV00tjqlzI/NznazO xTR5CUaNLIVjRi0L+YSRhZq6QU3T87PUHP2+QC1SS/T9Mj2/Qq2yeK/S9ms0 /WqvKORrPSTBWjc3qzT+H2CFuXqFtl+mlmj9RZbxxVYtFtjkLjSWYIG2n6sp xkxFER4vzP2VOuf5+RfPcGOGf2N/Cf/TngEtHSoGufoZ4AepIWqYMd7Yqwxy jQq9MtA1xh83yh83yh83Kga7+ON8bT5hYN0PX2LA+6QJ3E8cEQCQ/lei+rdf IYDVKwSwVghwepcAPmfE2SPC/99k46kQwOEjE1j9/QGEf2KKUmtBgP3IOrt/ lwB7pfH3StcH70ojjf8NxfpS7KPPqba3o+3P0vYtNa+5/jhdfxcFHarru2+i uPc2dQ8RVTNwyhqg6yd2Xa9dY3Sm6yvo+poHcK+n65uewvP3XP+VjOV+jOP+ g6Ky/7vq+v+Qjg8c/z8ImqAm/w+ctStw0a/S9au4Uk5VkixVK3ClhOvdK4Tr l+FF53tXKK4XFd6nTET0abbN1+n+CfhqR+FbPIiYQtX1BUPUAArz+1BI1xfS IQWs7vlZdFQGnRZdgguufjjBCn/i/DkcMTXFoYMH6foDOMBW+Rxdf+4n78Ce zj8v9L4gwNtwoO8vfvJTuMtRRg879kueAsGe9uIj8bQn5c/viN/Anb+Gn3ki Qk5UIOx0HcIdmhDh3IwI12YkB/ehPHsBCf7NLO8tyAhtRU5kGwqi21Ac1w5d YgfKkjtQmdJJy3eiNsNAyxvQSHzVpXagKrmNpb8GjRnVaKHdG6ia7BrU5tTQ 8g0adBUb2C53ldDh2k62xR10Oemgb0cbHd5S2oqmUrqcqtM3o5Zur9bWo7K4 GmUFZUxEBQi0t4ebuTlur6yYqiO6IqKPDBXR8MX0OnvZUWGu8VEtA/DkKCs8 NUXN0Plz1MKI6nhqhVodEt6m7ffgJo1/i8a/1SdMz60G673c3CIEvoNbrP03 6cibdOQatUpXrgoQsCgvt2uxRAAsNZdgkQBYrCvGfGUR1rs7/lw1/xdfPsP0 rAF9g+L3E0NqP2BrodsdWKNGvz64RhBM9rw+uHZdHVy7pg6uTbKn18d4Ishm P4IIgiCCIOjkfgQe2w/PE0f/cwjY/GcQsIE3AbALgW/sQuDn+3Hyf9H0Pz8K nZUpIXAAWedMNJICbypdu72q7X2RBuStA2UXv00EjQTCG9yqODj3X+PAAk8+ +xIF7cSBgTjoIg56VBxUEgeZxEEOcZBPHBQtKTjQb0ocuNbc38VB638SArZx wO5coMCfKAgYVXEwwRAwSV1jEOh8Dmc9kVBGJFQoOLhCFEgkVAgcLMOjcgme lYvEwiKxsMAwMCdx4FNGHJReh49+UuLAhziIIgIKGPYLGGIKJA76UZDXg3yG gHy6KI8hIJc4yE1vRE5aHRyueuM4cWDGz0ZeL3/gE3xC2b7zDs6+SxEJdu+9 jXNCxIHd+2/JBs+VOHATYhBwF7MO7jILuPPzcCcTdnRenAjqxu1bcD3PQ4Py PZ6CYMtqhJ5tROiFJhQnzKMqfxORHuzifZqRGEA4BLcgM7wFOVEtKIhpRXF8 G+HQhtLkdlSkthMOHYRDB+oyqfR2lMTVQ59Uzf0qdvUVaM7QoSq7GtU51ajJ rUZbYSs6ikmCkna0ayl25236XSI0CiKUNqOGqiYVqpj5y5n5S5n5i3NLEHLB gYf6MXgcN4e7QocjKh1+QToYSYdx0mGCdJiQdJggHb6Da9zeIBmmqVlqnnRY NDIHkBAr1CrpsEbdYja4RUCsC4meYENsNgdK6erN/lK5t9kvkCG238EG8bHO Mn6rV5GAxhqdu8YUv8IUv8IufYXpfYWwWK4vxmJVETZ6Ov5UTTACFLNMMWL8 b3CICWZwWPQAw+xQRqhRMQw4+MowIJlxnT/3BjXFnzwtE8u0SCzT/KE/wkyn OgjYrgwCVsR6IvTUfoTZHECYFWVBnTyA0OMHEGy2H24nj/8eLNxsrF+DhRfT grdIDMSEL+VHSGzDIoD9wfG/Yyr5mSmKLU1Re/4gsuwPSVjsE2zYI8EgGGCt pAX77dTATsFeIMJeIsKeiLA/gSAiIvCcgog7N1dUROSqJxsXtBIPncSDYU3F w31EVBAPGcRDNvGQJ/AgBtzWlB5B4KFapIXHr+HBW+LhC+JBGVT3G/wl8cA+ YYSJgf1BAPv/wHFq4t8FHjQIuv4f+Dtcrd+CC4OBC+lwmVS4Ur2iEIJkcCUZ xLCAR4WgwwI1z3ZhloSYoabgXSboMAFvnUKHFFIhn3TIZ1jIJx3yGRbyc3uQ RzrkMizkkg45mS3IJh2y0uuoKkREZ8Lc/iwOnzyG/Qc+hslHH8KGdDj17ts4 /e7bGpz5ibij4pn33sKFowdxmf3dFYLhqpAAg6uIDK4Czq723FzlR/EvuGJv icuUC3XF+hJ8j5Qi2r4D5fHrKE/dQKx3L0IZGCI9yQRfMiGQTAhp3mFCfmwL +4UWaBNbyQSGgtQ2VKa1oSajDbX8I7Ijq8iVKlSlVqGePUFjJo9K8qCSPKjK rUJrURtaiyltK1qoZl2r0uvrBQdayIEWVDEhVJAF5WRBmbYBuqJqFOWXIjEy WgNvC7FEixffE08iwUNBwmG1EC/Pd7D1L2Y4KKZRro3SYddJgj9QUgI1Ry1Q S6PkAHmwOlJKDpTiFrUuNFSKjaFS2p07b+D2YCluc29Lqgx3lP092OIXvqt8 mcFik9rof4UM7PHX2OMLKqx1lGCtrQSrzcVYaSjGUnURNnvb8cfyV/5fuHt3 TqCADNgdghQ8EMOQo+pQ5IQYihwSQ5HkwKA6FMmfOcOfOUvNkQ1z6lDkfLcY hqSYJcRA5ByzhBiKrCEaIk8dQKTNQURaU5aUBXXyICKOH0Q48RBodohosHoF DSwkp0Sh9yQYvkc0qDnia2jwt1PQcOzvfg7vD4+iwMKMaDiErPNHZIwIVgNE sJztCRH34guRKTaYW4kIRZpdRuzbZYS9wgh/O/Pt01UUQJihoIWAaFcB0aUA Iq3lFhzTBthSjMMll4AoXNgBxNWKLZkf3GR+eEJAPIdX+wsC4iUB8TkB8QUB QUgMfkVAEBIjhITxtwTE7xAw8TsETv6O2YGQuE7d+B38hr+AsyTEiiTEZRLi MulwhWS4SrmRDu6VC6TEPAkxB08Swqt8Gl5lN6hr8C4dJyGMcCchcotGkEtK 5BZwn9khN68PuSRELgmRk9WJ7Kw2ZJMQWRkNyMyoRQYJkZ5WitSUYlz19cf+ Iwdh+sH7sHzrbVi+8zasKGuSwuYnb+H0Rz+Fk7gmxNlWnC/kctYKl4XsREbg di8uC0y4ENLvwplbJwY5RzsLpMSHY4Q9W7HvHHSRa4hy7kHQxSYEuzQjzI2U 8CIl/EiJIIUSGZISzciLISXiWlCS2AJ9civKUlpIilZUpbeiKLYeeXGVfK2S xKhAfZYeFVnlKMshMQqa0FTEVFAsxu9JBW0L6nUkA1WjF2Tg/0OVkRClumbo ShpRXFyLgvxyJEXFy5XafIQsKYLC+6Q5vE4ITJgJTMDkFU5MjhThmlFw4jqD w3dwfayE0mKKmhlTULFITGyjYs1YipsjZURFGTaoTer2UJlGgEGDO8Pc3OVL +3CX3yT2Xn1UvvZdfpsCkx1ysBPYIDXWe7XMElRXCW52UswRay3FWG0swnJN ITZ72vGH6rinGAZ5dczTaBTSybHPcWpSjH0OK2OfU8w4M6TGrJi4oOZFvFkg Mr6NRUJjkdBYIjSWCI0lQmPRoIx9LqrjnmLwI+bMAbE25+mD+AvE2JggxtoE 0VYHEU14RJ84iKhjBxBhyobE4sROnhDQ8CAyPHfyxC40fF+DximY/c+P4P7B UeSeIDTsDxMapswFNpIOct7QfhcgeyQx9pEJ1pTCDeVRXGu8y40glRsB5Ibf WbPXufE3aB9dRWEbudGxxt5jk+HiHooHHsExpV+eTe2cM8XeYwGXS9gT6Ndx tZzcqL4Ht7qHcG98DM+WZ+QGw0Unw0X3S3Ljc5UbX5Ibv2DfQX6M/goB478h N35LbvyWzOAjxXQx9Vv8M/yMn8OZrHCposgKl/JFsoNhhrpKZriSGW5khnvF LNyZKjyYKjzLb8CT3PAkNzx1I7haNIBspoocpoqc/EGqHznkRja5kc2eIyu7 A1nkRkYWrZnZgPSMGqRlVCI1XY+U1GIkJecgPiEZAWfOwtPkME689RZOvE29 I/RjOJyywsXT1BkrXKIciQ8niRAncb6vk504Nd/JzpKssMQl6iKZcfGsBZLi wrF+a1W9Cu7f8GTzKzRkLMHXup6fexMCyJCgy80IJUMiyJAYMiSBSSNFZUgW k0YuGVJAhhQnMG0kCY7Q96ncj2fnEtdAntShMqMC1VmlqCU7qvObUFvYglry o5b8qCU/asiParKjkiqnSikdVaJtRjHZUVhUT9BWIiEqQS4UIxaC87XeXfHR hw3XNkNyQoIPyj/nD7E01y7xcZ34uDEqVEJslEh0TG/jY0zBx/JoKVYpgY9b xjKsjwh8lGNzpBxbfBToKOfBfpfP723LWK7BfWP5HtwfVfZYfO/xH98bUXBC 2qhZRL+DERE+1omQ9e4SrBuojmLcainCGhGyQoT8+tOnhIfSh4jWaUQdSR3b Hkn9FrckCLUzojoiRlT1yuwJNT8sZ080WCRK3sASf/IyWbJMkqyQJCskyWq3 fg9WiJI3sUKQiNFUMZIaf/YAdRDxtiaIsxULcMedNmEuizvF5wRKLGESS5hE mx2Al6UCktchIpOHRlLkW5IhfipDhEz/54e4/N4RZB43Q439EepdwRDRaNjI lKGRmPgWgtgQB7EV3pUFRWCcP4FAFRgFccGv8eIYZm8+RmHLPJmxyqyxQV7c RXH/Q1xK6odj+hics26wGZlnM8IOQXuLvLiNq9V3yQs2I42PyIsn5AWZYSAz uj6Dbw+Z0U9mDDBvDH1BXpAbxi+ZM74iL35NXlDXqBu/Yc6gpqjp38B35DM4 lc7DuWyBuYNi5+FCTlymrpAVV5kvXNkguVVMkRk3qOtwL5uAR+kYPMgLl6I+ ZJEXWcwYWfkDyCIrsnJ7kZXTjcwsAznRQbUinbxIy6pHamYNUmix5HQdElML EZ+cjZiEJPSx1E7RMvXu3kiytcNlExOcMj8KO7G2i7iQ/LQlzp9mknM4Y7kX F2zFNTkXzvI1WwupBOKhraWBh5ByUtpFtpJux9LhQzz4nWuC/8VmBBAPwcRD GPEQ5deC+MAWJIe0IC2sBZmRjBnRLYwRLSgkHooZM7TJIm40oSC2CZWpzWjM bkZzXgMac4mJfCKggCIaNKggHP4A5cRDGaUnIrRUEfcLqYLiJuYwZiw2K+HO jvK69oBTxzWSD2+SEKwogg5WynqwPpIOZuipq8V+dQHor+iuyeFC3DAWsfEo pnbxMEUsCDzMfx0Po2USDxuUQMNtQmGLj3dGKuj4Crq/ghygRivwQGis4g08 HKvA97lbzpcU3ed/c1+CopSJg4CgY28TEpuDokPRsfPQYoOA2DAUY6O9GOsE xM3GQmaMgu++wobRYXXA1ViyR463fg8TjENyzJVcmDIqY66zIyoT/n9mWtYI h5u9chiWiPg+bjJurG2rSwetry2Szh1E4jkTJNqZIOGsiSRF/BmKnIgnJRLY s8QLSjBuhLFPcTtFUws8/Dd4qm2JN9ngc9Zmhw5+O3R4H47vHkHaMXPUnDuK uotitYsge7EkTZCaLoLVdGGjdiUyYZyX0ghqiI1Y/+C8iBiCGIEqMfxJjP7W 2tcjxl9jZvUxCprmUNhKZHSso6ibyOh7gAiWd8c0cdGWOJN9Di6FS7isvYkr ZWxPqu7ArfY+3BsewqOZMaON2Oh4RmQ8h0/PC/j2ER0DLxkziI7hz9meEB3G L4gNomPiK2LjKw258RUrVOD1XzJxfMVu5RfwHXwGx9I5OJXNw6mc9JCaxWXq CmlxpWIarkwXrqSFW9kkNQ43vZG/1hBCCsXpqRnkxZ8iI28A6aRFek4PMrK7 kJ7dibTsNqRmtyAluxHJWXVIyqpGYmY5EkiMuLQCxKRkIjI+HtdIi0lqLDIO wxEx+OLefflG3VxbRXNjA39GS1PDG2htbuCn0MLt9sVOb8rtPyA5IgiXLM3g aGWGKycC4EVUiLt2+xIV/uxGgoiKUK8WRPq2IJaoSAzmL0VUpBMVmURFDlGR F097M0kUpYiE0QhtSjOqM5tRl9uI+twa6POIA6JCT1ToiAotVUIVERiFVB6V y+fZhc3IzK8nxjIRRkRsX0MfqC5UpbDiDbnknMILc6YJhRWex832q/cgnRwq YIUlIoiJaWJimpiYGRPaThB01phoQBRE3BSIoMc3GAc2jQIPFQoejCoeRiv5 ox+MVfIQfjheiUe70uDRBDePJyrxR2KXr1XwsYLfV06KlEuGCHbcE2JSuUN+ 3BbsGNQxYFB9WtzuKcEmubHZXoSN1iLcaipkCGn7b2pP9YtfPMXYcBHDQ7Ec hmWqmBwVo5uCGteonfFYOVuj35mtWd6drYEyXbN3d7pGmbLZy3RTij9jm1Qq pm3krI2Ys2lP9UKyw0EknxcyQZI9pUIkkRBJIkSSCJAkG8LF6gASTrBXOXYI 7qfVaHFGjRa2sj/RSHR8Ywcc1m99jPNvHUGymTmqCI7aiz+j5xkrgsQQRpCM FeetxSUd5EMg48QbEhCBEg8KIgKICL9zx9RlFPLkw1+hoH4Whc0rKGwnGbq2 SIb7iGBRd0w2win9Opyzxem9i0oDUsoGpPI2XGvZgDQ8IBkYKNpIh46nDBTP SAbSofdTBooXJAM1/BnJ8JJkeImAUWrsczYi4oL4wIkv8HekxBcIUiX2fQaf 4lLZHBzLZuHIRsOJcqZciITL1BVi4Ur5JAk1gaulo7isH4FTyQCiC/qRxhCR msfH3D6qF6kMEqlEQyobjxSiIZloSCIaErNrkZBVhfjMMsRmlCA6LR+Ryeko j00kEhJgJBb6w2Pw+b37f6weTuuryzS8KRxperYatNAP5Y1uXa1z4Enje11q ho9LC/zdWhBE44fR+FEBLYij8RNp/GQaP40tRCaNn8WMkMN8kBzOuJ/YDH1G MypzmlDFbFCcwzaAxi+k8Qto/Hy2ELmFwuT8d1Q6X0vLb0ZyTj2i/EPEpNcZ cdOI7asbpfF3zH9cLlCnkdbfqxhfthBm6K2v+VjNByuzbWzOC6XxZ0aFiqld 48/S9MbOPHRWpaK7Mg19lekYoIYq0jFSkQEjNVaegfGyDBq2EvdpeWF7xfRV NHYVrV5Fv09W8Z18wu2Ta4rEs0rWh8fcPp5UGPBIMGB8lwF3X/G/aDC2Buj9 vhLcZm64veP/QuaGfPzmxVM6XPnEROwZ3wHAzuCrMhmzPVX79QmZJf6gZQaV 1WFlIPYmu5qbg2yVBks1WB8o3YMNsdmUm36+ttHP/iP1wkH+EakXTJDqYIIU Ol+4P5nuT6bzk+n8ZDo/+RSpYH0ASSf3I/K46nq6XeQFL9vX84JGmv5NOHxy FGf/7TDiTc1RYWeK2ksfI/DcKWF7SN/LzGBNbysSvhcNcaCDFWUpxdccLMRy TmRAABngTwYUJIS8xoC/QdvQBgobl5kQbqGo8zaK1EGIS4n0V+oknDOnZVPh UrSMyzomhIpNuFYzIdTfg3vTfXi0PIRn+2N4dT6Bd/dTMoAs6H/Gcv8pm4pP 2VRQIy/gP/qCHPiMHKDGyYOJl5IFL/lLT74UK2kPPMGF0llCYIpfENu/JAhu EAQEEY3vUj4Bl7IxODETOOqGcKm4F0n5/Uhi95AsROMn0/jJOV00fCcN347E nFYk5DQjPrsBcdk1iM2qRAwb9aiMYkSk5SIsKRUl0XEYjIjHdGmlMj/2/8oq Lxa2cmKVd5ILWymLW8m7PNg4w9W2AR6s+J6XW+BN4/vR+EFsDsJZ8aNCWfnD 2ShEkTmxrP6s9mlsDJJimpAS14x8MXaQ1QRddj0K2Nxk5dDguS2MNTQ5lUol U4m54tduQlR0NkKdncSaK+IayhBbsUrtjut3nH9crnoVIFeZPaaUfEtR7s3g ddL052qDI6xxneV+iq6fMe46fpbOaK1ORnlhNHKTglCYGAxtYgjKqKqEUNTG h6I+LhSNsaFojg1DS2w4Wqk2oZhwzFRlYboySxp92+YaPL1WtQdPr1fhT/Ds eiX3VF2r5DdQ9L30PvVwgr6n9++N0ff0/h2j0jNsDemk77fo+63uYtzuLMLt jkL6voCMaPvWK5afGFbGUfeIcVSNHEL9Nm6M6V6Zc2Gtp+T8K///lRHF7jeH lcFU+nywjP98g9tNVRomDzG0Kr8gZl7E3pb8wpb4ghg/3YOK4HNIv2SC9Iti RCGNOPgzBQgqFFIIhFTGgdSzB5F6mrI5gGSL/QjmIeZxxvo1EHifVWFgd4oo OIXznxzB6X89hOgj5ig7a4Zax09YzFn7BQn2cbvLAKEAOd8eQAp8g1tLykKV YMBJ+JMDfuTA1q2V1zjwI8ysPEFB3RIKm26hsOO20in0P4BX9nU4Jk3AKW0K LjnbnQLzQBnzQJXIA2RBw13mAbKgjSzofASvrsfw7nlMFpAH/U9l9Pcbeg6/ Ecr4nJngU7KAGiMXxskFKlBo4gV/ebnhs2/DqW4FDqXTuFB2Q+pi2TVqknAY x0VmgAv6YVzQDsC3oJd/dUJeLxvEhNweWl6oizIgPqeTakcsM0AsM0CMKKDZ 1YjMKkdEpg5h6YUITs1GYGIyusPj2PWO8eNTjqtLFkrhFxyQa1VqJAL+Ul5b LW7+cOVUGFzt8+HGBOBOEHgSBL4EQWBQC0IIgnCCIIqxP4YgiCMIohj3o6Ka kMr4n5PejNzMBjkimpRFw1Px4pfkYzQVmdGECL8Imt9lD8LOigWmQ7kNJQCE FBR8W6LgdQwcIwaOKRggt/z4u/vw7+irr8FH6sDhKiv/1HABZkYUDgx3ZqGy MBJ5yQFUIApSgqBNDkZZcggqk0JQSw40JIaiJSEMrfFh6KAM8eHoovagJz6C R2Ivt71xVGwEFqqzafVq/o7PblS/yU0Vf+g2A4T3Fd+XS9/fV31/5//D91uG Qvq+AOttrPWfPcE31UGC8aFCmr6IlpejnxoxvqGRAxzfVYY4XvG9mEARvl81 lmFtpGzH92IUdGOIvQx1m9oaFKOhW0Ple8SQqJgxUfZYK8V4p6DAdF0yMhwP IZPKuHSI5j+EtItCJtL+aTR+Go2fdu4g0mn6NNsDSDu1HymW++HHgCarv61q etXwPnbC9DY0/CFY/bMJwg+ZQ29rhhrHA4g5J1awCVAdbyP3Arclq3+APOdW uF94399BZAHh/33S/f50v5Af3e997tj2GsX5ahuQX72AwvqbjACbKDLcQRHb gNSWDVxKYLVNvgHnrBl1HoIRoJQRoJLWr7nNCHCHEeAu3FvvMQLcZxvwEF7d D+Hd+wg+fY/hy4ruO/iE1n/KduAZYwBlpEafiWw69py/4/hz/C0Z8Jws4BdU efXdg2PdAuxLr1GT1Djs9aM4z8x/XjeA8yz90Xk9iKHXY+j1WJb9WPo9hn6P YemPod+jc9oQxdIfydIfwdwfnl2F0KwyBDP3B6XlISAlAzWVNXhx7/6fqUdT R0ONUvYt1UXyRM3/m53bwip3fNm9GYT7KWe42UfC5Uozrnq0wM2nBV6M/r4h LQhg9A9i9A9h9A9j9PcLaUIkIZCY3IyUtEYkp9QgjEkglApi/x8UkY9gnwj6 3BLhdpbyMcxOZLgwcaGosP93duwfourVBBC0kwC217w0U6q/henP1OVNvvri CW4M5mOGzh/uyEB+kg8Kkv3p9gAUpgSimK7XU+Upwaim8+uTQtFE17clhaEz MQxdCeHoSQxHH9WfGIFBaigxQsNNpAbDCZE85objIzFMCtzIT+Sz51PVfFs/ na6We6o03FTh+3jG7dMb5AGZ8PiakgMeUPfIhLvjggeluzxg/7/VTx70Ch4U SR5sduaTHW3fUD+8lbl2XB8pkhMhU6PFe+RQ5/deG+zcJUHpayS4RXOvCwoM qxQQg56CBMMVtHwF/xAx9LkH99QBUKE9crtPzJHIuZK7UmWoCrPnh5bldBg/ IB4OExOHke6oIELkg3TiId3hIDLsKTuKaEgXaLD6RGYBD1sVDWdfR4O9WDL3 n0wQbGIO7RlzYoH/DxHzhoCB4v998opVeeWqygB/B3FNo7/sArb970v1tda9 hoA/x8zycxTUrqGwmd1Ax51Xqv8UHBOvsfpPwzl3Xqn+uhV24jdxtXoDrnWb cGvcgnvLHVb/u6z+REHXfXYCD4iBh6z+D4mBR/AdooYfs70ZecJa4GckFUaf kATUmNBT7j9V9rdf46Pf2GPqETz6buNi7TTsCAE7QsBONwi7kj44FnTx3Q6n 9b+LCG4jsg2KcjqodqqNX6UF2WWHMHAHs/AHsvAHsPD7sfCHayuQ2dePP98p +Ed3CKAWfLGc0Z/t3NvN1Zq+p3YWpLax2FkU0+1CJNwdo3DFLR/O/s24zBDg GtoK9/BWOPo0wj2sGQHkQVBsA3J8vBHgFYUgpyv0udVeml5uxOcVbmfB1yyk 6TXS9H8gr0QN2V61Qdr++NeqvVrplcWqlbVhfoDHd2cwPZSP6vwQFCb5oijF jwqg1QOhTQ2Udq+g3WtSWOBTGO6TQ9FOuxuoniTF6gNJtDk1EMlHykh7jyUL RWKc0mA8KZJxczyRz2n/MX79fp8Wn84QrtOUfKTtBQf+iNsqPKd27E89JgIe EAH3GQnu0v53VPtvjei/Zn9GgW5Gga4CbHTm4Tcvn7yhLm0sWxt1MGNKjmJS JIAyD6rVSAB8i52OHvP8nwUCVhg4BAJuUrdoXYGATdr99nCFRnp/32vTHveM lbhPidnQSg0ejFYyfYnBzu25kPtSctoUsw0pyHY+Qh1GFpXpLNaJyCAW/lQm hwy2C5nEQeaFg8g8T50Ti1vtR/rp/Yg9ZQJ3FQOeZ19BATFw+bg5jv3jQfjt N0fRKXNUC6w4HIbfORv4nxPjB/7Kpez2yvXrqvbKS2ff5NaSstiRL6EggJBP zO9TL0gVC0qLhaUTktlDJxuYVQ1IpzITDchOMCAnjoo1IDfagLzITrSxSM+N bOLJ3Zfq9dAoUMcW8iqXUVC/jsK2LRQa7qKo9z5SSJhL8ewnkqfglDULZwYL l5IleT3E5cpbDBbrcK3fgFvTbQaLLXi0b5Eqd9lT3INXD8nC/8OHZPIZeMBw QboMPWS4oEa4P/KIaHnEkPFIjKRwu0fu+40KiZvKi+0P4DvKfz/K/8fI3qVn Fc7N0zhDnJwp6oFHbicCmSGCsoQ6ECyU3U61ISi7lWK8z6aTmSv8smvgk1UJ 70w9Elt7oZ1fRsnMHDrX1vhTlJtbyQFEYkWGCsvdRbJddu4YqS6MLcmiUEUj ufLfd1bE9jttCX8qQF3PPtDWSq6rG0yd/vEBXP34OLL5L2ovmKP+wkfIsvmZ oIpAiQiC4ees5F74OREIBWS+IcOFgIzMFAIury4Lc+aERgaKfSpf1DhBvvQx In2odoyDLakoTPBEMXNEcYov5Y8SwkVHsJSm7oKlnhJgaZNgYdcQF47uiHAY /CPRExCJvsBIDFLDQVEwhkRhjBqnJiOjcC0uEtdTqZQo3EiOwvUkvkbILBQk 4rOZaryYrd5LwlSzprwGFuoxwfKQYLlPsNx7BSxbAixGARZCZZBQ6Wem6GOm 6GWm6MrHy81pdUb4DVwTgyUjYl7k1eHREo0cI/0+ZsUoqSSKHosiVMgpEoYK EuAWA8HGiDjBQhKFP66SYaKSOKGIEYkTZdRUmS3Zg4fq4KmQRm5/tPvaWIXU /TEFMn15fsi5TMBQWS5HkOnCrEHICMRkOimtyTZgssTp0duAOfMJ/FhAPGyt CRjr1wDjTcCY/cN+eH1shnwbAZfDbGeOCLjsUZfI8CNXxPX4qjQkCA8zXwdL sREtqg+J4k2i3N457eaPcf3GJhoaryMtnSShMqnsNNKDKkw18MAxsN00QE/K 6EmZ0ngDykiZshgDyqP4GMnHMCqkE8tDm3h+5yVSXyXNX+PJ89+wjbmFAlKj sOMuCrvvoaj/PjyzpnAp8Tqc0mfglDOvXF+tYxsjrryqYoapvQXXhnW4kUru bH882m+zjdkibe7Au+cuaUP13yNtqMH7pA01LPSA1HnAt2XkAcuzL7d+RgKJ UJEy8tspbwLGZ+Q2vEc24D10C14Dq0i+fleD5I55+ju8bITsaIV31rZaqCb+ 1o1I6riBhI4JxLePQre8Bd3iOrQLq9DOLaJ4ehZPv/rqBypmZd9iYbqDGGUV uOPq3TR2EaM0LtvBRSxuqgQXX4kXZcXFAOpVvIjlFS/97CgcPjjG9tUC1Q7H UX/pAHLPHpBM0Qi67EOEOHEzQlx8IyDzTaWHUXNMqIqZVxEj2haFMXuV5U95 uPmRMd6WR38q/6r3MdjRgMJ4D5QkeaEk2RdaZhct8aJndinbyS3BqBN4YXZp Tw5De2wY2kIi0BYQAQPVQ6z0B0ZhKFhFS2gUJsKJkAiiJDIaN6KiMRUdjWlq Jo5KjcJMOkXkTDPVXI8Px6MBLT6bq8Fns0ISOfiUek7qPCNvnlKPpyrxiLx5 cJ2sIW/ukjd3JhhixlTejKhjGoNkzQBDTB9DTG8B1g15+9T55Ud3Z+VszPTX ZmNmx8RF2iK9fEfOyMztsKZslzWMJ+vkjEwvfNwiW+5IzlTh3miVhsQQcy4P xqrIEGq8imh/NFG1V07C/q0KHaaYcXlGB+oiHQiXo4TLUWQRMJmXFcCIFLMN lyzCJYtwyRYXatnvR6bdJ0g783MmF2sJF49X0osXwXL0Hz6G20dmyLY+hqqL R5B64ej2Wh8asULAHrlCgMCIFSGiSOCEh5SPg7hYQ5DF6/xJ9LbVy7dsamoT WZkGDbKzDIRMdqa4uElc5WxASQZBQsiUETAVBEwVAVNDwNQSMHWMMHUETD0j TD0BU0/A1EXwkYCpD6GCOlHr14aV/nUkK5ApVCHT2nsP+Wx4CtjsFBruoZDP k5vWcTFmAo6MM45Zc3DKX4RTMSGjX1au56pew9W6Nbg23oRbyzqbpA14dGzC 07BJyBA2PVuEDNVHUvRTA3cJmruMNtSQ0D2+PcNEhu/IXbHylPGujC0+IwTU CEHF5OU9TLoMky6DawgdXRfnFq2+IF4qVl5Qn6Jc6jnKVoWeonT1CUpXnkC/ 8ohouU/dgW5pE9rFW0TMCkpmF9CxdvPP1dHClPAgdZFXpheBFsvjv4eX7RsG yL5I7Ym8VbTI9KKiRSPh8i0FL+rKrZ7m5kwxpog5boEK+5Oo59Glt/tQgOVb AiziPouESrgqjYTKH0ishHwtuQSpa7wGnmZsIVb8bdgSWR/F7bVlZXm+v0Rn 8yiKUzNQwuSiY3LRMbnomFxKiZZyoqWSaKkmUgRWGomVViaXRiKlyS+SWImE gTjpCYrEANPKMJFiDIvGeEQ0JomS68TIVIyCkllqLiFag/mEaNp7gduF5GjM Z0ZhLiMKs2kRmGEYejwo7P2SfPljSZlX6fJ0pgpPSJdHTDMPSJd7pMvdayTL pJpkBF1EkhkhWYa0Kl2YZPoLsNnD9ujzJzvLzItpn+lXpn1m5aUpYuLnu3Ii VMSYOWJFNEeLxMoKM4ZAy01KoGWD0eU2tUWs3DGqEUae6XF/TNDkAZnycEKZ 9H00WS0mfpkyxYTQPjnLK8/2mFAwM8/gqEHOlaNshrK4zRS6/EqGcSZeVMRk C8Q47CdmPkHGuY8RduYo3IgXiZmzIr9YEzHWOPz3H8HlQ1Ok8wCtvHgU+Rc+ VtYi0cilSEgS0sVHXX1kD7xFbPEWcPF2EKdSCbDkJobJe93lZRvkpZIa5OcY 2PsXcL+I0pIzpVQFCVNNwtSSMPUkTCMJ00TCNJMuLYwvrSRMK+NLKwnTyiap lfGllYRpI2HaSJi2QDZN/h0Yz5/AZ1ufKasPo0ht2XPLbyG/YQsFbfdQwJ6n sO8+wvRLuBh/A46ps3DKnodTwSKc2TM5lxEylSu4UrOCq/WrhMwaIXMT7m23 CJl1QmYDnl0b8OqmegibXsKi77Z4Y/pv86/2GdgibKihbcmvDd/m7+EtYssw ISW1Dq8hBTAefcvIm31EsDxHxfJz+Vgu9QzlhMs2YPSrjxXArDwgYO5Cywyj XdogYG6iZG4ZRcwwf6EGxEsn2R9ZmL1OGMuv3Q5M7Y88fi+87C4XHWC7HV7k iphnxVJ9Yo3aUDtrWPzjIYQctYCW2Kh3MkXD+feIE2uiRVwBFCGPkUh7K+4p 0ojtK5lmz27LtL02mEYy5w2VOtur2bJRsjFFX2PNe2rZ6Go2Qp/biuI4D+gS vCR19Ml+O8SpInG2g4wYhGlhkGkgcRr9o9DqH43OwBh0B8egPyQWQ2GxGI2I w3hUHK7FxGEqLg4z8bGYTYzFfFIsERODxZQYLKXEaLCcGoO/wgq3K+KlrGgs ZkVhISMCsylheExivJxnpqFekDyfUs/nSB3S5wnJ84jkeTDNBkUlzx3mmjuT JI4kT+kueYZJnSFmmkFmmr58fL41zTdLmXCW40/qRNMsyTMryaNMOG9TZ1ZS pwwLlAw1kjpKoNng4+bINnWqcHdUBhqZZCRx1NNMHk2IyabHk2wGn1yrFqeX XK+We+qza2ISWpl4qlQnnAWG0pDg8DPEn/8Z4qhYe+rch4hh7Yk5+1MkO3xM DDHlXCSCLh6QGMria2l2P4frGettDGkkh97Aob//EBc+MEWKxXFUXDBFlaNc EWmPXBNlj1wVRayJ4i354yX44+VgyQ7PiwDyJH48LpwjajpQSOgU5TLI5CqP xZSWr5VSFcRQNRFURwQ1EEFNVAsR1EYEtRNBnQw5BmLIQAR1MeR0EUFdDDld DDldxFA3EdQdSgVTxFC3fycM3m24ljOW8CqG/gJPnv0GeVUbyG+6i/x2oqj7 vkSRZ8YsG6ppXEqfg2PuApzYUDnpmHfKloiiZVypXSaKlomiVTZVq2yq1uDe fhMenTeJo1vw7CaWBI56mVmE+jb4yXn3b/AdGtygX72H+MWh9R15Cg3yH7N1 UtjzkO9f+fIzFq7yFfJG6gm5w1AjmLP6iHoouaNduU/u3CF3bjPcrKNkfg3F s4t4+stfqezZA8eTpip75H1XSJ4/l+xRVy5T7rlird4KaeeuEGTP6f+CPXL9 a+udtbEFe2zfPQIvk5PIt7VkujFHw6WPkGh7VGJHQ+pYS/RI4jC2Rdjvhp2w c7s9VIjd13oosVboGTXsiAXtT4kVfGt+onaFC1NrKM1tQXl+O7RET2mCN0qT fFGa7E/sBKjYCUKtxE4YmpLDURcSjfqAWDQHxKEjMJ7HSTz6QhMwFJEIY2Qi xmMScS02CVMJiUwviZhLTsRCaiKW0hKwnJ6AlYx4rGbGifMns2LJnpvc3syM wS1qNTcayzmR5FAE5lNDJX8+X1D5My/YU4Nn5M8T8ufxjGBPFe6zr7pH/twV /GHq2ZoQ/CF72AhtkR9bRqaeEbKHyWZrMB8PplpU9uzDlDrVNfsKe2Ti0Ujs fHcHPIuMOsvGcnXURoCnEpuMN7eNatQR0CFw7o9XEzrVZIeAjQg5e/D42i5n 9so57/8HT29Ui3lv+SheEafAPKGWOjIwqA1EjqcpsqWOIvXyQYTavIUQmx8j 2PrfEGxFWfwrgk78K4KP/wuCzf8Zwab/hDibnyDh9AdIPvshEk//FJePHYbd UVO2/SdkFBKrsxz6+/dg954pEk4cQ5mDKSqdPhJLtZAzEkCeBND2Ui185sDj zVMEIA85buPlHIDM5DqU5Bn4h4jt96Dntpz0qSZ56qgG0qeZ9GklfdpJnk4G IAPJ003y9JA8vSRPH8nTT/IMMAANxIoQ1U/+fBMDJNAACTTAIDRACg2EdGKA BOr3bUO3RzM+v/1CvaMQitXFup88/y3yqm8jr5ltV8d95BNByfUbuBB1HZeS Z3Apk0koT0GQs0TQIhG0xDS0xJZriQhaJoJW4Na6QgSRHh1UJxOMYU1cStx9 U1zA3XOTKKL6mG76b2rgNXBL3BaaWwkdCR7Sa4D/rJ80I4CCh1Y15M9TsXnC plzCZ+WxVCnhU0r46FcfvAKgezL8lLDDKlm4heK5FXTc3PhLdd5S4Q9zj4XM PQJB6tpq33mNPfKONCp35FL9Knf8ba3kwqci8wTJ+2HIJcCt+VeIZdOcPjaH 089PIOOUFeounUCD0wHk2e0X5NkryCNSDw8MkXwiZerZAdHer4GIh4qg0DfV 9Yq3VxBXOBR4RjDIfJtBeFf+dR/h2eMXKMttREV+K8qzy6EXIEr0ofxQnhyA yuQgOddcyy6rngBqSo5ENXNObUACmgIS2XElwRCUjN7QFB46KRiJTsV4bCqu xafiRmIqZlLSMJeaisX0VCxlpmIlKwWr2Sm4mZOMW7lJVCLWcxOwnhePjdw4 KgabOTG4mR+F1bxILGeHYz4tBC8XavHZggqi+WoFRNTjWYYMwug+YXRvSgUR W7AtCaNSJQhJGBFEDDZbBM0WobPRn6sOf/4Aj+8wBBFGsxJGBJGRIcj4+yFo ToQgYxmWyKEVBp81suiWDEGCRVX8v6teZ9GEwqJHkzUi/Fyr0RAz3Dy9UcMO +xm3gkLPpqpfe1wxZGJEH4R8H3PKjE2Otxmb/Dxuc73MJJzSrhxE2Km3CKYf I9TqxwixJJRO/AuCjv0zAk3/NwKP/CP1Dwg8/PcINPk7hJv9M7wOvY0T73+C k5QGFty+AbN/+zlOvXMUMceOQX/eDBVOH8NDAMlDXj3rweNOLBcl5WAFdzni 4y7nrN3FBXFuYchJqeOBqMs3kNd6bsuIpEqqhliqJ5KaqFZiqZ1Y6iSWuoil HmKpj6Gon1gaIJaGkgSGhhMMezCSYNBgJF4AaYSAGiGgRtihGQknY0QnjKGd GA5sw6B3E74gkJTbDaJEPvwtnnz6O+TWbBFI95G3DaSGDThET+FiyhyBtIBL BJLja0BaJJCoukW4NhBKTYRSyxJzER/bl+HeQTh1rsCji+omoHqo3lV4CvWJ yLMqyePRv6aBO3f2wK2PTOtZQu70Pf5d5UuPNShbfow3uSV9VoQeSulF6yVJ dJ/fqF25xze9hK1YCeNQ8eIGihiHOta3oKDoO+ior5E4ct7GkcXx16LQ9i3o 3NQopCJJI3m0VyGS7XYSEhclEEffVsKQnbJ4oyTSz1m63juGREsrVF08iQZ2 /TrGbdGCfUPCiGA6v9uIRYi1GMLtxdRVmJqIttOQoJBGrs+8T6GQXKGZTRjT UH50oLrY9M/x7NFzlOXU88hpRnV+G8rTMlEa54myBB+UJ5JCSaSQOM8tKRz1 SZFoTIpCLbusatKnPiBZLq/eEZzK+JyG/oh0DMVkYDQuAxMJGbiRnImZ1EzM pWdiMTMTy1mZWM3JxFpeBm7lpWO9IB0bBWnYLEylknG7KIlKxO3CeGwVxOFO QSy/hzTKj2A8CsPNsjiSqBYvFgSJ6GHqqSQR3U4a3SeN7rEtu8tYdIc02pI0 KlNoNEESjTMWjZFEjDtbIwXYHMzVqHPkN2fbMDMkQFT4Coi08kqYWaOeuchY iu9j3ig4VC45tEr+3GQeEplIcoj8uUPdHav+GoOqlSwk+i6ShwwSJ/+JzVSN OOOnhp/q8+karHZlojnFEYV+xzTcmHPja84jsNDHDP+XsPuMi+u+10X/fFCc 5OTsfc+5Z6fYseM4iRM7Lkl2XFXovVeBGr0XgUCig0TvdYbe+9B7E0WgQhcg QEJ0VNyd2Il34uTeN/c+/zUDkn1zPvfFs2YYZExZ/+96fsOwVhFTGGyKggum kNOhbDoUfVJZiCKt6Y8wyPL3iDD/HSLN3mQxegORJq8h0vi3iDR8BeF6L0Pr V6/QnaOwPa4DO8acBtm+bUSjLFDmZIYaLx0ECIPOO518RpyYSpydSlyL1J/i xIYkUJleVBXSiqqiPrrIu2zQfahnFISnlfC0E50uppfw9BOeQcIznNOPkex+ jGb1Y5zwTIgQn8n0flxnbqSLV6rcyKA/N9LFhih9HzfYlm6Qo5uE6GZ8L25c 7sGN6E5MhLZhIX9UealilB/MZJI/O0/86d9HQNoCXBLn4ZqxCPe8J/54iqtF 0R/vWhrUQH+amOZl+LXSoXamYxkBXXSohwb1Mn1MPzPADK4IgodW+b0ZWhXi UBv/gSXIZnf5RVTfecT1VnXnIcEhNCsPlCE2ahI5R5TP+YjqI8FTxgL0HZTe 2SE6m0RnHcVzd36m+g2r0hwzyRzvJ+YoG9C/SSeW+xfkSOKEnD6YvpSnfg8/ qzJHuvKCyhzxkogY6RRyJ/9oisuWdqzGtjTHFK3O7+Gysz2tEe+9In6ZKdjh /KXCJ1aK7RN1VKeYjTyn6j90J+KsSh0m9LQZQhxMlOi8h6H2UdSz+jQUdqCx qBt1WfmoTgpGTXIoalMJTqp4YW0MmlMJTirnroQk1IZmoCk0C63h2eiKzEFf TC6GruRhJCEfE8n5uJEqw1SGDHNZMtzOkWMpT4Y7MjmrjAx3i2RYL5ZhoyQf myV52CrLxXZZDnbKs5ksJoNJw255CnbLkrFbwtms5ArhicWKnPMY68inhOdj wvMR8yFr0OPbSnQeHKAzWyuhoyax8z3Co0LnJtG5yQp0g+hMFmNrvEBVf57B 3EgBFg7UGac418T50YQ5PxTqSOgskJxFcrNEblaYtfE63BsX7NRjk9xsS+Tw czggh5Xn0VSjKD14PN34FDmE5ojEjcBGRE3aHkEH0SkJtUBpqJjzxfYI5IEm kJ83lqImbX/GrRFkAUbI8TVAsqs2Ep3UEevwDqKIUBQRirL6PaJYhKLM30SU 2RvM64gy/S2ijF8hQr/B6d//Ahov/By6v3pVAsjsjxqw/KMhIkzMUSLOHcQC bs/Hz+oawPOklTgpFleHn4DIT4LI18kGqTzQVBf2oKao9zvc9OGXqOW2QSDE tBKiDkLULetHn2wAA/kDGM4jQLkDGMsZxHj2ICayhzCZNYQbzE2R7GHcYqb4 +LSUQWaAbw9gmmhNiXCYmyJc08RpOrUX08lMQhemYjtwI6IFtwtG45UkVape A9Ix9iHkbfuQd5OkPsHRbXK0ANf0JbhJdWgZ7sXL8CgjSVUkSXBUzzzFkW8b b8mRfxfTTZZ6eNtLcfp428+3+4U+Iivw460fH/PrW0T+zDaqlijP8gM1cvSA 3zslRvuoFFndV5MU+r7kUJkIJSoVubOLkuUtWnSfBWjvxW9bZP0vLHpOeQHD kzbK6zUJi6QT19sdTmPSBWHOHFokURRBhA4wEuVHUBTjZA/rN/QRamKLUv70 W7wt0OqhIWEkqo/9M0+3IFVixVgmNDoieRR9eLprodF3pdNdR9CjcHr0lEXv SF/ZUXz8+GPUyRRoLGhDE0cxRVEv6rPkqEm8SI/CUZ8ShcaUWChoUQstaktN RH1kBurDcqAI5xE7Mh/dMfkYuCLDcIIc48kFmEwrxK2MQsxkF2E+twiLsiLc kRdhtbAI94qLsF5SiI2yQmyVF2C7ogA7lXJGht2qfCYPu+LPBquymAwmFfuV yfQpAeulsbQsGvfrk/DpMhfx8oFHXOs06SFNekCT9uaFRyxBMyxB09Jr9qer 8RvKRJNu0aNb9OgmPbpezNGpEJ/vzuLx9hzmJY84io2XqDwql87VLM4isHCN Fl2rxm1m8VoNloVHdEh4tD4uKpDKI9YfqQJJFjGsPo8OLWqiRcxsEzli5mjq XJMaPplvYsm+N5CPsjCLw8iDTJDrb4xsHwPkMLlS9JHH23wWoAw3LSSeOa7G zTHuhMnkKMVFC/Gn35dIiiZJ0SQp2uJ3zJvM64gxfw0xpq8ixuQ3cHrrZej8 7BfQZTSf/zkMXnsbpn8wwEUjjn9nzFHlqU/KjpMkbZxknM2k87k62R2Rzs/3 DLy4p+WlFEpPI9Zyt6krEtNUXTE7TJ3UkBqKlCi1FfajgzD1yMUpuYcwKBvG cP4wRvOuYjx3BNdyRjCZM4obzM2cMUwx07ljmMkbw6xI/pg4q2T+KL9Jc/kj zFU+PswMYTZ3EDM5A5hlw5ojUnPpvZhL7cZcUidm4tpwK0qBL3c/iVPiVKV6 Amlu7QvI2vYknOTEyT/9NpwTCBRxciFOrnIlTu7lKpxqGOLkzXnNh/OaT4sS J1/2Jb9OhkD5EShfAkWte5fV4Nu7zO+Rb88SwobuoGpxn3mAyiWpCwmXKu/s H5F+yf7fUL4iBFKmVOTOHkpElndQvLiJ7vv7+PnTo5jVAUVkyMZKNYpZS53I 97AXHVhkKyxSk0rR91Sj2L+iyF46Xa69mqTQd+GlZwl/fRvI+A+avazQ6q0L +TkdNakVKR264qKK6v4RZVcSKP0fiHVWdSRVolXn4han4JV6knBJOg0/XTpL l87QpVOmSpeOoya3lqN8M5t1B/ehbjQXDaDyygW6xI6UFIWG5Fg0JV9Bc3IC WlOS0BKfirpLuRzM8tESKUNHTAF6LxdiMKEII8nFuJZWghuZJdy3SjGXx7Ut K8VSQSlWispwt6QU62Wl2CgvwVZlCbarSrBTXYzdmiLs1YoUYL9OzsiwV5fH t3OwX5uJBzXpeFCdjM3yONwri8FqcRS2e3LwyXKT0qUlpUuPDl1iV2FX2hYu zdRINgmZhE+VeIk+0aVbdOkmP4dJurQ3iw925rAgXBpVdaTxMoYujdOlcZVL 43RpvAaL47VKl5i7wiV2JOHS1mSD0qWbjdhnPzrsSDTp8YzKpVk69JHA6GNi 9AOJpM4sT5SFW6KcEVNXlrcBsnwMOX0ZSiUo19dAjRIZ8oCU66WHNPEbs3Mn GJqUdPY4S0DS2WNIpk6pTsp3XbF/GzHWv0eM1e+YNxFj+QZDlyx+ixizVxBt TJNefAm6jPYLL0LjuReg9bPfIlDfDPkc3ys8DBBpqU6PdCST7I5pw/aoJlzF n+CqTgvY29mCoc4J6YnF+qIeplcNDcXilUD13NaLtiRg4g7VVjiIzoIh9DD9 8qsYko3gKrEZzRvHeN41TOZew/WcCaI0iancSUznTWImfxKzsknMyScxz7Cw FkyqsQBNiJdhFVxjxrEgH2NGMS+7ymltCAtU6jbnwNtZPbid3oWFlA7MJ7Ri OraJOn18RamT8u8uf4j2iQ8h69qHjDIlN2/BKZE6USbnnGW4yJbhWrQMN9Ym 90rWJ05ynnXUiZOcF6uTN6uTN3XyoU4+1Mmngxb5kKh/hw+R8u5aQiiHuNxb W6hcYBW6zdCmyqV9VIgsM3c4n91R3qoJm9QkmL5LlvZVLO2heIk03ZZoekn6 tP8XehQHMvGHYa2SyYYq2ahkUj1nHWD//21JB9cACRXPDoVJk5pQKUJ1uQ9J JkIZ7aQsSV46pnDRsEKmw0k0etqglTthgYuhZBPbkYv9EQmk7ypperosHRQm QdIP+PFsVShZP4USy9K5JygFnzJ5W/oKvbE8vYyG/AYo5C1oLuhEMw9szUVX UXU5BDUJEahLjEFj0hUokuPRkpyItuQUKGKzUB8qR1N4AVqjC9F5uRh98SUY Ti7FaFoZJjLLuX+Vc98q5/5UgcXCCiwXV2K1tAL3yiuwUVmBzSqWlpoK7NaW E6Ay7NWXYb+hlCnBfmMxU4i9RiLVIGNy8aA+Cw/q0rFXk4T1Cpamsmh+zHAl TMvfgum2qjAJmOZqn+A0W81bFqYZ/r+nCdN0GXEikNcFTHOYG5ITpkIlTGNP w0SUxpUoLRClp2FavVaHu9dUMBGlLaK0w8Ft7wCmqSY8mm4iSk0HKB2UJIkl gdInC0qYBEriCaJMgiRQUpNY+i5hMkSenyHyGZk/73vrIcXxhBpSxYb3ePhP OXccqVJIE4lK4/10Z02kEK1Eh3cRa/07xNq8wdvXEWv1GmItXiFPv4bOz39O nkReZHUiT8++COtXX0eWgznK3A0RbqXBz8P2hDZ3LZvjWrA5pgXr9zVQna48 69LHjz9VPtPIob+huBeNxaSpkSj9kNt+PjxAlgbRWjiEzsKr0qUA+ynJkPwa rsomMEZ6ruVdx2TeDdzIv4Fb+TcxnX8LM7Jb5OgW5gumsFA4hdtFU2pYLOZm qfgW/ge3N5kbzHVmEotFE/w317BYMIYl+QiW2MeW8wawnNOD5cxOLKW1YSGp GdNX6qCiqVb1ir/Hn32N2Y0vkde7j0TFJs6xNDmSJifS5EyaXArJUyl5qiBP LE7uLE4eLE6e5MmTPHmxPHmRJ682UZQ8uf0uLvatIuf6FsrnaM48Q5cqblOd 8kWxWRIbsvQDlHFbdmdfcqiU90uYYpGlPRQt7qBoYRNd6/u/+N95ZG0lmXTY lCSPbFUe2X3LI05uZ/5/PPr+oUcip98zR4LtSdS626HVzxQtTu88IygSHkmt SHyQQ4Okv8ZXIhTlZCudGTTyACLHbyJ0iWU8+JTp26qJrTanSrqqRbO8nQj1 EqFhIjSOythLqI2LQn3CZTQmxkORmITWpBS0J6ehkY2oIawIishitMeWojuu DP1J5RhOrcBYRiUmsytxK68KM3Iu3KJqLJVUY6WsGmvl1VivrMZGdTW2aqux U1eF3foqglPJVOBBE6MoZ4hRMzFqJkbNhdhXyPg+QtRIiBrSsF7FhlTJhlQW ga2+bGly+5B5TIgeLaoQYkPanRcIidcObs/ViEY0R4TmiNBsJaNCaIoI3XgK oatFSoRGidDYU83oGwjVSgjdYStSIlSP9QklQtvXG7FDgPYI0AO2ooeiFRGh D0QjEgJ9Hx/NK+iPMp8sKNAl/IkQpciM/hipIcvXiN06288IOWQnl+zk+yv5 yfbQYfsRV5pM4/Y/uD3Bt59EvJ3meJw5hnRylM77mS6ayHRWRybfl3T6bSSf eoscvYbL1q8i1pKT2ztsSC/9nB9T9+cvcn1r/vRFGLIxOf/+dRS7GuISGbJS 10KAhSNZi0TD+UJMRHVj7FIHJjh31fHw1cB21ESG1NAkEGoiPz/mA4PMMFp4 TGsvHEU3q0wfi80ge85V2XWMEpxrBGcybwo38qZxSzaDafkMZgtmMV84y11n DreL57BYMsddaA7LpXO4Uzqnhjtls2rcoWZYkVbKpvnmFB+/xfffwHLJddwp nsCdwjGsFFzFimwAK7k9WMnqwHJGCxZTGnGvduiy0qEG1V8sz258gbbpj+CT u4KzaUtwzF6GY/4ynAroUAkd4uDmSoNcWY/cahlWJDca5MYBLrhzFZcH11E2 TU5mmFmG9pTNi6ZDfI6gjLWobFEZPiYIKhWbkiXRg4q5LRJZ3EPh7R0Uzm3i g6/+/kuVO/dXV5XuWH3Lnad6kJ/KnfOczgJV7gSfVvUg6Tpokjv2/IaF0xxx uuFIxycXODl0h33H9g/G7MQnUeF6ku5YoM1THZdd7CV71IQ9VIdd6H98w54Y Jztl+ZHyxJ4IKSp7zgl7zHC1owlvHTxd9OhDNOTWoFnWTIDYgAoGCdAYcx31 6VWouxKNhvgraEpIREtCCloT09CelIG6sGI0RpSiJboMHVcq0JNQSYiK0B6e h76ofO5NtZiS12KusA4LJXVYLqvDSkUd7lWxLdTUYbOOMNTXYaehDvtNtQSn Bg+bmZZqPGipwoNWgtRajv02NqNWQtRKhFqJUDMRUmTyv03CverLWKuMxD1F AltQk7IFHQLEFkKEdhYkfOZr+Y3fnmcLmlcBNEeA5gjQDAGaJkA3C/HZPvf6 Q4BKlACNihcRjVVypS+M0Z8x+jNGf8aEP3Uqf+olf+7Tnk0WoO0byslM6Y+q AM1K/igLEEuPmkTPd5T4ZCvxyfE3UUMm4fk+sgiPhI+/EfKYfH/lM9XpblpI c9Y4QgWkjboaNyc4CqRTlnSn48hgMp2OMceRxfEty0Ud2S4nmOPIdjqKbMf3 kGL/Jvw13xDF5vU38Tq3b0Dn+V/A/KVfw/W1VyEzOYpHeam4ld6Hm2l9uJXC JPXiVnwPbsZ2oTK4BCWR5apnF3ugYPFRsPMoigeZIT52lcevMQ5j19BVOIHe gusYLLiJYTaaUdk0wZnBpGyWjWcOU7J5grOA2cIFzBfdxu2SRSyWLmKpbBHL 5Yu4w6xULGKVWatc5Oe8Vnkb/5PbBWYeq5VzzCzfP4OV8ilidJNFe5KT+zWs Fo5gVT6A1Xzik9NOgJqwmFaLvz74KFaJj0I1n33w6T8QWnIPYZX3EV7LNNxH hOI+IluYtvuI6mA67yN9aAsl19lTbjA32VmmGKJTSnRKiU4p0SkV6JQuiM3t /SMoWRT8FC8KXJRRIzHisYL5HXTeeyh9Ci8fvELI0gyeQhkrSRk1adx6/hvI +EvI2D2FzMmnkUEou00Ym42kzLn/vTJnjxkjyNgWRXy7xdcKbT663IPE38KT GTwjxJHuHUS8LcGjJnnz7/wgVMfZ9pvqSHlKHUeVOmeFOo0qdUywMr2Eprw6 qtNGdfqoDncZHpeaWXbr+SOquxyLhrh4NMUlS08EtSVmoCOZc1dEGZqiKtAS W4nO+Gq0xBQj/1wMGpxjMeBzGSPBiZgqbMBccQNulzXiTkUjVqt4vKlpxEZd I7YaWA0aG7GraGCtYVrqKU0dHrYx7TV40E59OliHOliDOqhPO+VpK8SDNs5h rZSnJYPHrjjcrYnGSmWYcvZS1Z6Hi43fUGdbCmevBaqzQHUWqM68UIfz1xzV mSnB5q1C/OVPj6lOgVKdEaEO567RCnECfcozWoVfckt1RmsYqjMm1KlXqjMh 1KlXqcMvi+Lss/E8YON5NKMU54NZBT6cUxxWHiFOZ7YXKiKshDjIIDgCnQNy sklNrmAnQElOhpIcpLtoqCHDRVNsNEBtXDWkexkURiSTymSKW3qU5Ux9nI8h 25X6uGkgh7c5rieQ43IMOc7vI8fxXUQYvw/399Th8d4JnPn9H3Hixz+C9k9+ DMNnfwyT534E6+d/CL+3NdEclI2ZzD7MUKOZ1F6MXGlG0UU5R8VilEdXURo2 Zunpn0FJHkXRKDOOlsJJdPAg1kN5+jlHDbHWjFCd8fx5dqYF3JDfxi35IqYL ljBbtIx5lozbpXcozx3Ks8JdZ4U/4hXqsoK1qhU13K1eYRe4W3OHe5PIMrPE Y9Ai33Mba9UL3NMERjNYq5jCWtkNrJVOYK1oBGsFA1iTd2E1r4UQ1WM+rVIF UIvqryJm732J/I495PfsQ9a/D/kQc3UfBaP7KBxnrtGOSYb4FBOe4lsM8Skm PsXEp4T4FBOfEhFOXCULwplioVCR2BTy7e9QnD3I53apzmN88Ne//0aln7vF U+hYWT15mufb6th/s9oEH6hz9kAde6GOmlRu/rsSHtVVFKKdleh46VnAQ9cG OSxCCh9btPmLp3n0ldx8R6o130Mst7HOJ5W1homWQmCcDy658D1EqC65EE5k wohMKJG5SGSG2w+Q+RXqs8qhyOVcld9FZFhr5ONE5iYzi4bUetTFXkHj5UQo rqSgJS6dyGQSmWw0RFaiKaYKrVdq0JlYiyzHRBQ6ZaDMOQINLiHo87iIG8ky zJcqsFihwJ0qBdZqFLhX14yNhmZsNymw26zAXgvTpiAg4nj/gPy9igedrCZd dQwrT1c19rtYc7oITSeh6WDF6cgnQtm4V5+Au3WxWKmOwOZAlgqZBiLD/35R hQzzL5FZIDDz5UpkZonMVCE+2JzD/CCRGeZcdZW1ZoTIjJRLV+kQxqiEUZOI +TcsCWQ4Vq0RmXsTDcpqw1qzzVqzOyWQaSIyTQfIcKyaa+JRWTKGvtwbypca TbbKlwy6kulnTGOMkR1gjBwml8k/byw9tZPG+ShdosVV8zvIdNU8wo0GxF11 ZKlCTNQkRd5Cjocmct1F1JHrdhy5rkeR6/weokyPwfOoBmxfe40z1I+g+ZMf QU/y5MeweF7khzD/6Y/h8LNn0XExG/M5fVjI6kV9ZClKQwuZEqYMNckKmjIo PRUoJnFF0YRUiNsKb6KLlvQVzHCEmsNVNpcx2W16soTrsmXcKriD6cIVzBav cu9Y4yFoDUvld7FceZeW3CMQ9wjFPSJyj3gwtfe4Z6zX3RVDBrf369aYVT6y whAZDjprtUvcu9h2qufYeKaJy03icg1rJYSlqB9rhR3EpQl38qrx1aOPYpSw tKmu3DK7/gXab32MvL595A8ywwRmhLiMEReiUjDBEJVCNppCwlJEWIoISxFh KZoRfMyyxBTOiSmpgFu5KrKZXcx98AUZ+fpV1ZSUER0JT0tziREvwYi1tcSI t4oRXxUjAQdXjCYjB1d+E4xcVDKiJhz5l4aoikswp6+zJyyR4mCPei87tAaY ospVkyhcVhWXk0pCpCgJUROIqEmCfF8SJEKKtZRwpyeGhJw1Uz4tE4imbB5c clvIBw8wshHycZ2ZZhZQzxm2NjqOfCRBcTmNVGSgLT4LbQkyNERX87Fa3q9D V3IDD4R5yHNNRb5zKKrcQ9HuFYax0ETMl3MWrmrFnZpWLvVWrDe0YqOpFVvN rdhpbSUdLewfLSSjGQ+7RBR40M11183111PP1DIkpIeEdHNK6i4mJQVMHu42 JmGt/gpWa6OwNZT9VEdh5xF8LJKPRU5ft8nHIie1oXR01gSjNOM0ki5qIzlE GynBmkgJ0kBaoDr8HfT4fVRHDMtAjJsOShMDmEASQj5GyMcI+RhhQRmplQRZ UpUUyQ/acf+68KPxiR8sKA9ox6OnCsqH88qScncwX/lc8CULpPsaEw9jJR7+ TIASkFwBx3kT5BKPVIEHf/4Zrlr0Qot08JMkHW6ayOK9LDrBqPENbkQbeRc5 opMIO0Q8NJDnqcnw1uME8tyPIc/tfcSYH4fjW+9Ai25oP89u8uyPoP/cT2D2 /LOwevEnsH7xRzB67oc4/avn4PirZ7EoG8JEehtKw2T89IuYUpSFVaAstBoN Of2SI81Fk3TkJlpZcztoSE/BHPq5Ow2xh4zKl3FNfoeOrOBmwRqmiu5iljPJ fOk6bpev80hzn45s8IiwgdWaDZqwySPOJp1g6jdxv35TjYefDa7EjcYN5j42 G9d5ew/3G+5y71rjQWWVuYO7tRymauZJCjmpZE8pJyelw0wv1orbSAoPLB0D Kko6VGe3efz5PzC7+SVySUke+0k++4mM/UTGfiInJXL2EzkpkZMSOSkpuCU6 iJyYfA9yciJ7KvnTe2hf+xCzj77gAKp8BqhH0cT5x5yGHPhhdeiHj8oP5bMs T/uhGoBUfkhV5JyqijhKT7OoSZdY+MFhDTmoIiffMUOsrT2qPE6SEPEsy3Fy Ya8cfP79W4qcRIzIt8pIpBSbw0u6qEmUHEEoMbl0zhzBLCTKMnIOnzz8EIrs GorSTlF4aMnn7iBjGZHNMYtoka2iNjIejTEp1COdomShPSEHncl5aIipY0mp Z0FpRFdqE4rPV3CQj0W+axSKPSPQ6BuBvoBIXOd/u1jDQbeuHXcb2rHe1IHN 5g5st7Zjt70dex3t1ITpasPDnlY86KUuvc140MeS0sdV2UdV+qhKXzX2eiuw 31tKXYoYGTbbMrDWGI/V+hgsVV/CB0tPi1KPXWZ6KBPdtReRFKrH6CKZSWXS Lukgjaqkh3CVClHOn0CQgz4uc6y45KABX3MRTUYLvmba8DLRRllCMIsKRbla i9sjdapG8i1RqMn2LSFKE0VpeiKK+K234OR7+OipaSfNx/gJKP7iZYBZASY8 yOQISJj8QLYVDx1ioiVNPZmSHiLayGbELQVxF7pke2izhWgdRE2qJO8QE00V KCLqyPPWQp4XcfHife5geR5HEWN5AqYv/wLaL/wYOi/8BHo/fRaGP30OFi8+ B5uXnmV+DLMXOAC99BN4vPECSlz80J/ciIrwAn4ZxUwFcalm6olLk1RMmgtv MTNoIyidBQvoJSgDBOUqMRmTr2Ki4C5uFNzDraJ1zJTcx1zZBhbKN7FYuYXl qm2s1GzzWLGDtbodCrFDLXaoxg712BGXpW3awX9gS7HNbKmyyUepTNN97mUs Mo1r3OPu8JhDWWopSw1lqbpOXcZYWIYoTDd1UWClqApfPf4A0UpaeqSbf8PM 1peY2fkSrXMfIffqHnLJSh5ZySMreWwoeaQlj7TkikzuqmH24ZfiL/K+/Prw qh1vqn6f5WEhBOEwY2kFrwNBbGyUw4xKkMOnUJ5qIMGHgjy5uKSaZMh3lE/W HlyR2tlelAkH9iHrP+jhovlJlLjZoyXAGm2+2rh80vAIgqzNxJ/dWZkd6qEm bZ/5piLsJlFSN4k8uM7Ld5UXcXBSXsRBMHKRjAx3NL2l6iSrU4tQZNWjOYcj Td4wFeEBJZ+dhANtc/4yFbmL2nAqEp2C5tgMpSLxuVQkH42xDWiOb0Iby21X egv6slu5D1Ui3/0KCr2jUeUfjfbAaIwER2OhqA4r9V2429SF9eYubLZ2Ybu9 C7sdXdjr6mTX6MSDng7qQU36mH5q0s++MkBJBijJQD32Bmqx11+F/X6ON/0c b/oKsdmRhTVFIlYbYrFcG6ZSRDnSzA1noyLLEclh+oweUphU3k/jbToVyQjV QcYlbWRe5NK8oMFvlT6C7fURfUYdAWYnGA0EUJEAKhJgrg1/Mx34m+vyVhcl cSHoqcx4osiESpEbTyvCz3vmQBEFFVF2kg9JyGRtNMpISBa7ZhoJSfcjFRxu MgmIQCSbfAhG8gLFi2r0kUpC0t34uYq4a6sJO9TEr46+gxxPnSPcaON9brWQ 6ymEUCqR762BfF8t5Pvwvg/ve59AvucxXLbWgM7PfsI8Cz1G//mfwIRyWPIx m188yyrCW9YR65/9EC6vPAe5oQmKgtIoRSEqIsuYat6vZxT8ibeiMrZXGoJb KEVbwSK6KEWffAVDsjWMyO5hvGAd1wvu42bRJqZLtjBbto35ih3crtql/Xts rHvUYp+rfR/3Gvax3vgA95seUIMH2FQ8YIMV4fCw3bLPOrLdssfsMjvYYjab t7hTbeCeYh33mghH4wrWGghHPSec2iniMcmMsp5wuqls57RTh08WFlVmfKl6 rXlGVBQ8LSwO64KXtbX0R93i7Lk+draqccMOAaqFrrzwinKhH9aFcyeVi91R qgtq0tUWfoAQB2v4W5vDUUcPTrp6cHjfAD6GtshzckCznw3rggFSrY+rwYP/ 4Hvc6sJDWxl3LV34GhkiyNJUWuxq0jJ/RlrokarKIK4CF+4sXtArVvszhxds uOTI+YPrfXt9VVUbjLF2a4kLnsjn8EeWO8pFf4OZZRaZVbTkr6M+tgSNUalo jhELPpsLPo8LXobGK/zvEprRltKCrsxW9OW080fcgfLgHBT6xqMs4DIaLsSi 9+JlTIZfxkpjDxdnD9ZberDR1oOtjh7sdPVgt7ubVaCbC72Li5wLf6CDC7wd +4NtTAv2hhRMI/YG65gappIpY4qw0ZWNVUUSVpquYLk+XFrwj5iqLCcubn4b ww2QEq4v3aYx6byfwQWfGaaLLC74rFAed7ngs4I1EHyK3nLBh1gdx3kzdQRy wQeaafH7GMjS8Aa3Ogjkgg8018N5JsBUD6XxIdKCXxUL/vq3F7yyNjwUC36u CY8PF3yz9Cq5Ig4gqewMaewL6f5PLfjzplzwpsjhYs8LNEMKF3saF3qGtNj5 OYuwR4jfFGd76nCZ6yLHS0RHus0V8dZR4x0dDiN53trI81Em30cLMl9Nhrd+ 2sr7PuqU4Dgu22hA90UOH794EfYvvsBV/xwsX2Jn+OVzsHtZdfvLZxlq8NKP UK9/GvFvWiH2dQskaHgi0zoaMk85FWhjOlEe1o2GrGm0ypfQztXfzdXfz+PH MHepUfkGrhVu4kbRNm6V7GCmjON+xR4WqvaxWP2Adj9ky3zIJfuIx/1HPP4/ xn3FY2wwm82Pucwfc/W3PsYPOco+wk6byEMp223EoXWPh5Rd3G/d5t7GOab5 Pu4q1rDWxArReJsazPJD32I4mNRxMKnlnlmlwJ3Ssm8o8Gv0NHFoOFDAUqmA 1+HQYAsfccjn4d6fCpw/9dSTDkKBswcKqC7r6KiUwJcH7nNc0466yuXvwrjq 6eH0ezpw0rZG2hkHNPjaoZXgp53UhBff78146YjoirMJU4L/CU9a4KGlAw9N HfgaGrDqWiKKGkS60AApNtJlW4QFBxdsEA5cpAMXzpn/TvoS1fHg4edPTtSa 1ov01D5kMjFBNYjwqUSkdw0iveoQ7lEPedQQZJGjqEii7nkbaErqQkMEaYjO RGtsDmnIJw1ytCVVoTmpBe2pbejMakdvbieH0C6MFnWj0D8FZUGJqA6JQ1to HK5GxGE2JQdrLX1Yb+vDRkcftrv6sNPdh93eXuz19fL43kMSSMRgF/aH2A+G OG0MtzLk4Sp5GG7A7nAdw8liuIIpwUZ3Llabk7GiiMNyQySm2+N4rOc8Hy5e +yVAeBtpEYZIjzCQkhmhj6xwPUYX2WFcSqQhhzQk+6rDz4Z1yV4PQabHEUQa gkhDkJkmo83oIMhcRJfhvzHXxwVLfQRZ6CPB6xyG67JwV+oCjUoa2AN2yYLo Ag9nFKThSReYqImWaMi7YCb1gEMaAgQNpkoayEJuoHgdCXkjCRINJIE0iAqg ywNMtiSC3mFyvUV0pZe2Hd730VVDnq8Op4p8Px2lBn5UwZ8J0Fbe+mlQh+OI NHsXjr98CXG//hVKfvcy4v/4K1i//Dxsf/M8Tr76PGx+/YJ03+7Xz8HhNy8g 5G0DJGl4IPmoG5LecUfiH1wphSulcEPYax7IsMpGmkMRZVhFB0Xoka1jIH8D V/O3OE1sY6JoFzdL9jBV9gCzFQ8xX/UIt2seY6n2Me7UfcAZ8UMe1D/kwf0j qvARNpo/wmbLR1z2H3H5f0QGxEUBdts/Ig+77R+yVYp8gJ2Ox2yZD7HZzj7R vse9bRv3Wjdxt2Uda83kQbHMLJAITheNnC4aOV00sCTUtWG1qhpfffg4SsnD X1R/s+RubkEeLMmDlbIk2AgebOBtZyPR4HtAg1QSVFdnO/MUD+eU13T0tjTD WS7qc1ziggVnFQtuZMGd8WAcjlrgir0Darzt0RpojhbOej66rAO6ukfgQxf+ T/jwQ3iLUAZPyuCpqdRBXM00hDpESJdz+teXcQmhCkOdTaqnSzQwNb2J5pZp ZGb3IUecZZWRZ/WhSJxllSnP6EOyfynS/Ku4m9Zw8q1Duk8D0ryakOapQIp7 M5JdWzj5DkLulQ1FVJaSiDgSkaQiIrkV7ent6MruRG9eFwYLujFS3Iv+3GaU XkhD1aUkNIQnoCcqAROxCVgqqsC99gFsdPZjq7sf27392O0jE/195IFUDDHD 3QzHiKudDJm42ordkWbsXG1iyAQH/t2RSt6WYrUtAyutybjTHIeW9LNIDtY6 QgsMObSnRxhJ9zIiDZEZSRmY7AguJwqRo9IhlzqEndbkvhZAH15FkMlxXDBV xwXKcIHFIZg6BFOHYMoQbCGih2DKEGKtj0s2ytvzfGy0IQvrQodbyuKwo9Lh wayqOFCGD5h21cvrUyhDKieENMqQThWEDJmUIYsqZDO5QSwNVCHVTQfplCGD KGR56FEHT9Ensw9V0Ff9eZC+JEOejx7HyjxfPRxFnp8e8v11yQBpCNCRSJAH kITzOpCf14LcXwO5bn9Essavkfvbl1H//ivoNPoduu3fgcdbv4Ltaz+D7W9/ BqtXXoTNq7xPJk698TLsXvstYk0vIc4oDAn6EUjUiSAVzLFwUhGGxP+8iIQ3 QxD3ejBiXwtBmXMT08yxYRfjhfuYLH6AW6WPMF3xGLOVH2Ch+kMs1n6E5bqP sdLwMY/wn/BI/wn7/6fYaPmULeBTbLV9ymX/KXaY3Q6m81PsMWrcfsL5Yb/r Y94jG50fYKvzEfeuB1jv2OOeto27bZtYa73HcIZoWSIT8wybQ/MEqWBzaOwm D/X4ZGnhGzS8xOagUNJgYQVPq4PmYAMvNgdv0uBDGvzIwkFzCDxtd8iDoMHT 3BSntXVwRmLhm23haRa8GOu3jBBmbY9SDwe0nLdCq5+WGvz4D/+DW1348T/3 PQg/pA9p8Ga8DonQhruGFrwN9HBBnEH34DovggYmhDxcIA+/lb40Szx69Dla W6eQm9snTpt6eL7UEqY8pw9VTA25qGMaSEZuQCnyA6q4E9Vwh6pn62zgcaUJ Mm8F589m5Hm0IsOxFvHWWYizyECERQgs3jkB66NasDmhDSt1Q1hrGcJWx4jj lhtSA2ORceEyGlNL0ZFWjcrQNNRGJKMlJglDV5JwK0H8dqIV97sGsdkziO2+ Qez0D2B3kFwM9ZOHPrJAKq52k4IupgO7o+3YGW1hFAzX4CjbxFg1Hy/HisRE CopiLJF0Xh0pIdqSDemRwgc6wSidMKATBsimFTkiESzitCKPVqRywQTaiCcF A2nFm7hAK4JpRTCtCFZZEcIWEUInQiz1OISIKJ0ItTNAuL0BIphgPjbelI0N NomtKWEFB6NppRUPVVasDOSjlE7kskWk+JqorDBli2DOszkwWTQiO8gcGT6G SivchRW6yGB1yPSkdV78/EW8DRglFGrSXxLaIINEJLEziCQTiMt+mojw1UA8 p4k0fzYS9og0PpbmowF5IL9+vxPIdXoDledeQ53RK2jVfgNd1m+h2+koun00 4fH+b2D1+s9hRTQsX3kBVq+KPA/r3/0GFq+9Dm8jP4TYJCHMKhVRFukEJANX jDIRr59BQDKIUBpSj6Ug471E5Lwdh7z/jEXeH2KQ+8cYtHl3czn0YqbyI8xV f4zbtZ9gqe5T3Gn4DKuNn3ERf87x4HOOCX/iUPonbDJb7X9iV/gzoWC6/oQ9 ke7PsS/lM4aAdH/ChsrO0f0hh9DHWO96gHudu7jbsY219vtYa7vLcNxo47jR NsPcICIjRKSXSCnw6crSN8D4hfQqUHczS6JhJfUJTyvlqCHA8FKNGgd9IoBg nD9tJ13mxdfWCo48wJ/iQf80sTijowTDiSvfhXHV0z3EwlMFxtnjhhxfT0Lm 6oDmABuioY80y6P8Cfvrshb664j5QrDhp60ig/HW1iYZ2mwW2odkuKlrws/C EJeeuiRMsKMlm4TiFenr0sVjatHRPgV5HgtEfp90TlRxHtRSppKp4eP1TBP1 aGZaqUc75ai4VIOS81UoDahFGdUo82tEmW8TCtyqkX2uCHGWSbhiwZgl4bJR HC4bxCFG9wqC1ANw9qgpbE/o4aS2Eex1jXFK3xhnjEyk85w5m5nC1cIUl119 WU7C0Ribgq64FIwnpmAuNQXr3UPY6B3CVv8Qtgcox+AAdoapx1XqMcKyMdrD UI7RTuyMdTCt2B5rZpqwPV4vXd/r/kAhVtozUBxrg6RADSQHqiP1onh6P5NW /HdJjUyKkSWFYkQZSGLkRvKwTDXywnWQSzUizxwT5xeztcT3cYE/50vmxxFC NUKoxkWqcdFcm9HBRQv+1C6SjF/jIktFqK0+wk4SDQcDRJ4yRPRpQ1zg4xPN 2dhSFYw9VcF4OMsRhGiMc/QoDRNomHPkMSVYphIa6cRCQiNQoGEuoZFEMFII RhrBSPfQIxocm4hFtoSF+ONjQwkJgUN8gPiyYwO1cAJXuI1jEtggEpkkEbaK ZH9NJBOMZCKS7K2OOJf3kHzuLZQ4/h6VLr9Dp+l/ouv0e+j20EB3AFuJ43HY /OFlmLFZmHHgsODwYfGbn8LilWfh+t5bOPWfv4eXiQv8z+XCyTaHy0eOANsi BNuUEJFSRFqUIdasDAnG7K9GJcjRL4JctwDFOjKUa+egSjMTNZqpqNVMRrV2 EoYvDmMo9CruNP4Zq4o/427zFxwcvsD9ti+x0f4ltjq+xHbnl9jp+gt2u/9C HL7EXs+Xatjv+YLH4P2eP2G/93M+9Bl2ej7BVg9nlp4Pcb/7Ee517eMu3Vjr ZNHo5BzSucqwaHTMMSwaHddoxwDdaOPsUwoVGn9VvaxTtAx3cxUaBMOTLcOT YHhyAPF6umWcUrYM8dqrkxracOCh/wCMs6JdMM4SGGwXut/EwluA8T6bh74t D9On0OB/Ei2Bxsiw0xBcIIARYqjo0MG/kw4dtg2yoaNiQ1uwoQV3EU1NsqEB T30dJRdsF0FsFwdX4Ly3tor2ZoWUZ9DB7RF0KBSHv4n5X9LWAJ3tN1GY34si Wd/hiU7L5KqTm8qUpxpspi+tTAd96aItPeJUg0xzrAJVtKXmfC1qAupR4FKA dLtEpNsmIY1HmjQrxjIZqRaMaQJSDOOQTF+SdOOQoHUFvsfOwu5dDdhr6OGM gQnOGpvAyZSusLS5c5ZztzCGk5EOXIy5ULw8MJCchhupaVgukGOjT2XLIDNE X64yIzRmtJ+W9DI9NKSLlnRia7yNacHWNQXTIF0gfX2wEEWxtkjkQkoK4qIJ UkdGmJhQhCnib0uijPjNzIoyVLLC5Eax4ZOWPA4wgpZ4TxYPWz1BihqC7aw4 9IVYGuCiqQYuUZZLVOUSVbnEueUSu8glwnJJzCy2T3URshJFVmLOKHm5aGuA 6y0536RlTvnsRnGoBUpISxK7SLKfipYAMyUtnGQzGUGLeJZDSYsu0jizpHsK WvSR6UUhvQUp+vyqBSdxF7Q4yMRf0EYCk8SkMKlB7GW8zQiSpOW/FHORFrIC NJHpw++S2zvIc32HR5B3UOzxDkqYolNHUe+mgUY/XcTZaUPvl8/D4OUXYExW TNhFTF95Hid/92t4HT8GrxPH4fTOH3H27bdQGdmCyqgu/r/aEOnVTGrq4Whb zYVXR2oa+f1oQoxdE5J4m8m3ZbYNKLGtQ5VtDepsqqCwLkOrVTE6LOToNM9F l1kW72ei36sBN65cw0LxBjY7vsJW11fYZna7mZ6vaMhXtOSvzF+w3/cl8wX2 +v7MsLP0fYat3k949PoI93s/wL2eh1jr3sNaFztJ9wbDTtLNTtK9wEzz8Ula wyGmvROrTVUHtnylOuurm6klbbGCh6U1PIQtnF6UttiqJhg7yRZPa0vYsguc 1FS5IkrIt1xxZdwZD5YRT8aL8WE8NHVxSt0KCacdUONrj2buBg2u7+I7kir/ AwF6OnRFB356Itrw0dWGN+PFeOpowUNbk6gwmhpwJSru/Dd+dibYWl9VXXnn exIoHS0KnLG2wFkbC5xjHBkna3H6HmdrCzW4SBsrbpwtxdl8UqOj0EVz1tnJ /l36MEb44PFn7C3dKJb3SidSLi3ok05uKk5tWss0MAq58rReHbSnO/+bp/Ua yhHnblegQXQaNxlyHBKQY5+I3JOMXRJyaU8u7cm1SkaOCLtNtkkcsthtMg3i kUF70mhPlHoQ3I5a4NQxTX6L9eFCd9zMzdgZzeBtLWIMNxNOdWa011yM7R6Y zkzD3dY2bNCczSH6M8zQne1RkQF2lz5600truulMF9OOzYlWphlbE5w0JuvQ nOMjrb7EoAN3NGiOMc1hopTuqJEbQ37Lc4lOnoSOvoROGq0KsTtKa6zF+fO5 feub4vBzDaU4oZx+QilOqDUjJh+qoiwyhoigMlHUJuacIS47GiGWt6GU6GZr zpPnU2e/LY6pShwzpD4tTpAQxwKpvkZIYpER4qSyyKRTmwxqkyYmHH6tCcEs K5z2Epkk8Zq1EJYeJiOEUxJvs4PZ04LFaSpz6Y4Z8ihP7nlNFqCjKPB4F2We 76LS+z1U+b2HSv/3UeF9DBWuGsg9rYEIo+MI0jrOiq0OzxPv4dy7b8Px3bfg pa6OC3pGCNIz5P0TcOLj5955G1k+OVSnlxliRpkJVEZcZzkbQYTnIALOdcHd oQ1BZzoRda4bSU7dyHLpRoFrN8pdO1Hr2gGFaxvaXZvR49KIfudaDDtW4urZ UoyeKcToaRlGzuRhMrgZC6k3sFq5jd3ev1GWv1GZ/2K+woN+ytNPefpZcPr/ zKn6cx7LPuMx7RPc7/sI93ofY63nAcNG07vFsNH0stH0LjKzzHXKwymos5vT UN23wLm/sgY3MysePZXgeDwFzkGZcbeygLW6FsHRlsCxl8DRkZ4qkaaep8Bx E+Awnow3sQkyMMUlQ/7375oiws4BZV6cfoKs0MzaeYTUiKEnQJ9Fhs3kIH76 2vBlvAmLl54WP5YIZ1Ydthji46qpDmf+lEIMHfDZxqdHVOdHXKc5nTTn0Btb esM4My42lmpwExt3G0tx1l5L8UteK5Y4fm3ulsq4WVhwSrGQCt4PVAJ1t11H iayb6vSinNqUF/ZJ5zOtVp1UsKlAdT4vppsK9VKhAWaICl2lQqNUaEyc5j2y Bvln4iE7lQD5qUQUODD2IkkoFDmZjEK7ZBSI2PK+Nf+dRRzyzeKRbxKPPMN4 5OjFIUPjMo+LlpwmteDIn4kLp1AvKzP42JoRYYpkYQBPrmpvS34frbiCXGwx EBeO9U5KxOazSYE2RwaxRYW2xvqpTx9Dha71YJMKbUx0YGOS/3ayGRvXGzGp SEF8oA4SgnSQyPWWTImEQkqBjNUEQ+K3H9FGjCFymbxoAyVGhCjtAgvnyeNE SF8QdIRvCI0ucXuJDoVKv+oVCv0KYXQojA6FsfWECYNUrSecrSeCBkWdNUQs DbrsZIh4ZyPOaYZ8n4Hk0EH7Ga2KQpHKoUSVQykBwiFzpJ03RzodUlpkgWS6 k0SDUmhQKu+n+OgqrQ0Rzy6LV8w6IPmSDlKZ9Iu0h8lmcpg8Jp8eyRg5U0CP ZOfVUeDzPsqZGtpTf/4oGgKPoT7oGGqDjqOSe3yC+QlE6h9HlMFxxDCXeT9C 3wDBBmaMKWOCC5ybL+gbwZsmOb/7Dn16FzEOF2lPP3OVGZcMqoy4xUyjMnwW 1ZGzqI+cQWXSPR4SFjj0TeCixwCu+A4j3f8qP7erKAscRl3QEFffIDqD+tEf 2IPhwE6Mn2/DpL8CN33rMOVdhWmvUkx7FGLKU475qDas5tzERt02HgywBQ38 FXsDHLgGvsDOwJ+xNfA5NgY+xf3+j3Gv7wOs9T1i2H762X767zNrWBtY5i0n q/6bfN8Ynepl+2k4aD7/dXAVtMZmHlIJkdR8bCSIPGxt4UGIXLgoLY9rPoWQ Duw1xTQlnqt9gpCLzlOtR0JIjwCZ46KhJUKNLHHqfROct7SH3P0UmgJt0Hxe D1Em4nQQgqD/QIABITLQkeLH+Bqw/Yjoa8GL8RTRY/MhRm46bD9a6nDSOIEm fxluF09KX8n63VWkXI7ixxT+fP+JQLaWcGXcGQ/GU0SA5CU23tKGKv03+Ii/ RrZSRfoVuAW8xK/DGQ9zC/Q2iRdBKue23o7rnL+6UUGd1KQzLP/w8JSn4myD zUw700Wdepl+CjXEXKVQoxRqnEJNUKi6wHyUuFIhClV8OoFJRAlTejpJDWVn ko6g7HQyfouyU8koc0hCqV0cSmziUWTFWMSj0DQecs5rudqXEXLcUZLJmfXU VZPfMBMD+J80x3l7c34drKBWuvCz1kGgrQ5J0EF97AXcHx7ExtUBbLAXbY6J 9GODMm1Qpg3KdH+iC/cnO3D/ehvTgnvjtZBftkd8kC6nEaVMSZxPki6IH2ZG lDG/N9QJWRJL0rVbow3VJJVYlOhSlJMGQuhSyEkbksTY2+CSvXj9Tii3b+Ki sbqEUxhpCuNIFmZBmCwJEwuSgCnspKFUkMJPEyLCFH2O5cjJCFcIU7yLERJd jfiYIWRhThJO+8RpRIVTscCJMCWxIKWIkkSYUgMFThYcbSyQecECCW78oohT soc+kn30kBisgeSLLICXOHKJp7ZDWYrEi+dCiRKTFypeoyC7pAtrFHBbyBQR qUJ+UwoDjqPC733Usgw1BR5F84VjUIScgOIS99xL6qgKPI5YQ8boBGL5dV8x UUeCyXEkmegiyVCbSLEgEqVgQxVQBsbw0dCAy3vvsCi9R5wuEaJBhgUpQhSk m4cwVYbPoyZqHvXR8+gr/BBDJR9jtOwzTFT+CTeqv0B5yhrqM+4jLmQMWWET KOJ/Xx01AUX0NXRGj6M/ZhQj0cOYiB7ArahezEZ0YiG8FUuhTbgTUoOVCxVY CSrGclAhVuPbsF5wQ3qp/M7gF9ga/DM2Bz/H/YFPcK//IwLEojTAojTIojS4 ydzD2hBHsyGOZoNTfN84gerHamfTAU5/U/1iKT0ihjhZSzi5W9twEdvA0dwc Zsc0YKGCyYYw2RGlkwcwaeniHEcyJ8ZZRw+uOqqneRgBU7AhdzsjG4Qa28Dt hDncjO2Q6XwKDQF2UAQZId1OnSDpESM9Nfgb6uEZbrl0DMUrT3TgY6i0iYAY aIlXpujTJdrkpsufDOttR1gBppJ6cD22AwEmpw8dcrajRYyrnSXc7A494ofh nSPSFVR8VFGDr424wqN4JYaf9WHUWCzEP/Xl1pdA+ViKf+pjIYY4bwLlZaZE SnntsmfR1zGJCnkXYeqVUl3UJ50UVZx/sJFpZTqIVDfTxwwSqqtEapQZl/Vj Ir8f1/P60RgkQ4VHCqrcU1B2NgHl5xJRcY5AVTom8X9dxW21k0gy36p2TMZz qDqXjCp6VuUQjwr7eJTZMdbxKKVZRZzz5HqxCFN3hAudctPmaKujbJt+bFHn HUxpsR786NT5kzoIZkLtOXtccML61X6sj/bj/qg4LfT9cXEixfvXeulUL9Yn u7F+vRPrN9qZFs6nF3g81kUcnTqwKpHLMiWUsw+NElplRLNN0alveCV+bRxp gEhnUmXPtiuu4atiKlRJlYMN/oAwbkOtDJVcmam4MtdDOLkKt2F/knqU6EpG 7FGCK9IkZjlSdcXFGPGkKtHNGAm8jTxngKmOHImsq+Sq8JIlybJEgoqrZHap FMHVeQvOlxZIJ1cZFywR7y640kMC57Ak9qcUUpUaqiVRpWRK/PaenYmRM0VM iUiYrpp0xxKFgSdQ5n8UdQFHufsfRWvIcbRRqLZQdbSFa6CZqQg4gTynY4g3 U0ecBeuUJVW0UkeqFWuaJcdJM9Y5Yx4KODSEGRhJYl0wNIGPJtfE++8yx3H2 HY6FEcPMGHUSNWqKmZGkqgy/jdqo22iIvY32jA1q9QlGyz/HRNWfqdWXmKr9 C2YbvsJC039hsflvUORtorNgB9mXb6Ak4Sbqkm6hLeUmejnKXU2dxETqNUyl jGI+ZRhLyQNYSezB3Xgexq6wXMfUYSOqEusRJRiLqscCH9/N6MFO4x3cHfyY IrFODT3E2jDr1DDHumGOdVdXmNu8T62GrlGsAax2Kw60+rt08zOkR1IrznNu rFHnTM1g8r46pdKUpLI8oUWttFmjlFKJJ49OU6qz2npwZJy1hVT6rDf6XA36 XA0GnLPsKJUdwkzscF7XirOfNRLPnkKNvz2agsxQeO64+C2WoT5+Cn8jfYar hvE1Ei+c5SwihbMcyfI05CozIFX6rE+kqudyIRZyepHtHAbrd47C6q2jsD2q riLKQkkU48l42SmvXOkjuPK1lWji1l/ERor0qhCOldZiQ55+A39u/QmUH1uU H4nyZXwIVHZEFDZWVqXvWD+BqizoPDhls4RTrQqoJhVQnUwP01/YjyFmpKAf Y3LixFyXDfDH3QpFcCGqPTNQ45WBOqbKJRXVzimo5m0tU+cqkoJ615QjqHdL wfO8m4w6F5EU1DkmoJYFrOZ0vARWJbGqsI5DmfkVFBnGIFCH3wqBFIESY7E3 26ifKRsrO4nfSV0EEKcgB85bp3XYS3QIhwnujfZhfYwZF6d9XSdRz+PeRA/u Xe/G3RudTBsW+8sQS6AuBz1BKiFY+USM+LOfNAKVRqDSowVURoRKWayySJR4 xjvCWRMhDicIpOEhUJcESg4CKcFTPLuSDQHiY6ZKpMKJVDiRilAhFWFnKCEV cUoMdgIiIuUkkDLGFVciRaAS3Y2R5EG0XA0hj3TGLpFqSvNg37FAoYSUGRKJ VBKHvWQilRIoehWhOkSKZfE8xQjR4FCnSZi0kc4InDJVPeobQIXpopypELmk hdLzx1DDNHGga6NO7aEn0EGVOiM10RGliUaCVxWoiVLfY9LBO8mKGNoSQjtN ZJzk/+ekPjJs9ZBhrYsMCw6VpuxxhpoIMzTCBSMqpaVUyu2YFs69+z414rAX fo25wbBPRc5Rqtu8XURt9BIaLi+hI3MLQ6WfYbTiT7hW9QVu1PwFU3V/pVL/ hQXF33C75e9Ybv0aK+3/wFrnP3C365/oLtvBUOUeSjJuoT5nGh25MxjIn8aY bAo3ZTcxlz+JpXx2obwRrOcMYjOrF1sZHZiIv47tvBn8rWEa/3fXGLYHdyjR hxSJQ9/IPsOhb4RD3+gqs8j703zfBCWjUj3NB0p9rbqSaxqVcqVSVie0Yfqe OkyPasBcUkq8+kQbNuo6sNPQhYOmLk5r6uGslhBKn0Lps+AYUCgDuDMeuobw 1TPFJRN7hJnaI9zMHtZHzRHp4IAyHwfWBks0eR9nazEyEBt92mGshx/Ah1tv EuVFnjxFyJM7u5Qrm1R/IjtlUT9CLE+pwfa9Y/zntu8eg83bR+FoaiSJ5PG0 SIwv42dHgvwlmQK4PS9iI+U74jUo3Ij6dJ4m/VLyKYAq+YtQJT9WJ19Tc7TV 9qFa3s4Zrkt1xuZecb5m6byoTUxrsVKjXn56/UUD1GgII8x4wTAm5cO4Ib+K W7IRVHnnoMYnB3VMg28uGpl6ryzUuWWg3j0TDR6ZaPTIVEOTZybeh4JwKTzT VUlDk0cqmtwZOtXoFI96R+ZcPOqEUA5xqLa7ggrLWJQaR+GCLkdTPeWM7M3v oA+R9zPirfizHQddBFKj4DM6uMREnOUqi/LC3dFe3B3n8ZDj3V2KdJe1ae16 F9ZudGChvxy1uQGIoUiXL+giXooO4qlS3AXWiygTpFKl1OinZVLpFGWEcBct BDuo4wJFvKjUSNmWkhB2SgnRQSIESqIxqVCK4KAXYaGPCBVKEQIlDnkRbE2R jsaIJkixLgcomSDRgyh5GiPZS7zPEFOduZCFmEN+0VJqT/ESSuYqlCyIkgVS g5QoJfoaISFAnSCJVypoEiNNJUjiL6Iu6RwOdhJIYUqQysJ1iQFhCj6BWtak Fg5zbRePo4M1qTNSA12EqCtGCx3ROmggbHUXdYiSOsr9jyNVYGTP/4eDpnSt 75zT+sg6xdjrIctOF1m2DKtUJn9s6UaEychIhdJ7RElbiVLYCMMhL0wMeRzw IuYlkKqillETu4yGK8voyCIwZSqUWJtusDZN1X+F2cb/wrzi70Tpayy3fY07 Ekr/xN3uf2K955/Y6P0nNvv+ia2Bf2C4dhfXGvZRVzCF9hICVTqDa+UzmCqf wkL5Tdwpm8R8wS3ckD3Ag9aP8H9NfIj/5/YWHk1u4+4Ih71RDntjHPbGiNTY BrPGEKWxGb6PKA2zjvW1qEz6h6o5RQcEw/jtEzB5lx69rwGzo1owp0eWJ3TY mnTpkZ70++dTmvo4w5zTMoAT48K4ahvSJEN6ZARPPSP4Gpgh0MgKQcZWMHvb EEHW9pB7OqAhyBqNATrSnxT5GovXxfsaG4hrpXDrbawPLymcEY114UGW3BlX LqrhtHL0J5Xgks1pnDxGz04ePSaui0KcTr57FHZvv39Ykg44UhMgiafZuT3w SA2B0qAnXuASZKPM93CB239Tvs0hL1CV81YWOE+eAshT8CkPRHrFIvkiCSnq fvqMzUKlluJ+dBYPsCMNYqBoCMNFwxgtHMG1wlFMFozhpnwcU7JxtIRUUiQZ RZKj0U8Ohb8czQFytJzn2565aPLKRbN3Lj/NFp9cvIlWblt9RXKYbL6dxWSi 1TsDLV5paPFMhcI1AU0u8WgiU42Ocag/HYc6+8uoto5GmWkEgvXNpSFZsORL lvyMteBvosWjx3vwt9NC4FnyxIQ56iLKWR/50Z5YHe/G6jVmsgurZGmFZWme LM10FyDqvC6iVTRdkaKDK6TpCtdacpQ4Ab8A6vvf4CmdLCUG67OgaahYslWj S+IU/aGnbMmSMuFMxClxTpyI07a4wuHNnAc10mT2FE3WKpocjL5BU5STMWJI 02V2pXh3EyQ8RVM8e5M82hn54jpxFy1QQJ6SSVI8+1Iib5NIUzJpSuHBMpVJ DhYnjDhBljSQzq6UwW5zwFIWOcplZEwhSSoO1yNLeiglYZXkqJFpJ0k94SfQ E6WB7hht1nxtdF/RQVu0AZojTNAYpo+aCxqoClKHXJx16hQ/9hlt5JzTQr6j AfI4iOae1UfOGeaUHnLsdZFDonKstZFtwc/FmEOxvrZEk/P7R3HuvaOoDD2g 6ZbyuafIBWYJVdF3UHt5BQ1xK2jP3sFg2ecYqfyziqa/4lbDXzHT9BXmOdHd bv07ltr+jjsdX2O162vS9DXu9XyN+31fY6P/a2wOfM3e8zV2hv6OXWZv+O+4 1vz/0nXf8XEc+JXg3wfUjD+36/Xtem9v7UmesRIlMYLIIHJs5NTIOecMNNBI jZyInImcc845B+YgUiRIUaIoSqKoLM2svXc++14VII3Ge/fHq2pEgujqb71f o6r6MbaHn2C4dQcznftY7d5nJ3uIVX7f91e/xz+9+z3+9cMv8NH+U9xb4WS3 SppWSdMaaVojTWukae0m30eaVkjT4hy77Qb+wqbfob2iCz7sOBaqtEldjz7p 0ydD+mTEDmXMvmQMqY4JXHRN2ZdM4aFnBi99M/gwvgbmnOrYW2hToLEEgSYS 7qzN+agwh+tFCQIsnVDq74quKEf0RJuigPU1VEL9JWZKCLEw48YcbGGKIAsT MYHkKYDNyY+NaeVSJ+aL2pTgrH0RfwMXLl20teGixRAoV945ruTJRzj44M8t iY87W5GlKCZamOfo0QnECos4YRHvyLbEW/jfRJti7QWZbBBDkeKkrkgLTkNG aBYyQ3NQlChwIVyh+VfiJVIHydBowzwmGxZZkJZI0TIpWiVFa9isXcd27Qb2 mKHEDnSH1ZGhejJUj4GoBgxFN2A4pgEjsQ0YDK/FIJkaJlMjvD0SwZCq0cga JS6q8SpGI6qYCqacn1KG4TDKFFqCgcBcDPjnYMAvG4M+CvR5ZKLbJR0dDqkU KYmTMIsSJQqjROGUKMJSUEmH+w51/qI1EU2JgqX68LDShbeNHrxshCfv5MiI KcRUx2XsjdVjd7wWkx1ZSI0yFjVSQgYteoVLQ2Tw4ZstozhyCyXkEaP/QJgk R52JSfQ1QDQhimE3I0RIoEOCRZRISWTolSOI3H6KElJ5IxPJ1iZHFln/f1uU +qNFrEnpfha0yAKKQFoUZIG8YAvkh0hQEMqq5G+GylhrVLEqVScIz3vTonBr 5LAq5UbaIC/6yKPCeDPOapzXWJGKuBYrUuJxRUr6WUVKNmZFMkYD39fE+a4z 9iIG6NdYsg4mWYumM/QxozDElMIIY1mmGEyzYCwxJLdEX4opOvg17XG6uOTO OdCT39PbEDW+nDN9zFHtbYYqb8EkE1TSpEo3Y1S68nOkhqh01EeZLX204ANG S+3PFiUu06MNZpcWcW5L5dwmp0XptCiLFmXfxUj5E8w1CxZ9jTXObZtdgkXf ixZdGeD8NvRH3Bj5I26N/hF3xv+Edyf/hPtTf8J703+iRX/C4dwf8Yh5PP9H vL/wRzxZ/AEfiPkeHy4J+Q63Zz7BQvtTTI/+gJtX/ohPH3+Pz977hs37BZs3 a9Lac7y7Tos2aNEGLdqgRRu0aJ0WrdKipTl8/vjBX4xu/4hb+7fRVdWD3ppB VKRXQaKqBwt1jnEahiTJmCOcMewvmsDxoilJMiNJZnDXNYennjlJMucIJ4Gv oQR+RqTnmKNAUwknMAnhMIWrsSNyvFzRGiFFVwy3GjfhAiIky4LVylIIa5YF aQogSr+APzlS+AZhrbIXy5e64aIjXMrZlcu/pm46zEW40iQ3LS240yQP3knu 7LL/i0PC9BbjZCe8sLCjnXiQXtzRWgnxwiLBye4XXBzxBAniKFOcgw2FsoE8 MIUaZUARpkB2WA6Tz71mNUWaxUDDAkao0UTDEqbrVzBfv4bl+nWKtIGNui2K tE2RdihSN7ojmlgPm9AfdRmDMZcxHHsZI3HNGItvxngCE8+3IxswSq3GmPHo RozHNGKCck1QronoeqaOqWWqMR5Vxc+rJFgCUaUYDs7DMHkaDsjGkG8WBr3S 0ecqR6dTMsosA1mSdFiS9BBuecRSpBXnOjMt3kdqcNRQhgvX3pYa8LdibHQ5 Bnsh1E2OUNcUjDRdwtZEDVoqIpASLbAknN2URpb+BunxnOFSLcTkUCTShDze zqNH8fQokkNJNPfysc7W/94j4RXWZG5OBOYoqW5O9MjdCcGQcyl3Z3eyMPjp +aSfTHL+y34kPB+W5muBDJqURZOyaVIuTcqjSfmhfDvYnCOcLirjbOiSDcq5 VoQLHcmGYxrHNaEjxVqgOFlfdKiIJondKFFfNOmoGxkedyNj1NKjugR9XKZF 3RzXhhJ1MJ6ih0mOZ9PsQjM5xpjONcYAO1FfqumRR+nWGEy3RBe/Zye/tj6E ncjbGFW+/H7+NI7dro6p9TMXfaryObKp2ssE1ZysqzlpVzkb0CU9lNvpIsOI 95aGxpFJCTQpkSYl0qTkn5mUcQcdirvozrmLYZo0S5MW2Y9Wj03apkl7/Rzf BmnS8A806QfcGvsBdyZ+oEk/4N7UD3hv5gc8mP2BJv2AR/M/KOHxwve8194n RU/IkJAPlr5VwgfL3+C/4P3lr3F7/htcX/8Gt/e+wf3Vl7i/RpHWKdIGRdqk SJtPGIq0SZE2ObhtUKQ1irQ8h88e3f/LZ5NOorOiA71VfeivGUZ/7SQq0xvh a+0LibohLEmSlZYJWTIlS2Zw1DGHM+NKktz1JJziJPAytICPkQV8jS3gZ2IB fybAlDGz4BRmAVttW25MLmgMc+bcbY2OQI5blmTLUmhPQszhT5b8KZIv05lW jKfD1/Dh8FX+O3pKcDta6OI/wo0yudMkD5rkSZO8NDXhRZMCTYyOLbKjRXYi RUqIdRJeH1fAKP44CVI7gSKObYlSO/FoGlskOh1FQMoWf+DnCVfp9UdWSBop ykROeDaTyxQxxdxQWXYaljmzrWKKFM3Vb2CpfgurddskaQfbdXskiTN38SpJ akZfVCsGolsxFNtGjtowGt+G8cR2TCS1Yyq5HdPMRGwLCWrGJNeTsc38WaYI 1wUuL2OKbE3HNTENfFtIHT+nlnRVH/NUhtHQAowG52IkMBsjfhkY8paj3z2F NCUiiW00xFSLjZUxZyQXuTu4KJJkc+Es7JTPwFnzAvysdRBkS5YcjBDulYRo PwUifWTo6yxGAqfuZM5uKWQpVQhhSmEyks2RlWrJsKz8SFSqBLE+BggnS5HO xohjTYp3EQazRNejoc1JlElw6UebRJROiCYpQ+7BdzpYQGZ53JTsqJLjz1WS IIUqpVAlOZtSOlXK5NSmoEo5VCmXIgkHbwsnnmYFGYvniBzJZCs+maRgU8qm SjnCn+KoUKmMU1Ey21GCoJLusUrC5XWMxImtkiJVCUcGxAlTmg56E4S/q+lh TK6PiUwjTGVTozwTjOeYoJ/Dah/TLxw0MZBmxv9Oj8wQXUkGaIlh6eGMXONn gvpAUzQGWaKRmDYw9QECToRJeILe15TlifEyRo2nAJMBql30Uemki1JrDcTp qR2hFM+hLYEoJRyjJDzBLb/1E0pdue9iSETpJRbbviRKX2Oj61ts9X6L3f5v idJ3uDr8Ha6PfoebYyw8E9/j7uT3eHf6O9yf+Q7vzX6Hh3Pf4XD+Ozxa+I4w LZKh95e+wX+lSl/jybKQr0jSl3jEHK5+gQdr5Gj9c9zfeEF6SNIWSdoiSdss SdskaZskbZGkzT0WpXXcJUlpP/8T3EmqdhM9HNj6qgdQktWLS4ohlClGUa6Y gLdtAhyNAzm0ucBB34ssmZElc7IkgbOuBK56FnDXt4AHSfIysoS3sSV8TCzh a2rJicsS/kLMLSFRseDo5IzKIBe0R9uhPVyPBJEucuQnhG3Jl1EEhGOrbhzP x+/g2dgtpLkHnKB7+twpu+vpCTCxnOnCQ0cXnlTJmyr5UCUfquSjrvEXGgkW xTnZK4mHE/9CPJgv8WdJEg/uS3IWlsnOdrzFSAXEuBQWgkyiVLyVGSRDdmg6 clmYcsNzkBdegLyIEq7LmAp0l05jon6TI9wWR7gdrFCk9bp9/lcOsFt/BQf1 VylTG2XqwEBMB4biOjGS0ImxxC6q1IXJ5G5My7oxk9KN2VRG1kWFKFW88GJu Mwnt+D8xS8FmE9uO08o0Y4aZTmzCVEIjJuNZpuKoVCyVii7HGOUcDc3DaJAC o/7pGPZOwYBnMqocArjH0EQAE2imqYQgc038LWxVBZyUYaeiAkdVVTirqfFe 0UegI4dhVxfIgouQzEm2MEuGyBB9RIcaIIaJCzdAYrQhZHHGSE+xVOLCAv8J GXQpM0WCKA4noc6saNIfXXJiZXKiTE4/uZR87JISUtyP29KRTIJLQpSQxqUm ZDambE4/9+n4CW/3Y5+82Zx8j3zK4IM8iz5lh9CnEIvjk0skSPa6KJ6jVn5s lHCYdxZ9UgiTHEfR4uQjn0plRz6V0Kti4YTehB+PYDJGWawu6mJ00BZHm9iu hlL1MZpuiPEsY0zSpIlcUwxkmmMgXXBJgv50iXh7MEOwyhjdKQSKSNUGE6cA M9QHmaKJP2NTiHD9+6ZgS7xNrIhUIJEKNEctP6fWz1S8VHUtG1atJyc+N31U u+qhwlEbBeYX2Cqd0Rq3SKTWGQKVdHDUmtJuoTXzNtpFoO4SqA8wQ6AWCNRK x1dY7/4am73fYKf/G+wPfoMrw9/i2ui3uDH2LW5NfIs7U9/i7vS3uDfzLe7P fosH7EIPmcOFb/Bo8RsitfQ1kSJLfyvC9P7yF3i88gUesSc9XPscD9ZfEKfP cE/E6ROC9DHzId7decwQqJ27fPs6P7bL3rSOJ9cP0n5+tOXf4aNnX4hXm4iL akJSTAt3g61Ij21HZkwnsmO6kBPdjbyoHhRE9kLmXo4A/VAEMgF6YfDW9YOn rhsc9GzgYmAJV0NLuNMpDzrlSae8Ta2U4GNmhf8dPuZWcNC1gr+1FEX+LmiJ dEBrpBHkdjTGwgLeHOoUgZHYbZzBi6kH+HTyPTyfvIe2lBK2Rw99AxrlQakE rTx09eFFq7zplA+d8qNTfnTKj06FmhojRir4ZC+e7xAvpVGCTq8c2USRko7C eUJcuBwZZQ8ZI6xfEcXyFL2Se/lzG0/lPjiDFGUz+aSpmCnn7UoUhNegOLwe g6VLLE57WCJJa3VXsVl3DTu117FffwNzOQvoje7CQGw3aeohTb0YS+rFRHIf JlP6MJ3aj1l5P+bS+rGQ1odFrmdJ1iz5mkvqxlxyF+aFyIR0Mh2Yk5ErGalK bsVMcgumki5jMpHzX0I9xuNqWKYqMRZZQqJyMRachdEAOWe8ZPR5xkNmYYYg U00ypQE/U3WWUhXY0CM7NS3xwAtndS24aQqFVBsBNsYIcTZFalAmp58ClHpb It1ZDXKpGn1QRZKLKuJ9LiIpQBeJoXpIYJJijZEUzblcSt+keoiSci4mTnEu x0C5/gwoNyFSblnCS767Cy+WnOohJUs/RdBJCg2keVIrFxs+Eo1EqVLsqZOT +dHzTe6MpyCUBVIolJxCpVOoTD7KFXzk57BB5VKovHB+3FtHPJv2SCkbtilb znRsUFES8XmlUgp1KUUfZanCJU3ZoBL0xJNOCuL1kUuZ8qK0cImpjtFGI4Vq 5te08Wv6KNRYnhkGs8zRQ5X6MiiTkHQLDHA9mCncNkNPqhG6mboQVqJA6hRs huZQyt4caiUcV8vl5VBLEawGlr/6ICIVZI46IlXnb4o6PwEpIyJlgBp3PSKl iyKrC2xVfmiNWWChWyNUOxztDo4aVNrNI6Cy76CTQI3UPMN08+eYb/sCyx1s Ud1fYaP3K2z3f4Xdwa9xMPw1ro5+jevjX+PmBIezqa9xZ/prvDvzNe7NfY33 GCU8WPiKD5qHi1/hcIltiVFiZ/qCXK28xH+mTp/jkFPcQ8r0HmW6T5nubbM6 7VCnnY/w7i4nut1HzHvMHb5PEGpPFOqzJ4/Tfn5q/jviBS/29w9xqXwKFeXC 5bFGkBnfjNz4Vt4r7byXOlAa14WyuG7emz2ojOlFdXQfaqP6URfZj0u+jciR FiNGPwzRQihXhG4Y/PTd4WJoBVdjK7iZWMHd1AoejCfB8iJXtlrmcDJxQKaX MxrCHZHppgVXzVOwPa+MlzNPmPeZx3gx8wifzRxiu1449NpT3/AEPA0M+Wvw 0DcU5fKiWd66wnHQeuJpcv4XdRBAswJoVrC+nuhUnFS0SjwEOVEqHjpzdASy YJODeOyMcOTMCWF5ghs95ZIdLezwmgiWIiiJTMm5K87irjiXKUZ+RBlTxdSi KLwBpeFNaEwkMyRqpe46NsjTdt0t7NXfxkHjHfRE96I/tg9D8f0YSRzAWPIA JmSDmEodwrR8CLNpQ5hLH8JCxhCWhGQOYZmZI2ULMoacLab2KXHRC1UspPYw VCu1E3OpHZhNYelKacOkjONh8mWOjQ0Yj6/FaGwlhgWtwgWtMjj2yTDol4Aa qS+ChCfCTdRZqNThpqcKV455gerKcNOgXFosqxf1uDPQ536Iv2ATAwS7SZCT 1IL2WCfk+hsj188Qub587ProQcF2IvfQRLK7OqOGcMlZeKu/jcCTJxHwqzfg 9es3EKmpg0gtHYQzIdo6R1L9WSmxRhGlVEEm8nSCMElxRuQpXSSK07alCWS2 ZpA5/uxPc55HJUpGnlI55Mk54GWQpyw+xhXCU07kKTdcIIu8+egeXSUkWjjh /+hQ8Dzh7FqRJ31ckhmIPOXEakHByKM0II/UQGaEBnK5LorSJHFaKCdRVbEX URN3EbVidNDEYbAtxQh9mSJPHOoyhT9QDmZZUDDqxP7UlsjeRHLqQ8xxOcwc reHWSmgJt8YptIRZoTnMku/mrMefuiFEwk87FoozYJ0/dfKjTj6sUF6sUB66 KHPSQL0bhxIWiNaYVWabM55wmOU16nSDOt0SderIvYOxxheYan6B2bbPsdTx EivdX2C99wts9n+BncEvsTf8Ja6Mfomr41/ixsSXuDn1JW5Pf4m7M1/i3dkv cW/+S7y3wLlNyCI9erj0kuPd4fJLhiatvOBYx6x9Rps+xYPNT/AeR7r7Qmva eUaLaNMe29Mexzt2onf37jP0aZc+be/h9voqjq+b/vXxsUsCTiPDu+JVeIRr bNQyjUxlTh/vr2aUcZ6oTOxANeeRmoRu1MX3oCGuF018lDXH9KM1egBtUQNo jxpERyQTMYRar3qUSEtQ4liCRGKVQKyCjPwgNWadcjYR6pQLnXKhU4YqajBR M0WAkRm8VU+j0kIDIa//Gva//jVs/v5X2K4Yw8u5D/H53Af4bO59ZHmHcRfr ZWCkJB6R/p8EruDN+OgZwFc4T0NHDwE0KpC9KpBGBWpp/tijkOB8VKBEmI6O 5zvx0/F8wuEzJ4SlsLDHm0jlMuXHsGSlefkhJzgZ+axS+WHZ9KmQuUSbKkWf CuhTSfhllIW3oiqsHf1ZC1ilTRv1d7BTfxf7je9iLm8NfXEDGEwYxEjSEEaT hzGRMkKfRjCdNorZ9FHMZ4xiIXOMNo1hWTGGFWZVSNYIWaJZ8kH+D5bSBnER y+kDWErvZ+WiXem9mE/rYQ3rwoy8k9+znd+7lf9GMy1swHB8DYZjyzEUWYyR sByMhMgxHJSIPr8YxLOUBApIGV5AiMZbSNd6C2WGb6Pc8hR89C+ytRqK+wQP 8UwA/sbNjBAXmYqmLD+k8VGfztEpnQ81WbARkoM47gUaIDlAH8G8O4N11BB7 gWidYt5Wg+ykCmRvnIfstbOQvXoaya+eQtI/vo3EP7yF+D+8iWgm9hxHFj1d JDEJTLS+LuSeQpfypFjpwgvII92L/Yr3TbK1KZIdqJWU/74rhfJgBKl8WJYo VSqlSqNUGZQqi495BaXK5s+bEyE8ZaWL4kjhEiVH1xHIDTfhuKfGMqXOwYEi RasjLUoNGeJaHfJwdWRQqZxITRSwRJVEa3Pc0+Zu+yKqKVRNrA6V0kV9vC73 U4JWurjMMbE12QC95GlAYYFBpo9odcgsyBTtCZXgcoQFpwlrtHHMbI2wEW+3 cuxsiWCbCmebolcN/LkbQiUia3UsXYJXtQHGolc13gao9tJDpZs2BsIi0BOa hZboZVq1yTZ1/Ic7uWDVTbQpbqEt5xZGGj/FRPNnmGl9gYWOF1ju/hyrvZ9j o/9zbA++xO7wS+yPvsSVsZe4NvESN6Ze4tb0S9yeeYm7sy/x7vxL3Ft4ifsL n+O9RY5yS0JYmpaFEKiVTzniEan1TwjVc0L1Md7bfoZ7YoF6egTVPovUPovU Pke9fQGr2yJWd7d38ejm9R+x+lJcnSdWn2N0eJtQTaFOuBBQ9TSamNbji3aU JTWhmvvOuqQ2NCR18NffxX7bTa570R7fh864fnTHDqA3ZgB9MYPojx7CQBQT KWQY/RHD6AtjQkfQGzyCnsARdPgNY6NgHx9PfMqB7lMslk3jwm9/BZX/9ips /3ASwW9zsz33OlLO/Q6er/0Gnq/+Gq6//xV2q8fx+cJH6EqvFg9HFy/XbCj8 FUm49Z/F93kLh6nzIeVLwPz4EPMnYIEELEi4wInORfGyEcLB6D/CJfQp4eC/ ZOEoQNkRVVykujr8lcjVq1AExCEvOAUFoZkoCMsjUCVMBVPLNLJENbNEtaEi rAM1Yd2oD+3hvPcuNhvucXR9DweXH6Anjr+JhBEMJY1iVDaG8ZQxTMrHCdQE ZjMmMJc5gYWsSSwpJrGcPYlVZi1nEuu5k9jIncB6zjhhGiVSKxkj/JlWMkeY YbFsLWYOEDjOihl9mEnvwVR6F8bTOjBKqIaTmzCUWMcZswpDMWUYiirEUEQ2 hsJSMRAcjxw7WwSwvyaovYV8nbdRLTmNJidlXPZWQ6qDrniqknAy99GJALoM 4eKMmBxng0g+wKIihAOaovnQt0NMuDmC3YUjZc0QbiRBvIE1EvWtiA7R0JUg TccM6RdNkaltjCxNQyg09JGtposc1YvIvaCF3PPqyD2ritzTysh55yxy3joD xclTyHrzHWS88Rbkb5xE8psnIVO5gHRD4sXIjIiZgTaSbQmWoznvRcZdgmRW q2RilcxqlcLJT87JL10AK+QYLAKriDBntTJGYbgVP8cYHvYq8JWeJrRnkBJy Fimh55ESpgx5hCrSItVYpdShiFQnZFrIY5UqJFQlRKqMQFUwZVEXcSlMG+UR 2qjl+wWo6iIuimfYNTD1zOUYXRGsnjRLTnt2aIiwRXO0LVGxU+I+3xZGXNow glv0io42M5cj2K1oVgN/0fVh9E30ilYFslsFGKHaj1ax0FZ662I8KQH9YVG0 rg8tMeuc/rbRkrR/dMBTBqc/xQ10lz7EcMNzjF3+BFOtn2KunQ/Crs+w0vMZ 1vo/w+bgC2wPv8DeyAscjL3A1YkXuDb5AjemX+DWzAvcnn2BO3Mv6BWz8Bnu LX6G+0KWPsV7QlZYolbp0zqz+TGHvWcsVB/RKRq1K5SpD46cOnjMsFQdPGBo 1f5t3N29hltb2/ju669+tOoLcXUWV/bfQ13lBBqqp366uNCPF/voFV5Ukqnj DNGU3IqW5HbO4J3oSOpGV2IPuulVb0IfBjjGDLIuDMcOcsYYwljMEMZjhjEe zUQxkSMYixjh3MGEjmIkeBRDgaMY8B9Bt/cQ7rc+xIXf/Arqv/0NLv7312D/ h1MIPcOtRu1tZGi8hrBTv0Pg27+D/9u/RralFT5fei4emP4LSmXCcuXFpXDr 6EB1Y06cRvCnUwHCZR91OatwIAzW5Zyho40oicmP5526CK8Vkezyl4cmp7g5 CFAJh99QKznfauaStcrDFbmB8SgITqNa2VSriFWqnFrVMA283YxiinUprBOV FKs2rA+NYQMYzd7AVuND7DUdYqPqFvoSxjCYNI4R2QTGUycp1hSm06cxkzGN uaxpijWDpewZLOfMYJVZy53Bet4MNvJnsFkwg62CaWzmTWE1c5xVi1GMi7Vr WTGKRVavhaxhfp9BzGb1YzKzF2OsWSPydgynNGNI1sR/m3IlUK7YUgxF57Nm ZWCQag14BKFQ+XWU6J5EqQUbrlQZ5W4quOSlilRHVVYrLc6FWnBhnHXVuVaF k+55uLpqwo27d7cgU7gFm8PZ3RZOVnbwsHKGt5UL/Jgg3g5joiydEWspRYIl 5zxLR6RaOiDNwh6ZEo7V5rbIMbNGnqkl8k0sUGhsjiJDUxTzPi3RM0Ip78fS i7q4pEURNLRwSU0dl1RUUXpeGSVnz6KY20vR6VPIOHcKqepURluZtewCUmwo mr0eJdNDkpRrL2OkUq001qwMqiXnwz6FP3tqGPX1MYfE7BSsJNTbn5Uv6Axk IeeoFsUKp5BiVJBFsXKjNUWx8ihWIaXKDdFChpc6Up1UkCZVgdxeGalW55Bm fQ6ZNueQZXsO+fydlnioojpIk5VKQ3yFrGrWolYi1Rxlh5Yo4TyG9mgbusWW p8cPWPGdtCqSVjEN3DXU06s6dtjaUNOjp97JbXWAIar9DTCcGYS18hwWhCh0 csNsiVqlV5toSdxFS8oVtKRfQ0vWNfRWPMZg/TOMNn2MiZbnmGl/jvmuT7DY 8wlW+j7B+sCn2Br6FDsjn2Jv7FMcjH+KqywV16Y+pVef4ubsp7g9x8x/ijvz n+CueFLKJzTrOe4tM6sf4946O9QGs0WjtmnUzod06APc3XuCu/vv4+7Bo2On Hv5k1V32qts7V/Hg9m0cv7jny+MXtpoYObosSFPNlHhBIuHSIO3HJ933M8N8 uyu/F80cI9qT29CZ3IHu5C700qr+pF4MJvZhOKEfo/EDGI8fxGTcEKbihpQw wxrxd5iNG8Fc7AhmhcSMYiZ6FNNRTMQopsJGMRE8hjGSVWddDbNXVaD9m9/D 8FdvwO61MwhTPg/5xbPI1nsLSed+j/Czv0fIuX9AwKlfQ+EeINB0Aj5Gpvgb Ljk/8pa34VF8DITD2E3gr2+MACZQvFgtxdLTRwgHilBdtquLmkdYvfLncync BKgcT4jHCL5CnxxFqcS4O/wSae4OeJ2boy/yOTkVhLBkheaTrFKmilTVMZe5 k25DMbkqC+vhJNjPhj+EpvBhtJDr7aZH2G9+H/NF++hLnCQdUxhNncZE2gzL 0CymM+dIzBzmFfNYzJ4nV/NYzZ1nYZrCSHQvVgJbcDesBfeSe7FdNI+dojnS NUt2V7OnEC2WseWcCSyxhC1kj2EuZxSTZGs8k3dRRg+GWbiGyNZgajMGZY0s eTVki1NhVB7GQlMwGxyLuaBQDFtoYkK4yqqXJiZD9NASrINiXx24aOrB7oIO ow07FS3YqmjC+oIGnMmWpdYZWBkbwkLPDFYGlrAWYwUzQyuYGtvC0tQetmYO cDR3hI2VFM62LvCyc4W/gxtCHN0QycQyCY6ukDFyRxfxRdAUDlLkODgh394R BXYOKLK1Q4mNLS5Z26DM0hIVFhaolJijyswU1SZ81PJnqDHUR42+Dsr1LiJL XwsKY01kmTJmGsiSqCPTQh1ZVmqQc0JNtVRHipU6kmzUuCWQnCB7OFmq8ec9 DS/HU0gM4C4zmCUr5DxSQ5SRFnYBGeRKIU6KGsiO4PcNUefkqYpw87OINDuL aPNziJecQ5IFmbM8jzSr88iwOY8su/PItj/P/8955DmeR77jOZS6qyqhxFWD s0EFS1EbO1Z7tHAATHuM7QkubPAO2mLYsGhXSzTVYhqjqFYk1eIUW8cyWxtm hhrKVR3M/z8n8CpO4AsVqdhtLcFcnhy94dFsZ0sscBtoid9Bi2wfLWlX0Zx5 BX3VTzBQ9xTDTR9hrOUjTLU9w2znMyx0f4yl3o+x2v8cG0PPsTXyHDujz7E3 /hwHk89xdeo5rk0/x/WZ55TrOW7NPadcH/MHv7PwMf4ad5ee4e4Ks/YR7q4/ xd1NZvtD3Nn5AHd2n+DO3vu4s/8YdyjW3SuHSlw8ZPe4e+UB33UPt/Zu4dr2 Pr756qsf0Xohrn6N5xwE6yuHxSuGNNdOoaVuSrxmSCfTywzWHZ2IPylcOSSf g5+sBT2ydvSxZA0Qr6GkHowQr1HiNUG8phIGMEO85hKGMJ84jEUhSSNYYk5g mYPQf8VS4hiWWDIW4plYPrKixzAbMYZqy0Lkaqci9pw/TP7hdTi8+hZCL5yF XJ87N9WTSDv3KjLO/57r3yL2/G9hd/Y0aRHA+lsuzY/pMoOPoRl8DQW2TOFP ugIY4UV7gsXrbRsgVF8PYdyiQ3W1qNafT7KQCcc0p4hepYpeOYrHETJ/Ra/4 MQGtZih8Q1EQJGPPYscKZccKrSBatUwj04JCToQlBKucYFWHDnIyHGGVH+Ou chxT+fs4aP0QPYn8dSbPsPPMYkw+j8n0eYK1gBnFIuaYhZwlLOUuYSVvCWv5 yxhkVx306seNqAm8UEzgT2V9eFo6gN2SReyWLmK7WMBtlpnBCrOUO4UFTpEz OZw4s0cwrmDvzRrACPvWcEYXBtPaCNdlDCXXYjSuBDNROViMTsdqbBJWYqMw E2SHiSBdTEYZsjOze0jN4KhmBrO3zCB52wzmbxky+rA+owepxkW46mjy7Vdh ZSiBtaEFQ7CIlbWREGvetoYN17ZGNrAnYA6MIyMVwvf5EiM/JymCndnDXFwQ 5eoKLycXBLq4IdzVHTFu7khgZO7uSOM6080N2W6uyHN1QaGrM4pdpCh1cUKZ syMqpPaocrRDtYMNauysUWEjgUKiD4WNIbLtDAkG42SAHKk+cpz1ketiyO9j iHxXfeS76KLPxRr2RmeJ1in4OJ1Gkj87VtA5wsWdaOgFyIO5OQayO/kps6ud R4LreQSZcycrOY9Ic2XEMvG8nUiwZARLbn0e6bbnkUmwFAJYxCrPiWBJCRjf n0HgsghcsbMaLrlroMpHF+2xdowgV0esLfmKtYEm2mIpF/VqZi7HUK5oyhVt gboohmNtTbgZqsMpVxjlCuFMmeSE3Y5L2G0vwW5bIUZT4tEUuojL7FyXY7fQ nLSL5tQDdOTdQV/lY/TWUq+GDzBy+UOMtz7FdMdTzHZ9hIXej7Dc/xFWB59h Y/gZ9XqGnbFn2Jt4hv3JZ7gy9QxXp5/h+uwz3Jj9CDfmP8JN5tbiU9xeZlY/ xO11ZuMD3N56gtvbT3Br932y9Bi39h/hFjvWbSFXDvkfvk26XuHyAW7uv4tr uzfw8dNnmUdqfXZ8Tt4nH3+OpqphNNeMcxT88yVEusQXiGfVYsbF82E5sgiC Ua4+WSv30x0YplojyT1Hf3hP6sNUYj9mqNZc4iAWkoawlDyElZRhrKaOYI1Z l49igznB5Rhr3nrqGNZSxrAqG8cKx6Sl+HFcMpOjxDgNxbpyJJ/zg88bryNW +S12Lu7vtM4iXfs0FNpvIVvrdeSeeR3ev/kdgv7uD/B59W14nVaBr7H5CZGw /whfI+G0nKPTBgMIWCATxIkxWHxNEUOEGegzugRMuMCCQNcvBbh+OjHjZ3Kd ENQSDrb2cET6cZSE5QkuHPAqcv1jURiUhsLgPFYwVq9QVq/QeirWTMXamW6U ckqsCB9ETdgwGsLGuOub4C6UdSt9DQftz9CbPIfBlAUMyxcwnr7EiW6Jii1j NnsF8zmrWMpbxXL+KlYLVrFeyA3Pdw6Tkfu4X3gb37Tcwj8N7uH7fqF27V1a wX/nchnbJUtYL1jASv4clvJnMctpcjp3ApPUbJw1bDR7CCOKfgxn9WAwQ7hL 6zGZUImFhBLeJQW8e3J4N6VxncDa7IsxClYZJFxCxdtEwt+xt4k5vI3N4KJj SrlM4akvHE6iAzd2WTfWHHvVs7AyomJGlvwawTDWLGMqZiwoZsPbNrA1oWQm lMyUkjFSxtlEiD0inJyR6CZForsUSUyyhzMrjTNSPJ2RygQJV4J2d0aMhwvi PV0RwXUYp/cYT3ckerkj1dsd6YyCyfV2Q4G3K4q9XFHq5Ywyfr1CaokMqTmy XBl3xtMM2d5myPExFa8ylR9oyT2UJeuyB6fFs5BIziDO5xSSAs4i0f8s4n3O ItbtNBLczyDJi0pRsXgq5m92BsHUK0yijCjJBcQyiZYXILO+gFSbC0izVUaG nTKyODlmOyojl9NinjPfpnAZFqxk1E7BZLOilbqqodyD06OvrihZe5wtOsQI V3tt51IDrXGsYbGsYXHELMYS9QJm0RLURhGzSGIWQczCTVj9jbBQm4bdrlKG mHUWYLUmA63cXhvDl9HEKtaUsIMm2S46C97l8HiInurH6Kt/H4NNTzDa8gQT 7R9guvMDzHZ/iIW+D7E88BSrQ0+xPvIUm6NPsT3+FLuTT7HHHEw/xZWZp7g6 +yGuzX2I6wsf4sbSB7ixwqw9wc0NZvN93Nh+jBs7j3B9l9k7xHUidkMIIbsp 1LCbtOwE3/0eru7dwb27D5B1BNmnxyfwffLxC1yuGkJrzfGlRgiZcIJ/9zFk I/XCAY/TmGHmmSViNkXMhmRtRKwTY4RsggPMVDIRSyJiyURMNowlwrUiJ2Bp I9hIHxGv+LSdKWQMO1ljStjNGsObvDmOncxxbGeMYyt9HJvyCT5wJtDiWsRZ IB0VpmmoMkxFoVYAEnXomBk3FEN1pBqrIsOYd7zxGci1NRD7jgpi3zyLmD+8 jcjfvIHQv38V/q9y93laDV4aeiJq/kyAoTkChfOh2c6CDU0QYmgsXps8zMgA 4YZ6CDe4eNTG3H483fUV8TBF+XHShOMW0zycBMWcfimC9hqXrsj3j0dhYCYl K0BhSDnDPhbaxLSiMLQTRaG9lGwAlRwea8PH0BjB/2Q0dxpxM+hKmKUmW9xB LLATLWEkbRnjGSuYylqlYmsc/NaxkLdOidaxUrCBtcINzKZPocH/ABNZ7+Me i/7XE0/xz6vv47v5fSXsl69zP7Ffvoa98lXslK9gnaAtFHAezZ/BdB7v0rxJ jOeNYzR3BCM5g2IlG0+5jDlZPZZTa7CWXoH1zEtYVxQyCqxnpWJGFoVIWwsa ZmzBjcrbSAIv/kq9jAXXvIyF8zG9jE3hwXHN29QQPmZGcFA/B3MVFbplJdil JCDGBeX6Gy5tYUuz7M1oGONkTsMYZ8aFb7uY2iFSKhjmjCTadWyYkojYKyJj qeRIfpRXkObtDFWq5YxIDyni+O5EbxfIfCibJ9/2cUWyrxvS/Nwg96GKbhbs TpZI8bWE3N8KaRQrnWIJf1oUjiT1dTOCCTuVifEpRLu9jSjntxDp8g6iXU9R rjOU6yySPM8jzkUZfhwuA8zOIcT8AsIpliBXnKUKEq1UIbNVgdyOG6uDKjId lKFwusDedwFZlCydymVaHqtFwXKYXA6WeTbnUOhwARWeGqjxFy5J2xFvCzW0 x9ugjWmNp1oUq0lQK5ZqxVCtGKoVbY7qKKoVaYqqCBPuNY2w18P61UO1eoqZ AuqVw71WA+qCFtEQsYYG1rCmlAN0Fz9Ad9lDdFdRrtpH6Gt8jKHLjzHa+j4m Ot7HdNcTzPU+wUL/EywNPqFcH1CuD7A59gG2xj/AzuQH2J16gv3pJziYfYIr 88zi+7i6zKw+xrV1ZuMRrm0dchI8xNVdhmJd2adSV0nWX+Ea0brOXKNZVw8e 4mD/Pna2r+Prr7/9Ua1Pjl8i5ZNnVKtyAG0/XZJkUrwkiahWA9ViJhsEtWaw UD+L5fo5rNUJm/8QxmRdmJBRLBkHRdkQ5li15lNHschatSIf56Y/gY2MCWxl TWBbMYnd7Ens5Uxgn/v/A040B1xfyZvgNi/cegP7/Nhe9gRBmyBlE+j1yMW4 JBiztonosssUr0VSZhwMuY0KQs20ESPh0GehgRQLVSRxIonQMEaUqj5izl9E 7GlSdvICYl49g+jfnUTEr15nTXsNQWTMX0NPpCuIA2awkSlCjEyEl3xDmHhl dNJlSLrcHI+72PHh1a/8dHh12lFeEeD6BTI8HaGNLC9vwpVEuLJZw4qJVxXh Yv0KaUa6Zw0/q4G79mbkeLUSrlF2/Ak0RXFGj53hJjmH7qR59CQvoi91GUNp qxjNWMN41jqmFOuYzdnAfO4mFvO3sFywjdWibawxHcFtaAhcRW/JxzgYeI6P V57j2/2P8G7PdexXbDGb2K/cwB6zU7mONdaxJQ6Y80XzmCqYxWQBm3X+JMZy RzGR3oW5tHYspbdiNesy1nMasJ5Xx+pWyZRiNT8fU+np6I+LEf5Ya2QhOGWB v4Ynl55sYp4mwtkIlgiwsYKvxBQ+5sZw1LoAiZoqvbIRpaJTJ2BjKlyQwoYs 2ZnZwZ5EOUhIFiOV2MFFIpxO4CoRTgx3MXc4ql3HZAmv7y3zPKpe4ut7ewmv 9/2TWCdEsdK8pWKUxGU4orxc4MMJ08fREd72tvASrtPqYo9A9q5QN3OEeUkQ 4iNBuL8FogOplasuTPVPQ1v1NWic+0f2v5OIolaRzqc4yZ5GrOtZTonnIHdV RojlWYp1BgGm5ymWCsVSRTS3xThLbo82qkixU4PcQQ0ZTmrseWpUSwXpVheQ bsHuZcldrhUVs2H/YnKpWB6nynwh9kLnUkGFtwYaQo2ole2RWAmCWtaiWs3x VItpiKNacVQrVoIaylVFtSqj2JEjTTDfmIadvjKGPauvCLu9VKsnB9sdmejk hlYTvIzayHW0ZdxEV8EDdJU8RFcFU0256g/R3/QIQy2PMNr+COOdjzHV/Riz vY8xP/CYcj3GyvBjrI0+xvrYY2xOPMbW1GPsTD/G7txj7C08wt7iI+wvP8LB 6iEO1plNhmod7Bxin2rtUy3hGNCDA8p1QK9+gStXhDcfYm//AbZ2OFZ88x0U Pxfrt5gdWUV7zRA6a8fQVSdeqQQ9DVPUaoZazVArThnMQv08VuoXsF6/iK26 JT58xjEpdCtKNZsyQqnGsciStCyfwkr6NHfSM9hUzGA7exa7ubPYz5vFAaeW K9zZK+Fa4SxO43rhDDPNTIm5VjCJq/lHik34yrFoYoVDWwd85e+OuxFZaHNM R4utHJlmTvDWO4cAExUEW2lyS+LUoakHTwMb+OtZIfiiBcI1zRCpZoQYZX3E ndFG/NtqSHj9HBJ+/w7ifs2t8O9fR8hrbPVn1RBqTLGMjREuXFLdWJ9q6fz5 FFoy9VPR+ulMEGFOPDqYMYP5K3GpC4WXLwr8UshWLtkqJVvVTCNy/BqRYF+C BLsyJNlXItWpBplOdaiLnEJTzAzb/hw6EhfQTbI642fRL1/lFLmO0cwN9qhN TGdvYTZ3G/N5O1gs2MFy0S5Wi/cwk7mAOs82Nv0xtBXdxHj3J7g68xDXW29g u2wN68Vz2ChhSmexXc7pkXStlK1guWwZC8zcpQXSNY1pTo7zWf1YUfRiLacL 6/md7HLt/PoWFrQmrJXWspxV8GcqxlBqFgaSEuDB2U84h8FDOODOw8RS+FOu uRV8LG3El/kJtLdDoJ0d/KzMxTM8vSXGsFBXhzXLlY0YO9olHCdnY2aP/wJb c3vYSuxhb2EPBws7OFnaQcq4MK6WtnATYmELb2un/1/BlATDTkDufUzYGRGt RH4kmKOjrzvZ4k/lLcRBiC18GG8HG77fGgGOEgS7sHm7m8DTXgd6Gm/CSOcc tMiWg8FriHQSitYp5jRLF3eDzueRyMIUx/EuWu8sgk24QZpdQAjZiiBb0ZZq iLNWQ6KtOmT2pMtRDSkCYyxfKRKWL8sjvjI5Qio4QmbbsoDZXUCevbIS8tnI LqKQk2SR43n2LXVU+miwl0vQnnAkVyvTkmCNywnHcsVzqqVctZSrOtYcVdGU K9oULeku2BmgWgOXmBKmCDv9+VQsF9tdWbi1fwdtKctoiN5Gu3AaYc59dBQ+ RMclpvIhOmuoVwP1unyIodZDjLQfYrzrEFM9h5jpe0S9HmFh6BGWhw+xMnqI tfFDbEweYnPmEFtzh9heYJYOsbNyiN01rinXLuXaoVw7lEt4YedtyrWzf3gC u+xbr3D5ENsUa2PnXXz9zffZR2A9F1dWmB1eRnv1ILpqR9BdN0ZaJ9ErgjWN YUI10TCPmYYFLDQsEqxlgrWCrfpV7NatYZUb+2wysUoZx0LqJLGaxmr6LNYy +CDJmsdW9gJ2chexl7+Eg4IlXC1awrXiJVxnbnJSucn9/S0xC7h1aZ7rWdwq mcXNYu773UOwbmGND6SO+D7UA/+c6o9/KgjFbGg+WqVpqLdIRqieHjx034G7 3lswP/cPsNExggXRkhjYwdHQHu5c++rZIkjHCmFa3IVqmCJOxRBJ53QhO6WJ lJMqSGEFk/3DW0j87ZuIefM0Is+zvgkHcRkfo/WXYJ04ngo92bAEpYyR4eWE TK8juYTbCi8/qiVHYQAnxMAyylXLXEaiXbEoVoJdJZLtayCnWJnOjSj06kBT 7By3wAV0Ji2hR7iSdcykeBXq4YwNjFKsiextTOfuYC5vF/MFe1gs3Mdy8T5W S/ZR41mPOr9hNKbOo79yBRudK7jTw1961T6L2TAnyiHuXYawVDCIpcIBLBZP YoUj4zJHxgWOjHNFs1jMGcMaR8SNgiFsFQ1SuX6sl/Zivawb6+UdWChtwWhe IwYV1RjMLGUJzMGALBkZRMDd2BqeLEw+pCXInr+bIHtHJfG1g36JQAd78QU8 fC1JloUJJOdPw9rUTkm06v+gVQ6wMT+KrcQBdhaMpQMcGCcre0gZZyuKxbgx 7laCXPasPMej4rFYMi9RLBGsXwhgcURNO65bglc+Xh7/3qsTAlhKFMsGp7i0 5sdYDR0soP3276GrchImBqq4qPImHPRfp1XCYHgKMS5nES1lnFQQy/jqnuE2 eA6RBudZs1QRLFFDuIUaoqxolY064q3VkSDcNqNb5qpIpmMpdExOszJoVxaH xmwalWOvglzWrzzHC8hnCpwIlRCpMoql51Hlq8FBThdtiSJUSmhJtIYymmhV I1OfQKviLVATx4ZFqypjzFBBq7YHy7A9dIkpZWjVYBHfV4Dt/jxs92Th+t4t 3L/7Hmaq76FFdgNtme+iLe8B2oofoo0zYjtnxM7aQ3Q3HqKv+RAD9Gq44xBj 9GqSXk33HWJ24BDzQ4dYpFVLtGpl6hCrtGqNVq3Tqg1atUGrNmnV5gZDqzZp 1Qat2qBVG3tsV5v7Qrva4lK4tbH3EKs79/DVNz8g5wirj8WVJT79+DP+VH3o YsPqqRtBL2fCPjYs4TonQ4RqXLjqUgP3xg3cKzesYa1+nVhtEKtNHNRtYb1w nlhNsFlNYzltFqsZ81jPWmSzWsJ2zjJ281axX7CKK0VruFayhuul67h5aR23 ytZxm4+ZOxVCVnFXzDLuli8xi5jyisSOjQOeuTvjf0R74V+yAvF/XwrD/6yN RD+HrmZnOZocZKi2iCdS7yDJ2wPpvuHwNZLAT7jog7HwZ3drmOvbwNSADwJD R7gZOMJX3x4hBCzqohXitcyRrG6MVBV9pHGGzOCsmHHyHNJffQepvz+JhH94 A8k6Oki2lIhgieeKkH/hXLZ0IZ5ilAiVsPCS/kJkSxfZXv4o9M1AoX8h0aog WvV8YFcRrFJiVcF1NZId6iCXNiDT5TJy3FpYzCfRmsh6lbyMHuE1QWI5kKdv YDhzC6OKbUzk7LLi7GEufx8LxGqp6ADLJVfQnziGGu9e1EWzphWuYqZ5A9eH lnGtkVNj6TIr2SgWCjikF44wHNiJ1lzRKFZYtRa5x1jKFw7/msJ2IYfwknHs lI1hq2IUG5XDWKsc5Of1Yby4B0P57cxlDHFKHMopw5Ain5jKkRfoQ5+cyROb TZCDlAtHJ0oUJLzYh6MDoTIjZKZw0FYhVPawFoQSlXKEjYSxcIItY2fpCDsr RzhYO8KRkVo7wNnGHi6MmzWBc7e25SYt/LXxR6iSj6E6cUyVUKsEql5BgreL SJQPifK2t39F7FNvi43KmwOhz48XzxeUcrCC1UVVaJ/8A4zUlDm8GsFURx22 Gq8iwoGDoJPQpM5RqQuIdlRBgLkyPHTOwl/3HDekcwg3Uoa/cHqTqTpCTdQR ZqSKSBM1xJhTKeqVaMl2ZaWOVDYtuQ03MA6JWWxb2Q6qyKFQufyeeZSvQKqC QmcVFDlfUEKxizLUUO6piio/DdSHG3LTsBGNusw0JbJNJVqKStVSqep4CSrj zFFOpWab07E1XMZcYkqZEqYIW0MF2BrMw0JjPHorW7AyMIHrC+uoDGhDsWc7 iv26URzUgxZK1VJ+iFZK1V5HrShVD6Xqb2O76jzEaDfbVS+1olLTbFSzVGqe Si1QqUUqtUyllqnUCpVaoVKrVGqVSq1SqRUqtbJDnVZ2WaVW2alO8OZDLGzd w5ekKffnNKmiraKLo+kAemqH0CeyxF14/QwGSNJowxKmGlYx17COpYYNrNZv YbN+G7v1O2RpF9fq9rBZtEyWZjjszWMtcxEbCvasnFVs561hN38D+4WbuFKy hWulW7hZto1b5du4XbGNu5XbeLdqG/eqtnCvWsgm7ldvMOuY9Y3HgYMrPvHx wj8nBOJf80Lxr9WR+JemKNwv68CavAtT0bWYDKvCSEA5llMH8dXO/0BfXjtp Eg69JkwnuLDiQ8TZ0BrO5s7cMTrA3siJE4sTAo0cEc6iFUu3knQtIdc2Q4aG EbJUycp5TWSfYhF/8wwyX3sbqf/4JouXsniCyI/nhJwQHPrlTw4FoNAnE4V+ xbSoihY10J4SpowRPKpFsmMD5M5NyKJBuR5tqAwdQVvSMjpTVtAjX0Nb3Ax6 5esYztrGaPYuJnP36NA+5goOsFB0BUvFV7BSehVV3i2oCZxEQ8YK+mu2sNG7 iTt9K9irvoa1S6t0h422kCN48Rgzihk6NJ3fhxU2102O3LssTQeXZrBfMYPd qmns1Exhq3YS6xz7p8tHMVIyxPRhpLiLacVIUQNGCisxkleEYUU68oL8yI8L 3XFhV3KkB0FOzvg1l1LGCUFS/nLZfIXXLfaxMoWL0UXY2XrSIscji8yd6BFj IYWtJWMlhZ21FPac5xxtnOBk6whnjvoutvZwZdxsbeFuI8SG4z3bk6cw3yWL z7Aft6ejeNNF0sTuJtgkyORNmbxZuCgTSbI/cdyeCNMv//y6Hsc0aZ/8PfOP SqJLv4eNsTGnWA2EW57iHPc2Qi3O8PY5RLAPeahdgMv5s/BSPoMQ5bOIVzmH YB1VBBhoIMSYX2OqiSh+baxEA/FUKdFKAzIbDaTaaiDNTh0Z9urIclCHwlEd uU5qjCryqVKBC2ViilwFmVwv8D9Y4qaMaspU6aeOliRrJVxOsmZDbDyGqS6B 1YmpIkwVhKm/LAKbw+VK2Bgpw5vYHCnFVFUspqqj0ZHoID5H3x5nhctRaeiM V6Cb6YlToDkwDVn60cgyjIXCKA5ZxrEocC1BRVQvGnLW0d50iK6WQ/Ry4htg gxqmS6N0aZztaZIuTdGlGbo0S5fm6NI8XVqgSwt0aYEuLXDSW6BLC3Rpfpvr HeEghsUdwSXh9vz2Q+zfeYr8I5eeiSt1zA7Oo7OqBz01g+jjjNdfd+xS/SKG OcuN169hhhVpgR6t0KON+j1s1+9jv+EAV+uv4EbjVewUr9OlBaxlLWMjexVb uevYydvEXuE29ot3cKWUhl3aw83yPdyu3Mcdjh53q/dxr2Yf92v38F6dkF08 ELON+YAUXJN640VAIP6nLBz/VhyDf6uPx//TmoDD6h7cKJ3GjSKSzzZwVTGE vbQBbCT14On4h8gJSBBtEirTEU1/x6U1fHkrwS0Eie7BCHHwgZeNB5wlrnA0 kcLLVMo9nhOiTByQYGyHFAMrZOhJoLhojBxNfeSpaiP/nBryT51D7pvvIOv1 k0hTvgC5PudE4S9hVEqJSknhh0zOFMItcS3G6Ugu7yy2qBLqVU29GpFoW0qx hPZUw9RD5tQEuUszstzbkMuRrzSwH63JK+hke+pJW0db/KzYpIYVOxgT5KJa 01RrrvAKFoqvYqnkKnqTJjkLDKEmfgnN3BdMt+3g+sgarjbtYq/mOtbK1jBf NCmOeIslE5ijXFPZvZjP6uL9tIirZQu4VrmIKzUL2K9b4P5nHtuszsu1Mxgv n8JI6ThGLo0wA0w3326jYk0UjPuHgmIM52QgL9gfwY6uCHZypVIM18FSSsYE O3PtzHblLEWgsxP87UmDtRk8LU3g5BrKNkWxzKWUSyrKZWPpTLkYa2fY2TjD nnG0lVIvKaR2TnCxc4QrK5SbHWd5O+pla8MIBysliXL9WKl+mv/Il9is8FeI 9zqmi6XKi3R5OYh8id1KeHk04dplwtPt3sdREjHz4setITUzEBiD/tl3aJiR 6JiNsQl8rXUR76LN2U8bUfYaiGRDirBSgfN5VbgqK8NN+Rx8L3AeVD2HVI3z CDdQRwgdCzfXRLSFFuKstJBgrYVkG03I7DQgt9dEmoMmMpw0keWkAYVUHTlM njO3RRdV8qFKx1RR7KaCYncVlLhfYJRR7sOq5a+B2ghD0bLGpOOKlcSKxXU1 NatMkKBJ4Y71kQqsj5ZjuiYBw/mB6JY5o0sm5doJ3cmO6Em0Q3+CDQYTFBhi RsjZqBCSNhYnvAZkAorIWZFxHApNGFPGTEgs61wvOli1uslZLzkb6GftImcj 5GyMnI1PHmKCnE2SsylyNkXOppeZVYacTbFqTW8Kz1FNbwmMTW48xIMPjw5z /3eMdVR0oKe6D32c/Pprx8mYQNgCButXMUq+plip5sjXEulaqz9gvbrKzfsa rjRex/WmG7h1+Sau117BaqZA2Dq2czexk79NwnZxULxPwg5wrewKblZcxa2q q7hTfRXv1l7D/bpreI/f6wHzsOEKDhuFsEwEZ+CGSyBehobj/0qLxb9dSsa/ XU7Fv3Sm4lH9EL/HIm5VzHF6nCJlY7iRP4SrWQPYTevFleJZ+Bia/8SYULOs lETFfkXHrBHj5EfHQpDsEQyZRxASnL0QbGYBqYkNHDmVOJo5w0fijFA+jmLY BpLM7JHGj2UZWiJHzxT5Fw1RpKGDIhUNFJ1VRuE7p5H35ltIf+MkMg10kW5n 8QsRL+MjvjwDUOClYPkiX741JKyJfP25dCXaNyLF6TLSXFuR5dmBXO9OFLCB t8pW0cmy1cPBry1hjnytka9djOXsYULk6wqHt6uYF/gqvYZy304WtlnUKjY4 se9hfWAHt/tXsUu69mqvY7tqj587jcXSKczkjWAmsxfLil7scVdwo3IF12tW cY27rCuNK9hv4v3IWj1TvYjxinmMlM9gpGySa5av8kHe7mXaydhlElbNAlbC YZB8hQSQLneS5UayGGc3siWEjLm4soe5uPBeCGLh8RdmL2tzeLJ/ySsHYG/v A2v+1m2EWDBWLrCxZmxcYMvY2TrDwc4ZTozUXgpnewpmz0He3gHu9nYMBbOz 4T8lFf2iXqxgAluyY7v4QBCOZ/DydIfXEVtKoluUimoJZgk50uvkX+h1FBsY nT8N7TdfhURHW1TLlmrZGptypjVEvFQHCS76SHA1RKKbMWJsteGiLsilBrcL F+Chch5BaucRr6kMma4KQsy0EC7RRrSVNuJstJFgp41ke22k2GtBTrXSqVam VAtZzlrIdtFADpPrqoF8VzUUuKkpochdFa+i2INwMaWeKijzVkFVgAb+X7ru OjquPM8S/D1yZjVMw1T39JyZc/ZM986eszvbWJnOdNqWLdkWMzOT2bKYmZmZ GUPMzLIYLVlgZnY6M6u6p3uqa+/vRThtd8/+cd8LhciOePF59xuKeC/n4mmi ZYBCpoB45ROtXD+ixZREC7SyCJY/GoNtUB9sjdogK9RJsUB9kDkaAs3QGmiK 3jBLdPpGo4vpZnp8otEr4h2NPqbVIwzpal5IV/dBmqYPb7o00vVLpGt7I13H C9lOySjlTrOmgXNj8z4aZESsnYh1sp/1ELI+ZoAZYlcjXm3sYjLiJRsX3att QtDVNin/eGL1AZ6/+TFR7tYDaXVcekV8bZY4Fl8jB402NOV1o4m73qb8UbTQ rQ7Wrh5WrkGaNUpjJgv4OMhfY/1ax3LxBtZKN7FZvoXtyi2MR02wek3TLe7u E2/QrUW6tYTljGU+PlawnrOKzdxVbPP7dwrWsFu4hr2iNewXMyWrOChZwfDF GGzYXsKrK174l0ialRWG35VH4l/qInFY0onNggms543xZwm/+uhXF9aSW1nF mrDIx+J0SBWuaprJ7VJTDIf/TdHADKT1FWNbbtsXuFWfxyV9E0muC+IUQ9ra 0jknXLR14KhjAHPq5cQGcInx5gwTqGuKcG1jRGvoI15NG0mq6kg5pYrU4yeR epQb0d//A5L++m8Q8z/Yzr49ilA1lSOSYsqIsqNg9hTMMZWKUTDnYoRbF0pP XfmZFMDPtBhBFmUItalEpEM1Yp1qkeBWj/KgcVSHCsGmKNgAR8gJtETPoz32 BjrjF9DD8tUnBEtZRo1/LzJcO5AVMI6SjDl019zAUvskZniLz+Ux+VSM995Q Sj+6IpowFNmIidhGzKe08xadxBrv7ZXiSSyVTuAGM8Li3Z09hq6sEbRnDUKW 1QdZJktYVjvD8TGTgnGvJ8sopWK5VCwVLfER4pyLFnZcWNoKrGzxJzhvTceY 89asY1Ks4GpuDCdDbXhe9UL1wnOY211V4EWw9Bh9WmdoaI0/gpGRNYyNrWDC mJnQL1NLWJpawMrUHNam9IsC2dIfW1Nx8kaS5CeVL39KFaCIBFig9DIHNwcb 2Ntaw95EuGVvKg7VaG9mwhh/jHRsWQcuz8HR3FiSzJa/Vch15u//FoZqlEuN cqlpQl+NrUxXHT7mKpJeftZq8LdWR4CNJhzVzsD6OPX6hvPkt9/A6buvceXk 1wg6Jd7C/S1nzVPwNDgFb6NT8DU5hQCzUwi2OIUQC2WEUa4Iq5OIsqZeNicQ y8TZUC/b40iwPYYkO8b+GJLtv0WKA/mSchQ57hwk3b5DYYCCLiaXvSubdJVG 22G4KhZNwbZoDrElXTbcpKy5Y7TmZSs0BFvyc+aQhZhjIMoGA+GW6PONwYBv jBIGeeE/YMgnBsMi1EuKVzQ6PcJRauSPLAqWpcVQrywdb96E2TTsj5DrnIxy Vq9KVq9qVq8aVq86Vq96Vq96CtZAwRooWD0Fqx/ZV0LDqGhbvIjtu6/x7M1P SP5ULWVUp5ejPqsejTktaMrtolr9FGsEzfmTkOXPojP/BvryFzHEbX6M0kwV bmCucBMLxVtYKd3GRvlNbFXtYKdml9v/DczEz1OsBYq1hKW0FYq1RrHWqcwG NvM2sV2wiR1+/y6/f69kC/tU76Bsk4PgIDpsrmHLwRNvrvvjf8VSq9xo/K4q Hv/cEI/bFf3YLpnDVvEMNgonsU5V1zjcrGX1Uq52rCU1YzmuHjeiqxFp6KBQ S966XNT0Ja6UJLgcpcsuGgZw09SHu5aIHs6TrQs6utLpKARdl3U0cEVHDVe0 z+Iid+XuZhZw5u7emTXgMiuADweYYH1zROiZIFbbkGVZFynciNNUzyJD+RQy vjuG9K9+hdS/+xsk/vX/i+hjRxGprsKhkH7Z0i8H+uVIv5xKEG5VJG9fpoXw NytFoFU5QmyrKF4NYlzqEO/egPJg4dck6sKnUBMiHySFX230qyt+kX4toS9Z +LWEVJd6ZFweQk7cDOpLFjDeMo/FmlnMsOXO8n6czlnEZOoM5pInsZzKvUDm JDZyp3i7TmOdt+9q6QyWy2YwU8KmnTvN5sXWnTOOzmz6xbbblt3P9ECWzSEy u5VpYKppGf3KyKNhqWhOiCBc9mxa9rRLWhMxazv8JTxsWMoU8bAhaDbWRMwE TkY6iEwtRs3iS4TmyGBmfQkGutZEjNG3oWGMEWNsDSMTG7Y0a5iaWlExK1iY UTLeRdZm5rAx4xxJh2wlawxwVbxsnpD5Sa908HeQdzH8ApfsrWBHwOxY2eyI mCDMTjzvJRRThp2wzPxjHKTwS6mllvIZefs6dUruF5uXeFOSvpox9NWN4WNG wyzOws9KHf5WGgiw5t5QSx3OGmdhe+wE7I59B8fj38Bd+Si8Tx9F+JlvEKx9 HJ6GNMzkNPzMTiOALS7I8jRCrFW4izuFCGvu/mxomK0yYu1OIk7E/gR3h98h 0V5uWJIjZ0gmhfUrxekbZNIvYVietxbyhF9++vRLD70VkeiIv4jWEDv6ZSdO bBJiQ2DqaViDFCv6ZYkeVrTBGFoXbYNuHwsM+8VghHyNMmPCsnEfLia8xYJ+ /QLjXlHocQ9Ds20wcjlA5rCF5Wp7KyGPgP0xcnQ8UZg1jmICVsIKVkrAyghY GStYGRErI2JlnCHLmb6Fh1g7fI00uVj3pdUprM+toDajEg1ZjWjKaadanA/z hpkJqjWDNorVnb+E/vxVDOevc0bcxHTRNuaLd7hH3sVqxS1sVu1hm6Psbt0+ VvMpGvf+C8mcIVNXORuuU6xNrOVsYSNvG1sFN3Gz6CbF2sFe6Q72y3ZwQPXW 0kbQbeeDXSdfvPMJwW8TqFUBS2FtCv6pKRm3q4axW7GEm2UL2Cqdx0bJDNaL +Gijrmu5A5SLfStNxpmxAYvxNSi2dZD/lVDetxRq6cvRspXQctWUo+Um0NIW aOl9REuXaOlqEC41XCZagXYWCGLEq6pDxBtEzC3gwn2+kxEB4yPIhx0gxMgC kQamiNMzQpKOHouzFjLOqSFLRQVZJ7n3+/ZrZPzD3yH5KLcyfT8kWcQj0Sab cJUQrioWrnypcPmblyHIupK/pwYRTnWIcW1Apmc30ZpAFdGqldAaRW3oONGa Q1scx8YE3k1JC+hltc290oQU9y6kB02giKNhV90CFjsmMJW7hGnelRMsYZNJ E1hImcBqBrHKmWJ9ncYGsVovncVa+SyL1qz0rOZg3qwcLYLWnTOBzpxRtLPi tvEml+USrdxORsY0QpZDtLKJVhbRSk9FY2IE65aVAx8I560dCBPdYqS1rYgd PKQQLk5trhYmcBRopZUooWbpNfvPxeBMmFh4wEDPRmGWrXillrEN/hSGNMvY 1AamZtYwY8zNrGiWJax4z1ib0y1zukVfbM0NSaYZfIVZn7rFn+/Jj205NMqn TNHUxCvBiJaSxNURLk1hR6jszMXRPsTyOPHiWEocLUycCdc5qXh9KF2G3NIE WgbqJowpfEwJlznHRksBlya8zTQJlwbcdDThpqcFx1On4XjiO7ic+haXVL9B wNlvEKv2LfwNODqyePkRvgBLFQRbq7KDqyLcTgURtqe431NGtL0yYphYB2XE OZ5EvCM3K4dj3JwEXCxgToRLxJnzo+sxZIoCdvUcS5c+ymIcMFIZh9ZgO5Yq e7SE2hEpFq9QluP6UBsWqoZQa8gibNAba4eheHuMxNpilG4N+V3FON2aoFmT zBSjhGmfmCOY8Y7hbTZDuaZFrkfxE1Nc/gmmPKPQahckpdLEF3na15FLvLKc kpDetI90zpAZrQwRW9x7jSXm0atfZ35q1QkMNvWgPqMWjWz5TTmcB9lYmjhz NeVNozWP00feEno4UQzkbWA0fwuThTuYKb7FjXkPy+X7WKs6wFbNIXbqbuNW wx0cNN3BfBKdSuHMmLaJlcwtOnWTTu3wAbGL7aJb2Cm5hVult7BfvofDij0+ YCbQax+AW65B+N4/Ev+anIDfFafidw2Z+Km5Coc147hVtY7dqlXcrFzCVsUC NsrmsM69/1rROH0cxmou58PMDnrVhOXkWpQ72SGMDUjxp0M1PSpFrv5EssqZ 1cqFSrlSKTdtuVQeVOqCrsgnUumqwctUT0gl3gJiAQNiZSG9/SNUkfPmZrhq ZQVHYnXZ1Bq+3NWHmlggytgM8YbGSNYz4ISvgywNdWSfVUXO6ZNINghAqlE0 k4QU40wkWZcixqqMW2YJ/CzKEWhTRahqEe5cj4QLMhQFjqFMQMXJsDaCUIWO oCZsDM0xs4RqDh0JBClpHk2Ro0h0bUTKtWFkJsyilq6PyeZwo2YKI+kzGEkc x0zSOBbTxmk7G2oekSoiUuI0kgRqpXwOE4XiKM5zbNOzvM9n0JengCqXUOWO cXsYRlseocrvZQhVPqHKJ1R5NQSLUGUTqowUFIQGsEw5UilH3v4eNo6c0jy4 //Cw+xDRtuzs8F/hbmcLV0tTQqWLiLRSOvWWeYPMznVYOPuwSTnDQN9WksqA 87yBCS8zRqa2MDGTa2VuzobFWJpTKwvOihaUivjZWBjByUI8o+5jL56J91Vo JeJsby0XjUrZmAilhFVfECKBkYlibcqrzc0EVGb4jq2Nbc7ElXEjVGrESY6U kZoWW5UcKAN1MxhomOGioTqhYsOy4IRoqcmGpQ1XbSLFLcxdX5tbngYcxXG7 Tx+Hu+q3uM4pMUyd0GgdgxeR8rMgVFaEikiF2J1BuL0qC/cZRDmcJlSnEEOk Yh0JlROhcj6JBCdi5fgdkpwIlbMIoXL5FmluhMrjO2RcPIXGzOsYrohHW7A9 2kIc0BpqT5UIVajYC9SH2eIPedkGHZweBxMdMZzggNEEe4zF2WIkzBpDnlcw RalmRLOaJVO/jzlOiPMi3vLckBKNeXo17x2lhDkWrt/HLNGavR4pjydzLQIz V8MxfSWM9b4s/1OWjqMmtRQNGQ1oymJ9yuljRkjTFJpz57ipLaKDJPWSpEHW n7GCHUwW72G25AAL5YdYqbyN9Zo72K67h92Ge9hvuo/DlgdYydnmpk+SMrax lr2D9VzWrPw9bBXt4ya/d7fsAHvlBzioOMBq5jT6HEKwx6L4fVAcfptKjkqz 8LumXPzUWoeD2pvYr9nGXg0HxZoN3KxexVblMjZI0zofRmulU1gtGiVNg6Sp mz+vFSvp9egNiES4Mbcp53O6QiTBkro+a6ezhv7nJOnISRJn+5KTpCmRdElX nKnOWCpPn74t7WeTxF+dxNs7NBDOpY+tBa5aW8LB2AKXzMkTE8LHSDQnhARj E6QYGiJDTxeJRkFINYlHumkak4M0s0KkmZciTC8XAQbiL4alCHasQ5gLe5NX H4oCRlFKkirDJiWSGqKmFCTNQBY3S5LmSNIcd47NSPToQQo7VkHuPDoabmCh awxDyRMYTxjlgDeGpQwSzh60VjAlkb7BwW69Ypb35wx3ObMYEX9K4VoiKV9O Ug+3ha68SXTkkyTW1bYCklRAkgpIUgFJKmgiS+xOeSQpJxetmcmI9/KSKHLi wlYs7BzxB/Cwd2QcpLjb2zN2cLE0gwM1qln5HjXL3/O7apbf4T8hs2sDZvbX YGBgBwNDxogxYSiRIWNEjUzMbWDGW9ncgiJZcOazsICVJUWicNaUyNrcAN7i zYLilW8+3Jv8Pq5yaUVwrI35aWJkTYZspIgxkRuLjRkBsjEXb2u3YQ2zZayJ 3hGYmbhDD9qc5g3PaUgIieNN6P+MkDljAWd9Pe6XzrEEc8yz0JKOHOiqrSWH yEAH5/lf9dDXgrOKMtzPHMdFtWPw0ziGKEIUr3+c25sq/NmWgiSIVBHmQIic CJGTKqIdCRET60SInJUR76KMBBdi5Hwcic7EyEWEGLnKIcq9chYF3toYKI+H TIGQLNQBjSFyiOqZOmLUxjbVn+SMoSQnjCQ5YjTRgRuMPSbibdHvZYkZIjTH zNOgG8yCCBVaFKFASyI+ijU1WvRhvEV7WuDyCG4QpXmvSK4jed0NzwheN38t HHNXw7CVWYY8uUf3FK9MX59ZQl1aBRozWJOyWJOyh2jSODNDkxa461vh7nEd fblbGMrdwXjhHqZoylzZHSxW3sVK9T1s1N7HdsMD3Gp6hP2WR7jd+hhbNGcp /SZr0i5N2mNN2sdW4SG2i2/jZukd3Cq/g72KO/z8HPodI3BwIRrvQ5Px24ws /GsF0Wwpwo9tTbhdv4eDelaq+l3cquMoWLeFm7UbrGar2Kha4uNpnjPIDFZL +FgrYl0q6KNL7RwjG9AfEo0SFzvpRIRkidETMhEmPQknQZMzWXIhS66Mm6BJ 9yNNF0nTRdJ0QeccArhlK9qSGAY+ebPsB50g5+lXEk/hTvJEMFfI1EVLS1yw 4OjHhPABFM3BI87kEpJME5FqnkmS8pFmUYp0jnLptrWIs6hAvFUVEm1rkO3R hjzPXhT6DqI0ZAwVYROoiZhAfdQk6shTddgIygN7UR3UizK/dsS6NSPh+jDS kmdRXbmAkXZBziAmE0cwnzqKxawxLHNiXyki5aXTWC2fxgLXk4Xi5GDTSnRp hiYMczkoXkeSPy2XKZ8yiT+mFI5Jr7WTFVKmIspURJmKKFMRy1IBZcovRWtu DpoykuHnfoEuOZMlZ8GSM285DzsnkuQk58nBEe4ODrzl3B3s8V/gZG4Eez5m a1d+IFHvuX4vMSWQuhCeB1NHT+iTJ33jDzwxZnbkyRbG5ixNFiSKt7C5JYni LW5pKYgyY2iPhYESvMQ96C3ZZGllAUu6ZGUiYgwrumRFl6wZK8GSeD7rC2k6 tJamREGZzRGYmpzHWaTUzMDgrDqMzomKpA1DUZEUKhloivC365jA14Q6mcl1 EgdivijqkTipnAFlMtbDBZZwN/WzcDurjPNqx3FN8xiCtY8hQZe6GJ+Av80Z bnZnuL2d4TZ2htuTKiJdziDaiVXJiUI5UyjKFOdKoVypkwhlSmRSPJS5mxLn A9NGkY8uij21KJODXKYQhUwhcpnaYhzRl+SCgWTKxIwkO2GUGU9y4HZjj/EI W/RcssA8ZVrwi8WibyzvtSXa9HtYpkYrn2SV166KNWVS4jXRSvySKO6RlgjU onekPORpySsCS57hWGRukKftrDLkfsqTLjZnV1CfVsONqQ1NmaxL2axL2VPk aR7NOUtoy1nj7nIT/Xk3uSvdw3jRAaZLb2O+4h6Wqu9jtfYhNusf4WbjY9xq eYoD2VPcaXuGe+3PuHveJRP7rEuHrEu3WZfusi7dxU7ZPdzi9y9nLmDAKRoH F+PxQ3g6fpuVh3+tKsbvZGX4oV2G2w23cdhwiIOGfew37HFK3MVu/U3crN/C Vt06NmpWsF61gLXKOayUTWGlZJSPuQGsFHRhJbcZAxGxqPBwkM6V6vSBKPLk 9MnZwJy19MiTHlxJk+DJ/WeetHBBT5NrdVwzZdkK+GDTkc9sUvq5N30peaQm iRThZIHLVubwtrWUXlLkY+GCGNMkJJpnI9miCCmWFUi1q0GaQwPSnVuQ6Saj Qu3Iu9iJosudKL3SiQrPblQFDFKdISo0jproSRT7d6MisBu1QT1IvliP2PO9 SAifQl7+DbQ13cB04zgmk4Yxlz6CGzljWCyYwFLxJJZ56ywws8WiGE1QoQmu OdsVTPNenWZBEicIm0I/r+vNF69DmURn4QTai0gR0ZfxVm0tJkXFpKi4lWng dVXkqESiqD4jCe42LmSIsXPhYMbYO4vS5ODMLdjdgR4x7sIjRwe40SQHE31E ZlTxa2pXf8RfcSlMkrskTLoYkQ9T5+vQN7KnR4wpY6bwiBYZ0yITS3pkqfBI eGNlxtAZS0O4WhvjOncqXtToMtcW9MeCHlnQIksObZamIvx6M/plZq4kPcf+ BedAOmQunnEndyYXlLi4iL+mR7MoH3tEk9iWzmnBmCYZqH/wyJKxgoGWFUzP meLqWRVcO6cKj69P4sJRuvONKtyOnoH7d+fgflINHqfVcUFVHR7KZ3FR9RQu nz0Jb83jiNCjKQZc255DsJMGa/NZhDqdRTg9inRla3JVRRSbUjQ9imFi3eiS +2kknD/DqqyKTE8dJWRd1+ZknOulgyJPbVR5qEkktTCdUU6czpwwkOTKguSK vmSuk10wyIykOGOUGU925AbkiCmWpr4rVpi4fo0csQiRo2VmhVll1pgvse4b q8RFDKeQdd9oXinPKjFa8YkkSpFY8RaJwIpXOFauh2PZMwyL10Kxk1WKnE8p MsRQQzcaUjm5ZXSSokG2Jbak7BlmAS3Zq6RoA91kaCDvFjfcA0yU3MZM+V3c qHqApZpHWKt7jM3GJ9hpfoq91uc4bHuBO+0vcL/zJXb5NavZnO5y72Cz4B5b 0n22pPvYKef3Zi5h0Dkeh5eT8UNkNn6bU4Tf1ZTjd+1VeN/RgTtN93C76S4O m8STVIecCg/YxPaw27iLmw3b2KrfxEbdGtZqlrBaNY+VimlyNE6OhshRDzlq xVRKDiovOSGEG94HjsS5Uj9Q5KSgyPlninRJkQ7bkjbO62nJTx2voya9V/+z d7kq3i/GOyNE0ZI+JEzemJwsfyFgUuLCAqfhZ2+OCON4RJhmIda8EAmUKNGu DslOTUhxlSHdowNZl7rYttmHPHvkB0/w7kWtTy+afHtR592DIu8OlPl3oSqw CyW+MkS6tSLGewRJqXOorF7AYMcM5nIHMJM5gtncUcwXjONGsXi9wCSmi6cw WTSNKWYkb5wKjWOEGg1TnSHxAl6uB7juo1y9THfhODqLxtFezFGteAitJf1M L0OJSihRiZCokhIVs07nICcqHO62rhSIsRcKuUrtx+UI4XEWb+ZzcoKboyNc 7GxgT4KyO5ZRu/ZrodBP+EvU0KKPCrEVRebD2O6SXCATIZBCIXM7GFpQIUuh kDXMrKxgbmXJmMPC2pQaGcGFAl2jPJ6MrbkJzIyMYEaBzCmQBTcECzYhCwpk wSJkQXyOSH/q+xbmbF3GVMeY/VUkpXYO5eOPUTH+hP5oSv4YiSMFatAdDZpz 1hS2xzTh9KtzcP6Kvnylgiu0x5P2eB09Dd9vTuPaV6dx/WsVeB9VgRcN8lJR h9cZTVxXPgPv06rwVTmNoDPsPNrKSDM4iTg3cbIKY8ReNkL8VSMkehohydMQ SZd1kXxFBylXdZB6TRtp17SQfk0T2V5ayBPv4PPTRYG/DkoDDFB7QQ0Nl9Qx nuguXuOd6IY/51Tmxg7kKk+KKwZTXDDMSPgwk+xEUwRo0JfT2hVrLPnFYZlZ YdZEfOOwzvUGcwSbXH6BLS632JkUUeLVMfgjfkkMI0iKkoccrflEYN07HOvk aM0rDKvkaPlaCG5mlWZ/qpEpahJLqFEzmtJ7KNIwRZqkSPPMEpqz19Ces4We vF22932MFN3GROldzFTcx43qR1imRGsNT7HV9Aw7rS+wJ3uJw/ZXuNv5Gg+6 X+NRzxtslzygRvexWfiAGj1iKXoE2fVKDLsk4fBqOn6Izse/5JXht3XV+F1H Hd519OBu00Pcab6P2833cMjsN3PGaz7EreYD7DTdYgnbwVbDFjbq16nhClb5 YFyumsVyxQSWy4exXNqH5eI2LBc0oOqqC8K4UTqe1YYjNRIHSBKHSnLUoEqa jEIjFx0hki5HfpZqcfJ4XXHieA1cF6eGsBNHDqFI3MX+26OGiNcvh4hqFCq9 IjCUrSjsY44Ik76UTPq/EWHliVjTDMSbF9CkMsRwJotxbEKCWxuSL3Qh9UoP 9239yPPqR7FvPyr8+lET0I/ukAnkX+9AsTfbkm8namlS1rVWRFzoQzTntuzC G2hpuYHJphGMpfTQpBHMFIxhpngcU/RojM6MF05iomiSJk1iOG+UDomM06IJ JWI0zjmtn3z1MT2cy7pYiDqKR9FewlJUwlJUSo5Ke5gOyEpbeF0dOapAa2Ex GnKy4HP+ioIiETcWH1cl8uPK+cjdkTo5iTjDjSi5Mo4W4kWW+gTpN0eESvzt AqSP1Ug+qoUWdcPE1Qt6BEmPtUhPoESQDCyIkqUCJStrmHIwNrO2gLm1GWMM Z2sTJel4U7+AiaEhTOmRqbExTaJNJqYwM+VUZmbKnmtGh/5E+iOeKX+8ocll Ra4gufYGLXrCPEXFxDOFR2I+M4K1Msf8r87yP0iE/k+4f62O88zVo2rw/loZ /kdPIYgUBX+jgiAyFECOAlmNgr5VRch3ZxB2/AxCTp9DkDKvU1VF6FnWHTUV xKurINFQDXEO+oi9Yoy4a8ZI8DRG0nVBkj6Sruoi5Ro58hQhSRzD0q9rcpQX h84rCzXAf0btVS3Uk6L6y+oYJkQCo2FSNPQZRa4YTnXFaKoLxlOdMcH1FEe1 CY5u/VdtMXrNgwzFY5VZZzb84gU1CZJACdj2l+emf8IRLuLxh1zG8Sp55DjF 8Bui+d3R2KBIG76R2PSJ4E8hSV9ggyCtXw/Fimcw3h/cyfq8HtUmlqMxRYam NE5p6aNEidWIE1RT5gpasjbQnnuTIN1ijz/EaMkdTJbfx2zVQ9yoeYLl+qdY b3yOrZaXBOkV9ttf43bnG9zteoMHPW/xuO8d7re9wnreA4L0iDg9QatnDUZc UnHomY0f4orxzwVV+Jf6Ovyvzka86ujD3ebHuCOejGp5iMPWBzhovY/91rvY a7mN3RaC1LKH7eYdbDZtY71hA2v1q1ipXcRy9RyWqqaI0ghR6uds0kGUGtEX E40wCxM4nNVitOEgjtimzhAkB4LkqEWUtDnBESMXxpUgiech3QjSeQMd+LIa yUH67EAgSpJIiqFNbpJ8aPtCOPSFNLT9JS9aSBiFKRJtlIY403wkmJUiwaYa CU4NiHFtRfz5dsRd5vDlOYAM7wHk+Q2ghENaZRATOMze3YEi3y5UkKIa1qMi vz6E+44iPn0OZTUL6OucwXh+L8a4VxnO7Cc/Y+KcWixAX7DTcihj3RljhgtG yU/eMAEYzB/hTmZMSn+BePvlKHqLRtFdNIJOtiJBUVspm1EpOSrrY7qZNqaZ 19VxbqtAU0ERcmLj4GbnxkenvVg4uH2AyM3JlXGR4ursDBdCZG9qiIisGtSu /yOb0fpveBMJjmrWfpKmtZpVRUOSQHqLjO4NmLh5QZda6BIjXWKkR4z0iZGh lQ2MrK1hbG0FE2JkSozMrHk/WxhJc5l4+ZGRoQGMjQxhQo1MjE05c5nBxNSc sWDEHWZiasWOa2Byni3sMtdX4HI1BUm8SZVo0TP8KconnlOk53B18YLtiXPw +JUK+TmHC1+rMeq4yFz6WoMcced1VJMckZuvTyGcDUkJkUTprxB6VBVh35xB xDFOXCQpmiTFnjiL2O9UEPPdKUSpqCBaXRUJGqpI0+TEpXsOKSZaSLjAlnTd GIleImxJ19iSSFKKIIkDWdp1LaR5aSIvQBelBKnSRwd15KiBHNVcUpOTlMR7 ZCjZjfDKNXKTNBphxiiRpBGL0gxL0pCfA0Wyw7x3KEtRAj1JoEYJStjyFxpt +yeSnkTsiAQkfoHdAH5uNyCeP3qHyx1ydNM/ll9HkvxjyFI0E4UtcrTNgrTt E44t7zBseYVi43qI8Ogzi06iLrEKjcntaEodoEUc0zLmmEVmjRZtoSN3Fz0s RoOFtzFaeg+TFQ8xW/0YC3VPsdzwHOvNL2nRK+y2vcZ+x1vc7nqHe93v8KD3 ezzuf4+nAz/gdsNLWvQELZ51GHXNwKFXHt7Hl+Gfimrxz41N+JeuVjxuG2Ah ekqHntChx7jd+ogWPaRFD1i67uGW7A52Ww9xs3Wfv28Xm820qHETqw1rLGlL HBvnsVQ9TY/GsFQ5gKWKLiyVNmMiIxth4iTH9sTol7DnDs5eXUd+EDZNkqTF rkSKnHQER+I08YpTxetowNvGQvrb2c8c2VtIFCl9fNu81I2CJYdCxDtVQ0UV CpMvLKCCcEsvxBjnIU7gY1mJBId6xLu2cM6XIfFyBxKv9SDFuw9p7EI5AQMo DZ9EcfAIstmDCvy6UEZ4KoM5n4V0oyR+CgVFC2hsncdkNecswjOS0YPupHb0 5VKVvDEKM4YhZpi6jFCXofxh9OcOoj9viJ8fQl/eCPqoUF/hCHoLh9FTPIwu zmIdHHDbSwchK6M85ZSnnEWovEuhTxNaSmvRVFyOuvwCeF+8Dlc7N7jau8PV QYSXHRknEVfCw2Lk6uwi3g3JpaOtlfT6xiNCIHZ5QVDtugKgtR/lY9rqR4Cq l96gevEVAnNboG/DB5IOBfqP0KU/evTHgP4Y0h8j3jnGNrTFRrwa0gAXeSeJ icyAbciQbcjQiBbRHyNjcxiZsAgZmVjib1l8yBnp0TW+wlyFb0IzysaeMs8k dsonXpCelyhqXEW4cwAu/eo0Ln91htyo4TLZuUJyrinY8fmG9DCB32gh8uhJ RLMJxRKfeLagWCaK/MSQn9jvziL++FkknjyLJGXm29NI/lYZKcdOIEXlFNK0 VJGtfQbZ5CfLTBvpdjpIvmyIRB9jJW4huvgPLEe86joV4myWSn1yqU8J9am9 yCJ0SQPVlEcWZCbNZNzbkJ4/k9gZSHXDIDOc5oZRZjzNFZPMNCka9GcZuuaA Uc8LpCeR7CSy0iTSkSR6kkRXkmhMkuCGi1sBiUrYC0gU5zwOTOAlecQn4vHH /Jo4fvEHjGK4jsZNP5FI3PSNwE1CdJMQbXuHsBwFYy+3BJmfSqSHuoQaStSB ppQhNiOOaGkc0dKXmXVKdJMS3UIvG9Fg0R2Mlt3HZOUjzLIRLdQ/w0rjC6xT oS3Za+y2v8V+5zvc7v4e93rf40HfD3hMhZ4O/ojnQz+iWZwCxS0bhz6FeEf9 flPcgP/Z1Ip/7m7Hw9YDHDY9p0DPmKe4LXuCQ9ljHMgeYV/2kBLdx67sLnZk t3FTdoCt1lvYYDNaa9rCauM629kyFtmrF2tnsFgzjsXqQSxWdWOxogULJVUI Z423Zc+2I0Z2nP3t1LRhp8GQIjtSZE+KHBhHUuSko81o4gqb1KcU+Up/9f/8 DaeKt8pL7zWVKPpSUCQ9ZyQW4hS9TuLddSE2LojSz0asSQnizCsRb1eLeOdm xLu3IuFSO7e2TqR6dyPDrwdZAT3IDR1CdiB9YhnK8etEUVAXykNYisK6UBvT g2ZxUMzkHvSldaM3tRMdiW3oTJKhJ4fGcEbrzxONZ4RNdoRzGC3KG0Rv7gA/ x+T1o5cm9RQwhUNsQYO0aBCdJYO0aIAW9X9uUUUH161oKWtEEz2qLypDVnwS XOzcJYtcHOQeuTgyTu6SRy7ONMlZrF0ljJwZOzMjhGfVEqF/kpvkKZlUw1JU S5Nq1j6UInq08g7VkkmvUbX0EundK3AJjIc2SdImSDoESZfTmR5BMuBdZGBj DgNTfVgTJA9bc+jq60OPIOkbGkOfIOkbmzH8GmMLri0pkDO0jC4zV+BNiUoo USklKhulRGMvqNFLavQKOZldSHIKRKiOHa5+dZo5iytiHvtaSMQ9FTXyOyqX KJgJY6JZiuI5pyVQpWTOZimUKOFbXsd1IkVKYhlKoUhpFCnj1Fmkf3sKGceU kfXdCWSfUkauhgoK9M4gz0wLuRbayLPgLOahj/hrepzZdJF4ncXIiyx5aXMX psnNRgMVVzVRe0kUIXVUkqTWYDMMSk8TMRJH7nKSSNEIM5bmjgmup3jdSLgz +jwd0XfNEQs+Ydhg5dlkJIoCJIqERPQmiQIxAUlHsB9Img7EYj8wkbPwvqBJ SjxuMXKWYpVYlMTLlHZYjXYo0s4HkXxCKVIwRQrCD4e3Mz4F6Rzq4uvQmNSF puRh1qNp5gZRWiFImwRpBx15ewTpNgZL7mGs/CEmqx5jtvYZFliLVpo4grW+ xnbbW+x2vMN+13vc7vkB94jRw/4f8XjwJzwd/gntga3EKA8HvqV4m1SLn0pa 8JvmdvxjTxfuc/w6aHyJg+YXOGh5zjr0jBiJP8w9wX7bY+y1PcSttgesXvdw s+0OtgnSZuseIdzBavMW/w3rWGpYIZALzAwr2zgWagexUNONhapW3CirRvqV a7A5owkbomRDkGwJkg37kQ1BsiVIttq6rE7aOuybDtpauMyGf50buhfjbasw yU7UI8sPbyH98P6rz0zCEfnE5iTPL4ROcpP+u3RU7BAnc4SZ+yDKsBAxphWI ta5FnGMT4txaEHdBhoSr7Ujy6mRP6qJL3cgN7kZxxBDbeAsy/dqQH8RhLbiD LnWgPoZWJHShM7kTssR2yBJkaEuUoSO9G13ZtCZniAaJLjSE/nz2IvozWDCo hO6cPvw5unN70Z3fj67CAXQVDXAwG2A96idJ/ZCV9qGlvJfpQQsLZktFJ9OB ZrLUSJbqS2pQVVCC65e8JJaUJJSOwFlBkoiShNIv4OLiRo5c4eziCnsrc1z1 CREkcUbb+Cf8nbgo4STRtP5vaXr/OU2LL5nnzFPmEfwyK6BlaQMt0qRNmnR4 b+mYGEJbVxPmJvqwszCGFmnSNjCADmnSMTRlzKBjZAFtI1toGF5iLsMroQHF Y49/ZqmULJWNkqWxl6TpNdID85DqHIQ052CkuQSLM6N+pcJ/uydp8iJHvkfl BSmIHIUy4UzUt1qI+VYbSWQp9ZtTjCrSSVIGZ7RUJoU0pZKmdNKUSZayT59D zmmWo++UkXP8JPJOnEDRyRMoUVFGmTaJstJBobU2iqy1kG2niXjSlECaEklT krc2kr3ZmHw0UX1RjS1JHeVkqfyyGjqj7dBPlvqT3dGfIu6WfuL0F6TJnTS5 y2niNWNxrujxdJJYmvb2JUtJZEk0pGSylExdkkkSE5hMdZIpUDJBYoKSccj1 IddHuEzi8HEYlMjrGQr1QSpJqcA4SardgFgJqh2Wpw9M7ZDCHW4a2z5BOMwr xmdGaaAurh6Nid1oShphcRJGLTCrdGoLrVm7NGqfRf8OBkvvY6ziEQeHJ5it e06jXmKlWRj1Ftvt77Db+T32u2lU74806kc8HPgJj4d+DVlAG0bdC7DvV47X KfX4oUyGn1q68FNPL+4238VewyvsNzIcAw9a6FQrI3vOsvSUPj3BrfZHLGQP sEOjtmnUluwQG7J9rLXuYrVlG0vNG1hoWsGNxgXcaJhlJnCjfgg36npwo6YV 8xU1GCvIhJWqBqzplDWLkzWNslZnOMNZ0ylrLYVVWtpw5PzGzdBaHML3+idI KUlMfQk/e8V73T++URRKnzIV7PSRqSNiqSSY+kJS6hQ/a45gZ1qlk4soo3JE W9Qgxq4RsS4tiPVoRdxlWuXZjmSfDqT7d6IkZgSy/A0kX2tCuk8ze3sLCoNl KAttR110O1ri29HO+U3GztSc0IKWxBbIONd1ZBGebAKUM4AedqVe0ZXEceSZ juxudOYyeUx+NzoK+9BexBT3oa2kl0gRqDJ2s4puhrsvKZ1orGhHA6GqK2tA dXEVUuNT4GTnAWd2J2cyJZByIlDOIs4iHL6cXYRVTjTK0dEBNqxOWV3rJOp/ CqaEVf/Ix8xnTkmjncKp1e+lGiU5tSyvUFVLdGqJTi09Zh4wd5HUPACvpCx4 J6fjnI4W1Dh8K8HYWA9neFkb6vqGjDFjAjUDe3jGl+JafDVtukub7qNk9CHz hBFOyY0qE0aNv0YmjUqjURk0KsMlhAmFF5Xy/kqVtUlDUZs0EaKoTRGiOtGn WCZeOMXPpX+tjExalcWhLptGZXGYS6dTGXQqk/Upm07lqpxDvuo5FJxWRf4J ZRScPIki5RMoplWVTLXaaRTb6KDEVhvF1hrIddBAPJ2Kp1MJdCrRhzXrqjqq 6FQFjSoTuaymhD4i9RfoJVG9qfL0kybB1HCaB0b58XCcG7quO5MpZwxfv4T1 D0QFfCRqV+IpheykkB8mKIU38WFQihJuyxfJ3Pfd4fI2qRIRZAms9pmPUIkQ qQAFUv6KPuUXTqxCmWBs+QSKLoX0T6FSRV1MAxrje9CUOMpCNUOsFgnVGqHa hizrFqE6RG/RXUL1AKMVjzFZ81QOFXFZaXmNdZmA6ns5VCxSElT9P2Gl+o4c Kbci7AdU4WVqE74vb8cPrT1439uPw4a72K17jVsNr7HXyBC9PU6Ke60vOc29 IFLPWKKeEKnH2Gl/yN/xAFvtd7HZdpu/cx+rnPCWW25ikVDdaFrFfNMiM8dM Yr5xGPMNvZivk2G2qgZznQPwcb4MS1VNWJ7RguU5bViqibOUWJKqL2BJrKw0 Oe0RqStW5kq4Rqd+H56iUNkqrLIThcry53dV+SuOyUG6xNvZgz6J/GmnYPHM t8QUhRIfWuBvJaKCPsTGDeF6xYg0qUaUdQOiHVsQw3Ev5qIMsVfbkODVhmTf djSRqb6aQ+SE9HCn2YgM/ybkBrWgKKQVVVEyNMbJ0CqYIlH18U1sxhzFxEFO MnvRltVLlvrQyQbVJfpTnuhQvD67E225TD4jXpVd2I3WYo5zJd1oKeVeq6wb jeVdSmigUf8J9VSqganj/VdT1oKqknqUFJTCkUoJqRwduBZx5GUnuVZOziJu JMoNjoyDoyNszI0Qll17RKpSfyshVbvxG3kETxJTn9QpxbNP1StvUSWYWn6J yuUXXJOpZTK1TKaW76Jy6ZC5hcrFLVQsrKB8fg5rD+5h+fAuiganUTy8iOKR NWaL2WX2mdsoGbnHPGBYpUYEU89ZpT4Q9YqFNo88BSGTRGW5hChxEQq2JF0H +FIpP7apoKNCKE2pQUUyMUwcdUoQQn2rgxQmnZ/PplR5355G/ncqyKNSBSfZ npjsU+eQyyaVT6UKz5xD0Tnm1GlGGSWnTqLw1AmUM7WnT6COUlWaaqDUVpPR QJ6TBmK9dRDnwzbFlJw/i7KL51BCoUrYpBo45PUQqR42qZ4UD3SneqCHNPUx A8wQPx6Mc0fHdRd0kqnua8644RPBJpWMrYAUEpVCUFIITIqcqCA5T8RJ2MSk 4k6wSAruMmKtJF36My6T+TEj0ApOkhrWfhCbFXMrSN6sdkQEWAEfwGKr8mOr 8gvFTd8gPB8a+cwqFdRG06q4XjQl0KrEWXq1RKvWadVNlqo9hVX3MFj2EKOV T2jVM8zWv2CReUUr3mC97R22OmgVhz7JKhaqxao7KHAqxIhbMf+XNXie1oI3 5Z14J+vD254BPOl9xEHvLXZqX2O3nl7Rqt1mhlbdolW7tGq37TmL1FPcbH9C px7RqQfYbL/H33cHaxz+VmR7WGrdwULrJuZb1pglzLXMMVOYax7BXGMv5upl mK6uxlTXAObm92GmwplAVQvmZ7WVYE6s/hjm7FbmGlpwNTHGJUszXLY0F1xJ Wgmrrv9br+xFvxLN6gj8HSx+7lbSETiOKMqVk+XvCZyUJJP+GoFcBjibIcjM D2EGFYgwr0OkXTOiXFoRdZ653IYYTxkyQwfRXn6A7qoD9NUeICesGym+Ddyt N3IIbEZZZAtqYlvQQJXqEppQzRLVkEpZOOw1Z1Ab6QAmPWjL6UY706EoTS05 LF+5TD5TwBRSwOIuNJaQoNIu1Jd1kSHKVEuZ/pDLTtQw1eVtqChtQklRNa5c 8oEDhzwHew84sD85OrorwcGJC0ea9KVcI8ZeEskYl32CxZPgG/8oFr8R3enX +H8kjGoERhJIcoyqOdtVCYxWiNHKK2LEzrRCjFYeo3LlAUOMlonRMjFa+ojR 0+/fEaN7xGgGxUNLBGmdAG0zt5gD5g4BYl8aeajA6Kk005USorKxV8gOyEWm UyCyiVG2NM/lUCJx+vIwpFhchT81CvpaDaFH5RJFSRJp/yxRMhVKFRIxGUzO 12eQd/Q0CqlR0QlV9qGzFEd0JLWPEp2lJNSoVJ1rldMoPa2MotMnUarCzqR6 Ao1nTqBeSwXVeqqotGInstdAgYsG+5I20r00UUSNCi/y51KjImrUGmOPLkrU xcLUSY26Us+jO+08RTrPCe88+iiRjBK1e7qgg5n3/SjRtpAoMJVqpPIxmkpJ UilRKlVJEwopCYaO0JxU7svvcXmPBimiJFH0p1zKITpg9ojRLUK0S4gkhD40 JwkitiZ/QuQvIGJr8g38vDEZoiayHg2xVCh+jBJRoSQqlKJQKJsK5d9GT/E9 DJQ/wmgVFap9Lil0o+k1ljnWSQp1vsdO9w/YZ1uar7yDfMdiDLuX8p9Ui6fp rXjJGeGNrB8vKdBzTvmvp3+DNzO/4Sj3Bjt1r7DD9rVD1XaaxasNGNlL3Gx7 wTyjQE8p0GNssDWtt9/HGhVa4Xi3TIUWZTu4IdvCnGwNs7JlZh6zrZOYbRnB bHMfZhtkVLMao539GJ/bR2J0JkxVtGDK1mR6VhumbE4m4mTGRkY4b2GGC8wl BUNXrT9QZI7rtgqK7H6mSDockPyN6L8np4g9KVARqTs5yddf8pIF/p5Lc4mj DwlQ0OTPBBokIdSoBuFWjYhwbEWEmwwRF2SIvMJCVLiP1tJ9dFTso7tmH311 +6hMm0SSfz3SgxpRE9XJ2a4TventaE5uQTUv16Z0oj6VxKRzHpNeHNuJFpak 1hwmr1N6N21TrkxxYFSmgJeLZKgvbkMdaaotpUFlwiHSVEWafg+V3IlUlneg rLQVRUX1CAyMgh1Zspeef7InTH9AgvixkyLOImSJNNmRJmsFTV9I/ehL1EhN 6ddSaqT1T+K9b+s/4qICqB9Qvfr9v0GKjWnlOSpXnzKPmPsMkVo5YHZRsUyk FpdRRqTExl3YO4KigVkitcxsEKqbzB6BOmTuypEafsSwLY08k9qSQCrLn0A5 BiCHQOWwLeVyoMsjUbkEKo/Jdw1H1GkjhH51BuFH5UDFEqj4b3SQSJCSv9Ul ULoESg+Zx/SQzeQy+UeJEYe7kuOqKFM+Q4QIkoo6ys6oo/SsOoHiWk0d5Roc zghVucoplKiKnESVykk0sDo1KB9HG+GSnVNGg/EZVDuqo8hNHZnXOOx5nEHu +TMoEE8++eijI4l1KNkD7SnnGQ90ECYJKqaXafV3Q6unK2TXXDDrG8mJLgWb ElCpPwN161OggglUcJoAKo135F0u74V8CMm6H5LK6e5+CKlSRGh1m5GcCuaE FyycSsDOv7OKhSmATgVwwvMPwU2/QPx4+/aHo538/ILvilE0RNOqWDam+A9W bdCqHVrFx0j+HVp1HwNljzBCqyZo1UzDS9zgNLbc+gZr7W9p1fe06ntMVxwi z6EYQ+5luBlch8fpMjyr7MZLOvWoewCPRx/j1dRPtOonWvUT3s7+hGejP+Bm PW1qeoltWrXd+gLbbExbbExbtGqTVm3QqnVatcbWtNJ2F0uc8BY54d2Q7dKp Lcy0rTPLmG6bx7RsihnBdHMvphtlGK+pQl97HwZn5Mc6vuh4Bcb0ylg0J3Ud OBkYSofr9zA3k7y6yNp0ycpM8uqK8MpGUZ0+90pJ6k5fSO9E9/+YI8IsqT1x 6nMST1t9dMmcLplLNhE6Ln8FX2dTBBimIMSkDqE2zQhzkiHMXYaixFXU5Yvz ktGpsn20V+6jSzgljvNctoYM3zZUhtGoeHoU24Sa6DrkhtUiL7wW+RG1KOeQ V5HYhMqkJjRktaNRHMUmj5axLjXQptrcVtTmMwWtqKFR1cUyTmyiH3WivEyk C+XlXShjSvlxSWk7CoqbEBOfDVtbd9gSKDt71iU76TlyOxpl5yQi/oRtJz1H buvgCCv6dIk+SVOb3CQlCaUvePEn6VLNxo8icqUuSUpVr72Xnn6qXn0nn+tW 3qBqlVKtUqpVSrVGqdYo1doDuVSrH6TaVEg1q5BqFEX9cygeFFJtMjsMpRq6 zVCqIc51Q0Kqp4x8riuqX0WWpFQgcilVHquUUCrfNVShVBiKKFWOpScivjqL aA54sRRKUuobXQ5zelRKj0rpI5PJPqaP3O/0OdTpo4Ap/IaD17EzKDt5FuWn z6KCVaqCUlWc00C1hjYqtbRRrauDKj0dVOto8nOnUaaignJlDndUqvPUcQyf Po7xMyeZE2g1UEGVsxa1Oocs1qksSpV7SR2NUfZoo1RtlKot+Txk1KpNEovr WA/UUahGpvmaK6ap1CqV2qBS0lAXKJfqFqvTHrPPKJSSkFKSkDoiEXVfESVp +QUecPmAYt2XIqoVwfpT3A4hV8y+gqxdZucDWUHkKpBcBbJacQe4EyjIYrUK CMKL4ZHPuforbIzvoD6yB40x5CqWXCV8Wq34UCFX3eSqv1xw9ZRcvZC4midX S7LXElebne/QlbGNIqcaDHhUYyu4HvczZHhMqp7JBvCsfx7PJn/Ai6kf8XL6 R7ya+RGvZ3/Em1luqG/nfsTf4H7/G2w2Pcdmy3NstDKyZ2xtT5kn/BWPscoZ b5laLVGrRWp1o20fc+27mGnfxnT7Oqbal5l5ZgpT1GqypReTTTIM11Sia3If nVOUl2txXFB9ZU046BrCzUicvM0U7qYMtfJQtCsh1mWFVlc/iGWrEEt6xYG3 dPYW8W51gZavgziVkYWSNPFx7nPk3KeI4MuCCyfp4s9imSvE+h8Uyww+Ukyl +BuncRBsQLBdK2IvD6AiYw9VOfuUZR9lmWsoSJxGZtQAkgJlSA0Rz7A3IMe/ GeVhTZzVG6lXLTLCqpERUkm9qqlXNQqiqlEYU4OiOCa+BmWp9ajMbOTPbJPO h1hJuSopV0VhK8qpVxn1KqFexaWdSigmXX+AIqJVWNqB3KIWRMXnwNraHTaE y4Zw2dgzDqJh2Yixz4ZofQEbomVtawNLiaygI8IjJUknMfL9+MEpUac2fhCf fQ9zSvW9vE8JqVYp1SqlWqNUa5Rq7RnzRCEVO9XaHWYfFas7qFjZQPnSEnpv bsml6hFSzaN4YIVafZBqXyHVPUZIxaFviFKNPEdh3TK7lB9ynAKQR6Xy2afy XURCUaBQqpBKlbhFoNwtElm6Loj9Sg3xR+VKJX8jlNKXK3XMgEoZUCkD5DEF xw1RxBSfMETpCT2UHadSyudQpaqOajVN1Ghqo0ZbF7U6uqjT1UWDni4aDXhZ /SwqTymj/NQpNDF97FmTZ5Uxr8ZoKGNO/TjqjM+hyfosMt00kHxeGxlX9dGS 6M54oCXpvBJaSNVfoJXLJiJV6emGWgJVd9UVk+KdbERqLUBAlYotAnUzMI3F J02CSiB1ECygSidU6bgTkk570olUOiFK5/32ICSdi9A0/oKHXIpLQqoHoZSK EVDdYQ4FU8weqfqZqWDBVJycqiBSFUSmgshUIJkK5ATo7/85U8Z4ducF6sJ7 0BBFpmJm2KwW0ZS8LrWqFgVTXRJTDzHMVjXOVjX9CVOr7W+QeG0MZa79GPUa wEZUH+5ktuNBZY/0estH3FyeTLwnU+/xfOo9Xky/x8uZ93g1+55UMXPv8YZ5 O/8eT8bfYrfzBdZanmK1lZE9YYt6guW2x1hiq1pse4CFtnuYp1Oz7fuY6djF VMc2JjvWMdGxzMxjgk6Nt41gvLUHo40t6K0qQ/MYG8roPuqGdrF5+wVubW7D Rd8YrobiTG2mcKNVbuJkSB+solMX6dQl5rKwyubfW/XZoTW+/EDVxzgqxCJe TtLC/AhlEm9h/yiTGbydzYgeefrv8HIWb09PR6RjD8ri9qTT/CQHTyPaZwAh HAXDr8t4WYY4fxkSiVTMlQZk+DQhK7AWOaGVyAorRkJkNaKDipkCxIYUID6s ABlRpciPI1gEqiCRaCUzKdUoymxAcW4zSghUcaGY62QoLJYpsT/JCFM+G1Ye k1vSgUx+Oiw2F5ZWbrCyYQiUla2oUFYk6vdh5cDrHBkKZWXvCAszY5ibcar2 DhJFiSVq/QfeGgSJeS9FSVrKfapZ/16KEp16B6OflapekytVufYKlesvGEq1 TqnWHzL3mNuoWNtjblKqdUmq1UcPPkrVR6n6KdUApRrYpViUavAOQ6kGH6Jk UCEVO1WOfxZyHP2RR6nyKVUBpSpwEQmlUGHUKhzFrhEoo1KVblGocYtG/D+o IfErTblS3wilDNilDJBFpXKOGbJLGcqVOiGUMkLpSSP2KSOUnNCnPtqoOssO pa6NWkpVp6WDeh0dSqWHen19NBgwOvyaU6rMGchUz2Lo3FnMaZ3Fqq4qlnRU sKCjjFFtToM6p1Bmew4xHuLPQOn+Dvg/UBrJ3pR0Ho2J56V1fbQHSq+5oYJM NV+/inn/ZCySKTlVqdgkU9tkakdiKp19Kp0lKP3/l6n7oekCKqqUTqXSv5So +qWE1D1GDlSKHKgQAVQScSJSwZ8iJYBilwqKZDj6BXH0Cwj4/CCXJ1ET2o36 iFE2ReIUR5yS5B2qJXsPbcSpkzj1lT3AUNVj4vQMUw3PMdf8gmPXS7Rk7iPW ZQmtATtYyriFg8ot3GmcxX12p3u983g49g6PJ97h6eQ7PJt6h+fT7/Bi5h1e zn5PoN7h1dw7vJ5/hzfz8vUr5uX8WxwMvsBm9zP+jkdYYG7IHhKlB5hliZoh TlPEaZI4TRCnsc51jHYuY5Q4jbZPYrRtGMMt3RhsbEKjbBT9iw/w9PWvj0j/ 3V/i1hZtMjCBKzuUq7DJ9N/aZP6/sckC1+iS5JPUo4RQR6Qja/gockQQdURy iVqxNvlJMedlRipOPs7mSnKRvEjT/8WlKa4znk4muOpojM6iAw50S/C2aYUP B0BfDoABF2UIvsphkDpFKXSKuFSPkKtViPGtQEpQGWtTCeIoU0J0NeLCSxFN mWIpU3x4AcUqQGZcJXISa5BLmXIoUzaTlcp1Zh1y8pqRUyjjPz+bPv0SWVxm 8OPU/GY4u/vB3NIN5mTJnCxZkCQLO8aecRAfkyJrG1JkDDPG1NQIwZlV/Fli cvuSNL1X+KPIhnQEpvXvxeKd+DIua0hS9dpbCac3+BMuX8ur07pAifVpnYPe Bge9jcfMQ1Rs3EXF+iFzizBto3xlDWVLi0rS3WuNwm661CtcWmW2GLo0QJcG hEv3uX7I0KXBZyiqXUaOgy/y6FI+XSqgS4V0qdAlhKFLLuG0KQIlrpGocI1C NU2qc4tBhaUvkv9BA6lfaSP9G5r0jSGyvjWkSUZsTkbIP26EwhPGNMmYJhmj hCkUUTZGEVOmos8GpYMaDbYnLTYmHZqkp4cGySUDNGiyXamoMepoO6eJES0t zOtpYtVIAyuG57Cgr4JRvVNo0z2FFhqVfMkQqVQpxd+Ra0dpXRBBi4LdUcTK VHTFFf0+EZihSfP0SLi0QpPWA4VLaVJ9+uCSMOngg0shGYQmgyYxoRk0KUMU pwzuYx9y+VDQFJaOR6HsU+KDP/u5T0lEMYehgqgUEpWMXTK1E6IgKoREBZOo YPaoYBIVzB4VzB4VFMoeFfSZUP8NA8VzqAsbQUMEhYpZQFPiGppSKVTWHmR5 t9FRfA+9FGqw6hHGap9isuEZZpufU44XaM58iHjPR2hPf4OV+nfY73+JO2OH OOhbwr3RN3gw9gaPJt7g8eRbPJ16i2fTb/F85i1ezL5Vwsu5t/gvROkt80bK S+YF83z+NZ4xd8df4ObAU2wPPsG07D4mZXcx0XaIMQI1SqBGOrYw1LHGLDFz GGybwETXCGZ7+jDf047vX734hfS//I8/w+RClFxZmFxNzT6ByfzfwXSFKF39 CJOSkElJHF5DSdGbBEc+oiD5OEkLCR9zjm5eXAqBRK5LoUHMNTp0hQ51yxqR GBHCf4E7rpk1sZK18mtl8PGQwf+SDEH0KNRLhkhf2nShDt6XyhHhXcHWVI6U 0BJEc3SL5eiWEFON+JgKxEYUI4YWxdKiuCg2JlqUkcQk1yCdDqXSoxSuk5iU rAYlpBXI8OdI5TI5rxVxWfXSqwZMDUiMIWMmDswmjnwkjjZiy48tSI8xTEyN FWsjeHgFIr39hvQEt6g7X0jV5/fk4nySailvefmDQL/k179WKPRKHipUJerR xnPq84x5gopNSrT5QK7RxgE12kX52pakUe/uDuQcnUFh5zCKeshRL2tSn4Kj /gOGHA38f3y9Z3xc53XtvX4DUrLc4xvHSZx7Yye5dorj2I6jxt47iN57LwQr SPTee6+D3gESAFFYQRIgeu9EJwAWsEmWbMu5eT++63nOQaGk5MM6Z2YADICZ /1p77zMzz2GbdOsZtSbjKNM7BZnW3shiHGXb+TCKRBxtiSL7YOQyigoYRSWM onJGUaVjBGqoMhNvJP7bEST/+0kliv5jPYoYO1TuRyKG9JG/Qx/ZVK7QTgPk 7TREDpW/Sx9F+xlLh0+gjHFUfkK0SSdQrXsS1SeOonrvflTuO4Jrh47hDoe9 bt3jGNQ/in7dg+jR3YsbjKMGxtG1E7tRbHwYMd7WiLlso+EFG/w5gu0tEWxt gxyXi7jnHYt2JlGXt5pGTKIRmUaJShoxhWaoWb/1NEpmq6Mk0bKSRBoRReIg k0yhZCYQ94G8+Rnj6IcylJ4GJkopaZS4mUbUXIBIozimkJpI/moi+TON/Nk0 +TON/JlGfpzqfH3xqu0uErZG0v/G2N05lPm1oTKwk40TIyl6hJE0xbiZxdWM RTTkrqClYBW3ip/iXvlzRtIaumpfoO/qS9wtWkNE0OeoKvwTem78CTM9X2Cm 9xWW7n6C5XufYPX+J3ja/imedXyK5w8/xYtOZk3Xp2TqVfenzKPXPZ8ymahe oU+YR58wjz5hHr3Bi543eE497X6N1e5XWKaWul9goec55nqeoPfuAnruzmCq ZxZT3VOY6hrFVGcfpjoeYvz+HfTfbPiG/Be/LfPITlfJI3vmkT3zyMFI5JFy JkkX5pErs8iNWeRuxoQRgaSDMxZqJMk+6Zw83nTOSln357y1FBsnEUsXRCyd txXv8hSJdI46K/uks8ykd+DFrZetAc5QqTFBiAvzF6eF1MDOSBf/wHByhLtx Grwsr+Ks/TWcc2FAeTCgzjKULjCkvGrh6VoAv3MMoCuFiPHPR2hQEUIZTOEM pkiObDHRDKpwLUKCsxHGYIqKLEAcwymW4RTLcIpmMEWyaYqgwsU+sQKRaXUI T2ODFpSK0ydO4zTn3NOnTmugx2jaBr3TvKq3rtPiI2unOcHp6unCJ6kQJUMc uYY+ky+6yUPaYgwb+UxHtkDbZBSJECod+53Y68gc2s7vYAoJjb7ZSCONzKNv oXiCiTQhEum5mkorFAe38fmNVCoYHsGLP/5RTSUTDM2tILdZTaVWDm83mEo3 mEo3mEo315ukNeSUDiDD6iITSaQSGyRbH7VBEokUKBMpxz6EDVIoCh3CUOoQ jgqHCFQ7RqLWMQrXHKJQZXIFqb86ivTfHEfG+3oc2vQ4tDF9PtKXiZQttMOA aWTEBslI7rOpTCp1pzHSdvHyHibVAT2UHGdCsUkqYypVnKb270fNwQNoOHII zceP4e6pY+jQPYL2Uwdw68Re1J7cg3oh3X2oO7UXiR4miLhkjTAvK/iaWyDU xB3R+j4I0gvENY8odDCSuhhJfeuxxDiSscQ4krHkJ2IpmbGUjAVG0XqDtByQ wpBJEbGUQpqfKnHENBIh9UwEk4ikH+AJtyuB62GUsBlGAV8XRpFqGLE98ucE 588Jzs8Pr+/dTdh6XpX35apkFf6dqArqR3XkMGriJlGbPIO6jAXU5yyjSbuC m0WruFv2FA8qn6Gz5jl6r65hoOEFsuM/QVbxF2i69QUedH2BqbZPsHj3NZba XmP5/husPniDJx1v8Owhc6XzDda6mDHdb/BSiDnzSoi587pX7F8zg14zg4Re MYdeMYdeModeYrnnBZZ617DQ+xSzvat41LuMqd5FSmTRJLNomDnUi8mODgzf u41ni3PvyX/vuzKHbJlD4rTXdvqGGznkaCTOZsssYg65mKq9kZkxPBhDjCKN SCKNWPCHgSLns7NMn3NCNjKZ5AGkcxzSzjGChPh93L7H4DGS4XPGdl0G8KRS ooMQy7ZI5M822HP7V/xD2GsYO8PdIgNnHK7By5VJ5Mkk4rh2wbMG590q4e1V hGDvQoT7MWkCChDAUS2Yo1poBFOFKRQZwzYplukSVYSomApERJchnCkUxttD eLsGQbz0TQRy6x9VAnePUPZBZjh5TBcnj1NMoVMnqVPik7OMnJO6p9nqnDx9 mtLFCepyQgGKBzhQDXyK4kFRSkqGPtWIl/01ot3ZLnNGpM0nMmtKmTPiC294 W8noa5k3JZzDROa8lJnz4kuZs0qxE5rgXDYxj8KxRyhg7rTOiVMCKYPZ0OwK cpp6mDvMnBZ2Qq3MnFYOZq1q5txUMifzYjKyrLdmjtoF2QWqXVAI8uxDobUP QzHzpsxB7YKYNXVUvWM0rlO1Jj5I//UxZP77CWR/oM+BTJ8DmT6yPjZA5sfM mB3G7HyMkUWl7jRBMpW6y4R5Y4x0KoPKYvZkU9qDHOQO66Ho+FEUHT2E0oMH UcHMqTt6kF0PdeIAGk/sR8XJvag5tR91HNLqTu1DLTMnl18Ps3FFuMlZxBhf QYyRD2IMfRFj4ItQ/WBc94xRMycBg7IVUjJnciNzkjEnMsdftEEpzJwU5kfK eubIyHkSmCIiJmW7jJw/l22QSJyNvKEWAxOwwMyZY+Zs5E2AEPMmgHkTwLwJ YAMUwLwJUPPG3x9v7rW9lTc/Ye+zhDLfDlT696MqnH1P7IQ8YFSbNo9r2Uu4 nr+M1qIV3Cl9gvuVT/Cw5im6656hv/45hq+vYbR5DZOtLzB98wVm2ffO332J xbaXHMteYeXBK6x2vMKTh8yOTmaIUNcrrLGPeSHU80qHwfNKw0sv2auvMVee UU961rDCfHnc+xyLfc8w3/cEs30reNT3GFN988yZR9Q4c2YIE509GOtoR3/b TXz2yWvyrARNTEAQbEXIMGDsOHjZM2QcGDCODBgnNWSUhscY7uZK0HiIjPGU B4PE4s9eQtYiXrzEy2peNqL78bJhntgqOiOmME9eeJdbQ3hIGcDdxgAJEQGI DfGXwbKNwSKaHEcRL5QL5Uq5mbjwezPhzmbHg1OYm1sNPFyq4XuuFkHe5Qj0 0cLPrwBXgkrhy5gJYMwEMWZCokQTU4XoxGuITr7GRqYWIfH8Od7uyyboCmPI m9/n7B6CEx/uw+6//Sl2/Z+fYvfPf4Gjx07hGGPm6An2XsdO6rKbOXpKV37u 7FKcFrHVnShk6hf1vUFR/xtGzBvGxOAbETFiM/xG9DWMkpJNKdnyQ/Xq602N vmLOvFQORDNpRM4Uy5yhJpk1k8yaSU5dk+xxJh+jcGKBmkMB80Y7MiF7HCVv foGhmWVOX93IbRpCXjN7nOZHzB2RN0vsc1aUvLm5hgzL80reWF/+at7YBW/k TYHIG/sIlFNVDuxvmDVX2eM0MGuanKLR4hSDa2Y+yGSfk8PMyf1Al1ljyKxh jjBrMnaYIGWHKRJ3mjJrTNWsMUH6bhNk7jbRIGu3MWfzbG5zROzsYKv0kS4y PzzJuzmK3N1H5DHtMrHfexD5HMiKDc1QceAgKtkGVezYh+r/OICq9w8i6bQb YkwZNYzAGBNGjTFl5IcEKsogGC1nYtB3RcRNomxxxhkzStwkfylukr8cN5qN rBHDVgq98ywoRV56zuR5GpTMryeruZOk5k4iFgKV3NEwWeJYyWTuBLLXCWT2 BDJ7Apk7gSJ3OHgFfDl3lLP1/hjF3g9Q7teHyuBhVEVNoDphGjWps6jLWkBD 3hLnrce4VbKMexUr6KheRWcd5536pxhsfIaRpmcYb3mOyZvP8YhVZvbOGubb 1rB47wUeP3iB5fYXWOlgjjykOl/wL33W9UKD590vdGTG/IDdzBqvruFZ93M8 5TS12vsMy9RS31MsMG3m+lcw0/8Y0/3savrmKE5XvWOY6B7AWGc3htrvY2Kg 9ztq2DRU18KGYWPDsLFl2NgxbOwYNg4MGkeGjDPlwsnKlSHjJsSRyl2EjYf8 CJwHg8ZTyFqV7GY8mTTfhge3HowYd4aLkJuNkAGS2L80XatmwJxivJySEeNo pKsDR2Nd/IhtzJacodwpD7E3cYKHdRDs7KthS3l51MD3Yg2CfavgH1CDS4FV 8A6ugk9oFQIiryEwmoql4qh4KuGaWFmF2+3wCcyEm6M3jv3yN1K7f/pTfm33 T36K7zFvfoKdP/8X7D96EmfDc3EugorMg7ZjDVo+LQWdL1HIVrKQwV/Icbmo j+qnBmRjMviaD4DyiQ9qWAxI3GpErrCJGXnFB6ZkmPEy8pIx81K+Kl8yJg4r r6kRI1qZZyicFHpKPdFws8I/unBySSZNwbhImmm0zC3yVvE0/hI5DV3Ivc6E aRpnwkxTTJgWJkwrE+bGE2TF1iJTJIzVJTVhfJkwfsi24wRlF7SRMPlMl0L7 cJQwXSrsI1FNiW7mGtOlkWpmurQ6x+AGdcslFsV7LZDJribjQ6WbSWe6xKvp kiQSZpdIGFOmiykyqCwhdjRi0sr5SE+DnA91+Yhkf3hKJkyG1Amkf3gcaR+y adprgBLjMygxdEf5B8dQ8f4h6qAGNR8eIio5R60RY8aAYd7FmvpSfoijEkz8 kWzih1ijYNzyisWgz5cCxm89YFIYMClKPxOwJWCYI5sJw/ZaBIsMGBkyyXge pExVImhWg94OmXmGzGxgPINEiA1O4NaQiVRDhgNVIEMmUA2Z+214K2X+FqO3 l1F6pQflAcOojBhHVdw0qlNmUJPB7iZ3EdcLFnGjeAl3y5dxv2oZHbUr6L66 iv6GJxhqeoLRlqcYv/EUU7ee4dHtZ5i9+xzz955j4f5zLD14jsftz7Hcwfx4 uIbVzjU86VrD0y5mCnNFR6QL//fuZ/g+W5qneMJxaYXh8pha7F/FPENmliHz qH+JQbOAqf5ZTPZNYqJ3BGMMmuGHXei514bfffLme+tBU1MLawMGDUPGhiFj y5CxY8g4MGAcGTBOlLM5w8aCYcOQcWW+uImhyU2+q9HNikFivSHebCNmJFdu XZkrQi6Us7UBmhtq5e+0N1TyRSPSRSPT5f9wUtNlwujCxfjtdPGkzlBe1FnK 6eBhnPybj+B53Bthpt4IdEuA5+VauPnVwzOgHl7B9Tgbeg1nw6gIDlzURa9g KogDVxAuGpzGBUOKe+t9hzQw2XmQD6bxzkMw3nUYRjsPw3DHYXj7ZSD37lPk tj1D3v1nyOezouWzouUzUsBnpKD7BYOGU04v1fdSw6R5yXgZ5KXioZdiLOK2 eJgZQmnk9l358Y5iIfEOavGOH/Fa+jhzhdLIdNFZzxZqFUrAvMPtsgyZAhky s9BydHrxxy+2qy/Q5lzrRG7jADWGvOvMmKY55swic0ZkzFNknk9A1kbGXJEZ k2Xjz5wJZM6IjAlBrl3oRsaUMmMqRcaoHYycmGQHEy0z5qZLDG4zY2ot/VGq dxa5eyyR/oEBYj8wRDz3CR8ZIolKYe6kiuz5yAAZVCazSBxvzhb6SDnuLC5n fXQamWxlMqj0j9kV7TNBgb4His0vUhdQYuSJ8r0GGlR8cJhlvo7dTt1HRxhx eoi1YMBYMGDMKTM/xJv5I5FKkQpEnEko7p6NZcgkqSGTvBky/slKyARsCZlA ETKpWKWeUOtTE+OFU1OQGiwMmBWGy2NqM1gSMLM1WIIYLEEMliB2L0EMlqD1 YAlmBxOA1/fvqbnyTD1iXHihA6W+QygPHUdFzDQqEx+hKm0OtdnsXvIX0FK0 gFtlS2irXMKDmsfovLqMnvoV9DeuYKh5FaOtqxi/+QRTt59g+s5TzLQ9xdw9 9h4PnmKx/SmWOp7iccczrDykOp8xW54St9Wup+K4E7er3U+w2vOEU9IqI2WV kbLCSFnBQv8y5gYYKQOLmB5YwOTAHCb6H2G8bwJjjJXhrn70dTzE6uPHfyb/ FbZvU1NoqK2VJwC0YqRYGzNaGCm2jBR7xokD5WjOrHCyMBKnwTDSgYuVeGeO C0PEeUOGYiFoQ5bShKhgNKnhIRQX7C/D49Q2GRvfV4NDF27GXxccegwOPZyj zlMnfvwhLvxqLzL270WJ7g4Un/gXHVwy0tsGb35Vh9vTvKpIg0uMih/iIree p07AdOcBmO46SB2CidRhNTUOITrvLhPjCfLuPUE+H/P89mdMDKrzORPjOVsT ij1iIafQor41Yfj+Nf6+ogGGgNDgmmxT1kSXssZLw2vigx8jzxkVjIixZ4yL Z4yKZ/KISuHEExkPq7yHAm4LplakNLy2zEeygHGhZVxox2Yw8uLVO+rQc719 HDn1jIqGUeQ1TlGzjAtGRfMyW5InyDA/y6i4wKjwVqPCbzMqbLdEhV0YirZE Rc2WYUdGxUYrEoMWR7YsbASqzHxRbs7WRu8cknZZIP4/9JDwvh6SqJT39ZHK dkXESMYHSlRkf2igw5wwwM+ZEEyOj/SZEvrI3m+BIsOzKKX1SyyuoNjCG8WW l7g/j7IjlqhgNFR/fAx1O44zKo6h5qPDSkRYsu+wEPJHPJVEpVgEIINKNQ9G omno18bErL/SiyzImEhlTKQyJlI3YkIjg0KHyZDKhEiVWaGzJTGeyFZETQy2 I4tBTAxqPTFmgpgaQV9OjEglMYLUViTwq4nxY7xY/BxF3n0oDRxDeeQ0KuJn UJEyi6rMeVzNnUdjwTxaSxZwu3wB96oW0V67hK5rS+hteIyBpmUMtSxjlJPu +K0VTN5ewfTdVabGKmbvs5F4sIqF9lUmxyqTQ5Sixw9XNVjuXBUfyO1apVaw 3L2Cxz0rWOpd5pizzLh4zA5kCbOMihlqamCeI80cxgdmMcbIGGFkDPWMoL+z FxOjYz+U/8d7eDQ9hcjgYHH2PViKE3KZMi4oW8aEHTsPe3Nx7NVBZIWDpdww GewtxUmy7CwNcJ3JMDszpQ7225gOfiIb4KRIR2bEtrczwvi0RgbEtxgRel+J iAvUsb/+AF6/3Iu0fftQemonynR/KcLBWG87LhuzP74s7kJkxTtqWujijEgI NR3MdrO1MN19mHOLiRoQMfkMCD68efcoPrz5DGXtQ4pBrO16xpaCk0UPxaGx sI8275NdQT8bvqIB0fsVDzIHKLHnbUPP+LuLh/mNI9ToU2aEePeLeM2Zz1Th xEY0TG5Ew5QYV0RAaIUmFqHlyNI8v8ygUQ+KTK8i52ofcutHqEnkNcwwIxaY D4+RU9iFTJEPFswHS5EPPpTIhwAqiPkQrOZDGLRqPpQxG0Q+rB8MaVQPhrQ6 R8s2otkhHOUcFCqZDyIb8s39oaUKacoiKvuIK4cJVyS/b8B8MEQalfGhEYPA kK0EWcj+yIhAZvFq0Qk3yh0VFoEotwxAmRW7Eys/yhclVj4o5nRVwg6oVNcB FcyF6h0nULfrJOp2nkDtjqNINfTSMCQC8L8QZxWIeCqJSrViRFBZbHZSLUPl IZ6xrRHBaNgaEYuyk2BMBCoxoZEhsY0xkCojQpWSEN/kxZSNhFhe7ynWEyIo QabDTFCcBo+CY8XaZsEMiGAGRDBbimA1IIKCZUB88fixGhDP1YBoSZ9Ekc8I SkMnURYzg/LEWZSnz6E6m6NK/jyaiuZxo2wetysYEDUL6KhbQFf9Inoal9Df tISh1iWM3HiMsVuPMcGxZ+ruMqbbljFzb5khwbbgwTLm25ex0LEs1hl5uMzH brGTWUAtdj/GYs9jLPQyE/qWmAuLnEwW2UYssI2YZxsxz1yYw6jULIb7pjHY O46+riE8bO/C7373O853SkBcq6tF/VVF5qYGsDQTYliYCxkgKiKYv7+xvpbE N9Rv9gnb1O3s9OTWRFCy4AfKqKGkgdox6P03caCPi9TRv3ofHr/Yi+S9+xkJ u1Cu/xvGgD6zwERfB1dMxClFr5jo4Yqx3vpe5IQeCwHTgtlxWgaG7f7DMGNM MCIoXt5zmEnBZoIyZE7k3FlRckIseiNzYpU5QTF7tV1PmBPiyAOHv22MCnYC fYqK+p+KoBCbwad80IqGeNsw02CEGl1FodAYNb4qw6FgQukWVoiVllvt1BbJ eHiM/HFaf+SR8krbz5FT28t0GEbutXGmwyOmwzy7h8fIiqpA1tZksFKTwVpN Bhsmgy2TwVYkQziK7SKYDBGoUpPhmkgGpkKT82Yy1LA8VzAZqtjZ5zIRRDIU WKjJYB7IwSCILUAQyiyCaXnx/FdZhOBHqLYMQQ1Vy2u1lsGosQpGNVVlHYxK 7ius+TM2gSjj31bKzqaEHU6xDVsJmysoNfNCxS5d1O2mdp1S4+E4ck/aI846 kL8jjj/950jgNon/VwrvJ53K5n1l87YUqzB0XIjHBHNhinrETBD5MCfyQWZD qtJCBG5pIYJSNSIcNCIVtsk8+MH/nAjB7BekOGkEx2yJhEglEoJFJARhOjBA fZvcmtz9NVqzZlHkP46SiBmUxs2iLGUO5RnzqMkVnxVkHJQwDsoZB1XzuFc7 j45r8+hsWEDP9QX0Ny9gsHURwzcXMXprEeN3ljBxdwlTbUuYvreER/eXMPOA pb99SYO5jiX+E3OdS5jrWsRcN9VD9/cuYKZvAY/6mQD96wkwT/fPY4QpMEQN 9s+iv3cKvd2jeNjRj88++/wXqokdDU9KAzsr0tliYtf/0cT6NLH+hokvGtPI f/1buPzzXiTu2Y+yU3tQbvBb6d934CMWkfYxoW+Fgf+Mzj694V27A0dgTo+a 7xFSfGu2R/Gts5Xnhm9z76/Xd+qhaJ2Ec9/hEEDTdVM9FIesQqE+Uar7V+nX wgFeHaSGqGFqZIWepcZYvoXGpV8nVrZLu26XJs0XmlhC3ugc1v74J7ynvq1s aPoZ3TpEt44h9+oU3TqH3MZFZEfSqWbCqRfp1MtvO5WEC6dm29CpNmEooFul U+02nVqvOrXZWTkU0LSlfms5f+eZB7B+B9CpgXSqcGkwm/RgOjUE5VQFK2gV VW0ZRpeGUmF0aRjqrEJRa83rNvwaVUlVMDHK2FOUce4o5fxRYhdA+VEs6HZX UH3ACHV7TuPqbsWxV+nW/FOOiLcJplH5T/wF4nkXSVQK7ybDNkiOMXlylAlG unXIhlGn140aoBh1QRg18G2jrgQp/f66YfEdtZaLAp6yUchXpG2TsUTbLtCy c8G0bfC6beOgVPJ38SiEtg3ZUslV206xkr/l23/F87nPkXdxCIVBUyiOmkVJ whxK0+bk535r8ujdQnq3VFmb4Ha14t126d15dF+fR1/zPAZaFzB0cwHDt2i4 OwsYv7uAibZFTLYtYOo+DfmAaqc5O6jOeTzqorrnMd0jXhudl6+RTtC04/2K YYepQWqApu3vn0Nv3wy6eybQ0TmEoZFJKK7VQXywL117UrpWI7Ya2YR/e8O3 ogB7sEZu+lafvtV/27eiyF6icbfD8J8+hsM/7kXc7gOswXtRYfg+s8HHlN71 NRXeNdXH3wkHKxWYWrewvWpfC9rWfK9i43X7RufdkfbNaaOF762w9K7QvlSH sDDrYSdF+2q71y1MP/ZSfRTdW0DvFtC7BfRuwTBvo3cLRlc00rjbpHW1E6om V7bRtuLm/AkO3ayyuaPzWPviP78pH7J/wdrr3yOnepD+HUNO3ST9O8t5fUF6 N1N415zetaB3LeldNrnCt1msPlkb3g1FAfvvElba9Rcj6xwj3/auSzQ96Ccr bKmZqLBq703PFrCqFtGzxfRriUUoKyy9aBGGSvq0yjKcPxdO31JW4XxKa63D 2fXV2vI6Vc3fW8ncqOC+3J4/ax+CUntmgH0QShxYcR3YkDv4oOa4Jb2rh6tS ioerOSfF24oT98bxHn6ABN5Hkl0oUqh03k+2XTDyeD8F9gFI59eaz8RgUjXv o/UunMYV5l0M3DCwRjp4m+JfVU8UD4sR/UlwypYRPZnlVvVu8Je8G8JyG8Ix PSRm07sh9G6I6l0OsG8ePFCt+0J9Lp8v/B553qMoCJlBYfQcihKVD71WsAOv ZQdezw78Oq3bqlq3rW4eD2jdDvHhOlq3h9bta6XNbsxjiNYdvi3sO4+xu7Ri G3WftmynOijadoK2naBtx2nbMdp2jLYdoWWHqQGqj+qlZXto2e6+WTzsmcaD zlEMjD5SLfs3mBPdsuEJmlWxrYuUMjxvulYP7kZ6X6q2X3GtNK23EJtj2w8P wubnexGz6wBKTu6jdT9EksHObcK4fH58zfThtymN4mdfUz2WTh9uNz19Wnra /uARjTCzRjr5PellF2tPZN9aUbx8d9PLeQ+El0X9FG7+HvKln6luSvWxtp/7 AWqQGlqRPtbSx1rWYC1trKWJ82UNzp8QPXMet3n0sdxL0c3jy3TzgnDzt9Ul Ea+3PaKbR+nmCbqZl/nsphm7I8uUTjbb4mS6MUvMmcLJ7FWzrBUna+mFElvV ybIKR6r9cpR08nXxFidTb+nkfLpY9sp0sZYOLqSK6N5iurfUgt9HVVhG0Mm8 L6raivcnZE3ZULaUXSRq+Luq5ZG9CFTIt2yGoUy+fVN8xoWp4Eg3Owai0jkQ DdbnUXfIBFf36lOKm2t2HUW8nTjZbbydSIcE+3AkUSm8r3TeR5YD/zeHYGgd guQ+w14txaqTZwLWSzHdHPiWm8WaAsK8K2KzKuboVdkxr5dd2S0Hr9s3Qdr3 UcjX2TdStW8YFYpp2veL5WXVvi/l7p/wfPEPyLkyhvywWRTEzqEweV6xbw4r r3YeV4vn0cgBuqVyHrdo37u07z0+we2070Pat4v27aF9+2jf/pusmLTvEK07 TOsO07ojtO4IrTtC647QuiO07jCtO0TrDvYplu2luqkuqrNvDg97Z9HeM4O2 Tg7LIzPsD5T+WFZaww3LaoRnNfIF+x9uvGTvoVr2K82x8bpdDXDJxIB2NaDH DGD30UFY/N89iNhxEMUn96PS6GOkGO2hVw3oSj8zg22qVc3EkXPhVR/T07hi Ko6cC5/+tXApLFlxLaSUqmu65yCic+9Ip2avO1VUXjo1l07No1Pz6FPh0ny6 NJ8uzadLtapLtXSpli7V0qX5iktpylFZUscUk+ZRuRO8OU9seIl/Xu7YMnJG Ftkn/yeUd1kYYe3VH5BdOUyH0p210+yX55Bm5I5ME9Wd5pxmLVR3WtKdVoFv uVP0yG/VWeFOp8gNd17llFhmehkl7I+zzfzpzgC6M4juDKE7Q+lO/rxFBN0Z gXLLSE6oFPfVVlGsr9F0JmVL2UWh1p57+yh5rL2av0f8vgpHIfbojuEodaJD nehQZ9ZcpyA0eIbhuos/6k5Y4eo+A9Whp1G7+xh9GYF4e6FIxPN+khwikML7 Sef9ZDmGIdeRyePEBHEKRAbv8+GleEz6q7U2YN2hqZgPfMuhGvpP1FpaVNZb VTrcpHCa2qivwYpJ54VJQxIxE6KaNJQmDaVJQ2nSUJo0lCYNVWssTToVFLy+ ftorufupLLBNBUzdsDnkx82hgA4t5kxbxpm2ig6tY4FtoEOb6NAbdOht9sZ3 6dB7dGh7E11Kh3bSod10Zy/d2Ut39tGd/XTnAN05QHcOPOR1urOf7uyjO3vp TrGqYhcd+pDSoJ3XtuF+zxzaumdw6+Ek5pfX/lVtgWenJmlMpZ5qZDX9pqyn rhtaf8V7vZ7qw8tY1lKNdOe3VX++7c3LpvTnx/th8vd7EPrxARSdOEB/7kCK yT4dYc3t8Dc30HCjL5a43lJcFbuqRZVW9aFRr5jo4pzeSWFVjfTpD1lPD8p6 mtm6gizVqdl0ag5rag5dmtu+6dQ8ujSPLs2jS/Po0ny6NJ8uzadL81WX5o2I 2pk3KqyYR5vmCo1LYypbXs8ZXcb1+ef4vnzoTDE08QI5leO0J61ZO4t01ZqZ phdoT9WaFqo1LWlNS6V45tKeyvgqrBnOwhkhrVlPu1yX1oxCicklac1Ctr/Z ZgG0ZhALaAitGUprhtOaEbRmJEoto2jNKBbOaNqTbTMtWWMdw4IZgzo77u0p B8oxBjWO/DpVyQJdwd9Tzigoc+Z9OPO+nGlRF462bmFoORuNlnOMi9P2uHrA ULUnrbnn+IYl42nzBN5PIv/mZN5PmlMEMqkc5zDk834KnNkOuwSj3D0CE7Sl KJ5yjqUtZ6mvsScb21Tp0GXVpSkaWTS/j8fByRtlc56OnKUjpStDv+zKqK+4 8nV7u2rKN3L3D2ikIbMjOLXEzSM/ZR6FNGQJDVlBQ9bQkNdoyEYasoWGvMGS ebuepmykKWnIBy00JsvlQ5qxk51uJ83YRTN2P6Boxi6asYvlsouG7KQhO6h2 mvI+1Ubdpe50z+FW5wya2yfxyWd//KX8s95Bc20lnGlEFxpRyJVWdBVF0lUW STcjpafdLJJfmkRpwLdMaCpkyHJnCPuP98Ho73YjkAWz4PgBVBnvQqrpAT7I /uaG4nSq3NKO3EtpNrypgZ80qB8t6atKI235NxumFDXUQkyse5XamdGygswb FF2ZtcWV2XRlDh2ZS0fm0pG5dGRuj+pKOjKPjsylI/PoyDw6MpeOzKFyR4Xz OJbmjAkjZvNq9sgyhtZ+x8ZKaYSySkdZJ6eQUzODdAM3ZBrThCYXOY96U1eQ ae6LTAv/DRNmWykm1LJGFtOI5TRiFWuMnEOdhAnZZVoHbJgwi7Ux2yyQJgxm fWTtYV0spAGLaMASmq+U5iu3jEGFVQwqrWNRZROLGqrWLg519tw7iCMrtY6x +EfUOMWi2ikGVc78Xqqcs24ZVerC+3FhrXXl7Hg+Fi3nY6hoNNp7o+6wKa7u Z33cp4vavSdowigaMBrxNHMCZ+ZEKomhkUozZ7pEIpv3k8f70bqyjrsG8rYQ jLODFTVyakuNnA1knQzcYkRRDJfkwaPH0ospW5QsbbikWlHYUBTH2dBNG2qk Ed9Vi+MWK4aGsYMNER3seoH8RO7+Ds9X/oSMiBlkxc8jJ5V+zKQf6cXSgnlU lnAKLecUWkU/sjA2X6UfWRhvsXW9zcJ4lz5s49R5jz68z8L44B5FHz5gYXxA L96nF+/Ti2304l1qfeG8G1Qrb2/qmEEnI/317/7wb2qX6mRwYosHT2k2DfjO hgE9aTZZBKX56JPzxqLd3Oo9b1PFf1fMDOkWM/EmEYO/2wW/Dw4i/9hB2m8P 8o0/Em8rNec3BFgYvsuNAR85YUBREoX8pNZ9d1r13Y9YEHWl99yOH5O+M9t7 EN6+aUin7zJuUrfpPXoui57LYs+azUqYTd9ls1/Noe9y6Lkcei6HlTCHvsuh 73Lou5whUQFzhum07BHRrWZxm0UjNs69wPM//r//JR8jfTx/+QWyyiZouEfI cCVwRjSb8QVWPdVsrFiZHPOyLJSql23JSiAqnmq2Mjul4tXScNccRTO6bjZv lJnRbKYBNBtHL1a7fHNCTKMV0mhFFtE0G41Co5VbxtJssTRbHKpt41BDo0mz 0Wi1jvGodRLi7VS1cxzNxu93iUW5awzKqFJX3g//9oazNNqFeCqOouEuRKPu qBmuHmTV289Rcd8JjoeK0eJp2ngaLYGNcxINm0LDpvM+sqhctwjku7HquQUj 2y1EfhJv3F8YTq18AWrlo8nm5LtE57l9l6ZLoek2tSRFh1Ea+iwZ31MKn+q2 uVC2o6FfV/jedtw058al4uL1M7X8Tu7+HFfLV5GeMIfMtHlkZ88jL59uK6Tb StmOVrD6seJdZcVrYMW7zorXzIrXwvbzBtvPm6x4N+m0W6x4t+i02w/mNbhF q30DN2m2VpqtmWqirvN6A79Sd28GU49f/UotcHNTE4q5OAa6GJ56q8BppL2+ JU/u5KmaS1Y3ukr4S1Y3E+EwQ7rLUFY2jfAXf70wmC+l99OduPz+QeQcO0SL 7UW18a/hb2G4TRhMB4EWhnhPXJRW2xTNZrFpOF9zPbUD/UsOjOw+TXVVw53C FWMW5eNHYbLnAFKbVpDG1jOdRS6dRS6Dhsuk2TJZ5LJotiwWuSyaLYtFLouG y6bhsmm4bBoum4bLGuTglzVEr2UOiarWMCs89l/ykfqh+npm480FZJVPIzOg FJkGXjQaK5oxTWZKk5nSZKxKmZzYsiyUqpbLqrZpsjBUsrWskSaLkCYrpElF RSsyZVvKapZtxipoHoo8tpNaGqzQIgpFNFgxzVVClVvF0WTxqLSJR5VdPKrt EthOUo4Jopo5JWhQ45zAP7Tahd/gGo8K1ziUu8WhzC0WpW4scZ5018VEKoGi yy7y+qUYNJp70GUm7C1PI9/AQy1lMYrDWBITXGKQSCXRpamuUch0i0IO+8g8 d6aBO0dbqolOHaPDpMsCWNYCFJc9oqNmAtdL27rTtkmnLQStK1nDXjKZTC7I UpaklrINc2mku76BR2H0Vxj9FUZ/hSn+mqa/JumvPy6vqPb6TH1Dw9PVP6Gu 5glSaK9U2iuTDWUuG8oCNpQlbCjLa2gzFrEa2quORewai1gD7dVIe12nva7T XtdZyK7TXo1UAxvLeha0q1QdVcPrlXdnMfn4DX4jf+f2za6RpnKVptIlTm9X rE1TGWxWrO9KP11U/SQ9RQ8JR/mwG5Se4l73pztw4bcHkXX0MKqM9qHG9Lc6 0kSKoQItFemIrYYbA/FV0TtayLZRLWF+ZoqrTjODfLc46rLJCVwyOo7+mc9w tfsFUlnCUlnC0ljC0tsoOiqdjsqgozLoqEw6KpOOyqSjMumozD66KLNfvAk5 g9uMAUXp/csYeP45nv/h/ynv0fg1H+LHyPArRqY+fWR4QfGR8bqP/KSPMs3p CQvFR1oWrCJ6qcx23UfhuEY1cMQpNLogi1W++FlTdpNmIcgxC0OeeQR9FIUC FqoiixjpoVJ6qIweqrBOQKVtIn2UiGr7RI5iifQR5cTLzkkU9y78mmsiKqkK twSOTgkodWfx8qR1LgmUWy4l4X9zS0t58zbvWLR6BKLuuBnqDumrVopRrMSC J6wUz6IX7xqLJNoxxS0a6e7RyPJgwfIIR75HGAo8glDqFYYRdocbdhJFa91O AYqdNNJQOtJSc0HCWqJAzbNM/Rnm6KS5YOGhJE5mSZzMhI8SaRalUE3TStPS SG+baZpmmgwNx0Jxyfp5WP8gd3+B3v5PEc9WMCmPTmKBymKByqODCuigYhao UjqonAWqkgWqiiNZFVvBKrqoiu1gFV1USVXQSWXcl9JZtwaeYnTxzW/l3b+L hCBfGuaEUoWkNo9zKJXouzSO/pZWTxpHqUSqay59yTVXzI3oGiNizgvbceon H8HrNweRfkQYRywX+QHvOsDSaBtdYrR9wzUsQZZKKdKRpvnmZt9nrvR9vma6 imlMWYJMTsLb+ARu11Vq1Hcz981/jr7Fz5HMSpTCSpRK36TSN2n0TRp9k0bf pHXSJ2ndYtMjqs21qRfof/Y5nv3+v8iTuJ+dqC/rQvrpM3TIeTqE7jCiO4x9 SDjdYRagVhq6g+1cPt1RSHeU2obK19Jq6JCrwh2OijuK6Y48Ez9kmAaz0oTS HeF0RyTbOeGOGFaZWFaZOJTQGWV0RoXNujuSUO1ANzhSTkmoFc5woVyTUe2W hCqqkqpwT0QZVeoej4bzyXRCKpWClsu8fDmJYsG5HIdWzwA0O15gsTFCLt0R J90hnBGrQRyt8QPE0RzxrFfJ7jFI9YhGpmcUsj0jkOsZhnzPYGTSIEN+SRih MUaFQVhrJjZqTjJNksyak6xDl7CozNIQ72KWhpihIaRohkchihmmQ0XhnKIl 3qMhFFMoiqGiMUVTTNIUoyHh+D1nJdUUX6hLv60++090D3+KqtZniGdZSWZZ SaMpMmmKHJaVXJoij6bIvy7e9zQvP8yVS3NkN89hZOFTDM1/gg/UXkwMOi4G ah8m6Dck/YandbjRYwPivqVinBXwyzbMkPAbbsJvpsIvywXhNzeS7PuJE9D+ 9H24/eogUg4J+g+gxuIjCOaFM4JIfpCVKvWyWj+EFYQNDJSezEIcDRRWeJdb GsFcMYOPGY1gSiOwetypq1TfHaqDp5/9F3of0w3LYnG2vhWxffb5f2283+6n 6hsWtCbnkKF3HhkGl5BheJmkM8dJa6Yp+yn2RVnmQcgRlLMOFNqEoESlvNo+ jAOGeCU5CAWkvIg1JNfEHxkmIfzZMNYBYkPC85n/WotY9lNxJD0eJSS8zDoR 5SS8koRX2SejyoFEOyUz91NIOPeu3LulkPIUUp6MSvdkUp6EMo9ENF4Qryu1 eKfhJ2i5kqpQfoWUX2EduBJPygMpP1wzsEGyXTBimf+xpDyWNSDWJQ6xbMti 2ZbFucci0SMWKZ4xSCPmmWcikX2GzjwTgizPIAwQc4H6sH+SRH1sHfeADdx1 MB0oCJ8m54+ESPi0UIhQItkWS2hPkvNvYoKcT4YJxZFsoVhejqGi+bUojLKP WmvvSFUg///UCXxl7U94OP4puiY/Rc/Upzronv50h/zaN5QBQgXX9W1wBbdM bkN9fEdtdwzegncd3ItqansTWJHYV1Rwldh+D34WRnDcfRROvzyIxINHUGl4 kPCKw9a7Jb6BVkZ0T5CVBJngBq5LNkIG2GDYUuHXb4PhdxSGRZhTV8jwZdMT yAr1/bW60u4158tIP3WWaF5Ehv5l4umDDCOGqAnDlzNxJmdi0Z7kWXGWZgAX M4DL2Z6INzXUijc6WfiiwFBgeRk5xDLdVGAZTiwjkWMezQCOYQDHMoDjUWSV gGIiWWpDxIhkBZGsJJKVjsTPiRi6pBLJVLYjqSqSqahyTyGWKSj3SMb1C2kE MoMoUlfSFCx9GMA+CpqtF6PQekbBssndB1GXcxHjlogYR6LIeVxgGcOJQWAZ QyzjiWUisUw5wxbFKxKZXvy7vUKJaDD6fBMlmoMqmutJPBawieeECN/JwCQC NBWUhKlgoURMBifyZnL5bRKXiHFyqSge42FCcZiQiuXlGIyRzBHm72xxWZpC pQyOHWpmNtVUqvhtdg1ETyMz8xsSPnfqLfyYmWpuaiR770jyLpsp5MmeQYlN jUTvXTjtPgK7XxxA7IEjqDA4RPh2Id18nwTvXQGejuBOI6FTuogAtYcQyKm4 WUjcLNTINFci87LZSY7Px3+tHgVfuHUft88GotCEqJ32JnLEzZC4GfsryAnc zINlvdcSuWJrpRuuEriJz9YQt3zDi6z3l5HNn0kzDWW9D2e9V3DLJWp5TECt ZQIKrRKJaxJKqFK7ZJQ7pKCCqFU6CREt51SNZI2zpCQtFZUeqag9k4Ybl7Jw wzuTpFFXBG3ppIzE+aQqtPls0tbi6Y+rYVnIb11A1IUsRJO2GNIWw/lU0Bbt RrGhjuFcGk/akkhbqlcUiYtAFmnL5n30kLZev0T0kzYZiP4qdQFi7e1Rbr+J MYI2LhSkKliIfJG0MSGyNhpK9EZCOSOPkrR3uI0jX7FSo+RsmAnYFxKR/jWc NQvO9FXODDYiTuHs21s4M2BzqnB2TnBmotZnYnaJcKmgaSRl31I4szAmFpSl MZz2HIbVPx9A1L4jKDM4jBrL3Ui3OECwxEfxg6yMtyHIWkSiCDtxab1mK5FH 5qzWuTOQzOkr4G1XwSN05iLnCJ3pcSjUncCnC49x62wA7pwNRoHJFXacV0ie L8kjdcYBJEitvxasv5bsMkldqU3YRpdZQuryDC5CS+oK2Z2mmoQx6CJIK9s2 sxiSF8egi+fPJqCA1BVZJ6HYNhkldikoJXXljqmoIHGVzpRLGqpcKTfKPY3h JpBLx81L2UQuC62Xs4gbsfMRInq+RM+X2Pky6HyJnVfwBnbVea0oHfi9RC/y YjYineIRReyiiF0UsYvyIHqeDL4zsUjwInrELvVsBNLPhiHDKxCdxK6bEvj1 SfxEIR0keO9giNANUyOBqojcSHASyRKbkRCCNixoGxK0DUvahknbMEkbYqoN hkajNyQSny+vfJW2d79KmwFpM9CTsCkV9Xtv40bUNnAzNSJuRpu4mW9mmo+F wptG0saOU7yh8Z/2I2zPEZTqH0Gt5V6kWx3SCNQEcNbGCmXWssCq280CGyAl adOIqBN3uwGbBWGzYFNofop/xgn12MjP+QT5M+KCCFsIrruEEDYfpBv4Id2I oJkQNFlRg5WKSpWoFbXKLhxF4o39BC2fDWKBkQ8bgHBGXAQyzDgjELRsgpZj noA8y0RoCVmBTTKKbFNQLEFLRSlBK3NOQzlV4ZLOoZ5yowha8/ksPiw3vXPw f3HjcjYho3yy0CxA81VB82PG+aUoDR7N0kpIrhO00sE/StBKBz6X609FnE1H BDMukqBFchyKJGiRBC2aoMUStHivaCSdjUQKQUvzCkK7TyI6CNkGcMy4PmLW L0TIBmTODcpSOkjQhoI3xJsFawNMt/fQzzo6IETeFMVRsegjbd3Mts9XVpHx 3+J28n/A7dvEzUBW0A3cTNZxM/w63DR88o35J/laKskmdO7USRj/4z4Es5wW 6Qna9iHd+jC2SdB0ECxxU5DbCDqBm/VXcIO/2FuxuFqKY1oOts7Ezt7GCfbW jrC1ckDf3Gv0zr7Gr9QTUc3fvI+bfKhvE7s7fNjvnItg3x+MdGZcunGgPGaU xcqaYxEiK2uRnKTD+D1hKBTvxDG4gFxipyV2acahzLhIohdN9GKJbBzRS2BV TkQesdMSu0IiV2SfimJiV+KUhlIiV0bkyolcBVXrmcFMy8Ut71wJ3Y3L1BUF u2aBnS+x8yN2fip2/qlovRBJ7ELQQuxqtDdV7P4gsSvp/wy5N+YQxkYwnBkX znyLIHYRxC7iDNE7G4OYs9GIPxeJxHNhSKYF24jdfaqdyD0U+BG7biLXI0Tk egOJVx+p+z76SF0fiesPVvZ9rKi9QuSuRyqBl+NJmlAcL8fythh0MOM+W17N /J+g0/8SdAb6X4WOwG1AR9hkxpl9GTrjDegsNqHzZ5IZ/nwv/Hcehfb0UUJ3 ANXmv/kKdMHWcnwQy1EI3r4taXO1sJTSsz0PA0sP6HOvbyN0DrrOAdB1ohz9 ccrBT4O05kneQ9r1SaQ2UvWT6J95jf5Hr9S3yf6tLEy3vASAoVSEhLDRPRwF bOfSmX2Z69lnuWWaUF80yNS/QAi9kWfogxxmZbJxJCFkZ04AM1hcswhgtmUS cq2TkUcAtXapKCCARY5pKCaAGpQ4p+NfUO2eievnsnHzYq4E8CYBVODLQauP knktvl8C0F/0domELxQtzL3GMwEob3mkADioAjjwGUoGP0XuzVnEhJQgjFNE GAEMI4BhXrGIYO5FEsBoAhhLAONZqG9zWL7L+71H+O5TD1hgOwjfQ6pTZl4X 6duObm67SWB38LpEIe4if99AJ+nrJH1dUvFUHBWLh6RvrLgi+yvkbX+bPH2F PI1k77uSPjcDA0mex1fI+1J1NRfkGeOKhfFX4s5KIU//Z3tweccR5OqSPDZy tVbvK3WVqNkYi+FBlFcbo40y62ZpBVsLexibO/Mbjc2c8QNunWCyRcaW7jBw uAw9Z3+cdvJDZuskMlooApjRRBHB9AaKCKZdnUT9g8cYmH71T/Lf/3fM33iA G2dCSGIobnOmu00K75yPwp2L0ZR4E0S4QqI83BIqDyqWqC9fpeudRxYpzDG4 QhJ9kWgchWSTGKSaxpLEeJIo1g1JQg4pzLVJQR4p1NqnocAhDYWksMaDZJ3L Rct5igS2ksBWEtjKWbT1CuWTQ9IYgSqBzX4qhQEKhWKqaGEENjHKayPzxIqS ZPDHMgZLtlBYMvhGnh03pfgegjnLhnK6CGX1DWUMhpHCCFIYSQpjPQIYuQm4 QQpvkcA7VBspvEcC71MPSGG7EAnsEAoSVHaQv+1o57Y9ZF0JaJdHEtvJoA63 sbgXEoPH7V3I+QqCOgqCegJBXf6Mq/5p/g9u+noqfv8Tgl8KP+KnIigJ9CF7 X2bw9M924cKHR5B18hgn10OotRHvciCD70oGt0n+3C2tYWzhIqQDE17Yxq0z TIihOHOMmbmTRp7n6vswNXOEqakjDB28oU/6sm5MIosEZpHALBKYRQIzSWAm QzCDBGaQwIw6qmYCA1Ov/lHtA3tTi0hhKCkM5/ARgVt8Rm5fiMJtUnj7Uizu esfymY7BVfdIjqubFKbqigOFl5Clf4UU+iLNMIQUxiCZBKaSwDQSmEECM62S kU0Cc21TWXQzUUvyGs/mMPty0ET6mi7kopkEtpDAFhbgFuZfsxDp00j+/h5N foLADDT7C/rSeWsiWs6FookE1pPA0iHm39AflAwc/L1C4ODvSJ44WfwnyqlP h18gu3UEURFFCDoTgyD2fkFnoxBC14WSwDzuG0hgEyUzlr/jJgm85U8ahQKY kQEi79oC2ei1BSVy2G0jenfXRfTapOKpOF6PxWBxJT5dXs39ukG2WiVPTw0/ UudqII7TEbu/2gKeoQKeiQDP6GvAU7Lv8n8Lngl0f7YDZz44gvQTBM/8MMHb QezE6XeD5NJy7lbWMLF0kdIRWx2YWrqQM4L3Q3lGNWIHcyEyZya4s3SDgbMf cm5OIpvc5ZC7bHKXQ+6yyV02mctm8mWRuyxyl0nuMmuoqgkMTr7Cz+SDcAyf zC9zQgzBDa8w3FThu8UIvEX4bl2KwW3Cd/dyHO5fjkcHm/0unwTcuxjHISQI +ZyQC018UWwWwILshyQjdoIswKLw5nPY0LLoFjqko8YtC3Ue2bjqmYNrXjmo J3wNhK/xAiG8SF0iiASvicW3ieA1EbwmYtfE2BPgNRG8Jn8FviZOts2EpYnw 1bMAV4juT4A39HsFvEEB3mdyKfBicWLwYfVsliNrG2ezTM5rQERUPgI4eATy fw/l45jpEYIa/o9XCV89/8dGX4JIAJvlpNtK/L6DG4TvZqAq0ndDKDgBrZTY 3wyO5z6O4qBRVCW4Q/7XgDc7OQnn0yp4eqdl6BE+Bbz3vha8s1vAu2AmDghf InLf+1rwfK02E8/8t/vg+h+HkXL8OKrNCJ7tLkRZnkCgGnfKyb/MYWbpKOEz tSKElEZe2iYohBkvmYm9pbMG5pbO+JE8v588Qam5InMzB5ibOsCZvXkuicwl kbkkMpdE5pLIHBKZwyTMIZU5JDL7GkUis2qpaqpyApnl4xgcf8mhUzxKP0NX SjHJDGOrGIEbfKZuksqbF6LZrsWwXYvlvBCHNkEmqXzIZ02Q2eLGNtHSF5VW Aai2ZmFk61htG4kiu2SUyLFXjLwcc10yUUUqRRGu9cxGHam8SiqvnSedpLKe VDaQykbvbDRyBG68wshkO9jom6VBI5H8Jq4TyOsE8rpPEmEMQ6MEkr8uKk+B cYggDn2ukQvS/6VYEVqeB7p4hEyOvCaHr9TzFj5Vz1u4JM9bmN18H1HkLNDO GyX0Xin/w3L+h1VUjU886sjlVT8y6p+ABqEAshqQoIPGwAT+aUHxfNIag+Ko WMy1d+PN8pOCLQjulJd/ACeJn66UgiCzT1+tuIab/HmSvzMqf+dMVQZF8JkL iTPDEbxv44rl1+FnAqf9x+H4m8NIOHoclWZs/Gz3IN1yv0bwp1Gzz8HSVkXP VcWO4WetoGgqUTSTKJpza87vsyCBFgJFcXbcd2G5jiFD0dzMHj4plcqpiYig Bnmtk9yQwG8hj/zlCv6YimJ1lhymoviEaDZTMZsMZldMyDcONt5aUBn8CbpT StB8JpxzJufNc1FoPR/N2TOGzVosbvDZua0y+EAw6KOkY4mFDxn0J4OBZDBY +VS2bRSKHFJQ4ijm33TOvxmoIH+V5K/akxx6ZaOWo8jV89SFbFy7mI1672wN 6i9n0eXXiF898atnIF4jffUMxAay10D2Gs+FM0zDcO0cA0xUYlpOIFc6pISg XIwcfyHDUJ7ad/QNika/7nR0i5R6OrqRcRQMDGDkThdG73Yj3zsGBZdjUXwl DqU+cSjzjUelkF+8DqrE+WerAuL4tFUFxGL6QTem7neh+CvU/RBOuicZfKdI HYnT09ugzuHUCVgfOwyb40dge+II7E8egQPnBHfD0wp1Zgp1F5l2Ive8LZTU uyLPguFjaSLmDeLmRynYHYPNrw4jVpz+yZTY2e1FhvVBCO5MiNJla1Ml8WTa uQreXHkXgjqzLTIX4rdYSEnqeBfizPHbJXaW5o4SOwsVOw3ybxK3fAbf95DP 5yGf4OUz+gR6eUQvV0Uvl+jlEr0copdD9HIqKPGe1eJRrL38gv2W8oLwGxbn Bg8WO0ZgMyOw5Vy0fNN1CyOwRSIYh9uXBYLxEsEO4ldtH0gE/VBmGYAKqyBU MgJrbMRRw2hlAiZ+JcSvzC0TFR4U8avyIobEr4b41V5gJF5iwfamLosjgXWk 71uo88lEnZ9QBgOI8klGPdm7RvbqyF41p9jSlgnZ9elI5r7HwFsvwII7JfSK yF0RuRNrsRWPP6HWz/GjnnFsZAyja2vq8jM6eL60isG2bgxTGozc69bB6L1u fuHF49WN185LvwLbn7O9q4Ll4X2wOrwfhrs/gOGeD2G09yMY7fsYxpTJ/h0w O7ADFgd3woqypmwPUUd2w+7oHnicPgYPgxPrsGkkbd+Fj5UScTLm2MI57j8C i18eQuSh4ygzOcaI248Mm8Oywl5kZTUmNGRsu2Rs+1uMCb4srEXCCcLegyUZ s7RUZCVO/S0kOBPVlYxpb4lI0zLctkHLeNO2KiJqGsEaNwTtmxK1PKKWJ1C7 pqCWS9Ry2fvlsMrmELOhkbW/V5etejO/gnqPcFxnyDWxH28iYU0MuSb5fsg4 lbJ4Sdl9Ftpb/HqhuR+KLQLkIjLlViGosBbLToSjwj4axU5JKCJhxSSslISV nclEuVcmKs9S51l4SVg1CasmYdWXM1F9hSJd1Uy3Gt8M1Pilo46/v+5sOGrP hqHmLO9b0jUuJloG2uAnnL5Kht7I9c9lNV2vqBKuF8pJpMa3nrLlMUXIxmdR yIArGBlt2oLMx2rLsbA0gr7BFkQEuMJg13/AaPf7MCI2xnuJC5ExpcyIjQVl eUBBxobI2FEOh3fBkXI6sgvO3Ltw73KcGOkewlnDE6THRCaVD/NJZpVk5xBM //UgQg4cR7GxYOcA0m2PkBsLciOzCSbWKjvbNjNJkUbC801YcivRsRLYOEts BD5WFo4KOqb2KLg1uQ0FJOfPUCDI2UKPtkUSBK0aVvlqWAl68gQ97NFyqyeQ W0FySkZxvWVWDahdEp1rHhzbiE4jw+n6+RhcvxDLrj4WzRKdeInOXWJzjyq3 C0aBuVidLJD48CklOuXi9TPbcOXz0o6xKHTPRBGxKSY2pcSm7BzxITYVF6hL lDcxIjYVV1hDfTJYiNKJEoOP00s1kakmMpVEppzIlLSMKQdAKLEXq1eLVazl ODpCVsRa1YIXGUhrchXZt0+5sZWbKbTOLWArOB/Kyz/C0uMR3G7Lx502rdTd ewUwJEDGzB0TZo4pATIjPOb7P1bh2aHAc1CF55ACjwLObrhS7kJHd9PxHtx+ Bx6EyUvvMLzN9BSIrBWIjH5xAIHsswqMjqPG9iCSbI7I0DGWvRPx2baBj+tW fHQkPjoSHyshK1HdBEDvbuJj7oCA2HwU3p4UCKGQ0hGXdCRM35UwFWzG0NsQ qRGUd3UCeTVU5RhyS0dY4f64XuBek586zwhOhVFsnqNRT34ayE8jJ8zmS/Hy faQ3LyfgDtlpPheDXDOxlpVYZSMYhZbKq/6lZEd8aKPcIQLljpHsrdg1uyeR nxQUn8tAyXnqQgZKL1HeLHyXUlB2IRHlvL8Krwj+z5Ve4Zz3KzgBl3uFooTc FDePonjgNZkhKwNkZfCVXJlYrEks1h8uGl1n5jkKhSQ3TxRu5OkTyI66sHkh 2SmQaw7/8S123peX/xKPl0fISz7a7mul7t0vwH3qARUf5AYTMmS25yOYkyEL MmS5bwesyJA1GbJhCNmRIfu3+NkFN8qdIjkaeBKf7TjDrde6iNIloxPibUXy IITBv+yHz97jyDOkrE/IU24IfIwlN0QISotkJiWwMpfoWPC6xUYREyB9Q0VJ wclqvZDJHt0RiWW3dFB4Z0rDDfNIUPU9yZSASerGZiZtoMQsym+YQP41qnYc eVWjxGhIYIR/UB/DB6nlnOGicJXP6dXzseyf49BAXSdDzWToBhm6RYaKbIM3 P64qX1oQh9PCOB+Gy7UJSxwjUOqkfOS0zIVyjUS5W6QGZe6RTNpSD36JuJac UVTK0aD0TBgvh6LYi3d3JgiFTcM6ZOYlp6LiwRekZn3V6jU57xWNKcvRFrL9 EcvQisXkxEK0hZMrGrlU9bYtK+LPoGV+qXkLM79Vj9t/9tkLtJGZ+/fzyYkW 7Q+04oDrgwI22Q+57SI7tYURkh1zsmMpRH6syI71fsHNDthuZM9OOAluDm/h htkjsFmHRoOzR3fr4BwvvodzKj16/7wXF3cfR6z+aXhYWMKTXbWx9VZqWLhs XNXcUWRh4yq5cRO4uDJArLi1snJVkeGeZc+S8rwUjqK2aRRSRXcfUdPKdbG/ O63DzRSbAMJEjKY2AurrINJen4C2UQA0jvy6MQI0gryyQQL0h39QB5Opm51s YKM4g8WglvzUkZ2rF+PRQHaus7Y0k59rZ2OQbuIvXxDIYv7ksHbl2Sir+Wrt w1HA/CkQ7zB2imD7I3KlyDWCuV3kxtvc+TW2WIWe/D5PsQ9DIcEpIDjaM7yf 8BwU9TFT+l/IhY01cmFj/pNDJGaIxIzIRUtHn4kTJnBgKxxXyVHp0WzyoyNX Ly6YmIeWjU7LFnj+Xe2oh4ebCU0+Oh7kiyP47Voa6GF7ATqpLqqH6iNEA9Rl G31YEB4rypoA2RAgGwJkuxE8O+FIieBxVQGS8BzZhOesCKFzx3bTQOe5Pc+b Lqzr2B6c+id+y47jOGNgDk8La3jamOsIhjQqQiZExtTGDWZC1m4w5160Pm4S JHdypIi1i1vWLit3eUnurdzYFrkhueIe6ZkVj+G9WbEYLLdF92akNHK7jVtS 1vZIUkbCNJKtb0u6vkoWiWoSVI1DWz8Gbd0o8quHSVX/+pGDlwuraEuvQBUr WhUrWjWJqmEa1ZGoenZE15lGxS7hSDENRBrTKINplMk0ymIaZZOoHHuxjgTl FI5cZ4rfm+fKvVs4coTc+TUhD6FQ5HiEyDeDaxsHUdQrVr3tey7WsewnPAMs ToPP5Jq3hcNsbkao0Scb61mKdfFW5WKWG4vcTi3LhW4L1EVuX3zxp7dI+rX6 T3722RojKE+S9LBdSIuHHVp0dhSgm+qh+kjTADVIDT8oxPXCSFjuJk0kymbP x7BlSbMlUXYkyp5EORwURClx5KrGkSe1hSYJE1HSkB9uLorNpWOiyJ365x0w PGAEG0MbRpINWbLgM2ssp3tBk+BIskQ+zG2EPBhJlLWQp+yGPPEO+fEkO57K nhK3nrkcsw3F9+c1KH4wLw6oPJjj1a2alXRJrtpmJEsirQrvTKsQTcnZTXtj QgWI8DQSnvpRAjRMgAbRfHf6Z+r4+nJxFXczK1HOSaic7XQFp7AqwlPHOf8a 4cmwCUGCWSCSGEXJhCeV8KTZUuK1SQeK8GQ4Uc6hSHcJ1SDdNZSPQrobr7qH SKW6ByE7uxGF3U/lkqjrC6KKRRXlAqkDhGToibqgolhrcXRVLMhGbsSibAXK omxbyNmmLo/8WK6e3rKw0roFml+ptetzQtNBaDoJTGdHPro6RAx1EZsfSWh6 qQFqiBomNKPthRgjOBP3C+FnY7AJDuPIbt/b4Dip4LgdVsE5qoJzTNQwgc02 nD/O3DmxGxePSxEdXvkGvHnVau8hHD1iBWsDW7hLfCxhK14OFGlkLIqWiY2I GFPiYmbjSXzWdYb4CHlJhMTWilsr67OwsvESvRG332AM3Sc2iyhuX5T7knbl sronWe0LfISKHyxIxhQpdCnJ9R1JViHrYeGdRyi4PS2pkk04iSpoHkdBI2mq HyZRgySqH8OcZn6udkkCqVtZlSi+GINi9dhyBXGq9omXCz1GsbLFEKc4VrZ4 gRdxSrCnHEKR6Eg58bJzCBJdKNdgKggpQdlyzWttp4iQrlUm5voynYV9igo2 1uZU1gUrVNb3W1+XUyMg0hFL+2nk8rk66gK6S2hefIobWwj6t3WCPl/Dw/u5 LFZ5kp5uSVAPCfox6dGin+QMqgSNUmOkaIIUTZKiKVLUVhwJa0aQLSmyI0X2 pMieEeRw4EsUyQ56l9IJkZ2zROQcdf6EQhCj56Soape49ZbaI3XkmAmOHLaC pcTIlhhZwc7aRiJECowZPiYMFCFTUmNGNsylzrJHOitq2znRHp0TLNmcp87B yva8oMhW3OZxMZLEPJbajpKOxzROyUNe71hS1L6EYrlXSWtfUJC6P0+I5thS zcliWHh3ZhMhUd1aiU/zGBEaIUJDRKifCPXgn9VPva0fDdZ6x6BQPRocTWyC iE0IsQmzoohNuB1lH4xwB8oxGBGOQYj1y0JKaoOylpxY2rVjFdoOuTSzRi4m 952NlV03l4TcXEqu4EtLyYm1IMVCctvkaq466kquyyTmGW5uIeaX6sc2fs/M 6SQx3SSmpyNfQ0zy8W/ofahFH9X/UIFlRMBCjVOThGaK0DwiNDOEZpa6y9pl S3Ds9ijQOKjQOEpodhKanXAjMO4CmmNiziI0BOUcdZ6AXDjFyKEunWIHrUtY TgnthuPp4zhy3AQHCY25vi3cLOwIjTVsre1hRFqMmDfGkpgzlBdL2FnxsoiN oMHc+jzJoawvyLboAsuXpfVFUkPZqrK7oJBV0kGnlTwUm07xuJU+XJGXSh6K NchL5BrkCkqPJULFAiUiVMSwKrq/QHzmJT6Fd2dlAhUSncKbEygU6DSNEJ0h FNQPQHu1F833J9Xl1X4sD+I+bGpHuF81IoOvIiqsHlGRDYiOpmKpuHpk31xB zu0VdSXgzaUH89qV5Qfz1UXN5LKDPcrSg19e0Ewrl0nSvr2amcKKsm6ojlxp sHlRWeR9Kyr/qoaLQKWLqPQQld6OPEmKhpTk42/Jifb/Z+y+w6O68zTRv09h z8xO98z2bPdO7+ztO909oWdstwMZlBEZ5cqSKqtKKmVVzlXKWSJjbECInHOQ RBDZZJPBYAPGuXv27uzs3mfvv/f9nVMSwvY8z/7xnlMKCFB96j3f36nSEa4y 18+9tHKHucfcp5eH9PKIXj6hlcfMEyZuVMpesmQvZXPlidlOK2KpXiG8LKYX WqnJSXqhlYa8pJd8YUWUjbcgg490H28XFqnpRYPs+QboCi0oLxZezDAXG6Eu cdJLDVNLM3X0Us+WaaAZF8ceETctiHjoxkMxDPelZq/wY/EKU/TUv+MCKYjf kzJ4/oX4LdncbrrwQnpL2l8QHxO3yIi9Pyhy/nPp85/jryRMg2efkdFTmdHo Z68y+j6hIx9z7Uw+B65i/X4eUPZcgHwZyJ+yec7gYyln8YE7gQ9dXGszG5L7 dQ0J3B4+i1vD/JyhM7+U/tjf4Ktv/l/sH/4Cq7Z9hlW7nmHVvudYdfA5Vh9i jj6XxI1d8HJt8uK14jJ6Qpx0Ya7zycvnUduHP3ZhLknbh+MX5fogqe01aSsu zfUMh57IFyIemkDt9xMmoQun3ie1tbhMalckaldIbeYEauvw8blkJUnUWEmM oPYJ83hUMBvAp8xnzFOm0aR6hZs9ucJ3CG6kVrmE3HI4GZFZHVNPZg1k5WLc ROZhBDZvYQZsRYtRqFQjJ1+DOfMM0BRY4Ci2kpsVZo5ISpUZ6tIqcqsntwbG RW5uxkNqIl5SY0w+FJt9KGEEMz9rqsQq3udGpHc70XxJYl+S0ZdC1Zd/gk0X xS2Opv+Zb38hSZMMnpedDYrqYi1sFMZ4JJR8nf5UsjVAWwO0NSBsHbtNWzdp 6xrWH7xMW5dw8+GL5I9lcs7+7BlunziDjZ4EBplNnkZsZrYy25gdzE5ml7sR u0VcvC3SwPfT3fb6BLbWJXBv6Ay+e/JMvjrGf8W+4RdYsf0pVtLdSrpbSXer DtPdMYbuVg9PuCDcafmCcBMvPfXBJflicGOXnvpg7NJTN+VLT4nLTq299fz1 8eu/kdpjudWGf4Ta3ZsH8dEomZHaFVK7KlG7Smp/gWskdkNitm6c2X1GMHuU ZPZkdCKxjeJCotz+PS5t7ECFdCRMS1JLPgOySKbmZKtVsdGqyayWzOrzk9QK ktRIzFskUyvUaFGo0qBIpUPmXAOU+VaU6eyoMpWhymiEUm2DUlMOFYlpSExD XlrS0hp95CZY6Y1+fi/0pgBZMZaAOFNpDYj3sd2cXIIPnv9aaq2vBS1xhmXT pa+lW2Ivv/UaNov3XfpKjviVgaSI/yQpHJQit+DGc59THwWeecZmo8BX9N2n vjsYOMZWO3IdGw5f4QHyEtbtP/968jTMd4R38v2NXNglxDlobyMfEdu53cns 9jZhL7Pf04SDniYFDonNYXcTV3CHXU1MIw4R4EFGvPBkv3gZHnNuxUY8OH6G rOXnJb767n9jxY7PsGLPM6zYLyv8wQXQ2HxrkhdiEhdAe//8y4ufreUxdi0F rk1e/GwtBb5/Q77wmeKVy57dfIav/9f/lv7akQn+3kq+5OnFs+v46PT7uEJ/ V+nvmhQOYtdIcIbUcjeZsQPqfdFwgh/z+MwAnjCfjgp+GyV4z6UM4nPmxegg rgx2wiuegEsSdEgEM1BOfk7yqxQE8wTBTNTxgFpfkImGwky4pZAhCVZrF7Dp VBLBQrUeGSRYmFcGq64clUYHGVrJzw6V2oEijRjKvCToY/wkGODSMMCDrEgQ OnMIekuQIq0h8Soqsx9OTw8FfSMiQH3LzaVvJWzfYvNH32KTHIX0Bt/9ET+V 2XxJ7AXXJNCvMHjxK9GQ0pH2C/wlm1A4/FxyKLfgE2nOH+B8PzByjw5v0yEb 8OhVWvyIDs/j5qPnigkOT9PhDp9wuNPXyErYxe1uRhg84G3GIeYIc5Q57mnG EDMs4m7GiIhLXM18hDL/DMM0OcQco0vxMvmjtQkcZg5Wx/AvT579IrmauHr/ v2O5YHngOVawGFfwgLySJFeS5KqT8rXBVo++vDbYGhbjmrFrgyWvC7aGJNeQ 5Job8qXAVt98Pkm6Otgk6epg17/5V+kvOzkB5JsTVgSXTq3BldH3cfXMWoUk cprE8TpzbQzkubEJTz7sPjo7MA7ys9GNUhc+4/458znzgvmCIL84M4gvmaub O+HjSqBq4QSUfLtCoORSsYogawiytuAlSlcRUTIeZSb0JSoUqNREqSPKYqRl G5GX64BZ6yRKht2o0jgY9qLaCWWJhzADTJAwQ+KERYiHOq0pDJ2FsTK2CLSs xwpPH6tM/HbfTRe/E77E5qM/SPb+gM2X5aw+/liBzq1XFejaepWTPG/yGPaJ xFViK3wmO3RQhDAFSzE6jqEcGEPJRad0Ln/4LlHewsDxazw885B85ALWHRyV 7pnR9wcoL4E9fqFxj7+RwPdyu8/PJvSx+XzNOMYMUeIwc4I5yZyixtPMqAhF nnE1KzBKlpMw2tCE08ypenF5/BMk+TpGCHK4JoHj1XFcXjYgvQxWlvkzXHn4 r1h24BmWUeXyY8nL/fBQvZKH6pXiIlosylXJC2iJy/2spsjVPFSvpsrVV8Ul f66NXzjr2tf/Ov4ilVM/YPgnuHfjAK6wF6/y2Hzt7FpJ4fWzHyi4+ZCD743k GYzbpCcIyr04wEOyILhRJjgqOpFdODqowAuae03Wd3YQX8lR4Otzg/gV1lbr pWWpQOjgvjwnE04irCTCaiKsKRDPMBMi00CALgJ0MwUlxTJCtmKhpkRCuGRJ OYyaKjgNVURYzmasIEInU8XPreJBmvjUxjD+HGpTBBpGa4lCa+XeFoXGEoIj +D4CH4wiyBTWr1SgsGEVj29F3Ba5ViG3she5zl4UOfthcK2F0b0WzvBm+FrE b7z2t+zhpnkP/gt8Tbvha9wNT+Mu9Gy+gtVHHsksJY5fTeD4XJoUpVWIOE6L k7Ti6aQR9uPwTZK8wpXIRSzffADrPTGy40HVn1BwIzpxP7cHqfAIc8xPgVR4 gjlFfaeZUeYsc44CzzMXPKITL7jp8AId/gQXGvgBOjxX34SzVHiGGWVO0+Jp WjxJiyNVMfw/tCiPkX+Jy4/+O/bw/7KUDpexHZfT4fJT8uVzVvD/s4IOV9Lh CjpcwXZcSYsrL7MFV1wR/PY9+Ea61JT4Ymcm8Hsj+ZNn/8YWvHxqNa6S4LUz MsHrEkExHl4/u44LuZcLXWFw4BV/n0r+Bsf8kd8m4ttEfJvw1blNdMec38Sv 9c35TQp8e2ET3sKRbhdCJFZDeoJgBfdOEqwkv2qmhh+rI796ZRYayK9StxAF pcXIV2lRwA4s0BiQtdCMhYsqUKKqRrXeiZCmGFoSVJKfUlONInUNCnReqAwR qExRqM0iMbqLQW2NYWFBJXLK2uhuFdmtJrrVUDIqF2/XrkCOvQuLLG38Fi62 tE3CEt78FZaY21Dm/hB14a2ItOxDtHkfIlL2Ity0B6HGPQgmdiMQ34XeTZex +vCDcYAbz38+YanyRDqnKz3bdIJdeOJjIryGeNtqeDnxLffEccCfmERujfiP OMTtUaIbIroR5hTRjTJnBDbmAnORuURwHzGXRViBV9yi/S6LIvyoQUyOl1iA F5kLRHeeOUd4Z5kzNXGcJrxr/Rsgr53/HF/+t/9Pum7T5af/it3Xv0E/0S0l uqUsv6VEt5SH5D13OK5c+UK6kM3/eHkhm3MToP02OWRc5+r9RjIK3Bw+o8AN Ltbl65/dv36AAtfgGhVep8LrZz4YVygMjp2aEy14VzoQD3BhspEH4gkCWXnP KU8SeFYWKOk7t1nSt1no4+a7i5u5bPnDpc24tasb690liKjnoJwEK0jQSX6V 5FddmIUa8qtj6lVZMJcWoMBsQp5Kj3x1KfI1JszPtWHewkrolTVsSjuCGiMc KpPET6mpYWqxpKgORYYolKYYVOSXVxLE3PwqZOVWoaiO1OrFCyyVDWs4N6lc 75PeSoJrxyJdGItF9GEsYXL04deQZ+3AG9y2I4+fkssUVy6HO7wNiZYDSDTv R5wY4017EWvciwghRhK7EI7tQHP/Maw5dO/lqkWaFD+Vn2A4/RAbT3FKPHkb ic718Ac64fe1oJUID7MBD1OfEHiEOU6FI8xJKjzNnKXCcz5Z4CXmI+aKV9Te VY+wd43b6245NMAW/Cm3TbjGXOWIeIW5zHwkwUzgIpcwF2rjuECQZzku3uxf /80ETL9K2vyGE+stQlrP5foAszG5bN8ytmznMn27u1GB7Vwm/SkGqwNYpi/B UmZ/TxB7e0JJYi9LTj7QbmDJDeAey+0haX1CUk9I6zPBa1TwYsmN8TqXLDiW 2zcXNgtbkHBNkmxNwR8/2ow/MGJ/vN+FluJs+NRZKKewCuqqLMpCFXXVUFct ozFqUGAvQ56eA56a0VgwL7cMc+ZXQUNF3vwyBNVmONRWHoNruAKpo8Y6LCms R54ugEJTHHNyq5GVV4scW0dS1xrJlqrhfRSUdWCxJoiFeXVYlFePxQX1WMLk 8M/niq9RVI98EWU9CrR+FJZEUWDtUnDTyWNsgaUD+Uypczl8oW1oprgmimtq 2odG1l6C2uKsvRi1RaLb0NJ7JKntefIk8pPkU1n30dS9CcFQH4LBbgQDbQh4 YwqJ11+w5gSyRpwgslPMGSI7x1wgskvM5SSwa8x15oZ0jL3paX4dH4sD7cdc If8EN3m332CuMTKzBJkxJHa5Lo5LtTFcqI7i9tL1yV8TJvuS2+gn0imhOyfO YBNX5luYrVyRbxtfmYtVEedRj7w6V4j1OXEf5N98iNlktosn1ItL8XN8qC/F WmYNs8VVhQM9EcJjl4lnNInsLnOf0CRso0lspwW2TRK0F+PQpA4jsT/Ht+wv 0WHfUZmQNmbsj5fl/b9clm4rpBv/CUPL3Wg1ZCNWko068qsguUpyq+LtPKsJ +XY779dy5KhNyNFYkZ1Thox5VdAvqoIrzwG/2oYyjZ0MtHUcSpZQx6KiBixU upCZ38DjYjs7i9Lq3oeynmlYi6LyHn6pABbk1svSxOcVNCCHyS10UZqL0lwo 4NcoVIonLYpULh5dldwqVQ1QUnORrQtFVpFOFFk6UWhuR4BF10p2rWTXwpJr JrsmsmuM70Qith3xyFZEQ5ux5sBt+aTzWfHU12M09W5DKLIC4chShMM9CIXa ERRj3TFpcTEkceMURm5nmfPkdpH5yPc9aszH5HaLue1pfg13PAR3V2zuUMBP +c5G3GLzfMzcdAuBCQpkGkTiuFoXwxXKu1QTxZ2l67+aAO+XyWlPPiU0gO1E J7IjiW6PAMcc5HL8MHOEOfZyKa6Q1uL/VVqNb6W8bSUiBt42YDMzyE4Z0Buw XmfAh1oDjnbTvvA3OoAHPH4+orvHLLdPuX9Ke8/p7vOzm/EF3X11fjO+prxv aO7bi1vobouC6LaQ/B+5/ePlLZS2BQpp+x7+5coW/Ldk5Nsyybv7uzG80o02 y1z4S+agXpeFHPrLK3Mg31FNi9VYoi7jXGZDanY1NAurUZdTAa+qDFZ1Oeuw nujquXCNoVDvg8reisLKZSiq4dxWy5oTAKtWoMCQwKICD/E1EJ+L+FyExxS6 Cc9NeG4UMkVKRuUmODdUImo31Go3lywaN37HrQvq0hiUdKikQSUNFpk7YGL9 ddBgGw+0rTTYymVHCw+yzTTYyNpLRLYgHtqE/vWjrL7PsPrgNR6A1yASW8Va XMb00mAHQsFG7PCLH/sfw9co4bvAXCK+y8R31SfDuyngMbe8gpq3hd/5u54W 3PPKUeC+t0Vsmjkq3ieMe8ncZe7QpOwyQZMJyeQNVxw36PF6PSe+uigu10Tw 4tjp5C9Gl0HKy483kueGBrDDF8cursrHzwsxB5jDXJEfZY5/fzXufbkaP8Mc La/DHqrcS5V7SozYU2zEbmYnZW5ntjJbdEZs1hoxqCnF5S39eHA6KZMiP2Mb PjsjZG7GC6r8kiq/urCFKgU9muSSXqCcSFLwU0gQJ2FTey02dciZhM3ttQps bqvlHT3YVsNPlOtzY2c1PE1BNDQloHLWQF3ZgEKnF0sMdUhZ7EHFwiC6eWh8 3+pGr9UJh7sPXWuPoDqwDNaaNhRxPSEWq0oWovBYIKY0fZQevVhIj4vpcUm+ mx7dLELh0YOCIi9L0EuLXlrkekXtoUOPAhqNR1z1QOuBNhkFtDphU8sZUk2X KlsnVBaRdpidy9DZsh8ddNnOlUgbXbYmdqKFvdgS3YqmyGY0hgbR3L4D4cQH HAzfRzS+mllBm3102YlwqAlr/bFXynDM4xXmGofCG8zHRHfL24rbzF3mHnPf 26rAA974z3joa8Uj5qE3uecfecQ8JOeHZPGAkZk2Jnkm2KmMO45bpPlxA+e+ +iiuk+aVmjD+x5On+GICzV+MvWTzxCg5xqQTRXulNEpL9AOMmFmP8Z8+zEhL dJ+8PD8ztkRnznvlJfpF5rjFgUOkqeDWiF/gILcHyXM/We5j9uhN2E2eu8hz J8f8HWoDDtXV4tqWpTxoC56b8Yw0PyfNL0jzSxbm16T57aUJhfmaLJMeL+/s wuaOOgX082cRbvGCWSjhrVLGwBgZBYzzZnEzdxbvcUM2P2HOTLQGqxBoiqNn 3Vr0rN/AbEL3eq5Fe9cidUkUumlOBOZWIfeNPBS8mQObuQlVQeKsbYOxhkdq u0iHVJj5Aqcuhvk5PJrnsijz3EmcHuQVelmU3ldwqhi12sdm9FGljyJ9Cuh0 Xm70XjaFnlt9sScZNxfaLdBQqJqLFiHU4lyKLq6ZO5v3oKNpN9obd6EtsR2t cR7Vo1vQEhmEp6oH7uouRBs/YNYgmlhBof0U2s2jdws+DMSTMnnXMbLMlgky x1S2kVcbmbWRWxvptZFgG7+pn/jEkv4TfxseS2nl+7gVHxAv1R1z+oCVdp8+ JaM8Dt/hWugOfd5xxXCbuUWfN+siuFwbesXmz5M/XXuGlbmX9b5PPoNElwlp LS+7bJRdSiMuTSbXUOd9yVV8ch11WdT9FWkZdYzH9OPkeZwsFdL2l3yfCUeZ w6R5iDmoM+EAs19rwj4S3cs1xC4y/XjrUjw9m2xO0vyCrfkVaX59SeYptebl rfjjla3CJOIV4jcXlJDkn6KUW8OC2TAyjsUpKGcqGMdCcdkM2/zZ3MybhX+G lUwtjGpOOubNLYRaZUOwpYdQNyPauwYZRRV4520NUn6TjyW/K4D6jQLof5+H uW8WIesfclFsCKKkqh1KB3GWdyLf3Ib80ibMXyJwunkkFzg9Es7cMZxKH4/i Pramn63pJ0w/S9PPkvTTpR96EU4KxXq/AsXFPvGyhhK+WeJFSalo02Ju/x46 K52WddJqO622w8oC727ZS6t7aHUXOhp3oj2xDW3xLQi7VsFV3sa0wFvbgVjT Gi61V9LqUkTiPXTainXBBFct8hh5iTYvC590doNV+DH13abHu9zfYx74xmy2 E2C7ZLGd/84n3H6azCRu2/Azblv5fjmP+TU/4dcfo3rPJ6gmcI9M77ljuCvi 4ozXEGGVhvHV0KkXE5T+VfIpkD/w4L6HDbqfpX/AH+dKxi9+B/zYYn9sMJbX YU3yOswvr8PGhuOr31uLiQfECLWeoNaTdHpCigkjzDC1KjDE7f+FYxR7VCfn CMUeZrEeotr9FHuxK47nLNIXF0SRUiuVfnNpK779aCv+QKmiPRNUKnSWLqRQ xiZk5qSgOjcVtUx9XioaGBejgIfbf4ZXvI+fU7uIgsnWTrD6rBQsmFuEBXM0 mJuqQlG+A/PyrJgx14LJ/1CAjF8XIP+flCh+WwnT5ELkTVZi8Tv8fDZsvjZI rB0cOWNcgYexIN+HBTkuLMr1yFjzvcTqY5v62KR+tqgfSrXAGiDWAFs0QKiM PkCoAYE0ICH1o0SkVDyXXWLw4TcoNRCt9CKKEHT2Tmi5mNcKsJZWWCv70EOs 3S270dW8k+W6nWC3wlXRAU9FO9MKd0UTV9ndiDWvQrRpGcESa7wN64ONUple lKC24qoEte0lVG877vvaFZTWwQPVJ/4O2uugwQ56ZAId/O5+xu0v8JTbp4H2 8XwmpY2fIyLctkhuH/llsw9o9gHN3vfGcd8Tw313FPdcEZoN40Z9aKLXnyW9 /pFe9/miZBpj4pOk01N/lSzURpxkRiWnE+ZovzxHX/PJC7gJs7S0kPuIc+lp elVglFIncWvC6WQUOMXtz+jYhBNUO8IM0+0Qc1wnYsRRuj2iMeBEXQ29bsGX yWb9hq36Ha3SqUIC+hOYF82WmDrJs5oUa5i6CUw9+akSUZ9E1p+XqkCAN/+e 2xTUL5J/fmdJdj4Wz9VhQboOqe/lYeobOZjy+0LM/B2L9LdqFL6phWGyDtaZ ahTN1KJwhhZ5UwqRk27kmroFuWqvvDxa4maxenjU53grnBYIp37JaaGS629V gE45Z2qCPNIH6TREoyHRmsUh8cqdkhCBhghTJAiDUYSGDSa/2Pjwdyg1Ea0t JoHVlbUTbJs0FcQjm9DTuptgd7JhtyPmex8eZydDrM5WphluZwLh6FJEm5cT bB8ngXYMhESrtvB+beVRvw3XifQmW/M2c9cnQaWqDrZpB6V2UlsnngQ6BdBO 6hFAn4kEpf1reM4bP+ObY2bb+Il0Gmgdd/pQ6tgmyemDcacROg3TaQifrPzw 8wlO/2PyxY7C6X46PUSnhzkFHJGSwFFGnNwakUq1kaXayP9QIx99TYTaxEcf oTI3iPVjn4z0NnOHucvcI9hrBHuO5Xqu1IjzpYLsuVITD9VnuT3DCMCjpTJg wfekVLqC7y8xwkl2mGiPaQ04XV8rFevXLNWLO+RCFU6NokyXzEYFlVbmyVJr 8+RCFUrdQinjY/xMgAkykxDKp9iQ1LRVi9JQlJ2DnHl6LJlnwOzfL8GUf8rF e79ehGm/zcOc3+lR9HYxTNNLUJZWDGOaDurUYhTN0iBvOluWxnJVHjYpF/05 VJorlPqo1E+lAR7+Azz8B6k0SKUhKg2xTUM89IfZpmHOn2HWaJhCw9QZlpQa jAzr02gKcaw2B/FP3AZgtDBmP+ODwcKGLWuBnmOyjms5ra2VDduMGEfTntZd BLsDnspueCs7mXZ4q9q4b+b7GuGujCLaQqzNfRwJOrAxLA6Wrbxf21g+bbxP 23l/CqgdhNpBqJ0kNo6UFdkpOX0a7CTJTt5nz4Odr+HzIP1+Tqh/JXF9TqwS 2CBLlRFYPwkIrJxb/clS9clYHxDrA4HVHcLHriD+7dPP8HyC1r+Ubv/f1PqU S/kIpUapNEalcVZqAscCCQwxI+OnJxr5P2rkw6+RD78mSm3CDX9SKnPHl1Qq re/kdZ5Y712g1oulBlwyGHGJYi8ZhMiLBpMCF3jzT3DeYGZMEuQJjBWS4b/B Ka7DTkpyS3GjL4EL1GpYMJNSZ8LCWnTwkP6q1jTU56fBxXgYL+NnAkyQCTFh JkK1kYJUaa+Qbv0O1YvTOPouROHCYiyeU4L0aYWY9s+s2d8sxpS/XYJpv8pB 7u+UME8vhiPDAGe6HtZUPbTpxShMUSE3v4ZQ6zmnEq5Am+fjGEC0BS/RFqpC HANCUGnCRBsm2gjRRog2wpE0QrQRgo0QbARGEVNEgA0jGyZLmAnBZA0mE2D8 DPHa2NAcn/X2NugIV8u5tozrqb42rrUSm4i1Gz6urXzVHfBWE24VZ9gqwq2K wdvQiFhLP+dZAVc0bBuuEOx1Rm7YDs6YL9F+4u8ivS6i7cJnwS5y7CLLLvLs IlYm1IUXzBfB5F5KJ2+LdPDjpBzqeIXy4yRl0bkPXqFMxp4oE+ZcG8S3wyd/ qPivcXHteuqNUm+MemPs2TiOjwlmJgr+SOraJlxnbjK3/Em9zH1ppJZH60e+ Znlh+DouEfFl4r1Mp1KMAvFlo1mBj4xmPoouEfFFRugW+wtjoA0y6LP8w2c4 YowWG7AvpwjlmTNkwYtno5x6hWDnmGCKrGdeEVxAwUyICTMRRoEot28jVpjG pEqJihSlcsmWDd1iDXLn6JA5U4UZbxVS8RLM+HUOZv8mT1qJ6WZQ8XwLKhdZ ULvQiJr5JRyIdVg83yqdrM8pbGAF+yjaz7cDrN4gFYc4IIRZvWFJsJp6NYxW H6XgKAVHKZgxRik4Sr2MOQqTiIWxRmBmFDDbwuxgM9mabUGGlG1+7rlEI+Ni drDe3soeFqcRmpCIbkTEvRL+GjKuIeMaMq5hB9eQcXUTEyflMJdgnYg3d2BQ MCbdq8wN0r3F3CHf+8xD8hWEH/+AcDdpduMF9y+4VxBtN219ye2XJCwlLPad Sc4TKIe4XCPnx6T8SbAVD0n5QSBJ2S8ox2XK3gjbMYhb7sBExn+RPKl18f11 ZBwh4SgJx7gGE4lLjE8IxoHvM+bai7nJ3OZB4C5zj2IfSCfe5BNwXFVy+xqe cCtWkVdI8aqo32uU+xqumcy8ZcFVOZNwhe9+XdiWlH/EXGQuSOLPG0Uln2eV Hy1Qou+tqeh6YwrMHBomIq6SEE+oYTL1FfwIYsKNSnjTEC/i52lTpX1cKXDH lalc+pgIuXRxEbQ5ZmTPUiPtXQ0y/j4fs/8uD2lcoaX/YyEWvqPlYaAclfkV qCl0oK7Qxn9TKarSzVAvrJGecVqc6yfkAGeIICGHkE/EhUSsJGKVNomYgHWM vkSGXGqMiWE2xu+S0RyjXzlma0zwjXJTFsE/wFIW5i06ttNxmYgfBnuCjtul OtbTsLasCWU1PXTbC38t97V0XNvJCMOtDA3XxOGpDsHPZXu8uROHaekyZ4Zr tHuTuU27d31d9NTFGh7z202/3fTbzfqV/CokvK9JeL8Mj2cSvuKNn3ObVMx8 Ee6UBD9jPqXgJyGhtw2PxgSPlTHnAUkwp9oHXhaxN4D/yXni2QTCP00S/hfO E0d8YYnwkJQYl2cicc4SCU6+ieTkK5ZoMmFpjhgn3MpH6Uu+j6UTd0/8bRzk /eLsnZjUr7FWbxgs/MANQfaGyToJ100WmjZZ8CvJ9FXmiomAmUtSOHsYjRhM ycDy30/DUuJtmjJtHK2YH2qSaBsYN4F6k2iDBenwq3m7mEgNKWiwpMDNeCyc hi2ce/3mVJaZ38TBmB/2ls6GXZ0OW342DIVaLJimRfFbGtS/pYL5PQ3S/6kI GW+okPmWGgunl6JcWYMqbTVqtJUImevgVtXAk+NARbYD+TksYJrNFWaLwihQ RVCkjkBJs2pdlMXLFVZJjGZjNBtj8ca48orDYI4TbZxg4wKsVLhkaykjW4s9 gn+ExRGB1RHmXiTIsIL5keJy1q+DbO0t0DmaoCqLkSzZ1vfAX0e2dWRb18GQ ba1gywmiJsxpwotoVJzEbCfbDk4PHRwOO8m2C/fIVapdcn3CfCqR7SG8HgLs odgeehUXDf4y3KOgUW6+Dve8xk03Z9+vJKscLOj1WbgDn9HrE3r9hHlErw/p 9YHUuMm2pbUHNPfAH6alIL47cfJHrL6Ow94QjtGqcDrMjPjFN2qEf/pnOEGn oxOcXpGqtoVOW+i0VXbqb5VO4I2dUKZSCSmJKrjIFGfvnnN7kwPBx6zX1/Gx ySptbbgpxSrlhtkqJJstSMc1M+maTbjCXGa2pGZizbvTsOptkalYzrjmz04O C2lSzwquLolrOnx0JzG10WEZF2ll5MuEmAgTY+K2NCSsaWhkEhaGehO0W6/L RJ02C2W52XAsWoT6zCUIZRahcaEFOZM5SPxejfS3tUh7R4fcbDtsunqUF9ei nwsXtylI9x74NTV86FTCkOdFYV5Q7ll6LdJE2bNRqDkoaItls5JXQ0z68egY /gMXYCxYqxxqJVbuGYs9CitjcUT5uVYHB2JruZgeLOWhcbolZFtSTrblXMGV C7ZR2Cqa4Kvvha+BbOs5NdSTbT2H3zqyrY2Psw3xqHyJZK9IbDvJtgt3yPW+ vxuPyPWxRLaHTSuTfT7GNtxLl71E20ujIj34OtKDb8KC8je89Qtuu/m+bnzF fMl8ERGOOW3Q8mfME3p+LByzex8Ix0E6DjbLlnnIfxAQliNMCE/fXzuR8U+S J8YenziVZBwRjBWS459Ljk8kzzXIT+Y1c2gQ5xhaODC0JhW38X/ZNq547NSz OH0nAD8PdEjrTx5UguIU4C2W7m2jFbfJV4rZRuS3zWUK3DLbuLHYsBAfW6yM BTeY6xbOF8xptRpr35vOTMP7BL2WWc0sfXsKB4Y0dm866hgXEXvYtV5TCnyO VASYoIOAmWg58TJNvN3MtNrT0ca0i5Slo8PGWHmbqCPFcpeLH/P35i5GQqQw FzFVAcrnF2De5CJC1iL9PR3SpnC9t6ic67QaOCwtqOfR2lsWh98a4r/DD6ch hAqND8YCHwo5AYvyVbF8NQIzhwU9h4Viw1j5xli+MRgnQJYQJyELwFEBOErA 1nJ2cEVE4iwiQFvLibmCmCvaUexshd7ZBK0jBiVXe74GgZnjQwMxuzgCN7CD 6/mPrYtztOA/ttqHFpNTwnzV28nRt4vLmy7ezd24H0hiTkJ+GhKYewm59weQ v4700tU3kV5Z8c/xbUSW/ZUkmPMxFT9jno4JDgvB7XgwrpiCgxQcZBsHKTjA ySHAycHnxw8J/xJH2cRDJDxCwiPJJh5JTgwvT+zKT6lcodvrzC3mDs3ek/zy aEC3T5J2x872vbTLgYjbL3nkuG2w4q6JWO+ayibhrpmbO+Yy/BnuWMpw2ypi wy3mYyv72UrGzI6MOQp8OHk60rCOW3HrAyH4namIZ8xiDVOuirVrTqHYFITK UxGm1AgTYxor0tHMtJZTKNNZnoEu7rsd6eih3l4RCu6l4PaS2QgsnIJwTioa +choVC5GhyoP7bpCtBQrYV+QA8ucxcifWYjUyXqkMHOyKzC3pAVz9e3QWjrh sHeghm1Yzjh5EK+0xVFtCqFS54NBHYRKz5FXjLuUqzdQL9dqJWNyx2pYkivN C1E+yMlWUiuiYLVKfmnXJiXM0K6UIEzOOEoq22S/lc1QcZmn5BLP56JfF/26 umj3pV8f/XprQ/DR7yqtHadK67l0G/PbjXt0+yDQw+G0B0+EX5oVdp8Lv98v 4YjsV9DtJa1vuf02mgwJfxtlQUd7xgv5BfNcUI504lNyfkzOj8JJyiFSDrVM 4MxCDnKwCHIZ5w+8QvnPpdt/K7XxcXIeeYWzTHlk/Pk0cXqwhXXcIj3pcpOE b0uU+fcyj5LPtIjnVsQpwec8wn7O/YugvPQUS9CvmK+Zc9oyXNDZJ+Gizi6u 7mSw456FkV6IyFt0TtNLcGdMto2ybVac1WqxfupMrJ8yA+umTMcG7jdwv27y NHzAkl757hQe1SdwriBnJsYknCxgJ8uX6WC6nBnoYfoqMtBP2kuZZSIODtv2 DHRzKo4tnIy+Be+hjaXcrSR/7Tx0Fxeis1QJn0qJmtwCVC7Kh3N+Hsrn5SEv y4iMFE4exSEsLnJjjroZOcYuLqe6aa0LzsoOVFa1oZr9WFMeQ501iCq9F0Zd cJx1iYkxRzlZcHqwxmHjw8DOYnfY4yh3xFHB2PlnhWkh2uYkd5szIjZhLu1s TnquZJxBGCsTKOHfV1zVwjRBbQ9BZQ+grJp+3d3wujoZmnbRdAM7uV42LTp5 S44Ro6UNNN3F+7qb93XSdDBpmo7HTH8e7mMf99F0H3320WkfPfdRcx9JR/t4 H3/L7XeMIK2Qtj+XSH/NfMm8JM0VYkSQ7kySnsiapEMkHSLpkEz6QSCIb0+O 4OmPsD7KNd+wxPqHpMVrGU5LL9VtwUXprLdo6DbOym1s6HY+VNo5/ndITyB+ OkY6OEaaD3Gufm9zKXHaEsKoCI+7Q5pKHCtyvI7jRVwF4ViBA0eZi3oHrgvi NjvuMnfKqJq5VWbDrqy52DBtFjYI1cyGacxUWfXAzGlYN/ddJIqmU3IqohQc cwrJ6WhiWispuTJDktxqTEGrfhZaVDPQynQwnarp6GZ6mPacKYikvYn+rN9j Y94UrFKnol83B/0lc9FpKEBUp4RfVQRPoRINOYWoX1KA2kUFqFlQANMcNeYu qMJipRs54jkOdQgLSlpRRNVGZzfKq7tQXcvyrm1FXXUjGpxRNJQF4DT6YSgN S6KFZjPXddYfEe0sZyoouyI2rllcZJ2cbZUi4kk8sf07wg6ilKBLqom6mkXN e0HtIGqHQN0oo3YTtbudkVF76mPw1IUl1Efm6nA0W4drY6hZ0PeYh8Feou7F p8T8VKAm5HHUke+hFr9Y61uxEZ7/WpI9XtbMuOgoRTOy6C48pupHkQ48EKrD FB2m6DCLOkzVYc4cYc4cIc4cQa7+Tp6YCPo/SLd/jccjJ9nTQYx4w0nUYyNH 4/gPOYwyY885XiXmG4R8yyc/jfOAmB+NPX2TfNrmkacNF/mdP0XAp5lRWxhn mLPMOeZUSQOGlOJq9sPc/hTDReUYYoTx44XlOFbowJECOy4U23HNJOu+xQxM m03NsxUS7wxsmD6L75qBTbOnY+fi9/DhvMloXzRFAh1nGis5IxN0G0G32omc mONE3MQI1G0S6BnoYnqYPvF27hREZ/0zepl16W9i28K3sUUzEytK52KZcT7a ixfx6ygR1hTBr1TDk6+FK1dD4BrUL1ahlrjNc1RYpPRIsPPUXuSq/FioiiLH 1Aadswe22m5UcXStY03WN7TAVdcId3UEbjtnbM7ZFmNEqmkrUduI2k7UDqIu Z0UTtAKVTnEyzlnJpq6MJEGHxzzbqkKwVQdhZYTpkhoWdU2z7LqcM48YrPlH fB6uBj1J164WeFwvXa/UO3F0rh7HmWs0Pe46KLt+HEq6puVx1xHhup+m+2m6 X5R0v0DdL364mtvvkm3N98X6uMz9RriO9SZd98iumYmuFZLsP0va/p7rMF2H QvjDqR9x/RtcXvMBi3rMNYva92pRn6LnM4x4evIj6enJdv4323lMauf80cGi 7sQnkmkugN1tGKbjE1bapV/Jc5ls+hz355kLjDi2HVFV4ISqXMFNBQLiJk4o 5YwwArygzk7HETI/TObDajsOLizAxukpGGA2COYzUiTfm1JmYveSKdiTMxlr sjk6ZL6HRKVsu7mK07SdJU7XEdods92qnol2ppPpYXqZfqYrbypis97AUmZD 5pvYvugd7CqajF36aegvSEWXJgvdpfPRUqJEnMb9RaXwFRngzi+Fu6AUDXml qMvRo36RErULlVAX1SBX46VzP5YUBZGrDGKRvhF59i4YantQ4epGHYW5vO1w e4Qwca4hBI/Dh0qzn7ZjKLPHYOeyzkHb5ayMCtJ2VsZQyVRVRWEXuKvCKKPt Mkn2S922moCsu7YZxXVN0NcloKoIULgPReVe6uZ47eEowrtPNLfHxccZxxE3 hR+aW4yj84oxNG9MeA/uSMJ78eh7wp//mHCKfpV4LEk8Nkacw0hMVPePEI92 4RPmIZk/EPUdYX1HSDzC+o6QeIQDSUQQjyWJn8QPjdfimMdP3xxGvOxtH3vb R98+9rZPfsHvaV8LztL3RV8bLiefyfyYtu/Q9n3mEX3f5jfnDL/xQ7Q9YpN9 n076Pl0WwQlbBEetERzjfkjseQQ+oHTioMqJQ8xh5ggzTO4jzEllxTj048zR JPRDhXZsnL0Ya6dkYv20NOIm9hmpGEydjT2507A3dyr2McvnTMayrPfQrmFJ E3gTgQeIOjwBeIt6hgS8SwBnOfcxS5luAo/PfhPLZr+Bgaw3sXPJu9it5IOn ZDp2GGdimWo2ugo5d6sz0VG6BHGdFiF1KYJqAyeVUniVhF5YCpfALqHXEL8W GlUNgQvkAWIPIk8TQoE2hFxTE5TV3bC6e1Dl64aL309PgNj4vfd5YvDXBeEh xMqyoIRcAFdIxP9URk7gAnllVUTGnQTOKq8J4rc8UARgruW0UycDL65vJPI4 VE4/Q+QVHgKXkXt4P3rcco27G+JotLlwaN5L5OdNLtwMfB95H5H3vURO2C8Y CXn0VeSxfsn4GO2vuf1KtDcj0+6RaD8Zox0l7ShpR0k7StpR0o6SdpS0o5y1 IzHcD4fxx+/R/jPp9m85lpzAkCcg17eX9e2NT+DdjJOkPeprxTnSFs9wSk/U k/atMd6BLpxkpxxhbR8n52HmJDkL0kPMQVI+LGjbkrSZYZvM/WCStYKwK1GA o9we49siR5mhJPUhUj+WJH6YxD+ckk3eGVg9eQ4+mJqJzemppD0De/OmYx+z Y8lUrJgzhcTfQzc7XdD2K2cgRNIxppGcW0R3k3KnRtCeRdqzSHsWuvOnIZHy JpYzG7Pfwq7cd7FHMwV7DTOwyzwTHxTPYDiYK9M4y3CpqeZDp0THIbwUEZ0R IZ0BAQ2JC+YqAzyk7ios5vtKUK0yYVFBIMk7QN5B5HP5WKgPQcllZ56dU3FD NxwkXhfqgifcAR8nTX+wEQEeWoP1frjLPXA6gsQdRQUHE6fEWpwiqaoWp00k 2jUhCbZCgv0bWOsCMNZxaUrWEm12s44TiKrSB2WlF0VON7xePqQEb4/M203e Ln7OxnwbeZdIvIfnF5O3W+ZN1hJvspZ4hwXvfq4D+yXegvaXUYm3Qvgmbxb3 3wjfcoWPh1M584pz5tm48+5x5w9/4LzlpfOo7Pz7FS47/zs84fg97AnKFT7m 3Evj3qbkjxFxTPG24ryXzr3imfwOjt/CeSeuutowQuOHafwofQ+xskfsdEzf +6zCeJTGo/xYFMfLojQe5ceiOMGcZIZLPZLwo+pKBXGLjbpS/II3+X3SKDOk dDB2zit2Oi/jgnIujWdhDbN21hzsykvD3vyZvE/3589AOTYtno6V2VOZyVia 8S4rdQaCtB1VzUSCtpuZNrXsu1uq7qTvgmloTH0LK9LewuC83/Prvoe9umnY Z6JvyyysK52JdQaRGVhdnIJ+TQZnmzS0q+ZzVjEgVmxAtNSIcHEp/FqG7n3c ++g7YLAhqC2GM8eAxUnjuZqAbLw4CGUJV3ulIRSZo1ByJWj0dqMyxDrnfeuL tSPA+zMYTiDkDyPU4IObPisrQuPGhfCqmog0lwjfttqgJFz4tvKxIfluSDBx Po5i0LmiUFV5adyDosqJxjkncU5xcYWZKPNg/9wS2fj8Egz9Hxh/FpGdSxUe Fc6XjtW4xHySUK6QeP9CAi/j5lBD2J8L3LEefMY8iU3AHSNuKQQeI+4Ycccm 4I6E8d3pkz+0/c+4vHotbXM88QjbHE+8iaRt8SNyLbTdStttuEDXHyVt36Tr y65W7LUEcYCuD9P1sbKkaXbzXho+wBxijjDHfsT1KTtvm4M0XCWJPs79EHNc 3NbwfeKcitqpYJk78Da3dhIvw+55Kk4mc7Fu2hxpStkyPwN7CrOYdOwvmIkD BTPw4YLpWDWXvLMmo3f225waZnIymcnJZCaayLqVlDsEZ81s9DL9THfBdCTS fo8V6b/H4HyO3AWTsVc/HfvJerctBeuNs7DBJDITG1jlA8xSXQb6daLGuYTV a5AwGBE3mhA1GBCSXqkd4Pa33JYgYrMjUGKBv0ANc4EjWeGCd4AVHiBvLvoM QaiNIWjNIekpQV1dO2zBbtTynvYmOhFMtCEUb0KIU2c4ECJzD1ys4EpnSKJd xSnEOsZ6Am1jvXgRk4D963HaOlcE6ho/H0qCtwce8naTt5sV7mKFu/hQWJ9n w755E3mX4LxZ5n07yfuh4E3aT5jP/l3eTGypmFK4/S9UvVSSPVbnYv9NXK7x L78vPZqUHqN0KZ1J6azx+ATpsXHpz36g/AMcc3EIl5S/2t6y8lacEso5pVzg hHKZwq9R+EUK320JsKVDlBzGETb34TKhO0ISUUqP4iBzmCuko8xxZpgZ4Wrp JHOKOc2M8n3HJNmy8GERCh9ijmvF+7nS1HBC0XIIZ45q7Ng9X83V5Tysm56N bfNTsTs3BXuK5mCvlCwcKJyNlXNl5svT3sPSlHcQy53OFeYsNvgsNvhstJF1 J9OTJN7Fh0Zj2ttYkfE2Bhdw6C7kZMKJZL91NnZzytlg5rAvYpmNAb5vo4iN rc63lxVn8uukc6BfgCaTCY1mM+JmEyKkHjaUIiSlBGGrGcFSC4IaTi2FKmiU tckWl5kXlQSSzIPQ8NGvY4MY+P3UiCcOSbCcR+yGRBf8TR0INbUinGhEJBZF JOgndzcaSLaqLjyBt0zcysYXwIvJu5i89UniWncYan5OUbUHhVWCeZfE3CWY u5oRK/NiDxtcMD84X2Z+fMGPM/8kJJj3S8yfRsamlaWcrJeSuuAtoL9Gxksl 6GJm+UYexvvF1RDi0pv4Oj6mvG9c+aexceUKPIx3irMpcSKPt8vI40TOB/6D OJHHYrj3Y8j/Cccl5GEZuScxAXlLEnkbzrLCLxK4QH6uoRU7zQHssQaxn8AF 8oMEvo0jyU7C3sPsFzXOLjoiEDNDdhn4iYnAmTMCvcFL4NUEXo0RDffEPaQT yMWYflxbzlHqqI7Q9eU4ondg52INNsych43p2diTxzE8LwX7ijKwVzkH+5it OZlYOW86lmdOw7LUyRyr30Xbwqkcw2exx2ezx2ezx1PY4yno1aags5DjiwCe +Q4GF76HXUVcsZbM5AM1BbvLuZq1pBJ2KlGnKjBYlgJWvT0Fm+yzsckxG6uN 6ehlnffoMtFaqkUzLSeYmNmIiJnORUyiys2IWGwIlZoRFr93VFmCHI0feTo/ CorHjAeka9tp+O0Vxku5cDfyW2sWL1qqaUJpsBOVdO5uZq23tCHc0oxIUxyR eBjRkBfBhgbWuYfG/eO+SxsiCgn2b6B3k7c7IkUQV/FTBHE9299N4i5BnENK PYea3dnFMvG5gngpjiSJn5OI98rESVsiHhZtTuIRmbho88/Z4i+i/RJx0eZf xpYqhHG5zf9aZj5uu1+aVYRvMYg/n+D7cZy+mYfxLkLuTAJv+1Hgd/894Fxr ugXwmAzcQ9yeZobAPa04/QrwTmwz+7GT3/29bPADNrm9d3Dm3k7Uu5i9thgO ELXU4AR83B7HMDPCnGROM6MOhvuzzDneHtLUEDajq8GInsiLqzGkF7/S5bi+ gtNKcTlex5GScuzI1WJ96nwqz8Q+TicK7C1IFVfbVWUxc7AxNxMrWO39aazw 1ClYmfoe2hdOQ1ydwvpOYX1TtCaVtZuKjkLWesY7fCS8g42LJmOncjr2GGZh X1kqdpWnYwNVD9gom28Psso3OSh8c3kK3uR2NjZXzMaHpqlYqk9BXzEHluKF aLVZ0CiEU3PMwrmciVio28oBpqyMeyuiei3CGiWsajt1+5BfLC62w6Fhgm4t j5B6FoiRR0dT8iV64uUhuoZmWDia1jZxPm/rQLi9FZH2JkRbo4g1BhGNuOF3 1cNR74GpISDL/i1FT5DtEaHuBh48qNsiTgtK5d2OBn75dZxPds8tfqXAjyyQ dV+siksFfitZ4A+o+1FS96eRl8KfU/Tn0WSJxyTdosiTxsn76yRtQfzrmODN oSYuePfhebwXT+PkHZd5PyJt0d4PEiLkzYHtQYK8E82v8P7D6Okf8n4HQxLv yI/yHuEB6zRpn0vy3msPk3cAu6yCd1jivY20t1hj2EHWu0l6H/cHy+I4bE+Q d4Ldza9pb8QJRyO7uxGnuR9lzjBnyxtxjjnB5eawrg7D+lqMFNdiuKQWQ4J4 sRPHS5w4VlqBo8yR0nLszNdh49z5XFWytH9F3lxlFqaxujOwX52N1QsysXRu OvrSU7CSyFelTUHXQo7Z6lS0EHU706XlvmAW4unvSScUNy6egp1cie42zuZ/ MQ27KjKw3paOgbJ0bOTbg440bGKVb65IU2CLM5UVvqUylUnBWhOPFPrJ6C/J RH9pFtotOjSVEbndgniZiYd6Ai8rRdjG2/YyxsZqL+WiVIk6bQlyBXC9DwUl PhQZ/FAZ/QTul4DrrAEU24ic33WzeP0TF5bi+XZjVQQl/hbYGztQT+SBzjZE upoR7Uwg1h5BrMmPcMSDak+A9R0WuhUkLW0i+FtoqFvNsTSv2g1zXYydTdkc O/v0Next/Su6D1D3Yco+xlz19+BGUvddyr4v+jss+rtfGlE+HevvqBDeLwuP jQufJI3jfyFZ/vp7rqWxhK7HbD9hRG0/SnRLrhWS7D991TanNGH7Hm3/r2dP 8UPc/0DcQYxwIhtxxyfgFrBbX+Im7MOVcWwx+bGd3/bdAjdh72Fvb+JQspWg d9riHEzirL44DhL0EUI+Zm8ibn49RxMHk2accjTjdHkzzjBnmXMVzTjv5Nui 34sbmHoFhkvr4cdQKX2XcEYp5XLTUImjBieOGJ3YWaCn72zsZ1sfUGbKcwlb fK8yHfvUc7BsIZVlZ6A3IxUr02dgNYF3LRSnBwXuNHRo09BSNBvRDA7nhD1A 2NvVM7DLyEHekY6dzkysL8vABnsGNjoyMMgW31SRjs3OdGpmqtKwVaSa2Kl7 fdlsrNC/jeUlU7DUkIV+6zy02DmIO6xIOFjhDiNlcwAX0h1liDMJm1iPahAt KYKOh6s8STcnhVJWOHWrqVtjoXDq1tn8KLEHYBQvURWvjKJu8VSlvToEc30U pkgrKijc3dWBYDervIcDS3cj/O3N8DdH4QkH4HTzUOAKI7+WhwkpPupmf7tD yOcgU+/uoO42xPh37c7SycKl6aT4FeFHmSsUfp3CP6bwO8kJ5UE42eGU/UTq 8KV4StnPGKnHY+PKFVKR/7Xk/Ku4rFsW3i8JfyEp78MzKv9MKE9QOYU/5Ewm tTcf0A8aOX03UnljS1K53OB3Y7HnPwCei6EGATwqA3dz8na/BH4iCXy4vgUb TV5sMQvgQQIPsaXD2GiJYjObexth77QlCL4R+5mDxHyEOWZvwZCDX4v7k9yf Lm/FKHOmohVnna04x5yvbMWFKr5fnIgpdTMuDBtdGDLWY8hQg+PGGhwzVuOo qQpHmL0aPWt6Dg5oGHUWpWdyaUnlRazb3AwsX5iFnowM9GWkY3lGGtakTUPX opkUnoZWceK6MAXhjMnoy5qM9YunYpt6JnaaOMWXZ2BHZRY+pO71lD3Atzey xjc5mcoMymaqMxTYWpOOPGyr5fjC6VtkrWUqVpS8jWUGjkXmbHQ7CtBSbkBj hZWoTQixviMVDkQr7IiVE3iZEY0WLeImNepLSiTg+cVEXsoKJ3Ale0QtAfdL wPVlBCq9/prQnUGYqljpVQEYqv0wcmWp54G3lPd6VSfrvKcXnt4e+Ho5v3S3 wdvRCG9zBK6QH/lVLuQ7XSh0NqDAWQ8lB5R8juB1xB0VuDM12JWlxe45+vEa 3zuvGPsJ/BBxi5dVXPZ34xqB3wzKI/jLGu8n8n4JuTSosL6fRpNVHpOrXEG/ /fglJVOzJJqyf0S36HAh/FPqfpwU/qCRwht/RHjjS+HfnTmDHxL/BxwfI+6a QNxNllxqnHDLxLeVBTFo8pF4ANvZ37ttIWlBudEaJ/EEiTdiZ1kT9jIHyppx iKSP2Fs5e7dx9m5jh7fhZDm/VkU7Rp3tOMOcq2Sq2nG+qg0Xqpkafo45yA43 ejgBDJncTD2Om2px1CxSgyOWahznKHtAMxcHdIw2W9K+TyjngLJ+cQZWLMpC byZ7PJPaqXx1xmx0L+baUpOOeEEKQumT0TtnMj5cMg1b1bOww8SBpDwT26n7 A3sm1jkysYFvb6zIxGBlJjZVZWJzNXXXZGBrbQZpZ0i8BzmnbOAwvoGj+If2 GQqsMLyDhazxKeizL0R7hQ4tFcUcSPQI2WXhEaeDFc56t+oZLRIWDWJUnqPn sMApvIAVXmiQhatEjVO4lvJ0ZVTs8KO4gnXuZCoZ6i5lDLWUzlouqQtBFWhD cWs/yrv7UdfXB09/D7x9nfD2tMJD6Y4wDxPUrap0MQ0oqqhDdVM/GqtZUBlq 7BLCM7XYNUf3clCh8H3zi3GAwk/wLvmIwq9S+A3qFjV+O/SyxoXyT5I1/oSi P4tOqHJ29iRR5jLzv8QLsha3XrJOFjdJS7QbOZ5IrF+hzUmlUfww4Zjse5T9 P589+yHs374K29Uo/Y6AMdgn2d3H6rjaoDUJNgeTHQI2p+71lhhhJ7CZqLfb mrmobCbsVhwg5MPMUXs7jjvY+8yJ8g6crOjAKWcHRis7cYY5V9WBc9UdOF8j XkZzgdu/wNnKZrr2YZjHiSGzF8fNHhwz1+OopZ6q63DEyqncpqToeZTN6OeJ J3Y02WIE56SybH4aVizkZJKVhaXUvSIzHas4pXQuno0IVQfSp6A7awrWUvUm zWxso+odVLy1cg7et7O3HVlYV5GFDc4sbKT0weosbGI212ZiSx0/j9lWz4ml kiP4AGnnckvczErTu1hheoey3+aAMhPd9hw0O6i3TMXxW404dcftJXy7GI02 yrbpGPa3VYMyDl65JVHkl0ZQYAiiiLKVlK2ibA1la+3Uze7WVzBOjuOVTBWl VwehrwlBWxuDliO0pp77hhiKIp0o7ehHRS+F9/fB3d8NT18HNF5+XY7bana4 fNW8OqwLtuJ6XQTbMlTYMSabA8ouyt41V0/ZeuydL/q7GKcqY7hI2VcCcn8L 3bco+w5l36Ps+8n+FrqlQYW9/Wmyw5/GpB5XiCIXwvvxE25fRf00IcN+0si+ JuyHE1ArXrKeJLG+T9afDmzE5z8w7cXR+iCGG/490+00G8D6iaYtIRZ2lKYT NN3Esm5mWbdgFz3vLWuj6Xaa7sBRRwdNd2K4vBMjFV046eziN6ULo1VdOMuc q+miZ6a2CxfqunCxTt6f5upyiHfoEA/Ix60+HLPy32htwBFbAw7b6jFMJIdL FtPzfOwvXoD9tL1fO1eetuenYwXTl8UlJbMyKwOrMtMQWpQKLz13ZE3FmiXT sZGeN5vSsb2cZul5DT2vpecP6Hk9PW+oomlaHqzhx2uz6Jmpz8K2Br7N1h7g 5L2xMg0DVSJsbWatg+tKy7voLX0bfZYp6DHPQHNZIRJ2NVETL9eV8bIkbDth lxG2XaDXoN5kRE5xDLmlMeQbGFMMhRbx8zEhKMvEa7JD0HA9qalgnExlFJoq Iq5mahiCVovUxxRQU/VfocDTiCJOqYYu2u7rRynXXoWcPZQ1XqjpWlXVgHB+ AZ4arTzed+FgvoWuNXStxU7OJDuzdXQkVP8Cu9nYB4ocOOPj3UXTH0muOXjT 9M3vuX4QYWtHkq6jL11/lnRN35PwjDd+yq2gLOfpBNKfNr7s6gmsCbqpHa8n J5FW3Cfs2/xfsat/BPZvcaQuyGGbsBsIuyEJ2yXDPlzTiLUcfNcbvYTt5xQS ZFmHiDlO2E3SL07fbGtlWbcRdjthdxJ2J6eQLsLuwrHyLgxVdGPE2Y2TVT04 xYxW9+BMTQ/O1TJ1PTjPTMKF+h68hQsN3VxxRnGcD6DjXEYdZVMdtXmI2oVj ZTaMsPWOmvKJeiH2lzACN4t7sHAuli3IwEqmNz0Ny1jWqwTsjBS4CLqNoFcu mYENBD1I0FvKRRlnY5WdqB1zsLZiDj50zsH6qjnYUD0HG2vnYJDZRMxbiHmr S0CXQQ9UEXW1+DH1AW5/jfU1qUwKllvfRR8bu886lag53Jumso1zOHeUchYx MDLqOFEnHIRdruOey0k+UJcUR5HDts4VFxQj6nyiLuACprCMsbN9xQ+Blceg qhCvFGGIWlUtXlilqhUvi1URtYpNrRRpIO4iHn3/HovqI1jEIXxRbRC5HFkK OZQXVblRNWcmLvJY9tRml/Rcrg9jc7pKgr2dsHdwDNnJst5J1jtZ1oe47jlN 1GeZC0R9mWV9NZiEHRKw+3AnnCxsghawHwnc0Ze4FYL3JHwW61NwidiHP+dW jNJynkiWv1fRTSJJz69Jnu/T8x16frxx8MWPUH4ydBpD9RMpNyUpt2FneQRr DW6J8kZBWfSzJYxNnDfWWZpJuZWU20i5nXNHJyl3kXI3KXfjSHkPjlX0YNjZ i5HKXlLuxanqXozW9OJMbS/O1vXiXH0vzteLH8q40NALJS64+HYyI7z7jtmC OMph/ggXTYfLOIOU2TmgaznLaHGgeBE5M4K1dj4G8udhOadpwbmPa8Wl6RlY NmsGls+YjObMqViWPR0fFHFIMIkzHWTrJP+yOVjpyMbq8my8T9ofMuuqs7Gh NhsDddkYrM/GpgaZ9EBNJhmTsyAteppLxw0itWlYX5uKdcxq53T282QOHtPR YyFn81S0m6agq0YrnfeLknSUtOPlJF2uR0IKx2qHCov0USwuiWEJOecaSdpM 0uScbyNrci7k96OQnIvIuYici8hZSc5KdrSSoIvIuYiUC0VPF7Kb/hGFBL24 OoC55V7M5TS+iJO4qsQK1/Q3eOiaii8W5+KJKzCOZ1+eBVvSNSStxTbOHtu5 dtxOztuYIU8nTno7MUrO5/w8pJLzR+zpMdIfC9Lh3gmkx/q6D4+ifWTdR9bi Ja9PuH0Nn7Kgn4jERXr5bor+E3mJKPWzMC0vFe83dSm46WQ/32/qYNpxj67v cMV4k8PHFz9AvQCfHD+F45ymhusF6gSTRO1qxZrienxQ6uYw7SPqAPtZoCZ0 MwdsSwsGrG1E3U7UneznLuwl5v32Hhxy9OJIRS+OOfswVNmHkao+nKjux8ma fpyu7cdoXT/O1vcTdT/ON/STNONi3H04L+LpwzlPL4eWBFGHuOIM8YESxPEy M1HriFrH0sgj6iVETdi6BVi+ZC5WiCwUy0TCnjUTy6dNQ+dkDgEp07BmcQo+ 1Iol4Bx8QNB9ZdlYZs/GygqidsqoPyDodTVEXZfN+qXoN7Ce88c6rhQ3VCcj PHOlOFCXwU9Lx3pmXV0aPqyj64Z0frkU9Nlo2sq/2jIVveVcrdYtRgfn9phV iQhNR2k6xiVk3KlHvELL22pYTBVYyJpexNljCU3n0HQuazqPpvNoOp+mC2i6 gKYLnAxdF9J1YY2o6QKqnoQCus4XqRcvDxTbv8M8DuDzdGVQ8zHumPoWqqe/ iVuaQnxhMSSP7C9PLuzLs7KntdiaqcNWgt7Kjt5b2oBjBD1M0CcJejQ5fAjU l8dQh5I9TdS3CfouId+LJGGT8EPxUziPpJ8vE7Y/oeVP4sL3J6zoP+Pc04tH xPyIBf2QeUDM95l7TSIEfU8CfY+g7xL0bZb0TYL+t+fPXwEtv4K7AUdrIxiq I+b/n7D3Dowrva48z6AlS/Ksk6Il25rx2uP1jOSxVurAzpHNnJqZRCBBJBI5 55xzReSccyqEQs45ZxRyBmN3q9sz3pnZ3dnzvSowNFs7f5xXBbJFAff8vnPv LQD1HJnQjnqYa2wDoSbMKRLMHhLMeYS58JYfUghy+q1wJnQkYY7iFB2Nkjsx hDkOVZbxqLWKJ8zxaLibgMZ7CdDaJqLFLhGt9olod0hEh2MiOp0S0UV1uyQy kSk+9rrykep2I+iuBJ5QN1oHcSr35QHxQZP5dcJ8g5BfRwOTuurmKU7Sx1F4 UcD8CWH+BMrjHyHhXRL1u9eg+u2rkL35GpQEOZkgp93+BEnWHyPG/CPEE2QZ k1lBsNV3P0ay7cdItfuYZH4sQZ3GwSNVvMrHiTqdRGcwoTO4IWZyO8wS4oaY SWU4vos0Upzm/D6yPY4j0+1THpTX+P/xGiLFy30OJyGj4myOIvz6EYSafMBp +jz8bK7D7+41+NuQZptLMDOzxidM6U85dBxjSp/g0HGCRJ9iSp/i0HGKRJ8m 0WdI9BkSfZY0nyXNZ22ZyGfsBMyn7Tiv2FMO4idexbPvc7u8h5uXr+Gz3/wK 5/7zr2H62j9h0MoM/1NlweXK1gglrPfPUeSSIDX1QUdvZL9zGbnvXUUeQzqH c4fGORIalygD09yFyHMnee6WmI7FAHkeMjA95q0P6ykprOPIdRy5jiPXog/P +4nfZJ/3j8OCUIAk8f0W6Y+D+J+R5VlqJijGCNOE+Xu8RlNRkqb4GU4Gh2OM PM9n577wLvk/MEwcA4pMhnMAtA4Glp1CUcQgVF93IsuuSDP2QJapF3LNfPQs m4WR5QgGcxSH6GiyHEOWY1FOlivJcY11AupsElF/LxGNtjJo7WRotpeRZRna HOVod5KTZcpZji4XOXmWifdmcpXhNHrcZGRZhi438k6mO90TUH83CDWW4ke9 yTEH0CYrY+omqk0voPL6KU4aRyH78EMo3vsA6rffQcqrR6Tfn0w58hoSuQ0q r3yA5FtHIbf4GKE33keE8fuIMmWA3+YWycFZwbBWCnErVHErTOJWmCJezyPD aSKZuRmmk+MMMpzhSJ6FnMgxJdI43eV95HidQK7PSeT5nkE6eY4my/E270Pu eAoyx5NIsD+JGA7q4TeP8P//DUQai43xGHzvXiXXl2HCZP7oih8+Zjof5dTx KXk+Rp6PM51PkOcT5PkkeT5Jnk+S5VNM51N3yfEpAv1POMnB46StH06SZ/F4 48p1mJ88jnsfvA7L91/HlSO/w/Ff/xp33nqPi7Uzys2tkWrlhYh7akTdVSPa mrJSIdJChfAr4Qh/9Sbi3jJF5iUX1DpFoNY5CnUS0NEEmnuQeww6JKBjDUDH Eeg4DBNkKagJ8oSPCOt4TDGgp6kZpvKsEJN5VkrmWeL8p5glyzNCpHmaJE9R k9QEYZ6UFE1F8eNIjBPnUc4aC9l5uy+R/PccMzqYzAFM5iDSLEgOIbmuEsnJ N/QkZ5p4I9fUF4Vmfkg2C0farUhk3ormDB2DgtuxKL4ThzImcqV1IqpJce1d GTSkuMFOjiZ7Bf9dBVqoVicF2qgOZwU6XRQkmXJVkF4FKSbV7nIjLhtyNpVO dxlbGoPcg+HuEM4JQ/wgaJOlMX6JRsLcYG2MyqunoHzzXch++zaSfnMEWf/8 Bop/8zrKX3sDjWc/gOwyASXE0ebH4HPjI4TcfB/hJgTZ7APE3CLM5h8g0eID yAmxgpugiptgkni5g6Gcwm0wlZtgGpXuQJgdPzAiue/z4vwe/j2y3Ll9ep1E NiHO8z2NXCrb5zTiOWYoCbCAOFFALIljxu23+f/9BiJMXkekCUPb5FWEm74F q8/O4NPTtnj/sh8+vOqHjxjMnxgTaIL8KYP5U3HnOo4axwjzcYJ8nMF8XPxe 5HHS/B9wjFxfu3QDtwnu3Q/egMX7R2BGXXrnTU4WR3Dxrddx4tdvwf+oI/Ku OkJz+y4qzG2gsFNDZUsRZJWNimeYslQh/mokAo5YI/gjZ8oVqTcCkGcTgTpC 3OAaA637Icix6KJ6POPQT4glmAnxiLdI4DEi/F1MEOAJwjtJTQlJvy02RYy/ xyvTmwBPChHiCcI7To0FibfRGSPC3+U1morCKCEe5hQ0l53/wr2b/tjwW711 bEuN9kEkmPQ6hkB1xQ7qa4JeN6SS3gwT8a0UXxSwnGnM4VSzKNIbgxySW2Ae h2KLeJRaJaCC9FbZyFBzT446WzlPhYL/roL/rpL/rhItTkq0OSvR7qJCh6sK na5Kfq5dbkr8J5KrZD2ESDYB7vSQs0bMbk/OI54csG1uo9najBlsQnRNUG9x HTXnP0XCb9+F6jdvI+Of30LJb99EzetHUPfmG+g2+RR5tqcQfusYnK8fhcfN jxFs/AHC2NcjiW70beLLzS+B+ShjDgt8lURXRXSTiG6yHREmuqlEN42bX5oT EXYiwmKA+CWyPY8j15v0UoLcfL8zfDyDLBI83RCHovDbjGADwU5CJxBrdxRh pm+QWlJsSoJNX2Uk/xaOx36Hm6+/AZM33oApZ/tzx67j/PEb+OzkDVw8fQOX zlBnb+DyuRtGuHL+BkeIKxduwOz4Cdi8L257Yf3+G/hHmPP5tXcFtW/h0ttv 4BLJvfTmq7jz0XFc/ZUF/D90RMElRzTfuoc2s5s8mGruABTjOPOuCpkkOINx nG6hRI5LHiI+dELExy6UK8I/cUP8BT8U3o1CPaO4iWpxj2W4xKKTBHdTvV56 kge94zFEfoepERI8SnLHxJw8Ll7BGCe9f8KVjTOIQaOkd4TUDkuKwXCwUDQV hSHO8IMkd4bk7r9E7t+iV5aFenFLWvtgNEnk2kN1zRlJJDflpifSjb2RZeKD PIZBllkop4hoZDBzs2/HId88HoUWCSixSkS5tQyVd+WotlWg1k4Bjb0SDVSj owpaJxUnbRVaSG0bqW2nOtwodxJMal8hq0omSSfJ7fAUkpNaTh5eiWi7Z4E2 O0s03zVHg5Up6ow/4yLNiVb8Usw/v4f8372HyiPvQvPOu6h9/21MHDuCPO9L sL/+KZxufgpX46MIIrWhpuLniD5kEH+IWFIbzwkikcTKGLgKUqsksWoSm0Ri kx1ILolNJbFGSHX+AH+DTI9PkeN9Gjk+p/QSyPqfRR6VTXS78jyxPZSLTSo/ /JYUuvHENt6ZciG69p8gzIzomr1OdF9lCBPb47/DdTYKga6xAV2zN4/gNmX+ luDyzttH8CtYvHMElu8a9N4RWL2nf7Qkr1fI60XyelFwS14vcgu4KJj9+DhS 7kTg5n+6Bd/3HFD4mRPazWzRfdsUhdxY8pi++WS34J4K+UzffHJb6V+OmlAN Z+Q8RDN9Y8htzCeuiP7EnY/uUFzwh4bcNpJbLdXqEYd2cttJZrupXm+Rrv0+ YpkbJLdD5HZYerFimLn7fQyT3BFqmMwKDZHbQUkcRYJijfhEvIXkAFfPfmLb y9VzKjv/4CVq/w4Pdeuo5d5WbxfM1hwCxWVSe9WZE4Mbkkht6k1vTgy+nBj8 kEFqk0ltGvM2i8Tm3klAgWUiiq1kKLWRo4LUVpHaGjsl6uxVqHdQoYHENjmp oXVWo8VVjVYhNzXaqHZ3tURuhwfp9RT528Hrd9HhpUC7txyt3jK0eDNz71mK d/O3s8L7nKGtUHuF4fb+x5D97iOk/u5jFL35Marf/Qi1H3yAsXNHMXrqPTje PAq7G5/C0fgYXEyOIoBZG2z2IcI480aS2mhmbRyzNt76IyTe/Qjye9zruMMp 7T+CyuEjJDlSTiSYSnX9GFmeJ0ntGWksyJbGg1MoDDiH/ICzyPU/gxqZOXZG 8rA9nCeRuz6Ug6G6GMQZqI2j4l2PI5a7Yuit19gLxMjwW9iT3Csk9xrJvU5y b1ImpNaUMiO5t8jtbcr8HYnid4/w8p6465Dpe2/iAnH9TOitN/DZm6+LW5ES 2r+HOWM21SICmcQ2+Jg7vN+yR8E5J3Sa2KPf/DYqb4ejhNiWENtSYltCbOsD y9EUrkFjGBWiQUOQBkkXghFHdOMYuXHENp6KO+pNsyNQT2wbiW0zsW0lsu1U JweGLkLbI0Rs+4hsv4jbfhG3/QFikOgnrn0G9QYJiSGhV+K1l7z2kNfOwEis d/bcf+mNxn6JHlk2+7m4T6M75JfsobjizJR1g/qGJ5LJaoaxL7JN/JmyAUgy i+H+HotMsppjkYg8slrIdC0hp2X3FKi0VaKarNaQ0zpHNerJaSM5bXIhr65J aHZLQgvV6q4mfh5qNrZ2T2LrqdLLi+ODN4dgqpW4HqLaZmuNVjtrPaoXTyH5 3U8ge+0o0t44hqJ3j6Hyo0/RdOIYxolx17EP4W1xjKh+Anvj43A2PQp/kw8R RFRDiWoEUY1iwMYQ1VgGbAIDNpFjgcyOuBJVJVFVOXKydTuOLK8zRhwCzryC LAL6JyggmgVEVARrnewO9kbyJUS3iOjGcC7WhnOwSg1pOD5FmyGO/4YRr8fw Z4gh/qFENNTst7hHRC+++gYuE9MrxPQaEb1x5AhuElETImoqRETNiOgtCdNb jNdfS2PrhXfekii9QELPk9AL5PM819Kw6y56QqkcUhp2zA2er9sh/4wTum86 YNjcAq0WbqggpZW2DFRSqg0uR1ukBu2ktI2UtpHSVlLaEqhBqbkSCRwQEkhq wlF3JB71gOwTD6Sc90EtB4N6ktpIUrWktIWUtpHQdqqDlHaS0i5BaZegtJvD 7B+ji9dOEtoRKB45WAQJxVDRaA+Mwlh2IZ6sbz546U1J/4p9O0j6/nHiRQfI r7hAcdUNquueJNSbaeqLTG62OSYBnFojuJXHIZ10ZrH35zJF85miRXcVPJhK lJPMSqZoNemsJZl1zkmod0lCA9VIOrUk0wjN7kn4j2jxIKWeQkxXL6arl4pI CinR6sN9zUeOZl+m6V0rtB7iaWuJRuOrUH18DPI3jyP5bW7vH5xE6Scn0HXx M/RfPIfqy8cRaHsSvlZM0dvH4GR2FL7s/wHEM5h4hhLPCMuPEMUUjbb5CHFM 0XimaALxVLuwb7qdQrrnWWR4neXnmul9VixbPmeRyfE02+8sCgPPo4DKI6Ya uQX2x7gVjBowHTnENFfCdGUkm8qCJtsVsYQ0zv1TwnqUqIpk/z9hTUzPv0rE iOlFYnqZmF4hpleJ6XUieoO6+Tbz05iM/hOMyehnb7+JsyT0HAk9x78+e+R1 nCGdJh+dQAgJTSGdGYJQKp+URh5zhttv7yH3pBN6bjhgzNwKnVaeDBE1bedI FlKO7igNuklpTwQfhUhqN0eBLtLaGaxBB4ktvqNE4qduSGQ2yyj5p+5IueCD KpJaS0o1pLSBlDZSWh9mrC+plV4Oa/UT35Ro9WfmBujVQjUHxKI5kG2/JTCG E0NzYDSaAiIJ6BYevUToL9nzN9jTGeefOSDxkgtkV9wgv+YJ5XVvTqu+SLvJ CZWE5pkGQX07Hqns8xkkNJuE5tooUEBCi+8pUWqnQjkJrWR2VjsloZaE1pHO etdk7pfJaHRLRhP51JJOrWcSYfXipcVbzS+hhXS2+HCa9VVC68u9zFfOzPXl XxPPv0KLtTnKbplBfvQEFO8dR9K7J5H+0UkUHDuDjqvX0HbhLBJsP0OI60UE 251CiO1xeFlRbPO+hDOAcAbfYYYRzlj+Xbz9cSQ6nIDa9SyS3M4ixf0sUj3O Ik0CM51gvoUMgplBMHMJ4/Ng1ikscEAw90cFnHnP4BwhnNTqKHN0lHCOZlGZ VAbqsp0Q436UoH6MSId3ceWd3+H070gXAT1HQC8Q0M84pF4koJcJ6BXSd5W6 xmXp2jvcu0jm6bffwmnSeYY69cZruEkqA0ilwiISSVQaqcyi8izETxhGIOWS N9z+2QZZxxzRfc0Rk+Y26LH2pg3p6AwtR1+0Bv3RmlcwQES/jwFC2k/1EdJe qidcD2qLewGKLVVGSDzhxk4gO+GOpM/Y8z1jUeEViyqqmlzWkUsNVU8u60ll g5/+sd5fiIkbIPp6fYAAsj4gGgNZRdB19uLJS2+bb4WmyDTEnndA/EUm+GWe i6vijt/eBNKXTd2fq1Mgsglj+u0oJBHGNDbzTMKYQxjz7ipRyLNXTBhLHdQo J4yVhLGaMNa4JKOOIGoIYj3V4E4oPQilJ+WVhCZvgkkctT5CHFSFCGQTgWzw kzNm/dBMHpvvWUFreRulZmZIvnwd8lPnkPDBCcg/PIG8S8YovHgFGSHOCPa4 hjAvyvUzhDmeQaTTWcidziHG7iwibc8imo9xDiTX8Sxk/HO5yzko3c5B7X4O SR7nkOx5Dile55BKHlNJY7a/IPHCCzQutSTiwXiBnkhqV8Qlqdyk1kdJpKBx jHE5RiLHSOSYnsiV0XTGZyrqsuyRGXUFNy9fxKm338EJUnnytddxmkSeYWSe I5XnqQtvvmEkDZY/x0kCevytN3GCQJ4gmI7XbeB33RUJhFBGqahvRmUxVUa5 /pMV0j52RNcVJ0xz258xuYaBOA0GYzQYooaFYjXiZvO8/rn0fNjwd4PRzwjt YYz2MEJLrZVIvxqChJOuiD/vhjzPGBR6xaCYKvVmBJaL9x6v8I19BRV+MXzm F81/e7GjDw/X9T9t8PlLtx/5PxBxxg6xF5wRd5HjwxVPJFz1JoC+7Nv+3N0D kWEShGyzYCSbxyLZQoY0KzkyrRXIIXz5hK+QDaCY8JU6JqGc8FUQvirCV034 agleHcHTELx6glfvRRC9hdjHfYTUaPAV4rbkx0HcTwmNnwJ1nhFotLESv0Rn cZsupF435ediCvW1m4g7ew4Bl68gwtYG8hBPqMI46oS5IezeZYTanEPQ7ZMI NDvBUfEMe/B5pHmch4KwJRK6WMIX78zn/FhO+BSET0X41ISPPdrv/Ctk7QJe Qz6JGyzywSPS9pB6MCaoK8CegbptQd0YqRsjdSRudZzESSJ146RujNSNpZG8 VKwMJ2NxQC2Vu6KsFEW5ucxHX3zy6mv4lPQde/11HH+DJLIDn6KuMedtr1jC 7qo1lFwTlWwjKrYRmX0C4omYjFJThxmYS9QKqBKq3Dwcrr+yQNIHjui46Iw5 Mzss3jbBcHw9v8BRXv8aYwn1GJekkTSRyMdE/fOxeA3/K2JITIeI4wAxlMIy vA59IXXoDajmipshDWvjrX2YbOtHfWoxh5xojjjRyKKa0osw095P9WG6vffr l5jj+K6uQASXsugLboi95Im4K96Iv+oLGZlT3QhECpnLMA1Bxi3xpcqQYqVA uo0SWXdVyBGvNZC5AjJXTOZKnJJR5pyMCjJXSeaqyFwNmav1SOFAkYI6L4rM aXyEkqDxFeJM6SfE+ZLM1ZC5Ku941JnfgubObVTduAblmc8Qd+w0Ij89hcDr NxBwyxTB5qYItzBFtLUp4mxMILMxhuzOZSSYnkPUpY8Rd+kTxFxi67t5HAqr 00j3usCyXODcd4Gb8wXk+F1ArpD/Ba4mF15hql3Az9h1L5A2XzwZL8TjiUI9 cdT98WfU7VDbJG5znNSNk7px5tyEEKmbIHUTpG6c1I3rqVsmdY93RrlZipL/ APsrm2hSFyLHNQp5btEodI9BHvfYeJdEyFwVPA4qEqIU656A7e8ht0uAXGq3 RO1OJLLuRBG1KBRZxXGDlLHJpCDsHbbkd53R9pk75m85Q2dpSZS0mJBpMSkk 12JK3oQphVAjpiU18M/q+XeUTI/eGDViwG44pg5DkXUYDKtBf1Alun3KsN4y +3+/hNH7SKrohiJJQ5RcEfWZB0vvjdgrvoi/5g85MVLdDCJKwdKLN+nmkVAT oxRilE6EMrn/5xCjPIckFBCjIiJUQpUSo3JiVEGEKhlbVUSoWogY1XhTxKjG V4g91o+9lhhV+6tQ5c+VhVtw2V0/lFy6ilJOaRmnzyDmk1OIPHoKwVdvIMjU FGG3TbnZmiLG0hQJxEhhw1i7Z4IUW2NkWF9DkYMpp5pLKLC8hKRrn3DBPwql +OkTU64UjK4MopRJlIyQ5XeBF5L0FxggPLoWuQTPYwNET6NLgESIpP1CgESA tqiNiTysTXCEM0BkJGH0R7wSool0CaTlsVToRpLxcGfkj6Sa/wZ75GiiuQ9J LlGIcYpDvKsMMjc9P3KmlUJSkpRaSaxhunsKst1SyFwKCl3TUOKSzjrmo5n7 Qp+8BdkmSsS/6Y7m896Yv+2BFRs7zITnE5c2TCvbMKNqw6yQuhVzklr4vJnS 8s+b+PdEStmASUU9JuREiUiNJdRhNLYWo9E1GA6vwmBwBXr8SvD52v3/8RJG H6KmaxrJlSNQJGsRdt4dkRe9EHXZFzFX/YlSAGTESGXMDmhKjMT3v+9EM5Fk SCZGacQo0y4J2cQo1zEZ+UyjQmJU5JqCEn7JpSxBGTEqZ/erYPerYBJVChGj SmJUSYQqiFCFP8c3YlRgT1zP3yY6xsg6TRzOnYGaKRTx0SmEXr6BEBMmkJkp IolRzB0zJFiZQk6M1HfZIW1NkG7H/929GygjRg1ud9Dofoc7COV5h1u0Mcrv XkKxzWUUOV1FfYItevJ9saiVc054RG7+DI9eIEhP0SFBT8eucUYR6dmk1knQ 2mQuViZzBEGT2YKgSUbRJCmaJEUTgqIULA4n679R+ws0V7ajUFWGtLBspIfn IoNuJ5CeRDc1lQQFA1zN0qW5paE8rAxVYeWoC61AJ2noUbSjX96BQVknck3U iH7dCw3n/EmOL9buuUAXICcZXZhL6jLCfHIXfogFXhdSOqkOg9qpNv4tYUpq xkySFtMEaUpFiOSiHdZhIr4G4zFVGI2swFBIKbr9C14G568xOr+N5IphwjPJ HGpFyHlPhF/0QeRlP0RfDUDcjSAkEhylSSiSTMOQdisMmezQaVYJSCY4qcyf DIKTxfzJ5tiUx+zJZ/YUsgJFBKeY4JQQnFKCU+qdbIQyH5HMZYyeMnJTSm4K PRKQZeyEtLNmSCUzaVTq6ZvIOXMGER+fROhn1xF23QQR5CaK3MSQm3gLM8is zKCy4Uh/zxTptqbIIje55KbJlayQmxZy0+phgXZPyovytkCHjxD/js974tw4 FLFVjRUaMWZ4IS2vSIHzQ2laeho5hGWHoEjATBIYwrI6xciRxN41xd41RWCm ngGjIzCP9ka/byjzwc59FCpLUKwqR4m6EiVJ1VQtpaHqqSaUMw5qGAv1jAit qh2tyg50KDsJTBeB6cagvAcjih7kmyUh4nUf1J4PxtydIGw4eGM5JAXzKf1Y SO3HYmqfEZbS+vhV6NJ6oUvvkbSU3k11YTGtk+rAfGob5lJaMZPcjGm1SCAN m1otphKqMRFbgbHIUgyFFWGzc+q/vwTO32DvwZdIKiM4FRNIqZyBPLkdkffk CL3ki7Ar/oi8HsgZIhgJxiEM/lComTopt8PZxCKQbhmDFP63KQQnjfN2BsHJ JDTZVC7BySM4+ezghZ4UF70iztpFPuL1siJOPf+AIlKTbROAlDO3kHLaFMmn TZB8ypi6CfWpG5CfuICIi1zkrpjw8zBBtLEpYrn8xd82QyJnHwXJSSI5qSQn k4mTTXLySU4zyWl1s0CbOykhOZ0kp4vkdJOWbpLTI+TL57530M7na03qQ4KY MGRHfPBvn7JzQJL2yc7uhJ6fLbKzMcWwoVanyc601LKmpZY1nfGUn2Xyszia gq9/v6fn5+fIl+WjmPyUSPxUkZcaAzcN/LgJpWwpleo21Kk60KjqRIuyi+z0 oFvRyxbVR3b6MSIbwJhiEBPKQYS97ofK8+GYsQjHplMg1rzFbb6W0oeZorqM ISwLZQ6JTy9zUNz/PHMAK1n9/LM+ilBlEqgMplJ6J+bS2jFLkGbJ8Ixaw+mo FtOJlZiMK2UCFWEgPO95gPT36X0XSSVDSC6bQHL5DFKqFpBSo5PupB3E5Alh ywpn8kQxeWJNQpDI6UdxOwxJTJ6UO4TIMgKZVgSJA16agwJpLoSIuZvJjp1F cLKpHMKTS3jyCE8el7R89wTku8Qg9Zo9VARHdcqUMqGMoSQ4coIT/9kdbvhh iLx6E5GEJ/oawSE88aZsU4RHTnhUhCeZE08621UW4cklPGX2xmghPG2MnU7C 00V4uglPD+HpJTy9hKXPR9wRos9X3CWiz0+AdAeDiW74rsTK/yZNyVJ7IjF7 JGZ3ki2KxGxOMXGmSc30M2rIjAAnU/zgM8FZJjRLhGZ9sfb7huN5f+cAhfIC lEjQVOihUddRjZSWakWZugPVqi5oVD3QKnvRpuxHp2IAPfJBDCiGMCwfJjAj mFCNYippFCFvBKDkfBQmLaOx7RKGXVc3gjBOIMYJx5i4GXn2GH6EtexRrOUI jVDD1BBWcwaxkj0AXVYflgjPQmY35tM7CA/BSWlix9NgRlmNGVkZE6gYY7E8 M72T+G8vkfMzjM7uIrmE5JTNsG/NS+Sk1K1CntGPMK5UgdcDEMK1P4xzcxRX sLhboZCZh0FBqS3CkGwZjlRrUmRNimy4gd6l7GOQ6Sx+RSLLJYGe5NpHIMeg DOsAyC+Ib2LKTpmIizH+EgknbyL2xHXEWnLvIzIyxzAk3HFi4zTh1MXdirt+ AodlGbFRcMoR2KRY67HJJjZ5xKbe6TbaiE0HM6fLXY9ML9XnZSG+fWyB72HA 1xKDpGVAyF/oDvqpYZJjhIPRAiPsjxbgj6VG9QydPOxQW0Rnk9isG9BZnc4m NjNS3sxkSgAtEx8d8ZkfT8W/fGXIm9+itZyIKAqJTynxYb9SMW/UDXp0OMqW MmcqiE2tqg8NygE0M1PaFcPolo8wb0YxqBjDqHIc4+oJojOBmZRJhBwJQP65 WIxaxWOb69u+tx+RmCYa00RkCuu5VJ7QJDYkTVDj/HiMGsVq3ghWcoegyxnA YnYfFrJ6MJfZgdl0IpRKhJLrOE5XYlZZzK2sAMOxWS/T8xPs3v89korGSRDp KZtHctUSUmpXkVq/jtSmTcj5fxHKKcbfOBBBJCjMLARRt0MRax5Kg8MgtwyD 0ookWTOPqJS74iafqffCWdU0W05Gds+UZBWA2DPmRog9aYJ/x6sxYk7cRBS5 iTJ2RAy5SXDUs6OikhxDuQQacwFk5NwwRSInHsUtMyjJj5rLVir5ybhroufH 9iZanNmHXBg55KebkdPrIbGDfm9C40MxbAQ8Q34idIaIzZ9hKICxQ43LXbFH csT3a/YME7G+Uelj55vsrMxI0/GMNB0TIQHQMgHSsWktMHse7I//wPAttKLE XAM8ZYSFuaPikKPSg1PC5lRGcCoJTZ1yCI2EplUxytwZY+5MYEA+iWHlFMGZ xmTyDKZTZjCbNosK2wpknk3AEPffbQ/xBouhWMud46e0njeHn2Ijfw6bBbMG zWCL2iyc5vMpbBRMYr1gAqv5Y1gmRIt5Q1jI7cd8dg9mBUAZ3MfSGplDNWxi ZWxihRhXZOPL7b3/6zmA/twAUHWLjgBx3ypZYPwsIblmBSmaNaQ0biJVu4W0 lm0oCoYRE18HH9NA+JsFI+R2CCLMQxBtQZAsQxFvFYpEa8aSDYGSAFLcC8Pf QmnLmKISLf0RftIM4SeMEUGFHb+JsAsWiGTaRDnw36ASSIucUlGCnFTxaOON uEsmSGDjkhnr6VGZc9ohPSJ9MmxID1f1SvtbenqYPl1sWj0e+uTp9xJNatBH 4oX0DJOcYX/xZ8MBFuL13UB+HHhH0lCgOcbkLtLLOjvjBnIMY87z9KwZ6Fme yTHiJZvpukyAdARoiQAtTqVjfVmDHxjemXhmYALFgiB5ESli51JyTFayaylb qU6qB+Wkp5rkaEiOVj6GNpLTpZhCr2Iag8pZjKjnMJE8j6nUecbDAuYzFlHp UMWBUY5eKzW2PBW4HxSNHXaajYIlkrKELaGiRWwLFS8Y8TLPr3iriGAVzWKD jq8WTmK5cBxLBaNYyB/CfF4/ZnO6MZvNCSiTC316PUGqYhoVM/VysVCheRmg nzKBvoK6YJoQMX3KCVDVstS/Uho2kMIESm0hRK3bSO/YQUbnDpQlo4iR1yHE OxV+5kEItCBQliEIsyJU1iGItGFC2YQYIepuCIsbdS8EfsdN4PvpDYTecKDs 6V+UQzDHgmiHEKZOyAvsJDuGINUpFOlOIcikkm47IoHDj5wJpOTgo+K+lcTB J4V7errg564xtI6clA38iIGnR0oetiZqkPvVITsjEjsjAexnI4F3eAm6gz/B SLA5hoJIj9JZeh1ny7BYiVFng9KPOtzIZ3IFNdDNiuzRzQp0lojOEtFZYOOa nUjH11/t4/DeG21l7FASOuxaCm5YCk7Iimaqg+pBqaIfFRxsaohNA5Fplk+h XT7DKXkW/cp5DKkXMJa8iMnUJcyk69hdltllllHtVAPlaSU6rVKw6Z2MByGJ 2FNWkYtVbBWvkJQV7JSsGPGyzK1rp1RHLVGL2GJIbJTMYa14BsvFU1hi51ko HMV8wSBm8/owm9tFhNqIEBtYVi2ziPmTlo8xdfrz6PyFYY+s1q4QnXkOz8Sm YpnZs4pkZk8ysydFu8nsodq3iM42Mrq2kdmzg8zeHWT17SK7fxdRqjrEcAyM S6pDPPtlfIoGCal1SKRiEgoRYReISDsO3vZCwUYEJpixFMtrvGMwG1UwlFQS lUpUMsQPqDsFI8c5GLmU6qYV5IwepTEbFqMnidGTzMEnndFTansLTcSmxekw diyexQ5nZBE6z2MzyiY1yrgZZdSMEhsjjAbf4XQ5GsL4CSFAIbcxXRIivQi4 TnjWCM7qdB6nGgFNLvMll6DkYGlWKBuLQoRnnpkzO5mBr7/exx8bpuWiuAyC k48SGfOGJ61E3kRg2K24epdwfSqTD6GSY00toWmQTaFFNosOxRx6lAsYUC1h OFmH8dRlTKWvMAhW2VnWsJizhr6YQchOq9FilYF173Q8DFdhnyv/dsmGuNlu 6YZIg9J17JYJrWGvbBV75YSpfBlbZUvYKFvAWuk8VkpnsFQyhcXiccwXjWC2 kPTk91KdJIjdK7eBFDF4soowmZaJL3d2//Ulev4CuwdfQZU7C3XREnd30lNF eupIz2HwNJOe1k2kt28yeLZI0BYJ2jYQtIPsgR1+2tmDOxxMs4d2kTOslzxH i3DbAJITgCjSQ2zsg4wYNEEceuLISiKlMHCTIt7m0BA1Oc4hyKPyqULyo/zM BMobZIexk8TBOcXCDFnWZqi3u0N2LNiyuJy7cjF3s+TAY/kiO4ZWpWfHQmJH MGMhAifEQuJmNNQcI2HmGA67jQFqoU2BVXKzQi2THd20YIbBTRlhgeR8l9ds zLNrzXFPn57i0KPTQP/jbK+hOD4TJQnsUzJOOTKGjbyFYtjIe6lBlMlGUCWb QB2ZaUycRatsHp3KRfSodRhIWsFI6irG01YxnbHOBNjAQs4mlnK3sJy/hYTT SWiwzMKyTzYeRabioSwH26Xb2Cnbxm75FjmhKjaxT+1VbGC3Yh07FQykihVs VOiwVrGIlfJ56LglLZZOYr5kHLPFw5gtGqA4+RSyaRUwdfI5NucydbJyuECM 4nlwfmjYuEYmH0CVvwA18y2pYg1JNZRmnbGzIcVOassG0to2GDuEp5PwdG8S HKp3E1n9W8gaoAa3iQ41tM1RaQph9/wRSWjYmuwCCIt9IP5OQiaWincMYn9i oEjABCOdcAhgsglK7lNgQlHMPyu09kKqqQ3Dh9DcuiWFTqm1OTS2Fmh0sECz kyXaXCy5ZQlorAiNpTQhD0gTsiWhsdRDQ2BGROAEC1gkeEJFywo3J+7DvA6G 30ZP+C2OvHlYohZJzMK0IGV+JtcIcwyb72CWqMwQlSmiotPV/1vDj5fP9I2i OC6LtHAfT+QylciEkTFhZN1UP0plwyhLHCctk9DIZtCUOI822SK6lDr0kpTB lDWMpq1jImMD01lbmM/ZxmLuDnT5O1gp2OWWkYRqS5Lrk4dHUVn4PDaRKbJL KnZJxy72K8XR3a/aFrcHqtrCbtUmdqrWsVW1ho2qFaxV6rBCYnQVc1gsn8F8 2SRmOXfMlgyRGvapEvapYiZNEUecQi5Zefk4mBh7gZYfSc/fRBWpUBXooC5d hbpyHUm1VP2GnpbmDaS2PkdL14u0ZPYJYqiBTdKyiZggFSJISpStv+AE0UL2 lEMgYQlkugQxXYL0XcnpWVcSoORIoITqQaFKOeSU8bGCyjG2gsrkForumKPa 2gJ19yzQYG/JwcaSKWPFDmXFwcYKPZ5W6PO24jZuRVisuERZcRQWrwWMBFnS 7tFQQiMUxnQJE7hEmIuf8OZ1MOI2+qmRimA2nTwGSB5micvMTO4rvOSIOzdP Z2NiigONrgH6H+96HbN9YyiO5RATX05auDklcIBJZKYkMlMSB1GaMIqyhElU J86QlDloSUmbQocu9Qr6ktcwlLqBsYxNTGZtYyZnB/O5u1jM34OucA8rRXuI PatG6Z18zPgU4VFMHj5PTMJu5T72qP0qoT3sV+/hoHoXBzU72KvZwk7NJrar N7BZvYY10rJSpYOuchGLlXOYL5/GbNkExb5UxmwpY7aUMVtKmS0l1aSlCCva 2udB+bHh1+qVWQtQFa5AxfanJozqug0kNXwDlHYBCtW1QVCong0DKBsEhf9d 1SDC7/oi0gBJ9FNQAg2QME0omSFNkglHGkHIpHKcw9h+wlBAFVEl4u3xXcJQ TlUSknKmTh5Bqb1FSKwsUHvXEho7SzQ6WkFLSFoJSQch6fK0Ro+3Nfp8rDHg R1ACCEogRUSGg6lQKowKZ4sK5/gSQUVyhKEGI0kJ1R59CzMMlenpPCNykcvO M8XFaZKaICVjk1nY3Z/Anxi2pNm+cRTHcGKJqyQpHHvjmSXxzJKEfmqYz8dR njBFSmZRL1vgqKtDu3IFXUmcSlI2MJS+ibHMbUxm7zD997jK7HGtOcBy0QFW iw/Q4N+DfPMiTPiU4kFMEb5QpGOfu/Re9X3s1xyQDKF9IxzU7nHk3avdwW7t NrZrN7FZu4E1NogV7sW66iUsVs1jvpJrfMUUZivHKEZKJSOlksNLBbemcjag khJM5qW+DMm7/Kr/BcocHVTFa1Cxx6nI4VNQml4EJU2A0vkMlIzeDQmUmEAl IiRIfLkePUuTKHsBSZA03yZIM0oI1FSKtA6FIotACEjyncOZIuEEJJyAhBOQ cFSKR0KicQnFpmcEJmzEm5qZo8bGErW2VtDYW6GRkDS7WqPN3RodhKSLkPQQ kj4/a/QTkgFCMhhEhVCEZJCQDIZLK3iEmFsGI+9gIMqcIiRUZ9QtdFUGMzPy ME5GxknH+FQOxqayMTyRhd9/fYA/fZojEyiJLkRJLBehOHabuHaqhxqkRqkJ lMfPoIadpl62hGbFCtrVa+hO3kB/2iaGM7YxnrWLqZw9pv0+FkjHUuF9bjEP sFr6AA0Bvci8VYxh7wrcjy3DF6pcPOIivF/zEPu1DwgGVXefIil1zJe6PezU 7WKrbhsbdZtYq1vHSu0qdDXLWKxZxFw1d/VqZkk1s6SaWVLN5bqay3VVK1HR EJMyTBVmPI/ITww//7V78F+gyFuGqmT9RUTqX0Qkte0ZIiJP0olIUsUAwm18 uEQTjbt+ejRsxRwbKG1BYgGK5cacSCkPX2lxCmOTCWOTCec0Es78CGd+RKDE JYJoRKBCPPLPNC5hhtuf/xW2vaKgcwrA0B1b1FsTEeKhYY40ulijmXi0Eo8O LyJCPLqJR28AMQmigtl8iEd/KBVGhXN6IRz9kUJ30Ec8+ohGD9VOPGqZI+xC k7lsL8OTORiayMbsUiP+3DCIzPYSi6hilMTUUmwtsZ1UH8XQiB2jpojFHLFY 5I68jGblKjqS1tGduon+9G0MZ+5iPHsP07n7HB3vc5m9j6Xih1gueYjVskdo DOpBilkpm2Y19mOr8GUS20x+D5F4RAyEHooXrjUPxCBSfx979QfYqd/DlmYX G5ptrGk2sUI0dHUrWKjlDl67gNlapkcdB5I6DiR1XH1q2WJquTTXcO2prOAa mPXCIPJT6fkxcvFfUdm6ByW5UHJE/rboSDFwkUou0shFGqMjzk+GcGvBhB8i yYQYUyNtxWb8jIk48iBzCCUTYUim0shDplM4sp0i2FMiyEQEislBqUukxEQZ P65jZEj3EKd2qF2vZ/cRn7F1RyuHkQZbS9Q5W6PBzRpaD3JBJtrJRAeZ6CIT 3YE26CYXPSEUmeghE91kojuCIhPdUXcoc3QZ4kJLHqqjzNBcFoj+8RzM6Brx 5VcH+AvDayazPZMoieRQGs21N5rrSwxX3pgBaoQiKzEz5GGePCyRhxU0q9bQ wYjoTttCf8YuhrP2MJ6zj+m8+5greICFoodcVR9xZX2E1fLHWK94ArVZGdmu xXZcLb5MKcOjwgHs1z3GvuYxUah/JG4LVc/UaHiAvYb72GnYx1bDHjbqd7BW v4UVzQZ0mjUsaJYxp1nErGYOs/VMinpuNPVsJvXchDUdRKORiVGFqbKc52n4 S0NKCBIUXLkVlRtQ1pAG/rNqkpBEEpJJQjJJSGk3kMB0iLTwIAW+iJAo8DdQ ECS9PhJpF8yNJYSTRSgp0L96n+wYjjTHCGRSOQYKCp0jSUGkREG+UyS63SKf ESDdRT5acp+juXcUa+EThb/EnIM7xu7aoYWjhobR0Mho0LJztPjaoM3fBu1E oIMIdBCBdqqDCHSEc2YlAu2MhjbGQhtHizaOFdrIW6iMNEN5hCmaFO744quD HxkaxIxwPqKU7nPIjGqlOD5E0/loNodo/l3MLCriF1Aj06FBsYoW9To6UrbQ k7aDAabAcPY+xnPvYzr/AeYKH2Kh+BGWSh9juewJVun6euXnUNB5racG63H1 +DK1Cl+lZvHUf067n+CgQYgUNDzCfuND7DU+wE7jfWw17mOjYRdrDVxt6jeh a1jHQsMK5hqYBo1sEo1Mg0Y2iUYus42cIxo4R9RraX81pipesP7nhpfNhmY/ h5xDpqKK1nM8UbExqDhkqrW0n7trMgMgmbYrEwoRZuUj2R5O28PvBiCCBz+C tkfQ8ki7ENoeigRaLhe2O4TT9ggeftpOe3OofOdII/oehR+gyiUak+76m6xv 0+kdSnLcR3z3K5p2i59uvs/rz/CA1we+0Vh3C8SCkwc6bO+glZtrMzfWBp79 Jp59bSBF47XsCVqe/aYwIUs0cWRo5FzZyCW1mktqvYDCzw6zbt6YcPHEjw8d 755EcVgZXafjkRwYI+l4FMeBKOZ+1BRKo+fo+CIdX0aDcg3NSRt0fBs96bt0 fA/DOQcYz3uA6YKHXAQfYaHkMZbo9nL551il2+tVX0DG7K/zaISOI8eXaRp8 nVVIx7+g03S9UegJ3X5Mtx9ht+khdproeNMBNhr3sNZIxxu2sERrFhpXMdfE A69l/mtnKea/lvmv5VjQxGW0kY7XV2O1t+V5x38hPf+P2HnwX1HRtQ85I1/B yFfwoCt50FV0W023k9r1bkfe4SG3Em770+1AhN8LQrhtMB0PoduhiKES7IXb 4XQ7AslUumMkD3kU3Y7ioY5ChmM02lxpHW3efMHqGFodg33qgLov5BtDmykf 8RuTD2n4j/lxFD+OwpyLO+Zd3THp5YERP09o3fU/9NZEdfraYSDADX0Bruj1 d8GQjxfmPQIof8y7+2KOVk+7eWGvufXp+e6aQHEI3Q6rR0k43Q7n8BcxRKfH qWm6PY/K+CXUMtUbVOtoTt5ER+o2ujP20J+1T7fv0+2HmC58xNX/MeZLnujd rtC7vVb9BQrcW1Hu1oj52GZ8nt6Ir3LLGOFf0mE6LtT0OfabnmCv6TF2tY+w o31At+9jvWkfq427WG7axpJ2EwvaNcw30+0WxnsL472Fu0IL3W7hQtlMt7V0 u7Ea95dmn3f7rw1vnLLz8F9R3nsAGZ2WEx4Fz7WSTqvosszYFnHm7jzXfgiz DkCYTRDC7gYj7F4wnQ5lpIfR5XDEUzK7CKjshcuRSKcyHaKQ5hANLd1d9ozG Kt3doLbo7A71bQ7T3e/S2Bj8FI94fUSLHxp0n0bvU7u+kdj2icSmTwTWqVWf cCx7h2HJOxSLXiGY9wrGvGcQFWgw2Y8m+2CGBuuSUg4NPljfR1EQAzyUBofS 4DAaHE6DI2lwJA2Omedx1qFGvmoweIsG7xgMPsBw7gOM5z/kVP1Yb3DpEyzy KOto7gqPsjBYyxGgwKUJU7GteJzejK8KqvGguJ/H9wsaS2lpsJYGU7vax9jW PsSmlgZruUdq97DcvIOl5k3Mt6xjvnUFs21LFA1uo8FtXAbbaHArDW7hIthU gwPdCwb/0jC17jz6VwzqvkAij7GM5sppruymLRQmDoi444NQq0CEWtNYmxCa G8qjTGPv0VhbGmsbATmlsoukolDIo6thMs97RGOJpoo7ra95xWCTZh4a+y2m skcLV3+BR34xemf5+FjI8Pyhnz7B71N6l9nj6fQWJVxeEy5TOjq96BVKl593 mi578ih7+GLWwwsTbh4/NgxoBQGlKA6mwyF0OJQOh9HhCOHwDB1eQEWC3uF6 1YbkcHvaLroz99GfbXC44BEmix5jhsd3jsd3sULv8DLdXa35Ak2x48hyasJI TBseprfgq8JaPK4Y4pH9nK5+biTZ+yPsNj/GTvMjbFObPMXrzTS4eQ+61h0s tm5hvm0dc+00uIMGd7BLd9DgDhrcQYPbaXArT7C2BntLsy/M6n9raNE7T/4V mpxqpN1yhPwmZeKMGHMfBFsGI8Q6hApFqE0YgzocUTYRiLaJRAWDuJRujrPH TnlEsXJRWKCjOi/hagzWvfWubouj6hNLV2PpaCwdijWiVbFSAsfSvFiaKD0a 0dFYrtDCV72n9J66T2/3Kb2nUXpPqTX6KnlKLXqHGmHeOwR/RFtpqRcPrxct 9fSlrd6YcjdY+ipaMjtRFMgeHMSpK5iWhvxhS7XJ25KlXbS0j/13iHP2GPvv BOfsac7Zs2WPsVDBPlzFZK7m5FXzBI1c8VMdG9AX3YqDjFZ8VazBY67Uu0zh PR7SvWYh9l/Jz4fYan6AjZb7WGs5wAqnZF0bPW2npxyJ5jpXMdtJT7voaRc9 7aKnnfS0g562NWNaW/P8Nyr/d8N31Ja1rdC6eBlu3uf/0v2Fxc372qkut3D0 uUVgkIPxqHskJmjhNA+muI/2omRlDFM3BhvCSh7EHdonrNynXwe+kpWSk8JH I8nJVyQLnwhP/cSfiWc/ecHQ+5RkJqU3M0pvJrVCQ/VmhtHL5w6p5CYPqRej 2JNR7HE4Vv0S0+3zKPTXoDiAdgbSzmDaGfaindW0U6OmnRyg2w7t5AkdzDvA aMF92vkAUyUPMFP2EPMVj7BY9Qi6aq5RXJtXuTYnOWrQEdmKbdr5+5IGfFHe ZMRu+pCfxC4d3KWDO9Q2XdykNloPsNa2j5X2XSx17GChk25yp5ntopvddLOb bnbTzW662U03O+lmewvGGqtedvMXWHnq5vO38gp66U510q28qCHJzSi9m54G N+nisnDTO5ZuxmKLLu5IhzKObsbRyThxKOPwPZoUR7PiaJpeT4T84yQraai/ MFRY/dD/G2b60Uxqg4ZKZvoazPQxmMnDOe9NM715PL0NZnr5YNbTE1+truJH hvN5sHYfBT51KPKjof6ckYM4I4dxRo7QN9VyNtUqGlrHptrEqamVG1EX5+Ne 7sEDefsYKTjAWPF9TJZyOyrjXlzBvbjqAZZqHmC59gFW6h5A4VCLpohWrKUL QxvxdVkxm+d9nkcuwJIO6OYBtqjN1n2st+1htYMNtZOOdtHR7i3MddPRHjra S0d72VR76Wgvp6YeOtrVhRk6erCme9nRv5YcbXYx3D3WNeAP3ntQONpPN4d4 Nkfp5iTPpt7RGL2jPJdrBke3Dx2liQd6RyVDaaeR5Ocrejf99RJOxj2101/Y yfNMS/epXWqHlm5RG37P7FyiFmjpvLDUh5b60E4f2unD8+nNtPXmLOzlhYPW lqfnszmtH4U+rSj2pZUBAxyK9VaWRAsrl1BJK2tpZSOtbEnnjJTJGSlnF/15 uxgq2MNo8T4mSvcxVbaP2YoDzFUdYKHmAEu1B1iu49TpUIGasBYspbXhi9Im fF1Vji3tvhFzdR8/pIv7dHGPLu5hg+dxnedxtXMHuq5tLNLF+Z5NurZOsXv2 0ck+OtnHbaePTvbSye5uTLU3/7eXXPz3ehed6aLLoYtB33AxHB2GW+zpXYx6 6uIMXZyng0tesXQxVu+ij3Axjm1OfyYlF2nZAz/hYjxNjKeFlH88fYv/juTj T/lh3HMGxuoN5Lnc8dcbuC4MpJZpomSg7/MGhhhMpIE+Lxj4Y8MPox6sPkK+ ZwsKvbvpIf0LHkNxOP2LmkNZ3CIquMDUqNZQn8wZN20T7Znb6MrZRm/eDgYK dzBcvIux0l1MlO9iumIPs1V7mK/Zw2ItW13dHhoUo2zBzZhJbcN+Thu+LKvD Zt0KNpp3sSlph+bt0LwdmreN1a4trNA4HY1b6GWL7OPo08dj2K+juK72c13t p4H9DNfeQclA3fjIywb+jcFAH72Bf+AuWx2uEeihecLAYRo4RvMmad4MzZMM pHErBgM3ad627/MGxtPAeBoY/9TAV4R9r0jW/QxPAuIM9sW9aJ84f9SmZF+0 3j6/5+yTRAt9aZ8v7fM12OdD+7y9pfP3E8MXmePWhALPbvo3iOLAURSHTqE4 cg6lcQsoly2jSrkGTfIamtLW0ZrJJTR7E915W+gr2MJQ8TZGSrYxXraNyYod TFftYLZmB/O1HFHqdpAc2I5c/3EMKuexW7KA3zdN4GFDp/i50OZtHr51jqYb HGXWO7aw1rVJ3zaw3LOBJR64+b41zPXTt4FligdvgN4N8PANTD31bpIx+vvP n/wh77TCuxfukBbywu2jnnpH34Y9nvPOU3gXKx0+yTv6JrzbkbyLp3fxOPD7 hnfSezY+Fu9y80S6BMTjz6Sj+JgmPgrQG3ggGRgrGbgtDPTXG7h6aCC14EcT /cKl9+cNFeOqn8FAX/ZEHz/JwP22lp8Yfl9yQruCXLcuejiAQr8xFIVMoShi FsVshaWJS6hQ8vwlccdMXUVzxhrastfRmbuO3oINDBRtYKhkE6Nlmxiv2MRU 1RZmqrcwW8vgq9uif1PIi2HOckPZb3+CL8f28WhsjqvFJlZbNznEbGCNY+hq 5zq9o3rWoOtdxSLP23z/CuaEd4M8d4OLFP0bpH+D0/RwHFP0b2ly8r9/S3BK 46mT8I7DjHPgy3eTcdEH51Pv3KMN3sUYzl2s/tz5fNO7OOz5fcM7f713eqek 4HxFMu9nz4yjHlAHAYfmxRrMi3lmnv+L5s378fT5hejN82MH9KN5vn6Y9fHG XlsL9N8E+Uc0qSeQ696PfO8xFLDaheGzKGLnK05YRKmCg4x6GXUpK2jMWEFz 1irac1fRlb+G3qI1DJSsY7h0HaMV65ioXMdU9Qamazh01HHXZMqmp3yJbu2/ YGPiX/Bk7SusD+5imZv+MpfB5Y41DitU9yqTcpUnbgVL/ctYoGNzAzq9a0NL RrwsincuH5qXjJvmwRvr6ceXn3+Ol537JZabWtHkZDh1knPBz5xzNjj3rafu m87FPXVum6dNnDrh3L7BvQf+CXQugc4l0KYEcfAS9Lb9VHLxRdvoOq3bDXjO Np67FenMRWFR2OZP2/xpmz9t8w81WGewzc8PMz5ePzN8o2J/+QmynHuR6zmK PP8p5IfOoSCKOwZ7XZFMh3IV94nkZdSnL6MpU4eWnBV05K+gu3AFfcUrGChd xXD5KkYrVzFetYrJmjVM165hpm4NZfmPUN32NQanvsbk2GMstvAstdIdru5L nVQX1bOMxV4dFvp0mKdTc3RqRmhIJ971eHhJ2DW8yI/nMUXLxjmo7Gxu4398 S0jqaFejsEu6u81zB026e0I47YpA5wt28aDRKr1dsS/bxQO2ZQjJ3UO7eLDu +z+zzEiYZiRcMvpfGLbDc7ZFszYODfOPgo5a8tcbNv+8Yf48Z/4vGKb/ztKv Md64iSzXYeR4TyI3eA55EQsMtUXkMxxLeMQqknSoTdWhPkMHbbYOrXk6dBQs o7toGX0lyxgoW8ZwxTJGq5YxVr2CidoVTHEAmdYsY6aBASdeB29exnwr1UZT OmhOFx+7KRo1T6Pm+vVHShg1TaOmh/mcVk1LWsQkzRobmMT8zMLz70Pwd4YN r9HBh4Ho//IdiAwedbjqv3klPBqSPIr+hkdxTz3aoDdb1I6f8CiBHiXwSCXQ I7oiTHpFf7ICpJMlelqA3i5ODA95fUDdp0P7hy4FPHNpTXIpGroAHqsAuhQQ 8fIt14VL/sIlX0wxDfXfBfoV6hVzyHQfR7b/LHJCF5ATtYgczv8Fch1KeKYq U2hTOm3Kok05tCmfNhXq0F2sQ2+pDgPlOgxV0qoqHUZrdBiv1WFCo8Nkgw5T TSx5M0veSrVTnbSD9sz28DntmaY90zxLU7RnkvZM0p4pSUt8voQJWjQ6OIuB vjF88cWXeNmjn6OeHjU5PueRU8jTu5DoPYp4waNRD54jL4NH3nqPlp96FCd5 tG04R1L0SWeHLvF8S2cpQK9HkqThQzpN4rneJ/1JEj7tUpJP1EYAfQqIxjK1 9P/nU8Azn+63tx9+66ZetYQMr2lkBS0gK3wR2TFLyEnQoZAnqZQnqZInqZYn qZ4nSZtLmwp0aC/SoatEh54yHfordBispFW0aKSOVtXrMNZIu7S0q4Wl5wma 5Ama4gmapEWTPEGTtGiCFo3TnnHaMyZEe8aHxeMSRqnhoQX090/Rnq/w/3yL PeLOR40OftA6Burvq/GCPeEGe6LQd2gPj88ENU175mjPosGeVZ94rNOWTWGP nzhGCdIx2pPsOeD1O5JJz1lkJDwykozRH6H7lD7k4vRdidqkLevU6jesmf9W awIla+ZozUF7O35hmJt2l76AJmkZaT5zyAhZQmbkErLidMhlWypU0p9k+pOm Qw3bUj2PUBOTroVHqI1HqJNHqJtHqJfHp5/eDPDoDPHoDPPojPDojPLojPLo jPHojNGbMR6dMXozSl9GeHSGB3VGNEFc6Mp3MERPBoeW0MN164svv/5/v8US XWM7Ghz89bc6ee72EIeWtNOSLp4YYcmgZEn0S5bofA6TLV6fbH6HtuhPjpF0 br4rGXOfdjwwSFjzimTGj7+RaOKkxEknZZMSlqwE6BNtKTAKC4G0JDDiG3cj 11syF+CPGT/fvzHMQrUpq0j1X0Ba6BLSo+lGvA45DLMCNQONYVbBMKthmGl4 Shp5SrR0oZUutPOEdNKFbgZYL13oowv9dGGALgzShSG6MEQXhng6BunCIE/H IF0YoAv9g7pXMDAkDOjntXdwCV398/j8y6//53MG/L3hZSaNPYtv/+K9OZ4v fieL32so/giLP87iTzGyZln8BRFZPoYz4fvsTGwdngl//ZkQ5d8PEL8SyAGN DrwilfvHhjMQ/+3xFMiiB7LoLPiiVPBvK3qQoegBWM3M+OXhr+CkrSEpcBEp 4UtIjdUhI1GHbKKfx2gqIvplRL+KBa9lwesZS40seDML3sqCt7PgHSx4F+Oo m3HUwzjqZcF7WfA+FryXBe9lwXtZ8B4WvGeAxe4ZFMXu5rWLS2pr3zyefKEv 9r95qeI/R788Ew3iHhL24h4SIdK78IuKtzxX8R5WfIAbjRi2RMUnibu+ScRh 0ceAPBvEGqu9wWpv+h1ir6+6kVT3v5IqfxDwTIcVP0yf/acJFGdIIOLOyq9S y6y+hLt0X6XDGzeHfePGzUGYIfJ7He34d4avb6j9AZTBi1BHLSGJvKeS90zy nsuuUMDSlzB1Kti4q1n6Opa+nqVvZOm1LH0zS9/K0rex9O0sfQdL38HSd7D0 HSx9B0vf3iuG3PZ+xkz7gCh8G6+t9GJ4ZhOPPtcX3uilwv8lHi2vQ2MXYLj9 gSg8UXcK009QLHyHW6QU/89PuRNez7JmgcU/xH3FgPtzxRe3fxev3TxPPaMn gLukKPmPxNOnxZZQDyTqLPS6hDoLHhSNxaDDgkc8vTflCwUn8pP+/vhbQ7G3 179mMbegiNFBRc6TOCWlMliy2H7z2H6LWOhSFrqcha5ioWtZaA0LXc9CNzBU mljoJoaKloXWstBaFlrLaG9ioZtYaK1UbC1pfwVNvNbzz3Wbj/SF/c5zRf4P hk+oxjYA9XZBLHIIR6FQjqz6Ardw/GnjiNr1rXlCur1FkeOw4KMvsqBbZMoa i7v+POHSayyHlWbAS0UVH+1JRX5WYBId+KzIa0EsMgusY4H/V0WeYabsd3ZC 36R+goGeR4jntpBIkhUMETVDJI2pncUQyWXvLORcU8y+WcbiVrBvVnKmqWZx a5nYtSxuLYtbx5mmjjNNLQtc2yXKWdctrjV83j2hvwOYVMjvfktRFxo6UGcb xMKGcIAJZWHDoGVRm1nUQ3JFZPSzqE8HF5I7xaKKoJ730cfGEou6zKI+X1iJ YKmoW1JRRYF3DDKSyvunLGa8ISL0Rd2URHJZ1NUgPblLhqIuSEWVCvv8XYNn WdcJ1vUfpC/ph+jrf4SSyh3Esp6J7IIqwppCWDMIazZhzSOsBdWsLWEtJqyl TIVS1rOU9SxlPctYz7J2ZkBZhyhjCdmd33iMgyf/oi/d954r4z8YAqBXloM6 u2DU24eigSVsdApHk3MEmlnCNpawkyXs9WDysoTDLOGYlyhjLKa/tYxk1O+F MhpJdfy+VEdRxcPH7YB4qXJbQoFxRlL5/hQbQX+AyuBI6b5f88GHt6YNw6zh 9rR7nZ3/aCjg5s5/Qe/oYxTV7yCGMP5/7Z3bbhtVFIYXLilCqcQF3MALcBIg hLjgATgjEBIXvAJtcyA0cpvEIWmcgzOOKlSpAtHGbZo6zdGJYzsltts4Gceu 4zixaUzShsSIcqhqIXGRe/619h570j4Cvlhboy155l//7NOMR/s7h4XceZh3 Aeb9APN+RGO8iMY4jMY4jAX2MAy8DAMvo8f7EPlf2a0DG6zAbtYLsolx4Hg3 DOuh+UY3hZp6KQyzFlr6YdgAxTFSJmCYCbNSTmXYOgzbOKMNa9OGtSvDdsQw dGrLNJcYx1xqfktacuGRB1HqtIL7Lc9GBlwytFPWIOmhYneFfUoW/FQ55aZN BT99TTJ5ivb/OKDlzTKZhTKt3ilTaqtM6WKZbv9S5g+xt8s8lDw8UF3Q6obH bJa8qBcWxdASBU6cpbkGN83DjvnmPgrBjgjsWLRQmQhT018zp7kNGRVLCtqS os0W7o7cjtiWXRcHZnXEnst7hNncDqyEDPiz22Xo/AeFZ7zNCM9uj3hwR0KD MhEF8aCH1tDn/t3bV0m8a0voJT2wJc5doZmTbppt7KVgUx8FmxVWTiVUxSQm nVZChiSUQzKbGKwLbQojt4Uo6oQctIO7XEd3O9T9vudSwSBbB9bRzEpUQFvj ENCWAaBb3YMK/smsxKMVVmKeGXPIKYucfr+1JCm8Z0vnZZ3OxFdndTp9NItU GCrG6Sx846HoqUGkUyXkPUZ9PKPpeI+kxMhHryAf0YSRxo6kweXTWJt6Bfu4 3eU9jH3sVtjHAu6PQyh5dSj7hZWXw3yzxr3ad0WJf/+xRJ6nB+h7E8d7aLqh l2ZwXwLNAzTLySCRBYuO1mqjozkVHS2jUcO5No37a+eENMayQ2Est9DIijLS C+iv+C3/n38Y9GcI529To9EcAkd7UvBoWWSQEfUjIvgDm/hXdC95sFOi8RNu mmzoo+mmfpqB8NkWD8RrlhAi3qqIWCtMxEKkDqHdhpDAEG1orFu+Q6PdILqg 0W4MdtNYN4dw3eqrVDeGY0E6Y7HWK1CsAcjupzTM/9l3Ven90Kb9VTl+lv6G 9rGTvTSOFjQJ06e+9lBAa49A90/QHWutcpBMp6J5MQdJGEiILDSvt/PkyTyv eizXhoTjVYlDJC9vheS1JqCOjNC8LCZSCqKTmEzzluiPbKLV+PYcxb4bpbHG fhqH4EkInmkZpDkIDp8yaAFiFy34jVPBb0yIZfRNCpGG0NuITIeCN63xXx9Z qDyqeE0VZpNXmE1pi31Th9JDq5iymH+zDIk5S+LHNomva4n5yAqNoi34IXEc fk5CXgDygpAXRju4AYlRZxVyktCQExPSkohVSEtxwMsUvzVOc5ESSOUqyiT0 mdBnsr4q6yQBbTfx0PjPfknkfGKT9oaW9tfdEi2ev0ZX0Uz9kHYd0qYgLQBp wUepFgimWtyCpCVEApKWOSBrhYNVLXO3Ski3Wuqyky3QZ6EphkeqNd+oEvGp TdCbcvwMbdxYIR/EjEDMKNrcdXT0KXgUgJAghIRO28AFbQpcwNiCmLzqiLvY kzj6R0xHlPVEbfSCTjze+K5Rea+kLvyZTcRbcnyM/rz3G0Uu+GkYs8AIBPgx bE5gpJnmHepx8Tm9Qz3vTh/m74Ii/AlJxMVDZQQXDWP6DssO9WHZoX6+00PJ YT895E3C+Rqf2y76thzX031cNLtoUuj7MbqEZUV173GD9x7nrcdpCjEtn5JN dxhHUPDZeRPyxCU/FW+a6oxf2M7+jl4G3N/F2aMm5WJJ2VJ6E8HbSefjSZyt EE9yYcpPvrT9XIqLtYpaRa2iVlGrqFXUKmoV/6sKeuI/JU0U6Q==\ \>"]] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[{ RowBox[{"Show", "[", RowBox[{"Plot1o", ",", "Plot2", ",", "Plot9", ",", RowBox[{"(*", RowBox[{"Plot9a", ",", "Plot9b", ","}], "*)"}], RowBox[{"{", RowBox[{ RowBox[{"Axes", "\[Rule]", "Automatic"}], ",", RowBox[{"AxesLabel", "\[Rule]", RowBox[{"{", RowBox[{"xl", ",", "yl", ",", "zl"}], "}"}]}], ",", RowBox[{"AspectRatio", "\[Rule]", "Automatic"}], ",", RowBox[{"Boxed", "\[Rule]", "True"}], ",", " ", RowBox[{"SphericalRegion", "\[Rule]", "True"}]}], "}"}]}], "]"}], "\[IndentingNewLine]", RowBox[{"Show", "[", RowBox[{ "Plot1o", ",", "Plot2", ",", "Plot7", ",", "Plot8", ",", "Plot9", ",", RowBox[{"{", RowBox[{ RowBox[{"Axes", "\[Rule]", "Automatic"}], ",", RowBox[{"AxesLabel", "\[Rule]", RowBox[{"{", RowBox[{"xl", ",", "yl", ",", "zl"}], "}"}]}], ",", RowBox[{"AspectRatio", "\[Rule]", "Automatic"}], ",", RowBox[{"Boxed", "\[Rule]", "True"}], ",", " ", RowBox[{"SphericalRegion", "\[Rule]", "True"}]}], "}"}]}], "]"}], "\[IndentingNewLine]", RowBox[{"Show", "[", RowBox[{ "Plot1o", ",", "Plot2", ",", "Plot8a", ",", "Plot8b", ",", "Plot9", ",", RowBox[{"{", RowBox[{ RowBox[{"Axes", "\[Rule]", "Automatic"}], ",", RowBox[{"AxesLabel", "\[Rule]", RowBox[{"{", RowBox[{"xl", ",", "yl", ",", "zl"}], "}"}]}], ",", RowBox[{"AspectRatio", "\[Rule]", "Automatic"}], ",", RowBox[{"Boxed", "\[Rule]", "True"}], ",", " ", RowBox[{"SphericalRegion", "\[Rule]", "True"}]}], "}"}]}], "]"}], "\[IndentingNewLine]", RowBox[{"Show", "[", RowBox[{"Plot1o", ",", "Plot2", ",", RowBox[{"(*", RowBox[{"Plot8c", ","}], "*)"}], "Plot8d", ",", "Plot8e", ",", "Plot9", ",", "Plot8i", ",", "Plot8j", ",", "Plot8k", ",", RowBox[{"{", RowBox[{ RowBox[{"Axes", "\[Rule]", "Automatic"}], ",", RowBox[{"AxesLabel", "\[Rule]", RowBox[{"{", RowBox[{"xl", ",", "yl", ",", "zl"}], "}"}]}], ",", RowBox[{"AspectRatio", "\[Rule]", "Automatic"}], ",", RowBox[{"Boxed", "\[Rule]", "True"}], ",", " ", RowBox[{"SphericalRegion", "\[Rule]", "True"}]}], "}"}]}], "]"}]}], "Input", CellChangeTimes->{{3.5681365021632137`*^9, 3.5681365171392403`*^9}, { 3.568136560351316*^9, 3.5681365863097615`*^9}, {3.5681369135895367`*^9, 3.5681369265999594`*^9}, {3.568137821916732*^9, 3.5681378378443604`*^9}, { 3.5682072492149415`*^9, 3.5682072529901485`*^9}, 3.568209802830227*^9, { 3.5682216503836985`*^9, 3.5682217583046885`*^9}, {3.5682217912831464`*^9, 3.568221843465238*^9}, {3.5682219760654707`*^9, 3.5682221133457117`*^9}, { 3.568222159615393*^9, 3.5682221693498106`*^9}, {3.5682222565227633`*^9, 3.5682222578487663`*^9}, 3.5682224736283445`*^9, 3.5682227227607822`*^9, 3.5682227558640404`*^9, {3.568222818810151*^9, 3.5682228486062036`*^9}, { 3.5682230057764797`*^9, 3.5682230079916835`*^9}, {3.568223041952943*^9, 3.5682230548229656`*^9}, 3.5682232619601297`*^9, 3.5682233000709963`*^9, { 3.568223536645412*^9, 3.5682235381118145`*^9}, {3.568223591151908*^9, 3.568223591526308*^9}, {3.5682236491528096`*^9, 3.568223657483224*^9}, { 3.568223713222122*^9, 3.5682237532361927`*^9}, {3.568223800379475*^9, 3.568223827648323*^9}, {3.5682238887380304`*^9, 3.5682238893152313`*^9}, { 3.5682240287170763`*^9, 3.5682240612431335`*^9}, 3.5682241088076167`*^9, { 3.568224198772975*^9, 3.5682242396450467`*^9}, {3.568224282170721*^9, 3.5682243185031853`*^9}, {3.568224437890195*^9, 3.568224439590598*^9}, { 3.568224572253231*^9, 3.5682245867144566`*^9}, {3.5682247081762695`*^9, 3.568224733557514*^9}, {3.56822480520844*^9, 3.5682248433505073`*^9}, { 3.568224884206979*^9, 3.5682248959069996`*^9}, {3.568224982830352*^9, 3.5682250047639904`*^9}, {3.56822503870965*^9, 3.5682250803305235`*^9}, { 3.5682251223413973`*^9, 3.568225141451431*^9}, {3.568225234177994*^9, 3.5682252929588966`*^9}, {3.5682253775890455`*^9, 3.568225482140429*^9}, { 3.56822551694409*^9, 3.5682255297205124`*^9}, {3.568225573197789*^9, 3.5682255809666023`*^9}, 3.568225660698343*^9, 3.5682257301964645`*^9, { 3.568225765078126*^9, 3.5682257828933573`*^9}, {3.568225927026843*^9, 3.568225927416844*^9}, {3.568267062420238*^9, 3.568267081358671*^9}, { 3.568267188328059*^9, 3.5682672830358257`*^9}, {3.5682676367040462`*^9, 3.568267747979042*^9}, 3.5682678404716043`*^9, 3.568267882030078*^9, { 3.5682679252577534`*^9, 3.568267996612279*^9}, {3.5682680488879704`*^9, 3.568268061133992*^9}, {3.568268100914062*^9, 3.5682681150944867`*^9}, { 3.5682681672609787`*^9, 3.5682681709113846`*^9}, {3.568268272904364*^9, 3.5682683182536435`*^9}, {3.5682685202739983`*^9, 3.568268599194537*^9}, { 3.5682686348873997`*^9, 3.568268637773405*^9}, {3.5682686944951043`*^9, 3.568268872273017*^9}, {3.5682689420207396`*^9, 3.568269016947671*^9}, { 3.5682695040741262`*^9, 3.568269601153097*^9}, {3.5682696652380095`*^9, 3.5682696728352227`*^9}, {3.5682697489633565`*^9, 3.5682698308635006`*^9}, {3.568271156491429*^9, 3.568271160063835*^9}, { 3.568271244927984*^9, 3.568271369010602*^9}, {3.5682716250070515`*^9, 3.5682717312276382`*^9}, {3.5682717843301315`*^9, 3.5682718576814604`*^9}, {3.568271940673606*^9, 3.5682720536490045`*^9}, { 3.5682722259669075`*^9, 3.5682723223126764`*^9}, {3.568272370813162*^9, 3.568272411466833*^9}, {3.5682725893539457`*^9, 3.568272622238803*^9}, { 3.5682726936713285`*^9, 3.5682726960113325`*^9}, {3.568272741079812*^9, 3.56827275143823*^9}, {3.5682729218373294`*^9, 3.568272991070251*^9}, { 3.5682734285574193`*^9, 3.5682734302890224`*^9}, {3.5682734898811274`*^9, 3.5682735111595645`*^9}, {3.5682736115925407`*^9, 3.5682736313577757`*^9}, {3.5682738601945777`*^9, 3.568273987272401*^9}, { 3.5682763944346285`*^9, 3.5682764313910933`*^9}, 3.5682765128232365`*^9, { 3.5682766527398825`*^9, 3.568276660976697*^9}, {3.5682774496048822`*^9, 3.568277461663703*^9}, {3.5683784032731285`*^9, 3.568378422991563*^9}, { 3.568378459308427*^9, 3.5683784812420654`*^9}, {3.568378513440522*^9, 3.568378867046343*^9}, {3.568378915468828*^9, 3.56837896203491*^9}, { 3.5683790764299107`*^9, 3.568379270041851*^9}, {3.568380233530743*^9, 3.568380234388745*^9}, 3.5683804214954734`*^9, 3.568380471867962*^9, 3.5683805399464817`*^9, {3.5683812396077104`*^9, 3.568381293537005*^9}, { 3.568381339541486*^9, 3.568381420224828*^9}, {3.5684645223056345`*^9, 3.5684645572340956`*^9}, {3.5684651558539467`*^9, 3.5684651618911576`*^9}, {3.5688209923798466`*^9, 3.568820997683856*^9}, { 3.568821158754139*^9, 3.568821160750942*^9}, 3.56882222404881*^9, { 3.568822649274357*^9, 3.5688226508031597`*^9}, 3.568822723109287*^9, { 3.5693397221142225`*^9, 3.5693397223326235`*^9}, {3.5693899272912874`*^9, 3.5693899274472876`*^9}, {3.5693910617720795`*^9, 3.5693910848757205`*^9}, 3.5693911374166126`*^9, {3.569391214402748*^9, 3.5693912147147484`*^9}, 3.569391451944365*^9, {3.569391487793228*^9, 3.569391507620863*^9}, { 3.5693923162258854`*^9, 3.5693923173958874`*^9}, {3.569406068526634*^9, 3.569406086092265*^9}, 3.569690172138941*^9, 3.569780036185542*^9, { 3.570453906913044*^9, 3.5704539079894457`*^9}, {3.570454575670618*^9, 3.5704545899602437`*^9}, {3.570454765008151*^9, 3.570454772277764*^9}, 3.5708553779481487`*^9, {3.5709431726830034`*^9, 3.570943174555007*^9}, { 3.5709495710522423`*^9, 3.5709495907082767`*^9}, {3.570949647617176*^9, 3.570949673138821*^9}, {3.570950759321929*^9, 3.5709507772775607`*^9}, { 3.5709508127364225`*^9, 3.5709508405200715`*^9}, {3.570991123104905*^9, 3.570991124259307*^9}, {3.5709912161278687`*^9, 3.570991227937089*^9}, { 3.5709912804155817`*^9, 3.570991308776431*^9}, {3.5709914026885962`*^9, 3.5709914215490294`*^9}, {3.570991574429298*^9, 3.5709916038821497`*^9}, 3.570991652445035*^9, 3.570991830004547*^9, 3.570991865276209*^9, { 3.5709919181759014`*^9, 3.5709919260539155`*^9}, {3.570992027251293*^9, 3.570992050058533*^9}, 3.5709920901350036`*^9, 3.570992186979974*^9, { 3.57122255431676*^9, 3.5712225562355638`*^9}, 3.571223175338251*^9, { 3.5713153738729277`*^9, 3.571315375682531*^9}, 3.5713224026962075`*^9, { 3.5713224627875133`*^9, 3.5713224654863176`*^9}, {3.5713224965147724`*^9, 3.571322572268505*^9}, {3.5713226259637995`*^9, 3.5713226549330506`*^9}, { 3.5713308245340652`*^9, 3.571330884469371*^9}, {3.5713309160126257`*^9, 3.5713309422674723`*^9}, 3.571331071326499*^9, {3.5713311246629925`*^9, 3.5713311332274075`*^9}, {3.571331300334901*^9, 3.5713313470881834`*^9}, 3.5713314298931284`*^9, 3.571331594130217*^9, {3.571331632849485*^9, 3.5713316334578857`*^9}, {3.5713316704299507`*^9, 3.5713316709447517`*^9}, {3.571331783327349*^9, 3.571331790019761*^9}, { 3.5713319475956383`*^9, 3.571331948360039*^9}, {3.5713326567416835`*^9, 3.571332681717327*^9}, {3.571332736801024*^9, 3.571332753305853*^9}, { 3.571332796221528*^9, 3.5713328475768185`*^9}, {3.571332914344936*^9, 3.571332924672154*^9}, {3.5713330072586994`*^9, 3.5713330320471425`*^9}, { 3.5713330798612266`*^9, 3.5713330883320417`*^9}, {3.5713331731961904`*^9, 3.571333178266199*^9}, {3.571333407851803*^9, 3.571333426837036*^9}, { 3.571333542292839*^9, 3.571333557705666*^9}, {3.5713336117441607`*^9, 3.5713337055939255`*^9}, {3.5713337750608473`*^9, 3.571333798070888*^9}, { 3.5713366694988756`*^9, 3.5713366834765005`*^9}, {3.5713369716090064`*^9, 3.57133697359021*^9}, {3.57138272164856*^9, 3.571382756233821*^9}, { 3.57138283537276*^9, 3.571382866900415*^9}, {3.5713829070080853`*^9, 3.5713829086616883`*^9}, {3.571382939175342*^9, 3.5713830233374896`*^9}, { 3.5713831045200324`*^9, 3.571383106126835*^9}, {3.571383198260597*^9, 3.5713832448422785`*^9}, 3.5716785972796593`*^9, 3.5718167268987517`*^9, { 3.571838452469782*^9, 3.5718386879053955`*^9}, 3.571838766139532*^9, { 3.571838857446493*^9, 3.5718388645757055`*^9}, 3.5723437133735733`*^9, 3.5723437554312468`*^9, {3.5723449027196617`*^9, 3.572344929582909*^9}, 3.5723450406551046`*^9, {3.57234950163894*^9, 3.5723495196413713`*^9}, { 3.572584520172369*^9, 3.5725845258195786`*^9}, {3.5726224003989472`*^9, 3.57262241340937*^9}, 3.572796748424938*^9, 3.5727968708695536`*^9, { 3.572796971801731*^9, 3.572796995841373*^9}, {3.57279741546651*^9, 3.5727974308793373`*^9}, {3.572842795856916*^9, 3.5728428061217337`*^9}, { 3.5728522627179437`*^9, 3.572852288426789*^9}, {3.5728523495164957`*^9, 3.572852453865079*^9}, {3.5728524960787535`*^9, 3.572852515110787*^9}, { 3.572852550008048*^9, 3.572852634669397*^9}, {3.5728602362372026`*^9, 3.5728602649256525`*^9}, 3.572860311756935*^9, 3.5731241886618786`*^9, 3.5731408095114717`*^9, 3.5731408826443996`*^9, {3.573211072949067*^9, 3.5732110779254756`*^9}, {3.5732129727516036`*^9, 3.573212981300419*^9}, { 3.5732130120948725`*^9, 3.57321301629128*^9}, {3.573213384015126*^9, 3.573213388164733*^9}, {3.573220427063021*^9, 3.57322044338065*^9}, { 3.5733208085662665`*^9, 3.5733208285343018`*^9}, {3.57332089027921*^9, 3.5733208917144127`*^9}, {3.5733209483737125`*^9, 3.5733209652997417`*^9}, {3.5733210904587617`*^9, 3.5733211330312366`*^9}, {3.5746581574587035`*^9, 3.5746581598923078`*^9}, {3.5746632559372582`*^9, 3.5746632963569293`*^9}, 3.574669479281269*^9, {3.5746708530664816`*^9, 3.5746708831121345`*^9}, { 3.5746734822639*^9, 3.5746735338531904`*^9}, 3.5747441301394944`*^9, { 3.574950644335537*^9, 3.5749506488751445`*^9}, {3.575001627819734*^9, 3.5750016487549706`*^9}, {3.57534426719551*^9, 3.575344278926731*^9}, { 3.5753450565880966`*^9, 3.575345065324112*^9}, 3.5753451320610294`*^9, { 3.575345171575898*^9, 3.575345181091915*^9}, {3.5753713803366737`*^9, 3.5753713843458815`*^9}, {3.5753717979962077`*^9, 3.575371802036615*^9}, { 3.5753718416450844`*^9, 3.5753718456074915`*^9}, {3.5762957927843523`*^9, 3.5762958073859777`*^9}, 3.5763800020834436`*^9, {3.576425043829154*^9, 3.576425050817966*^9}, {3.576426711141282*^9, 3.576426714510888*^9}}], Cell[BoxData[ Graphics3DBox[{ {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{-0.39676687095999996`, -1.6629966745199998`, 0.7892062693799999}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{-3.0252623534, -0.8296842003, 0.027758185214}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{-3.2669583087999996`, -0.25739957846, -2.8000070141999998`}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{-0.35848102219999994`, -3.208754748, 3.191747214}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{3.8648676152, 0.09607933901799999, 1.3578248227799998`}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{-5.893866421399999, 0.57818056696, -3.5237720722}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{5.600203001000001, 2.316804076, 1.52355379298}, 0.255]}, {RGBColor[ NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333], 1], Opacity[0.8], SphereBox[{1.3465242613, 0.50501037624, 0.9577131367999999}, 0.24]}, {RGBColor[ NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333], 1], Opacity[0.8], SphereBox[{5.616265672, 3.6819421383999997`, -0.87076684354}, 0.24]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.8], SphereBox[{1.06809203246, -2.3014972954, 5.0043723932}, 0.178]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.8], SphereBox[{-1.61078354514, -5.0950792412, 3.3625784444}, 0.178]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.8], SphereBox[{-6.984427296, -0.7648477012399999, -5.3258147858}, 0.178]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.8], SphereBox[{4.6528833571999995`, -2.018227368, 1.59906724394}, 0.178]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.8], SphereBox[{-6.8846497632, 2.3502522262, -2.4842337996}, 0.178]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{0.25222172921999997`, -2.8873123553999998`, -0.68319264078}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-4.282875006399999, -2.3581890754, 0.44072189772}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-3.4948592643999996`, 0.84185403574, 1.06408581334}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-1.9997080531999998`, 1.2582173653199997`, -3.2306755696}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-2.8083218086, -1.9288433281999997`, -3.8412460402}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{0.6883326954999999, 2.2674822274, 0.77996550924}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{4.9569402706, 3.553629743, 2.9880347512}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{7.4715986588, 1.6746940784599997`, 1.940748602}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{1.1602350722199999`, -3.157732146, 6.6010018906}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{6.2088837456, 2.5314769496, -2.247829077}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{6.7814707236, 5.1640542402, -0.74300246868}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-8.6617480936, -0.3492213648, -5.877992723}, 0.12]}, Text3DBox["1", {-0.9967668709599999, -1.6629966745199998`, 0.7892062693799999}, {1, 0}], Text3DBox["2", {-3.6252623534, -0.8296842003, 0.027758185214}, {1, 0}], Text3DBox[ "3", {-3.8669583087999997`, -0.25739957846, -2.8000070141999998`}, {1, 0}], Text3DBox["4", {-0.9584810222, -3.208754748, 3.191747214}, {1, 0}], Text3DBox["5", {3.2648676152, 0.09607933901799999, 1.3578248227799998`}, { 1, 0}], Text3DBox["6", {-6.493866421399999, 0.57818056696, -3.5237720722}, {1, 0}], Text3DBox["7", {5.000203001000001, 2.316804076, 1.52355379298}, {1, 0}], Text3DBox["8", {0.7465242612999999, 0.50501037624, 0.9577131367999999}, {1, 0}], Text3DBox["9", {5.016265672, 3.6819421383999997`, -0.87076684354}, { 1, 0}], Text3DBox["10", {0.4680920324600001, -2.3014972954, 5.0043723932}, {1, 0}], Text3DBox["11", {-2.21078354514, -5.0950792412, 3.3625784444}, {1, 0}], Text3DBox["12", {-7.584427295999999, -0.7648477012399999, -5.3258147858}, { 1, 0}], Text3DBox["13", {4.0528833572, -2.018227368, 1.59906724394}, {1, 0}], Text3DBox["14", {-7.484649763199999, 2.3502522262, -2.4842337996}, { 1, 0}], Text3DBox[ "15", {-0.34777827078, -2.8873123553999998`, -0.68319264078}, {1, 0}], Text3DBox["16", {-4.882875006399999, -2.3581890754, 0.44072189772}, {1, 0}], Text3DBox["17", {-4.094859264399999, 0.84185403574, 1.06408581334}, { 1, 0}], Text3DBox["18", {-2.5997080531999996`, 1.2582173653199997`, -3.2306755696}, {1, 0}], Text3DBox[ "19", {-3.4083218086000002`, -1.9288433281999997`, -3.8412460402}, {1, 0}], Text3DBox["20", {0.08833269549999989, 2.2674822274, 0.77996550924}, { 1, 0}], Text3DBox["21", {4.3569402706, 3.553629743, 2.9880347512}, {1, 0}], Text3DBox["22", {6.8715986588, 1.6746940784599997`, 1.940748602}, {1, 0}], Text3DBox["23", {0.5602350722199999, -3.157732146, 6.6010018906}, {1, 0}], Text3DBox["24", {5.6088837456, 2.5314769496, -2.247829077}, {1, 0}], Text3DBox["25", {6.1814707236, 5.1640542402, -0.74300246868}, {1, 0}], Text3DBox["26", {-9.2617480936, -0.3492213648, -5.877992723}, {1, 0}], {RGBColor[1., 0.75, 0.5], TubeBox[{{-3.0252623534, -0.8296842003, 0.027758185214}, {-0.39676687095999996`, -1.6629966745199998`, 0.7892062693799999}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-3.2669583087999996`, -0.25739957846, -2.8000070141999998`}, \ {-3.0252623534, -0.8296842003, 0.027758185214}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-0.35848102219999994`, -3.208754748, 3.191747214}, {-0.39676687095999996`, -1.6629966745199998`, 0.7892062693799999}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-5.893866421399999, 0.57818056696, -3.5237720722}, {-3.2669583087999996`, -0.25739957846, \ -2.8000070141999998`}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{5.600203001000001, 2.316804076, 1.52355379298}, {3.8648676152, 0.09607933901799999, 1.3578248227799998`}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{1.3465242613, 0.50501037624, 0.9577131367999999}, {-0.39676687095999996`, -1.6629966745199998`, 0.7892062693799999}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{1.3465242613, 0.50501037624, 0.9577131367999999}, {3.8648676152, 0.09607933901799999, 1.3578248227799998`}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{5.616265672, 3.6819421383999997`, -0.87076684354}, { 5.600203001000001, 2.316804076, 1.52355379298}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{1.06809203246, -2.3014972954, 5.0043723932}, {-0.35848102219999994`, -3.208754748, 3.191747214}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-1.61078354514, -5.0950792412, 3.3625784444}, {-0.35848102219999994`, -3.208754748, 3.191747214}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-6.984427296, -0.7648477012399999, -5.3258147858}, \ {-5.893866421399999, 0.57818056696, -3.5237720722}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{4.6528833571999995`, -2.018227368, 1.59906724394}, { 3.8648676152, 0.09607933901799999, 1.3578248227799998`}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-6.8846497632, 2.3502522262, -2.4842337996}, {-5.893866421399999, 0.57818056696, -3.5237720722}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{ 0.25222172921999997`, -2.8873123553999998`, -0.68319264078}, \ {-0.39676687095999996`, -1.6629966745199998`, 0.7892062693799999}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-4.282875006399999, -2.3581890754, 0.44072189772}, {-3.0252623534, -0.8296842003, 0.027758185214}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-3.4948592643999996`, 0.84185403574, 1.06408581334}, {-3.0252623534, -0.8296842003, 0.027758185214}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-1.9997080531999998`, 1.2582173653199997`, -3.2306755696}, {-3.2669583087999996`, \ -0.25739957846, -2.8000070141999998`}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-2.8083218086, -1.9288433281999997`, -3.8412460402}, \ {-3.2669583087999996`, -0.25739957846, -2.8000070141999998`}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{0.6883326954999999, 2.2674822274, 0.77996550924}, {1.3465242613, 0.50501037624, 0.9577131367999999}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{4.9569402706, 3.553629743, 2.9880347512}, {5.600203001000001, 2.316804076, 1.52355379298}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{7.4715986588, 1.6746940784599997`, 1.940748602}, { 5.600203001000001, 2.316804076, 1.52355379298}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{1.1602350722199999`, -3.157732146, 6.6010018906}, { 1.06809203246, -2.3014972954, 5.0043723932}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{6.2088837456, 2.5314769496, -2.247829077}, {5.616265672, 3.6819421383999997`, -0.87076684354}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{6.7814707236, 5.1640542402, -0.74300246868}, {5.616265672, 3.6819421383999997`, -0.87076684354}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-8.6617480936, -0.3492213648, -5.877992723}, {-6.984427296, \ -0.7648477012399999, -5.3258147858}}, 0.1]}}, AspectRatio->Automatic, Axes->Automatic, AxesLabel->{ FormBox["xl", TraditionalForm], FormBox["yl", TraditionalForm], FormBox["zl", TraditionalForm]}, Boxed->True, SphericalRegion->True]], "Output", CellChangeTimes->{3.5764689948754516`*^9, 3.576469827866115*^9, 3.5764702489264545`*^9, 3.576470533689355*^9},ImageCache->GraphicsData["CompressedBitmap", "\<\ eJztfXdcFUff7/dVrDHlSWISewGxRwUVFLGhYheRooCiIlVBsYKgYG+AiFjA XqLYsLckakxRBGKJJfagRhOjJrF3uDO7M8ucPXMWfN77x/3jno8IZ8/ZX6/T tteQsSGB4UPGhgYMqek6esiokNCAMTW7jBxNLpX8H+B/QshPcE3QvwsA/l8B +VcQSv+jV/4f/7uE8ndJvHz5Ejdu3FDeDRM+Ryncv38fq1evRmJiIuLj45GT k8O/8kb5VU65m16mH0dFReH777/Hs2fPlPezZs1S/g5Qb3mp/Cqt3MIhC7eU ZPRs374dqampyt3szufCnSKy27dv0ztLKR9bKXdevnxZ+fjChQtD1ZufWLiZ oS3LeKVv6cePHj3SCB+iQnjEvkIh7NmzR4FAKaTo32OfEXzKZ/Qd/U3Bsdv/ MSbgffaxCIESQb9GMAxWgTzQqUSU9UfKZ2VMINCf69eva6z4q2D+skALvZV8 7WOmA4qFckjfcTuhkOkt9N0gFdofAjQKQUdYRXYnF6kIjXNIaWPQbgti5rRx MX8hAcUNhn6XXxuogrppLPIq7M6goCBNWBwaMx7lnZ8KLU+nf+oO9DclrLpw G+VFBCWaEgN1zZiwmhJoVuwa/crmzZuVd74qtCsGRmHNbqMSpJ+LoLjwKZ8M 1EVjw6gjOCd1MRWvOZs+KrTzxmzWk0ArLZgZ/Rp9N0CFdtbA/xoK0uHWWVrH JiWMgTptTFhjdqfoSWUkZtZfhXZSIIzHSS7/phJQZSU25q2CyjEmzM4AGmUz PT1dwcqgZRmH2hYSNy8nMTMvFdox4/DrIPHN8hJOPVVoPxhz2toAmmhpDNpR A9toK3FzDko0Mw8V1GFjwtpLfFMkjF9n0L418E0XCaj3JGbWTwV10Ng3O0s8 vYLAJpe/uwptn3HQ7irxzQoCm9zSGLQ9Etq4/MnXukugvS/htK8KbaexCnpJ nP0DiaW5qdC2S+I2p81N4lAfCGxyM2OgthoT5i6B9qHE0vqo0DYb2IanASjR zBiojca24S14Opf1R+waLw/ou94qtPXGbPpIfPM/AptcJ6qesFaQv942BhqA Es2MgVplTNhgiadzaKKZ9VShrZDEbZ7QAyS++bFwjdtYDxVUujFhgQbQRDNj 0JYaGEaIxM0/kdiY6nJYZGwYYRLH/EQgjFWfHFqKMZvhEmifStjspkJLNgja oyQ+XlFgk19T4xQSjQkbLfGmijo2KWEM2jyd/MWEPk4C6jOJjbmqoGYbEzZB Au1ziZl1UaHNEKBJjGOixJs+l8ifQZtmgTYWtGMl0L4Q1MLLAzXxIN6Y0zgD aGIhyqBNNrCNaRI313cGlM1OKqgYY8JmSHyzksSh1GyNaAPfnG0ASjQzBmq8 sW/OFTyde1NliaV1VKGN0UHTEZco8U3eANGvckvroEKLNAjayQagxKDNQEUY yz9F4ulVJWamFl4YoTMMMWgvknhTNYk3tVNBhRoTtsQAmmhmDFqwgWGkS0Dx llG0MbVUZYMrFg1jucSVqgvXuJkxaEOM2VwlgVaDXRNrA2cVmr+BY66VgKop sMnV20YF5WdM2FcSN68hYOBmxqD5CITpg3aGxDE5YaIrOamgvI0J2yyBVkti ZmoPwzoBi0F7m8SbaukESbEwaO7GQXu7BFptiaW1UqH1MeZ0lwE00dIYtF4G trFX4uZ8cEIcoXJUQXU3Jmy/xKFsJJamNqUsr8t982sDUKKZMVCdjX3zWwk0 PmoiWlpLFVpHAZqkCzsicShbiaWpnTwLkRa7sKMG0ERLY9CcjVXwowRaXfp/ CfoNBsNJEq05RVkS/xbJ4bVncxWUozE52RKnrCthzl6F1tLAIn6WgOJjVaJx qaMxDKJFizgl8aF6OjYpFgatqTGbv0ig1ZfYVzMV2peC/PUWcV4AxVlqIDEu lSI2xGaRsF8l/t1AYJO7EYNWXxKteRq/LPEhcYCPVwRNVFC2xoRdNYAmFp4M muqsVsjMzBSh/CaB0khiXqrAtQBy9+5dNGrUCF999RVuSByGjzSKobmxCMIK p06dwtKlSzFp0iSMGjUqzwCKaE4mUEorUFxdXbFv3z7s2rVLIYh87bpwJ/fD LyXm1EiEVgYrV67EuXPnNLel5HMJcJAUHPceDlIsNBuaSkoEKc41cLDXJE75 pUA9ty8dWKpCqgT1nTnYqxKwTSS21sAUrDrPV8BUpF47fPiwBvaKxE2bCqi4 EFQ30BLhw4cPERAQwHRmDvayAVjRCnVgqfKpIFTlmYO9JPHdZhLLrGcOltoR fVdWAvaiAVjRVA3AlpOA5ZFGdEU+MC4WrHVFsKU1A3vx4gWOHj0KLy8vOuEp k8cFCYZmTNc8ylDzJthMkJRSpBwREaG52pMnT6Q8nJdg0MdqnpZovC5Bv1XX VE6UAcoQxVFBguOcJFKo3lFeioPlK+UbjC6GUWnuFKPnkz2i/b8vwX1Wgrse sz89bqprjttKcp8a31mHU9oENf2h3k3AfGRAhVhh2BhQweokzUfEqMioUEaN rApFYU4PM9//SOjhydu8cTCm5z3JfXWMpcKo+FhCxRkJtOo6KsQcyqn4wDIV Sr9egtLAFSiGcxkRpyXAqhSDCC5WMQKKROhss6SEnE8k5MiKtC+KQQ4f3RRD HCOnmiYTToSYiz6VEHFSQkRFpl8LRPBhL/N2Q+vTRHFUlGD9WcLCx8ZYqxQP K4+0n0mw8omXwxu/16iLllDyoTEl4rAHjxeMklosYFOJ0xcLyXw8lFc3lJje 7FpqxFc45p2I+7FTMFHCYwVjYjjv5uFGa+jF3FZJQklbLdIyq+Gvcoyb4T2P 41IGKSXP5OLpnevREirLGVPJu1HR8wyo1I84Fg4smZpWCcm10ozouVNysH/X WbzK3o6Cm6dFovm8c2kDop8VLhUwIFp08SoSop0ZMbpIqVBchn2WkboHq6MT 8XLzdBSc2soJNV9uYpFQ3lmIPmxAKI9ZdOUVJ7SNhFDysizgkogbNgv/rJ+L t3unMy8qZ0K0peVZvIAWPU5HrRi0qkmodXp3asO6xyJveRIK1gcxalVxUr/R UcjLRfPBGY1AEUN1CYGt353AaZGpOJE8HwWbx1scpKe/79+/3/zdCKwhIVAZ 2ChMFCVEd89YehDb4pPwZks8CrI3jGa6taRP+il3EU6ZaAeMMj70yUon5V0t gTLeS7kyKs5mXUBixFw82TgbBWd3jTR2AV4CiL7KiRFDo7UpMWLQEccYKTGU UK7bHxak487xXOUdHy4a7TkVf6xOwNsVfmyCwCJ1vLYTHbS5hGIT6gq7cEoJ +VtGoBp0SuFKVg5m27TCQeuWuNLYEZf8AzVC501YjrOLiGVtGlXU9EP5Igjl k786Qml04emO6NJaQmgFLe7pkoxQwZUhSs9FRko63Kq2wtRqnXGhZS+86tAJ d9s5M3assGnVIRycNR/5W2Lx4sjKQGOOeKMgRpvmEi51hiHGyzqW2CEli74E 5u/pizMT6xsON5tOcLP1QL8vA9Gv3hDEN/NHdqeheObmg3/7unDeMlJ2Ytn4 BLzYNAMFpzOHGvP2kcAbjwPNJfzqeBOjq62EN7Xy/8SEN5WXNOWam01HuNVx g3ujofB0GIUBXSdhkM9MBAyfh+CAiYh08MfGzsHY6T0GeYP88Ch2uIYnZvBM /L1uHvL3z2SzOha54yWzGOVkkU/HnUi1OBbLR0DUKPcBrp/PU76bkbKccNSO /PSEewN/eDSPUK4P9JqOoSHzEDQhEUmrMrD3h2O4dPNaCeZw+1duxZzxK7Dd dyzuDPTCgwmhmqGEuEbjWjrJNV+FsoLLCttXf4M1LjE4O2gSHl263s6Y988k fH7IIM0dn44lHSfjol8Mnl69Vkv4Ki9smEh44BdHeJRorCYm1emobNhLHU8p j5gua5T3HnbD0b9DFPz6TcOQwLkIHJuoXN/z/XFcvplXlhEU3Hkivh4Yibu+ bni4Np2PIW7b8B1+SiJhZ8sEvLqWW7YwAFiZBAAh84zqvhM/xZ1E/t7v8fzS qTaCkPjUjiAkXsvSoGQSTUpKTIFXW4Gdt2DH+DN4te8UHl69op/0kkhPzBGq hsuauDn/zY1MK+3KInqkamPDIhORuHyz8vflmzf4LeWZLZ3NvYoxPWPx46AI 3B/QHa9+yWVEkIiw+AA2TabJeAoKcjLKSViTscur4ISZN7F/K+kb827h7aXD rYwlWpURxKUhsmck1BkjD2HzlF14eWg7Xjx5JOtJalsWqq1OqKJguXUS61ZY KsFouffohfZd5VoFLstT1xHXNwa5/mF44NUJL07nMty0pDiH2WFz8HgDKSnO 7X5XWW5buh/fjSFqWDsBb46vack+pOYnkWUNdpdoWWAloFWht5VExsLd2Boc hzerJmrDbGJRYCC5ujpqNQTsGo95lZhwzp2+jnkeMThHqoN7fdvhcW6uVvaM 6huP26sSUbDKH+8qma2KZOKZZNbaG0vGmulbNA+JQ5UrQj68FtHJR8zccvkU hiAhL/A4PWVEOtL6R+OK/2A8jgvn0pkzLh2nU2kNNVqLVqIkCnQ19NYl+3CE SeRt1tqmxhLh6V9UO1dliaJkYT5PrslCzPQ2Eqo1cymjZ8YkZXLZzBi9Aht8 xuPGIF88jBnOBzsyVnyLvTNoQTYJb35czXe16CEWRjwrbCHiOTyaiGcNFc+6 RowIvlpBIiI2vaDS/84yEqshExmp8B48eKDI6cmTJzYaPCvtL/3GEVEm8yas xE4/WgN44v64UF4Rn826hMVjEvB800wUnNleRgKVp88ti/fhkCKLKOSfWF+/ GLLgk4As3QgWLYvPcpGIpYVEJHSgn6IkImmiY//kyZNsnLKUwmeoawy+Jfn/ L98++HtNulaJTfCbgftr56Hg4Gy2ItAKmwmz30YyZrO/si0Gsxy9aOcfGDAm 7ixgjPE2juqY9ih09sLOiKufr2Fcr1j8NCgcDwZ0UxIy96nATuNxOY1Egg1h GlebCFffMK4Ksr+yNuCKTzrYvSNXYhrRcSVmBHsjrkhqnOIei5P+oXjg6YLn JDVWZ59tWXcERxNosRaNyd79cPbYMTZwS7hbtA9fj6LcRZMSZEPNYnDHd3nI VsuL3PGpTTEV1LLMXXMD7jYt/wZJnhNxwX8Y/nJri39zctlIVxnkHj8Gu0rV 0demASLt62FE4+oYWLcqLpw4xgbFSRRbtBcHRzIuczdUE7ikwxPi0iLOpaPE lYy4NJ+C0bgUs1YLi1xaYWp4Opb3j8JVf388nhyu9EiKz6upuAKCvTzRvmYt uNdrigltmiKmdR2Ma1YDEY0q4eaiNFwlTdw58nOC/FzLyuVNRUaqyn2+wv3G yjru6QSRnnund+ReXFJqwH1LA+5njl2BDJKAbg7ywcOJYXxmQQx5aqx+X2lW v/ysOhwq1UHveo0Q3sgGM5zrIMG1IeZ2tsXbOH+8ifbDq7HeeB7RD09D+jBI H+FWz4640rm9Flp3t3bE4/XL8c/qZbi3LB13lqThRmoaLhMcZ8hPwsCpOBCh Ce9zifD4GiQuPF5XXGaDSvSnUhEC3aYTqPniPU2gYuJ3MBBoQtRK7PYbgz8G euCvsSGqL9TRBKp2/cvVjt/WG40q2sChTnP0qF8Xi5s2xrROdTHTywHTPOzw z84kPNqRgKfb5+LFttl4tWUm3myarsDKXx+H/LWTVLjLJqBg6Vj17+RwFCSE oWBWEPKnBeDtJKKUKF+8HO2F9T38sZ8KdXU0nu+YyfzUdM5SL1U+I36F0D3e ugW+snbEUVsHXPALhNgt8vRgJF0xdOmkK9qbo0S6n/OAe+IKRnSNwaGBo3DP tzden81V5xLVGrQOke0yNvbgDvcmIfDuGI3BvjPRvZMvWjRtjsE29vixqT0u DG6GwR3rY+rkSHyd9SOOnTyOU79k4cK5E7h6IRs3LmYrEP+6nI3laXOUv49s WYATmSnK35d3LsCNXQtwZ2cy7u2ab6Kr9cOjsS9clfODzTFsstNYzp9pYcdS L18akUT+c2t3xH7rtrjXsgN+b9UeL07mynbTmqshWlOD6AwGamhlpAaSzaN6 x+K4/wg86N8Vr87kssGUD5Uw4WbTRoHVt9EweDmPxyCv6QiJSETk1CR8/VMW rv2eh7SUVAQRbeTY2+MrtyaIjhiodb+yPqAUk+LB4z/gJ6Ktk0RbKZPTsDc8 TpF0wc8ZjG1jSVeW8Gq5EyuNMbVdEFWzF35s44MXffvjYa+eeLh29btKXdyz xaTO52HE8XsnI6mTamOaewxO+4fggQepNk7lspHF8orU1VHRbnBr4A/PVmPg 13eqwtGouPk4+MMJIvUbvKQNI4I/05KUNrvTtKpZ2saYyoTvzc9YuAd7RsTh 7eqJRO6b3pOIXb8cpdo7in10ra6Ib+aHPT1Ccd8/GP/298aLX87wmCOWN+8b iF1Uj07sYhnUxqLYSYFNmrEFXhPxq38A7vZxLssIVCUeRiTeGW51feHRYiR8 e8bxAflvTxTOiFux/2nwH0Uk/2trIvm9af+t4IczwZ/cVLYYgq8pwVJg0uDR 6H4W4V/2R0qvcOQMHY4rcXGan4gllkzSfIhW1EhNUdLqrAsdLWUdkGVhf4xp I5dh5YAo7O/dG6Pq10SHalUwwdNDqZ7N86cX+tmNwADXWAwdPAcjJszH4vVb 8G3WT9rEG1FSFJH41XZE4vvTCpvGwjm6soJod2ui3VzKgmjFBT3WEk3JtKeh SNmBIX0jsHNRHF4eTXpXCYvfM5GwWu5R6mhx1NaieD/ApLBZaFfNGn7VayCk VlUMtK0GT5t65inTbxbCxiQhdc1WfHP8eAVBnPFEnDdd7JH/ddpnmuh2Y5ci uhgquhLFEJ2tRExG46Fns36BX8As7Nm8EM92hHPRidsnjUQnFnYS0fFKuZ1E dB9olsIbgvT5SWhVtT58bBtiYB1reNs6FWY6b5LpRiZi9PRElul++0AQ3lwi vD+62uP1t+mf8chNyN0ZRsmNwdOf1liSWD2NDEW8ipT4gjJP93hsWJeKh/ui NLeV7dFWJBNSbMmIJW97iWS4Vejil+o55WBftRqca9VD7wZ2GNCkGYa0dUXQ 8ASMik/CwR+paG6w0kiVzUIim3u97PHwCJNNGaycswk7QlXZfDMv2GTNljOj yM1lPJYsS8XdA/HvzLxYkeqYF5nqIGH+PSPmyyA9aQGc69ZDz6ZNEeDihHF9 HBHWqTGGOtfWVq5RppfVscc/7vZmtThFM6zPSGwPLbSM9gxlbOQizFqwEHkH ZiL/5KZKEmZEpjN1TIv1nwHTHQWm6TwmZbq8MdO5x7LQwrYeXOyaYVg3Z8R6 O2JQh/rYsirFhOn1tvZ45G3PtF/e0hInov4MlfqVMXQdD+efjo5GzVqA8/vm oeDCLlmTZ8S/WIkx/vn6HbES66TjnxJVTnM9NS6VQk7WCQQGBKKfaxsMJsa7 YeVCbVFgP2LQW+vZ46mvPSsNLa7mKqlF0l3IDGYcny7kOHUvwiYmIXv3fLy9 csAyx1YI8U7FxM7jsD0oEqeO58nqIB3TYh3U2RLTloZBiSq+nrcA+XsmaasS vQjbexrY4/lge+YlFtnmsx0ZKbuUkP1ax3bKZgwZMReHMhfg6Xp/Gdt8Ld9g n3VoWnUS+tjEIKzFRPRskIizOXmy0bAaltnvYon9EoU6J0wv+wYH5i7A2z2T NaZ9CdPfNCJMB9qjrDHT5QSmt2pMb+NBpr/fdGzPWIinu0ZpQ+Jih11gUreU weKUo/jSZg0cqm+Dx5fbMbLjdvg47IWnwxLpMJmOfTH9uQrs8w0DfKVuRtrX 2DuHMh2vMU2b6e+b2ONZmL22jtoC0zxXDPcMxiSXvtg9zA2Z0cM40+49YrFm dSr+2T/RZKu1/nQo85q4HJYsOIMm1llwsDmGQfVXI6LtCUR3P4aoLhvxaO0y 3M8qnJITE4OJIEqZbYahy165QKgwuI3w4zvomq7ds5JNBBJIBHLCjljB/GBW CFoUCA8IQd794PRFdQyoaYtxTetgeONqmObTj7uAW7tRWLAkFX8cmIo3N07J us7CeoAXKEuSL6NJnWvoTz2RBKDdHjMx3u8PxPidRMH0MLwc4YGbPToo0nmQ lVujKOGU5rsslAA5Z84cZXMEeS+Tj9YELz6AHTOofKYw+ZRV2s5TLezxKnOx xUVdAidlSamVCMca1dGpig0G12+EWKdGGOtojcAm1bFjUWI77krrDmNKYgqu HZiNgjNbuNvopkNlpbkV02n28Xtoaz0NI2hjTCjMHJoIP9+7mDAyB5fXpeDf VXPwOjVWJj6Tbe48ATP5VdTctRQzM/qi0qSTJjT00ImTbhIxahks9QAyp5Ow v2cqSyylcfKH40ofed7RHgciPLj43rPIX3mlb2ryRSU0+aQmOla1hn+d2oht aYtZ7epimmNNLA3qh7+ycvlmUTq8P3ZwHEZPTcYvexOQEdwBk709+CCnbFZV 6p3/UfJ9AqH1zx72WDV8ESKj7imffEOK4507tmP/ysVEwAtVAS9iAg73wK2e hQKWBX4mYD7XoKtIeLzgq8aplHtJpFxBk/I+bJ06H2/2TDMbrqPMDu3lgQmE iyvOpI/cl8a086m+qS5cbWfjRH5c0fxzO7Ss/CXGUcO3JxLo0QCzerVAQq8m WO/lgGdBvZHXtZ3C6dmUtNYMNQ0KHWu1Q9C4RBzbmYyto7pjcIPqmDWonzYs UWwdkP6AYM+sS5OTA/Os91T5E4ffR+R/aa0g/xnDzeTP106Zny1QlPzF5Npb J39xS0zGwr3YFD8fr/dMZwFEXhXSe6hFxRGO8jqSJvRgmqqKzxUK1DGZECL6 tsrqM7d6g+BuHwHvzjHo1NIT/azVgPjYpzn2BztitLsTJnk6Yne0P54un4G3 C0jtNzVEEcBdNxf8NipMmeJppAUmvg6JOoh91epw+LwWfPzG4sDWFKwc4owx zWoh2K4GV5LYn5qWEepoUAgdACUJIz9tRDmmmK9Ja7RDUMw/q+bqFNNRU8wn /1cU00dQDF/NzCt9OiqyYXISXu+egYffLS9vkNSe8VM/1XZuNmHtdhd7vP0m TdVyNaaeUIUmN5u+cGsYgH4OozGgexwG+89GyOgkjJyWgBljJiOV3H6rkz3e TG2H8V6OGNChIaaNHYLc3BwsWbgQP65ZjLx1C/Bo5Ww1MM8Kx5sxPvjXpwvu jgvH3bR03CEi4iv5zcdo3tfMpV2Vhmj0sTVaV26ArqSIC3ZxxJQedpjbuSHm dbBBeqt6uL88HX8QeLy4F5NleYHtGYTu3zuTKPH96gqCRunX966QadRT1eg6 VaO83BK33VZ/Z426STRaWHbuxrrYJLwiGn1+bHUZY42WFlhbQFi7S8L4y0Pp ZVj844tY3WxaqQty63ih75fBCo0+blMwdNhchE1IwsI1W3Dw2HFcu3VNuWcM AfUzsfvXEQ5ICXTCemLs61emlmSKOXvxOn7Iysa+nTtwcBWRGkkQf6+eh5dL 45E/LxJvJw7Gk6E9caVzW/y7Ol2RnLq3pKKCmpPlTsjytnGBfz0PhNoFYmjr obCr1gzODVuil2NrDO3ihKjeTpju7ojZ7nbITxqL/ElD8SywF652aUs0lY57 glbMla52eRtJF//Uv4UaXMWloMKrBLuLDn1sz9yOPcQaLjJreLVokmoNEZ64 4jYQt1PW8zJTDPPFMwSxkO3Lrol7tgpHI3dhTUwiXu6eiVcn1lkZGwI3nxVJ CzCMFBBHOzXEi99yrVg8NE18XeFm64O+TYfDq0M0/Dyn80WGi9ZvwtfHf2JU qRBn+QZhFwnKj/o3x9tNY8qzxHyAFDmbtmzD1mWLcWZdKv5ck4Tny6bj7fzx yI8LwouwvrhDktSvEaG4lpqmjsVW1nxascA63TGskR8iWoVjXM+JiPWfgSmj kjBjSgpc27uiVVM7dGvZDB6OjeHXqTlCejsgZlgfnFq3CH+uJeiWT0d+MkUX iOchfXCjm5qp/87K5VWuWPNxEVFZBBCr+Im0Rq8mtuVtI1dXoXXIolIZwngW MnUGcivtexQcPqo1H6IhMqsoLDU5cHH8rquWwQqXd5WUGIdKxEe4cv43xLlE 40fPGPy7Yb0yQb/XbzQ29x6M08MHImvCCBwgorZgLWrE/xiBXqS7qfQ5+n9S EcFVP8UkL/UYHbNEXd8f7s1Hwts1FoN8ZyJoZCIi4pNw4PssXL11szQrZzaR 21Lo+DNJ/W/j2+LFnXOsFKuAy3m3cPLnHKxYnIrjJDncXJuMxytm4c3CiaSo HI5Xkf3xwKszbo8ZQbmpKiiLUtPXxpGGCtVQyyCy4xhEe8YjLmQupkUvwMzZ C7Fuy1Z8n5PFZESY8xsEp6YN4erYCL3bNkTsSPXs4x3f/IDTP+diXdoi5Kxd hDvr5uPpClJdpNDqIpj0D/0Uy6ULIB6eyOU1kPnmP3W0bDJh+Lf29szhTbd6 CLu5CzcPZ6Sux4jW43DEdTzuLl5bgnFKHWr2lAPYd+gv/HXrvoEpVZFYZzd5 0FGB25kVwqJN0febluZiw9AjeL7uO+Qvm4a3kwbhbbSvsljkRUQ/PAvtg8dD e+CfgV1x36sTvnNqhQ21m+JIUwf80s4Jx9u0wsFWDjgxIhR/06i8LE1dNLIw DVfYApxs8jPBsz+calRD508rkzBVBSF1asLDthkxsg6s5BhG3H0MBvSMw5Ah cxAyNgkpq7awAek8vtKSWsVoWps1Iy48wgGvcjawJPA+zl3Nw7HsbHy9ewcO rV6MK6Q9VIL44snInzMKbycMwqNB3XGuQxs8WKEmkIpCxUGXKHjYOJPo1E2J TuGOIzCux0RFhEp0ik/BjMRkJQHm3b6pbWfLzj6BpempjELV6C/m3VQqouXU 6Ncuxq11yXiykht9GF6N9MRffV1wZWQorqamlbVoamVIrrTHGvLzaEBz5P9+ xiRc8S0a4jX+uyS7v3AvC3Hp+uGI6nEEVxeRNHTkay0iXfj9pWYhsgj639qf LJB+YmKD29fcwZLFf+L+xbt4krsfj7V1NXPwaisR2GbinxlTkf9VPBa0bYsF Ne1w2Lo5Ttexw1knJ4b4Y3VNzWR/xXZfj+2PFyOZ7Qb0RP+atRFazxr969ig f90OpBAKgWebCfB1n4qAoHkYHj0fqes2kwR4jA+HzSS5bwfpzB56kR5g4+jP mFppc7ZtWyZ2Ll+Mc2tT8deaRDxPm8rqk2GkbaTJqL2SjC6kpH3AbuOxbJLv cBLLOmJQXXeENhuGyA40mMUhLlgNZjNmKcFMiXWfsnvPX7+BLKKG1JSF+J7X 1qtmq4XqrBF4PZqET89OuDV6OG4uTislsSReWFAy6NDgEVJKvxnjZFlFpfXa ZHkhWI3CpdG3wRB4OY7GwO7zER59B1k/3cXDP/+sKEHOTIfPAIkj+d2NTEe+ k5hA4JajfpW+amDGvOlImTMP65Lm4+KO+bj53WrcuZSNe5ezEVWzFZbXaIdf G7fHc0cn/OvQDHdGDlTupKuE6OtvbZXQPDzPnIOXxPJeK5Y3DX4t7BDRtjl8 SFkc1KY5AocnIJx0XvuPnsA3WT8yfymliCiZtr8dSA6c7IxXd86yAZKPsfPb H3DmZC7WLlUzz+218/Fk+Uy8SYkmmSdU6TZoOMiLDKNKVO7KzvoNg33WokXt 6Whbazoi+68V+yNa1PWzaQMfUtQFNPJVo1X3aMQOorVUohKtpgvRqgq3xSt5 +PFENhIT5itR8iodRFtNGp8lk1EwJwJvxvkqvdofY5V0zI1EHOkuLFTVSfzL TqSt+nZFSbneVB29R82HxaEe6EvKCvoaSKJ9SMBcjIlOxrKvtmHfid+QdfWx dGBDZ0hiW8XPvxYxCxnYRvuARh7awVELpC+eBTNSMrAwch6e7ZyLgjPqMdQH kpch3rYnVjX2wu9dfVHg6UV+uuHNkM54HtRNuf/30aFYO2Qgdi1JxckzWTh/ 7gSusFVqA107o5t9M/g4OyCsqzrTGOnaEAHO1h8K2YyOF2Y3JdksrCVeZ3/F pvwq4wLx+xPE71OSF+Ao8fvrxO8frqRjQaQlmUX0NJbqyRXz7HzRrvoUdLFe gp4NlsKtwTT0JWR7kcQ6qG5fhDQLQGR7Emc8aJyZg2lRWpyhRZM1M4sjx09g z87tOMC7ujXz8GppHPLnksQZRRNnN9wbH4FLKSlUI7yknkTiZDrh4J9+9vTo gZK6fFTYhjppu1E8W4wkcWMygofOwegJycrlypb1rezX+IShE7cJHzt2rJsO nRix+Hol/plowEKQyUhZj+SRc/GUav7sNvXyZ5hYry/SnQLwi9dwPB0SjFcB vni5eRby18WhIG2cCnUyuRbWA/fc2yO7rYNSU5wnzKYlpaBVg/roYtcMAV2d EevZCiO7N6SzrXwN8gwiNjrw968HEduGyOqan/AUSdWxa8d27CX9969EHfdX J+BF2hSs95sF7wYbMKzpNvRpvA2Dmk7HCIfhiufHDJyueP50nefXZyqmyx5o /7KLwDxPGrc/Vs7FsRnjEBcWjKjgIEwKGoa97n0UPv7Myi3FSMk+fgwdq1jj 6wbESMNbmdQZVL+qT7dWf9f103aVBg+ejdHj5yNmThKOZJ0gpPymzWeLoyjV GMTSZhUM+83banHrNTGErprQrEz/EpQuJiJB6WezTiIxfC6e7JiHgnPb1csV cSX7POa0Goh9roPxk7s/8o4exqED2/HtxkW4tC1Vgfp8yxy8JbVIwfIJKEge joIpg/A6ojf+9u6Ic+1bIcnRDjNbOCLMvRUyk0aBuzr1giTiKNfbkYIitg1e k+zAl2Hp8p8V09eeo8dwjiSNjemLENJrPzyczqN/m6vwbn8Vg7tfIJ6cLHqy eiLd5yabFSLHjMWIESOQMC0OOatS8NfaRNxfHI80kmeexgRo4yn/ksqdTsfR 0dNm1augdaUv0PWTT9Hv00+woU9jzY/5cIFbXR942I2Ab5dY7VrM7PmK2ebd ztP2xYiDJEzPsuyuKdl0kMTTWJu8TZ5L9zlup5rcwcZwCzd0/5p3Q/l7z55t 2Ls+Fee2puJuZjKebZ2HtxumomAFScAp4SiYNhhvRvfFQz9Sk7s44fG6dOSl puFqVq728CEqhAiiwqwm9ngZ0hJvT6xnQcqMGz5Ntnj+BXxZ7zLaOv6Bvj3u on+/uxjW/y/49L2GjHXnxc1gtNSW7QlS5fUFKSF+xBnSvH5FmteN86YiftQI PFg6BW8XjEd+fCBehLrhh86O6FSlMrp9VgXelSojtHYl4pqO6lJI2wHo12w4 fDrFkAZ5JkaNmY+Js5JxWFHZDdkWO+6Zlnddcpb5EVTiyEYxtTcrZDYebU9A wfmdamEhDIH8B2cvXcePOSSpnsvFljWpOLWVtO2ZC/BkawLebJyOglUxKEgd RTIiKf/HeeDJ4M7Ic22DSxEhuE0KqdtEZ/zEhRxi3EFeHmhTrQqcP/sMo0lQ o3nrYUIX1WCF6fvSGDzwDlq0vIv2Xf7AoEF3ETLoBmIm/tlApzKuLvNT1j4z S0uX8m5h6ZLFJEBPxgnSFN4mTeHTFTNxZnwABtjWQ0h9W3jUtoZ/PVv0axoG n47RGOYzEyMjkxA9k6jqGFXVTVtBVbxBY6rSD0WozmCuL4/CwqykiXJMxp+m B83Gw8wEupaHafhzHM7KwsWzOVi7IgUnNi/CzcwUPNyWiNcZM5G/hrQkS0aj YG4g8qO9SXTpijs92pKqNhR3l6Zhf/JCtKhRBZ1qVEUvYqaDv/gMg6t9iikt quHN7V9MNuUJzsTLTf/Ae2jidAsubncwMuBH/Xl3+kVK4klzIkTVfj/QFo3t O/Qdssn9S1IXIqhbDxLXWiCkdXN4N7HDMPI7fOgERE8n0v9JSaf8NFjxJAom fdnpfR9LrvHHhYgewTvxKcNm4d/MRBT8upvFxIrKYqkVExKxY8kcnP1mPaE0 SYF3PXMh/slMEgqTsShICEFBrA8JB93Rt0o1ZUHpECLvsTZVMd2+CoY1/AK/ Zh+zJGttMmLjd0haRJc3TMPrY2uMtvnxQFXBoqzfMzmOMj0pGfY166Ndo2bw dHBEcMdWCO/aAqEujRHoXFubGDI/F15I9NyoxXZSmVwpWWjAhcyxoQwrFshT fYIwx3s87ifH4rZ7R/xzIofJ+lNMHjoLf68nncBCL82Lrty8iVOnc0xqgfuZ 8/Fi82y8XR8Pn8aNMdy+EaIcGiC6iTVmtquN0Ja1sSstqTCuaHNRSw5g/IwF uLifFJwXdopbDPkKU71kP5RIVmWxvMkRXPbV66ClbQN0s2uJiK6tMKJrM/h3 qI/M1Sniiby8wGZC5ZP4YkPV16IuC4XKMgUXaryNCzKauuNhTw887u5KepXl WlIP7RaL6+lJLN5oCnoPF367geyT2di9exuWzY6Fe0sHBLd3RLhzc4xzaIQp rWwR2cYGu1cks53AtHg7j6DIBBzflYxXh+ZU0wlQFpBlTsgnSPhUXC7Jg1/a 1Ef75i0R2L01Bndris2rU/WHEP8XguNBWUytvFGKq9sHG9oMxT8+gfjXyxMP 169lUiuFHRuP4tj8+crd+Xknld98mrt5NRu0q18fbq3s4dmyJULbNEdU+y/x jZMjzvgH8ROL+/efpqzMfr59BOuxLK57sjB5xdsovrw2I2UtJnQeh7tJU0i/ dICfcCYWelVNxWM+7VVOj8TkNxcT35yxwHciVjr741jvAORNnMLHmOgyry1x 9LSQqRCm78sp7ZcDEY0r8Uj3Vk0xoG0LTHIZgt0dfXHSqR1+HRKk7Sp3cxmF VavU5W18bbN+G6zoiV9oIYbLhUe2VJIhorr87+RiYeikpIlYtAG+n8/h2qnz LEWo1+hBYgmkr3m8YQ6EYoYuxVuIll82gAvxqe5tGqKvcyDiXCKxw2Ugfm7T AZcDgljcJQFq7WHMJt///cAMvM3Z8LEkQOm3btVhFkuFERk+CuO7M0GcO6Cd gSdav04SYtVYDEnwtRu89o70mIo79DiPtQH0S+9z1wpfhhiX0djq4o8cZxdc HRbEjplWV0+Mik/G+X0JNNN+aCGGULVzHvmhDEnx8xAaEIK78xX+RPZMH6+i LRKlL35W55MnT/po/FjpeGXGwjf9zRu/HL/Qgzg2j9HayMkj0jG+4xhsIgZ9 wrkLrgUFa8fADyV90A87FuDVd4kQd35ZStiNuTBS1iHCdwT2xI4VORILHMYR 34BOT1miL/EYZl7UmLd86jlmB+g5ZlsnI//4Os7MpOHpGN1xLDa4BOB42664 HhyiolBEYn7chYfbZGzfuBDPdo6EuMPKkrc21Rhcj6ieYxEzPBQX9q7mDIoF hgmDhWUFZWwAuyYuWuSMZSzciXTlELOZKPhlx0csKMSGpSGi4zis7RSIn9r1 QE6zFvgnK5fvF9RHPI1bXeLgazwG9JiAtGWpeHBgEu5/d9xKYN3S5jJ7hoqy PtF1PH6bNxnpcyYLejdNaTr+xZQm45+baOzgmXiwLgGvlnizaTjCfPBihHUY j5WdgvFDu144Zd+SzqbylVe60G+Z7woY0m0N4hMW4tb3q/Hizm/KVYNqn59S xHm+Rzw0Z+tSXh7JMvl/yXaw60RcTSeeuXGEdpbv2ZPXENRhApZ1CsHR9m44 3aIlHmXnfq7jz5jnsrhy8QWmrriJE2evymy6tcBjTFeVx4Jz+/mqcK5a0Qmr mPIopp3+EpHwxiBzw3f4MZHwuDUa+TdOiWwObT8BSzqF4XAHd5wmFdvj7NzP ismmzHb1buvMvpOR8pXC4/3kqQqPPERSG29UNKMUZHEYpeuhM5Rjx6ah4OSW TzijP1+Df7sJSOk0HN928MBph1Z4nJPL5WChguENjy59GVan7ZnqKb+xOn6F xkl29K2OZbp+mYYskWVx3JuzTE8Hm0OyxSNSJ7zeNfVTgWW/tlFI6hSOgx29 cbqVE54wlnWbM1n8NfBGFy34Eq66aVyV0GmCCoAnMHHGWceZKE/Omfl+qZIY SY/2WpmEgnXDtLO96Zlz/Z2jMLdTBPZ1HIBTrZ3xi39QxWJkEFeBiUmFTOgX 6NB39SVUMSZ4DBCb1QEGTMwZtwynlMQ/llWlhImcq/ByGo8ZpGLllezFIUHF OcKgu8bEBpEJPuJg/gQKQyZkMdKcCZLz+VFZW+NQkLWe574pI5dhiq7yfF/H hMxJeglMTO4+gTAxRWRCPK9KfPoP1847MqGItaSlIKYdZ52SiSXKyVez8DQz mVdH8RHLEEsKz21C4VnEoeF9ddw9ULkTn/3NDw3WP3TJjDsrE+5IqSbzl48Z rfo4VVhuWeHAxh8QPyQT9zKOIf/wFn6y3mRSV0e5jMFmUoJmO3dWSlAxrFvy JQ89jwsUHvkqGnEgg/MoRvfKpjzSNLZgwQK+dZ3zaH7KftG7wPkg4Zjxv+NM 7l08uH2HYaug1NtjWImaxUpUg7rLW+AxrofGI8cgupptUTyW1HxArELF6F9c BvnqoiMXH2vXKrNPJpFSdWTnsZjnFYixAcMwatgw7F+5hkdxH42hjQJD+8Qn eHC3s5VQqGNIJOp/w5C6a6y8WXcTHBSGUO8ILOsaJJaevgIT8YVMyJ7sLtuA /F8xUaxCV60nPzCc/6HfyEg/iGDz2lJUTnxPjS/eLokeJTtjhvHFSzcxO/lI +Co8zqekFh2LM/hWilkarRwDWOW4yaErZn9hi5017bDfujltjrwFZqYQZv5O UZgRnyRvemqtITNiCOTMiHs++OFxnHBVQ2pTzicP2KsM45FWR4NaBiG4siPW VmuN87YtcbeFM+6SkGCBePHBMnTwrNB2TeN3MYgXw0QTJlGj5h4WZ1r5xoId SavgW60z5lo74aJdG+R364xbHV1EVqb2MmNF9PhisCJ2GzJW9DOgsn5Atq7I gkPxFbcH56/BgDqtlZ0RdE3y4yGuuNmjh7KNuHBwoWRhIWulLAGa2iuK81tB x5t4kpnIQKWi+RU7yPo6fmUOU7r4/PL1136Ez1116f4pe1wZ5IFnZ89pe2TF lszoJI+M1B2Y4ZqAe/MW49nuFXyfo/iYulpFC0Acy5MJwOhpgsTxLBxkYFnX 6sqKsXQbH922MtYRd345r23cLF7qp8+BuICk4PO4v+MaHh77li+BFfM1L87F kKjjXYQs4722oHxLVdL77yoAK8T6BmEp29RVcGh5D/ahUWl39exjTJj3B47/ chdvXz3n/IrOzfkVM6EBvwMEEKbnGRg3J8pYoIWTf/wJUwfoOQ2DmuPtzdNG jFUV0PNczrdPi2mCcVCRgeI5TxielTbOlvKcOEDMGx9qjxMJ5WfpfuqoVhbW R8s8UfZYnepFM0HTBX2Jo7EyJioJTFhKG/zoZLrofCXdHdyd2NSRFd0lWpI9 YFv//G4zauXJTWSuONMwtoxzvqHnED3VYmhzvL51GqOEGMUfA1m1aLJkgVsk 6xOJLesHXfkUAbWAKfQ4MUd7vIhxitR5l3jqmhhJv3g3ij4ysElewvA5Uw9C zfo69rjXm6jz6MrROnnQr1YtmiJZbDc/86M4Rxyra9GD6TEVjYiMglqMZeDE ERXuDuYPjYPsOFQZReUkWtNTZCdobRZbzfw2LWycxLz5MlUxJjKK+FS3+AAK X8nXS1vQmlgAKPWthd2K2slw53/DsIbuyGw5EH97OSP/h1XgJIthvLJEKjqS xceX+kpkXtICyaKhyY6fl+2l47XN9LBlWNRlNe7Gb0T+8hkTJAYpO1xAQjmP Jb5M4Zxyo/jRSEKZ0aH/0yN+wrLJN/D3kdt4ceHnKEmclh0AYkCtjyBTnhb1 qbGphCKTk/evnHuKiUl3cOTUn3j16gV/nJposZ8XTZYYZ7wtqJr+pmDFqSVZ Gp4psUAuGTGwfC6SUNoksNAfmo5JFuOrBSwZHv2UN3X8+bG6NCuzwekCkbxW +NwykYWPc+LdBR1zoufoU2XyI0MIfb0E4VmyPNnDuxTSdSfIzZaYGC+7RN9k NMpWCIntn1Aa9JSERH0iKyOhkj/dXmzEeRgWA5wJRRYfJ6unQhZTeOsvltDf C5TxjpobshgoiqCCuWJXgQpLCesDAypEMzeg4n1NwVz9YijopBOFjIj/SIj4 QRIzZedOiERYiHk0BHByOljQjJigZGj43nGxX/zYMjmFpzfKtse3LYZ5cHcQ S9xjkhDIiRCNWb1X40OMP60F1JZsorIBatEmioFaVIeDxDX1qHnhKJrZcUlA k52MYIC6eTG0XlOCOksSp8RntfGowFBzgYhjjXbMRy3oWjZyeUKi5g8l39Nh Fb3uy2IE67oGqEU1vyPqhhI163N/AwnIbB1qMTqJHmaCWp0poWiuXr1K90zV NXAtjp0vIxA1mCMJN+8XDzvNPhQFEUJxFhLzh5KKppvLron9AccueldFU7GL ji0+CdySxmWPS+QPcBaNrULRqEXv0j/+W5ZzHQxQi8ZWQfI9A9TFeeh3a3af OEB+UkDN1c3HgEWzYKh5uBEdW3zAtyVdt5Wg5g8LF2MKrwVEf9ChFl2sokTg etT8iENRh/yx6aKuy70bav16SVkk7WSA2vwBjqb+pUMtZk2jZYxc13xUWKwk zghoeP4o+26oi7PesIcE9S8SXZeVSOdTU9SiX8vOWteH094S1GcFXXMOZYWv DrX5CKyxrt0kgjwvoOFVLJ8HF/2aoeYJVRxbMHpONtG1B/uSWKGcFyjhFsax ii5tgrWcNjxAMeXl5SnyiomJgbW1taZabwm6C5IIIjudwARdGVy8eFEBXa1a NSVx0K9ev35dIUG2VONXnQXRd1ZFo6GypL0bXUPAl0xxN5ahuSiJDCV1HJpZ S2kFzc6dOxW1UTQMhREGUT0GGMQt0VOmTFGYId4og3xJ4t8csmjpKkhtv61O RLJlJJd1wi/csCiFzEt2USLcdEQLvMKkJwqb/jDfYBIQF/NQOklxAy+JF3Fo omDpFYaRQftCxzVbeOEhAXiVOb9YiHGpMGiVJZxywVBtcY56S8BfY5RwpbOm kEHmj8EWueZZl8caMZteZ9f40QcU4qeCOkw2THHm6VGyRAAyeL9JwiZTLx+x Mx+FMBUEP9dQtBCeCGiVyu/lZ3nT4SB6nY+30OguurNV4eCMvL8VZdXbALm4 flK9t6wZchqTqEew4ZSKllm30gmVWVRP9lXzNFheI4AipUqlc1IcKVUwQ1pJ cACTFfKilGXp9jQjicOnelbGnSiCktrsEf1SVVMnExkrJxGrbIKys4QCPmpB K3B6v+qaCh+UqFImLPNhqxKUqpqCnwo76krp5auQIB4Yzq10H7tG8XBy3hNY 4RWcqHlKDRUSp4hSQ0nnj8+EtuyJip6+qJo4djEdcuzmVVN5LbEXgVFd2Ki1 paL4OxcTYzkJb+IAITv5WB0gZyspzSzYRZIJODIKhAJWVWOKTHQhAZk6zq21 vKINd7SIqYKJyuhPEVjU1k7bXSoKj4cJMfbIHvm3j/HDH5tjAZP6nDQ2yVDa zDzZ5hlnCYIMwUL5AHcZQYiyOMSQqs/uYcMaVpoQae4gFmmEzJLpGyBTV6xr jyul36TfoiezcExiQstgZs4xFQFd7Y603TtUXjRlsjLESYJgg45s0aqFWK0O 92rPI+UyopJuLYGaLgiIQtCbtEGAVmO8tsqMC4gaWyuLmMqadM/cpAUssjCt 5lJt/E4nLOUqD7V8cEPM5ulMyBQLlYUFTPRHaWyVAK827ezxlaVM5MhVLMOV yK6xxw+bWbdB5JOlV9UQ2LiJlSZjVgdzAsQ0zwmwlOYNCJA9iIUR4Ci3U657 MfklMkcQ07wMKXOEWpaRcnsVZc8rIH56PX3XQELFPB3LFLMkByhDdSUEfXPP E61ZdqSpDGdcEb5kELj1U8v0R40y7OlwZqLntYioZ749QywIxghEUT2ryvmv sksjTViMtLYS51A+QGEOktEiJuvyQljQ5xshXo5UAbfTOQJVj4BMrAxkyEoL 2jAIzuqt2iOPuORZwm5QTGQliodMXRagVQGiLGXbbcaoSqBqKWNUsyNGhcvr GJ6hqcRkO2CC2DWxcBQDl0EiUO2eDfiZiauEBHAtAwJEEfKWrRg5YqpKRBem Z71JMqi1LSIurSGmyISwIUsT6hIANs5YykS2PEjIMAUK8uQPMpHE4bkq9K46 edIX+VT2NJkBguy4k+sjj4Wgn6Qi66D5Nh8eFCVYyyLOCtJH1xjE+xRT39It ZeDIRYnKFqUOYMzxHTIWItZiQ2RldQI2MNhKEhp4j2vW5RUd7guPy55mSCF/ 4oEFa5Y9iJBTJcb2EsWj6gs5EVMNSeQHh4ka4yZhmb5y2imHBpERVf8bgvjp tqLbEIeUPe+yPbsm9kTFTBE1DUkr9CY+bco1SEHKHiPLKym2Kkh5x+eDzIea iiTPxpC8fhIv+8KAKNGWyjP90VcRw0Zaay2ngu+Vo1TQuwzcT7Y0REacLGHx qk9IWI317uel8zNuECyYc/RiLdNcgv4d0tVeFbG3xHt4RWcZa2mTLrOIXHVQ xdRfJ22WTTgSsZixF6S4ZcsW5auSzHFIBcyXpHLZURb4ZI6Y/HjRIeYLKwGT QY5SR1q0dZuisGTLElRM75lgKiIrsZU98BOkJIzRcJsUA4XsOPO6Aj8UE9+8 qcOmrq9Qew3FDGsxMxBlyMfLZLPCfB0zP75DJksLQV6dbteGMETXrCEwT+9k 1Fgm4D2T7qMIxGwGlmE2DQoFrOmuKhc/H4sVT2upIrBLXxYC4XkBqclKLBE9 b3xF8fNTVsXsTn9YBfCfIjRgEJsLZyS+Kw5xfAuCaPV8YlTfwJkQZ64do1wr a/6Zh/MOVBfGZaPhNVgY1k8J0qt81JTfJ9ZSHxpoUwjchQfnyGZCDundqvB0 HZgeF1lb4m88WsjI4yMAPCbptW3QHNWxTGhHyUe1dT7IRno4UWIlxfej68Oc SIws9dhqUmkkk4/6jrwS1EuFtUwdA+VywlSiyimEiNvXaauji+raGIrIv37V uiVDU8d3EKb8+sBEkWKFV0RiaaLx1phZhC4qKe/VES0MZ6xx1bRr184SXAx5 NzZGCFrnI4wEzLBC/ZQy0Y+OssuWIV/SQLDvBmnRhzEYKrn5zf/mo2ANZYFw QffdfPWjEO277ILyaej//xv/838AIahIIg==\ \>"]], Cell[BoxData[ Graphics3DBox[{ {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{-0.39676687095999996`, -1.6629966745199998`, 0.7892062693799999}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{-3.0252623534, -0.8296842003, 0.027758185214}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{-3.2669583087999996`, -0.25739957846, -2.8000070141999998`}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{-0.35848102219999994`, -3.208754748, 3.191747214}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{3.8648676152, 0.09607933901799999, 1.3578248227799998`}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{-5.893866421399999, 0.57818056696, -3.5237720722}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{5.600203001000001, 2.316804076, 1.52355379298}, 0.255]}, {RGBColor[ NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333], 1], Opacity[0.8], SphereBox[{1.3465242613, 0.50501037624, 0.9577131367999999}, 0.24]}, {RGBColor[ NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333], 1], Opacity[0.8], SphereBox[{5.616265672, 3.6819421383999997`, -0.87076684354}, 0.24]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.8], SphereBox[{1.06809203246, -2.3014972954, 5.0043723932}, 0.178]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.8], SphereBox[{-1.61078354514, -5.0950792412, 3.3625784444}, 0.178]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.8], SphereBox[{-6.984427296, -0.7648477012399999, -5.3258147858}, 0.178]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.8], SphereBox[{4.6528833571999995`, -2.018227368, 1.59906724394}, 0.178]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.8], SphereBox[{-6.8846497632, 2.3502522262, -2.4842337996}, 0.178]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{0.25222172921999997`, -2.8873123553999998`, -0.68319264078}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-4.282875006399999, -2.3581890754, 0.44072189772}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-3.4948592643999996`, 0.84185403574, 1.06408581334}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-1.9997080531999998`, 1.2582173653199997`, -3.2306755696}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-2.8083218086, -1.9288433281999997`, -3.8412460402}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{0.6883326954999999, 2.2674822274, 0.77996550924}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{4.9569402706, 3.553629743, 2.9880347512}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{7.4715986588, 1.6746940784599997`, 1.940748602}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{1.1602350722199999`, -3.157732146, 6.6010018906}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{6.2088837456, 2.5314769496, -2.247829077}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{6.7814707236, 5.1640542402, -0.74300246868}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-8.6617480936, -0.3492213648, -5.877992723}, 0.12]}, Text3DBox["1", {-0.9967668709599999, -1.6629966745199998`, 0.7892062693799999}, {1, 0}], Text3DBox["2", {-3.6252623534, -0.8296842003, 0.027758185214}, {1, 0}], Text3DBox[ "3", {-3.8669583087999997`, -0.25739957846, -2.8000070141999998`}, {1, 0}], Text3DBox["4", {-0.9584810222, -3.208754748, 3.191747214}, {1, 0}], Text3DBox["5", {3.2648676152, 0.09607933901799999, 1.3578248227799998`}, { 1, 0}], Text3DBox["6", {-6.493866421399999, 0.57818056696, -3.5237720722}, {1, 0}], Text3DBox["7", {5.000203001000001, 2.316804076, 1.52355379298}, {1, 0}], Text3DBox["8", {0.7465242612999999, 0.50501037624, 0.9577131367999999}, {1, 0}], Text3DBox["9", {5.016265672, 3.6819421383999997`, -0.87076684354}, { 1, 0}], Text3DBox["10", {0.4680920324600001, -2.3014972954, 5.0043723932}, {1, 0}], Text3DBox["11", {-2.21078354514, -5.0950792412, 3.3625784444}, {1, 0}], Text3DBox["12", {-7.584427295999999, -0.7648477012399999, -5.3258147858}, { 1, 0}], Text3DBox["13", {4.0528833572, -2.018227368, 1.59906724394}, {1, 0}], Text3DBox["14", {-7.484649763199999, 2.3502522262, -2.4842337996}, { 1, 0}], Text3DBox[ "15", {-0.34777827078, -2.8873123553999998`, -0.68319264078}, {1, 0}], Text3DBox["16", {-4.882875006399999, -2.3581890754, 0.44072189772}, {1, 0}], Text3DBox["17", {-4.094859264399999, 0.84185403574, 1.06408581334}, { 1, 0}], Text3DBox["18", {-2.5997080531999996`, 1.2582173653199997`, -3.2306755696}, {1, 0}], Text3DBox[ "19", {-3.4083218086000002`, -1.9288433281999997`, -3.8412460402}, {1, 0}], Text3DBox["20", {0.08833269549999989, 2.2674822274, 0.77996550924}, { 1, 0}], Text3DBox["21", {4.3569402706, 3.553629743, 2.9880347512}, {1, 0}], Text3DBox["22", {6.8715986588, 1.6746940784599997`, 1.940748602}, {1, 0}], Text3DBox["23", {0.5602350722199999, -3.157732146, 6.6010018906}, {1, 0}], Text3DBox["24", {5.6088837456, 2.5314769496, -2.247829077}, {1, 0}], Text3DBox["25", {6.1814707236, 5.1640542402, -0.74300246868}, {1, 0}], Text3DBox["26", {-9.2617480936, -0.3492213648, -5.877992723}, {1, 0}], {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{-1.7110146121800003`, -1.2463404374099998`, 0.4084822272969999}, 1.1731147700574702`]}, {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{-3.1461103311, -0.5435418893799999, -1.3861244144929998`}, 1.1903999660013267`]}, {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{-0.37762394658, -2.43587571126, 1.9904767416899998`}, 1.1713514357662658`]}, {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{-4.5804123651, 0.16039049425000002`, -3.1618895432}, 1.1678154622534402`]}, {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{4.732535308100001, 1.2064417075090001`, 1.44068930788}, 1.154401338039264]}, {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{0.48488034847613715`, -0.5665548050873621, 0.8744264648869542}, 1.1523208669284228`]}, {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{2.590103246587412, 0.30307681402993725`, 1.1552916296937856`}, 1.0500459005280012`]}, {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{5.608327523580346, 3.0072929127108017`, 0.31250289889179395`}, 1.136889347768369]}, {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{0.3774241577893598, -2.74074124054495, 4.12679940385812}, 1.021438211087881]}, {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{-1.0063073013400543`, -4.1845657483736325`, 3.2801195987262837`}, 0.917404475888308]}, {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{-6.456303649034037, -0.11446219457094864`, -4.453143308158791}, 1.0311402207326492`]}, {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{4.272522782399284, -0.9976907574682088, 1.4826240041820637`}, 0.916721034393009]}, {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{-6.406329289306381, 1.4947491913172963`, -2.986091691434597}, 0.9225526969662281]}, {Opacity[0.5], SphereBox[{ 0.06284410567403453, -2.5300518518244237`, -0.25354039967679287`}, 1.1747034695683691`]}, {Opacity[0.5], SphereBox[{-3.915914557696087, -1.9121846292179419`, 0.320222673353787}, 1.1747930182957855`]}, {Opacity[0.5], SphereBox[{-3.3578363139144924`, 0.35411850003597345`, 0.761697390526307}, 1.1748129292815404`]}, {Opacity[0.5], SphereBox[{-2.369478971707602, 0.8159755374484636, -3.1050108032297605`}, 1.174802308406599]}, {Opacity[0.5], SphereBox[{-2.942151317627678, -1.4411183078461027`, -3.537413903923731}, 1.1747422239831788`]}, {Opacity[0.5], SphereBox[{0.8813242926199072, 1.750699158293331, 0.8320837682842104}, 1.1104200304075746`]}, {Opacity[0.5], SphereBox[{5.144643950210216, 3.192724753855211, 2.5607000843741217`}, 1.1747369792010405`]}, {Opacity[0.5], SphereBox[{6.925543176407327, 1.8620556783410522`, 1.8190151183608703`}, 1.1747986314651016`]}, {Opacity[0.5], SphereBox[{1.133614194314382, -2.9103588937638336`, 6.139722568564386}, 1.1113711703585378`]}, {Opacity[0.5], SphereBox[{6.035118043298891, 2.8688129175876105`, -1.8440510000744883`}, 1.1104066274834141`]}, {Opacity[0.5], SphereBox[{6.43979441112262, 4.729450393498721, -0.7804671710585203}, 1.1103050501249019`]}, {Opacity[0.5], SphereBox[{-8.17717086731686, -0.4692956270225257, -5.718468764550323}, 1.1114253495650415`]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-3.0252623534, -0.8296842003, 0.027758185214}, {-0.39676687095999996`, -1.6629966745199998`, 0.7892062693799999}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-3.2669583087999996`, -0.25739957846, -2.8000070141999998`}, \ {-3.0252623534, -0.8296842003, 0.027758185214}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-0.35848102219999994`, -3.208754748, 3.191747214}, {-0.39676687095999996`, -1.6629966745199998`, 0.7892062693799999}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-5.893866421399999, 0.57818056696, -3.5237720722}, {-3.2669583087999996`, -0.25739957846, \ -2.8000070141999998`}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{5.600203001000001, 2.316804076, 1.52355379298}, {3.8648676152, 0.09607933901799999, 1.3578248227799998`}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{1.3465242613, 0.50501037624, 0.9577131367999999}, {-0.39676687095999996`, -1.6629966745199998`, 0.7892062693799999}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{1.3465242613, 0.50501037624, 0.9577131367999999}, {3.8648676152, 0.09607933901799999, 1.3578248227799998`}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{5.616265672, 3.6819421383999997`, -0.87076684354}, { 5.600203001000001, 2.316804076, 1.52355379298}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{1.06809203246, -2.3014972954, 5.0043723932}, {-0.35848102219999994`, -3.208754748, 3.191747214}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-1.61078354514, -5.0950792412, 3.3625784444}, {-0.35848102219999994`, -3.208754748, 3.191747214}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-6.984427296, -0.7648477012399999, -5.3258147858}, \ {-5.893866421399999, 0.57818056696, -3.5237720722}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{4.6528833571999995`, -2.018227368, 1.59906724394}, { 3.8648676152, 0.09607933901799999, 1.3578248227799998`}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-6.8846497632, 2.3502522262, -2.4842337996}, {-5.893866421399999, 0.57818056696, -3.5237720722}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{ 0.25222172921999997`, -2.8873123553999998`, -0.68319264078}, \ {-0.39676687095999996`, -1.6629966745199998`, 0.7892062693799999}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-4.282875006399999, -2.3581890754, 0.44072189772}, {-3.0252623534, -0.8296842003, 0.027758185214}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-3.4948592643999996`, 0.84185403574, 1.06408581334}, {-3.0252623534, -0.8296842003, 0.027758185214}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-1.9997080531999998`, 1.2582173653199997`, -3.2306755696}, {-3.2669583087999996`, \ -0.25739957846, -2.8000070141999998`}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-2.8083218086, -1.9288433281999997`, -3.8412460402}, \ {-3.2669583087999996`, -0.25739957846, -2.8000070141999998`}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{0.6883326954999999, 2.2674822274, 0.77996550924}, {1.3465242613, 0.50501037624, 0.9577131367999999}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{4.9569402706, 3.553629743, 2.9880347512}, {5.600203001000001, 2.316804076, 1.52355379298}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{7.4715986588, 1.6746940784599997`, 1.940748602}, { 5.600203001000001, 2.316804076, 1.52355379298}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{1.1602350722199999`, -3.157732146, 6.6010018906}, { 1.06809203246, -2.3014972954, 5.0043723932}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{6.2088837456, 2.5314769496, -2.247829077}, {5.616265672, 3.6819421383999997`, -0.87076684354}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{6.7814707236, 5.1640542402, -0.74300246868}, {5.616265672, 3.6819421383999997`, -0.87076684354}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-8.6617480936, -0.3492213648, -5.877992723}, {-6.984427296, \ -0.7648477012399999, -5.3258147858}}, 0.1]}}, AspectRatio->Automatic, Axes->Automatic, AxesLabel->{ FormBox["xl", TraditionalForm], FormBox["yl", TraditionalForm], FormBox["zl", TraditionalForm]}, Boxed->True, SphericalRegion->True]], "Output", CellChangeTimes->{3.5764689948754516`*^9, 3.576469827866115*^9, 3.5764702489264545`*^9, 3.5764705338297553`*^9},ImageCache->GraphicsData["CompressedBitmap", "\<\ eJzMvWV0XFeW/v38naTT0zzd00EnZo6dxE7MbMssJjMzM0hmZhDLFjNjiZkZ S8xkS7LMcZx096w173OhlLK6XJP59mplq8CqfQ/8Np1z6kZ3w+HtW/ZsOLxj 04aBCw9u2L99x6ZDAxfsO8i33vt/wP/bLshACM//B1D9+h/+9z87hF/CO/// ev7f4sMH+Mc//oGCggKcPXsW3t7eePPmDbZJf/JP8eFDPHnyBG5ubrh16xbS 09PR3d2NrVu3is/lP/1JfPjNW9qOHz8u/gk19hP/+T3xU8I/PXz4EFulT/4o t0N1EbVP8V3h394XPyJc9MqVK8L7W6RPvnrHNauqqoS/+lDtw4IyhUIh/Jn8 4efaG/w7uVU2NjZiy169etWraLOk4amGART+XOjbH+V/Cw0NRV1dnfhK+Buh A/LHH2tvwJ/lf1bXIIjwZ+zgJklJl1obhP4JM6Rqw1/l2RMUChdQaRC6Ig8k NkpqHmpvy3/JsycMrHAV4ZU4o/2Ev5B1tGuZx4/fpYDvqUZWaPIGSVWL9uZ8 qkHbe2raVJ1bL2lr0tKw/n0+JhEjvSfzIr5aJ6mq107cl1q0qQMka6vR3s1B GrR9IL+nYkl4tVbSVqUFx2Fq5qfCQKVKBkp8tUZSpdTesBFqnxS6o65Nffxl bWVaGB2tQdVv5PeEqwUEBIivVkuqirU37Cv5kyqjVdemGn+hq7K2Qi1gfC1/ TN38PtTQx1WSqjztYHyrQdtvNWC2UtKWo6Vh36mNjupjv+3TR+HvZFWZ72iY MPj8s4kaTOk/NDC2QtKWpn38p2jQ9jsNmC2XtKVoIXa6FlXq4y+rStTesJka TOn3GjAzl7TFayF2jhZV6ozJqmK0N2yeBm1/0NBNM0lblBYwFmqwcZUqdcZM JVUR2oldrMEw/9Cnm8L7srYwLQ1bpkHVHzUwZiKpCtZOrJ4GG/+TBsaMJW0B 2sffUINh/knD+Mva/LQQa6JB1Z81MGYkqfLW3jAzDWb+5z7jL3RV1uapgVjh UWjYCg2m9BcNfZTGAm7aG7ZKg7b/1ICZgaTNRQsYa7WoUmdMVvVAO7HrNZjS XzVgpi9pc9TSsE0aVP1NA2MSi7DTTuwWLdrUx1/WZq19/HdoMHOVNnXMdCVt 97QQu1uDYf6tz/gLXZVV3dbesL0atP2Xhm5K7gA3tRB7QION/12NMeGKwqul kqpr2ht2SINh/r1PN4WGydpUiZYmMI5qUPWRBsaWSKouaif2uAYb/1htFFWY Sb4Y59S0aWicpQZr+ljD+MvazmiH9pQGbZ9owGyRpO2k9ik4q0WbOmmyNgst 0F7QYE2fauimFA5xTHvDLmnQ9pkG0hZI2o5ogfaqFlXqmMmqDmpv2A0NZq7S pk6ajqRtvxZob2swzM81YDZfUrVHO7R3tWhTH39Z207t0FprsHRVTaaOmZQn Ybt2aG01mGf/PlMgdEPWtkX7FDho0PaFhp7OlbRt6sOGOrQPNFi6qlhUx0xK LuXC9Z0Nc9ZgTV/26abQMFnbWrWGqVZxVNC6aVA1QANmsyVVq7Q3zEODtoEa SJslaVuhBVpvDdY0UMPgy6rMtEPrq0HbILU5UWEm1QlytvdOaAO0aFPHTNZm qB3aYA2W3rf0F3o6Q9Kmp30KwjSY52ANpEn1lRyMNUMbqUWVOmayqsXaGxal wdKHaCBtmqRtoRZoYzUY5lANmE2VVM3X3rB4LdqEbt6/f1/spqxtrhZokzSY +TC191SYSXWyzO47oU3RYE3D+oy/8G+ytulq2oS3+zQuXYO24Rowmyxpm6od 2kwN2lTLQuqYTZK0TdI+BTnyJ4UxVXEwok9PhbbJ2r7XAm2+BtscqQEzaeED 47U3rFCDtlEaSJNahG+0QFuqwcxHqqlXYSarGqu9YeUabFPVMHXSpNUijNEC baUWVeqYyapGaoe2WoOZj+4zisJVJkjapFl+H+Xl5TA3N8fSpUuRkZFRp8Em x2jAa/zbWlxcXIRtF3z11VdobW3VpkUdKw1aKioqxAt5e3vXqQ2ryqhVC43q RH2rruUDcUyELQvhlawJtRqsZqwGnL5RV/UbSFtJ/9MrsroaLdrUiXpL23tv aeunNqZCA4VXVRrUjtOAlrRC2utDhL4KfZbG8N/VqjBTt/Fxaq1V9b+P2pKS kl4VH2hQW6HBQr/u854wCOPerfY3GtQqNaj9RgOAY99Wq0JHePWhFrXqTuDr PoMgtPYttRKRAmqCGnKtSbMmh6BqsDqlX72t2czMDAsXLkR0dDRev3792z6a BU1lGjR/q/aeCtoxbw+FOma/U1OrmhCVP1R3FN+qDYWKXlmtKvAJmG3aJOXa f9CgtkSDzavUqtyyQHAfteo8/FGD2mINasf18YQqxyro4ee0XOFPGq5QpMHN jJFHT9MV5EAs/oWAE5+PfvcV/6zhiqrgpm7oI2V0tV1RZd3/HjB6L61uB3/R cOkCDZce9isu/aGGaehzaXW/q1pMTE5O7r10voZLD37HpYW5UF36d//bpT94 C/mff/4ZDQ0Nvb1Xb0KeBlc44Fc0QQWmOiIamiD0/tq1a712rWkUcjX4t/6/ ogl/0TB6chPE0li0+/flxggNEX6Ehggw0sH0ri+qNyZHQ2M+7dMY9fxH1Zi+ i6hqjRko22bf0CnbxMdaWqHum//+K1rx0btbIV7mfaENH2hvzyca2pOtwcz+ +iva85mGz43UPiqyuX6qoRULZBeUmVWD3Oxa3LkWAdtrkXC8Ggmny5SLkXhw LhJRLlkoSao9ouHif/4Vjf7i3Y0WVzb6/cLV295FU5vnyn6ntbUbuTk1uHcn Ag53IuFK8ab434pE8M1IhF6PRBj7EcZ+hF7ge2cjEXgyEimOWehu6DmoIUL9 4Vf0RbVMoe4p1PvSJziqTi6oO67PNPRqtkxAXk4VbO6Gw9EqEu4UX0rwvUhE UKLZu7jbkUhg75LYuyTOVBJ7mHCJ77OHMacjoTgRgQzbjAMaWvkfv6J3Q9Q+ p3JCcu8G9M7Uexr6+bmGPkkrJL9HeFA67luHw9mGM0QJokRSYq3ZfvYv9W4k MihZlH7I4e/fIod9zWZfM9nXdPYzhX1MYv+iD4XgSd3jfRr695tf0T9V/iK8 93ZU7F0VUO9Vfw29kpYwPkF7aycc7gbAySYM7racKbtIhNgpEGUbhQTbaKTa xCDTJha5tnEooBTZxaHYPg4lDjGUaJTYR6HIVoECjkIu+5zNnmZejEDyiRA8 re/eq9ZS1Uy8J/fzHT1UVWL/HvJ751U9j/9SQ+emymYXFZwCV5sQeNhFwN8u CmF2MYixi0eSXSLS7ZKRY5eCAodUFN9PQ5lTGpTOaah0SUOVawolGVUuiah0 jofSKRaljuwoB6aAncy9Fo60k0HsYJe8FP0fbzX3XXOnXvm8XfjLXXu/NyES YjM/oql3E3qDmDyzqh8360B42kbAxz4GofaJiLZPYVfTkGGXiVz6i6IHOSh1 zkX8sUBUe+ShxisP9d65lBxKNiUT9V7pqPVMRZV7IpQucew255iUF9wIRYVb imrhXeit0J4+Pfzm13VQFXA5RgM0dPCPsj9vaX2MbPrzQN8sWNOnC/78gezP 75+LQGlqLR419fSXkxN15B+1d9Lx+Irv+djFIohDobDPQKJ9DtId8jgchShy LkKZWwlsFtxD4VpHNJ3zRGNAKZopLYElaA0s4mMhX+ehyZ9D5JuJam9SwqEp F4jgUBfdCERbWjl2aGBaCNJCfsJxUR2IUQ8dI95mWj1gDNIwKFJu9ye0tT1G UGAm7BgwXMmiL11MECWMASPiBl0n3UzklUiEc5BCGCwCLCNQmVD7mTz86oMU FxQvYfQJwjkucfYFSLUvRvb9MhQ6K1HmXoEq7yo4rkxB9a18dLvFoTWkGm2h VegIo4RX8FGJ9rAytIaWoDG4EHWBuajkOCk9U2hNMSi3DUHBdR8pW/ntOw1D CF0MYd//34ZpsIZhkqrD/0RIYBrs7oXDlX7JnxJGDx1NSWAESuawpdIrp3PI 0gXPzCiUIkSgi1L0CT8agZ76Hnn3b2DvmHW2PRKf+1Kfn22K+DzSrhgJ9uXI uF+JPJdqlHjUocKnHrUBDfA9moX824l47OCFjohGPFI0ojOqAV1R9XysxcOo arQrKtEcUY76sBJUBxegwj+bg5dMl6NAmY0/HmaXbtTuL/ueKhReqXhTDyx9 BlI9lA/RMJBSNvhf6GjrQkRwGpwY+rzoCIIZJKIoiXyeZqNAlrUCeZQCPi8S hP9WJDgMDnbeXSn0pdJoE05GoC62+uM+YxrnHy0+97NOgL9tlvg8yq4CSY41 yHJuQIFHE8p9W1Ad0Ir6kDZEnUlB8slAPLHzxGNXBbpj2/E4ro3Siu64FjyK a0JHbD1aomvRyLGtDS9DZUgRlP5ZUHokcFxDUGjtvk77mP5Gy5iqh7I+Y6pu XEM1jKk0VR9xTDvheNefsSkUPhyvUMamWMamFAbXLNsE5NsnoMQxEWX3E1Hh lIgq5wTGong+xqLSKQrK+woG3kgx6AoBN+18OPJsUj6SnYeqGV63POSxTYO/ TYH4PMa+FilOjch2a0WRTweUAY9QG9KJpvAutCq6EXIsBN2OwXgakIaexG48 SeqidOJx0kN0JXXgYWIrWuOb0cQxrouqQRXZVQbnQ+lHx+gRxTDqhZcdD7Xu wnGAVZWqeiEzQUPglwdYZekvX77sXVkZrmGApbXCjxEVlAQ3m2C6fgUjYRxi 7ZPo2lKR45iOovsZKHPORKVbFmo8shjxMtHoLUg6JRUN3smo90xEjVssKpyj UOwQKQb9rEuheN70WDovImaQvHhnawd8bgXA724CpPc+Z5ZRjTjHRqS6tiHH 6xGK/btQEdyDuvAnaFY8Q3vMM3jsDUX7/Si89InEk5RneJryFM9Sn6AntQfd qd14lNKJtuQONCcQ+7gGVEVXQxleAmUQ3YMfMfYIxKOiIvlo4TuHWVWNqzvU XzHM6qsyI+QUUn2YFf6xjK4B8GLiF8RcKsY+HSn22chxyEWRE2FwK0S1ZxHq fYoZOYvESNoWVIh2Orj2oDw+z+Z7HHJCU+edhEr3WJQ94FBbhSPrYiCeNnb+ XfYTZZnF8L0ZBr87KfC7V4AAqwqE29Yj7kEr0twfIdf3MYqDnqEy9DnqIl/S 7n9AR/wPCDmXijqHRLz2DsDTtB/wLP0VnmW8xNOMF+jOeIZH6U/QntaN5pSH qE+kf4mrgzJKCWUYmx+cykEOR1dp6e/ksNnc0oOMtBpkptagpblnofZh/4uW YVd3KVqGfaRcjwjDfv70eTjfcoc3XXCAbRJjThaSGKyz7hczUJei3L0cNd4V aPCvREtwJdpDK/EwvBKdERXoilRSyvi8mO8VMlDnoTEoC7X+qajwTGAiw2G/ F4JyEq8a8/LMUvjeUMDvdgbHvRiBVtWIsG9CvEsH0rxYr/o/RXHIS1RGvEZ9 9I9oifuJfuFnJNtUodA2Da8Do/EirhnPs36ivMHTrB/xOOsHdGa+QHvGE7Sk daEhuR01CY2oiKmCMrKYcGcQ7igUuD+QnO8fkJVdAz+/LNxhVmNLcWSYdmaY dmV248pQ7Xqer09HoCy5Fp2NPbO1z4lqIUa9Uv5Azt1bWnuQmVWLHIqfVxZu soApSK9FIRPMQmrvaOx5a1fzV8zfKHn+3OzdcH7fdXjeiUYI41uMXRFSHZXI ca5irkD/6VuH+sAGtIQ29OYI3dEN6Impx5PYOvTE1jDGVaEzpgLtUWVojqRZ heaiKoDj5cX5exCOwjt+eNb8SD7JxvnLKIfftRj43czmHJYhyLoWEY6tiHd7 hDSfHuQGPkdx6A+oVLxBfezPaEn4Jx4m/wvldFQJdzLwkmXTDzFleJ79LzzP +See5vyMxzlv0JlN28p6jpaMHjSkPUJNUgsq4mqgjCmFUkHHFBbLmOIqLYH8 pXdZw47O04niwSzVh2lXQN+ljUu/LG0EnWS6diwCFfE107TPp2pJSz3FkeLr H5GbW4vbtyNwj1ez49Ue8GpuvJonr+bFXMSHV/Pm1XxOUY6HozK+5q3NeZXN Dn97ftVzz1FyRuvBGGtz2gNXDrgj8K6QRCuR7lSLfPdGlPk2v6eKE9HtvWWa FCd+j2dJzQytjehKrMdDtqA1liasKMXt+cvhN/h75M4zRtGJG+jILetdrAj2 80WIvy9C+fgewsTfVeXlvTH0tyoE0pXwvRILv+s58LtVTrdZj4j7bYhz70Ka 71PkBr1EcfiPqIj6GXVx/0RL0r/QkfovdKb/NwIvM/SHZOJleCqe5/43nuX9 C0/z/onHeT+jM/dHdOTQzWY9RUN6F2pS2lCRSNcZzzQgNocYxKPQ302Kw7+X 1oGYhdszGXSmeFL8KSHCWhCRiCISsZyg+BvCmkkiS5cPkUDzjqd5x56XsvEo CyJyMJQZ+WN5R/ydTEgLbX//t+8j5efWwIaXtaM48tIuFE9e2o98BMkkhpON CJIYwctGkI0IshF5go+Hw1BLJzX4f+PjfbEl4eHh4oZVWlraCNmRF2fkw/tW EHzvJcHubDTuHgxDtE0FMl2bUeDdDmXgI9SFdYlUPIzpRnf8Y3LxWHz9IlV6 /wXN7WlaBx6ntuJRchPT2TTcM9+FC/1noOSruXg9ZSaaDEyQZ+uKKmU5Lp22 wFojPWykbKZsNdLHNkEMKQb62GrA9/X0EOnrKyEzDuWpROZSHPyu5tJzVLBq akDYg3bEeXQj1e8ZcoJfoTiCyES/QV38z2hO/hkdaf9AZ8Y/4H4qVgzqPynC ics/8Cz/H3iaT69B6cx7Q4RfoSX7GRoyulGT2o6K5AYokxhtE3LpPeLRVSNt vYYHpcGRUe4BCwhXiq9QcFAimOjGqKo3TlwaJYOSeTuyH7JuCdhk3pAKuVTO YwrxST5DjI6Foz6mUusJCmLTX54/VWbf0f4YESFZ/XCfl/4LnPjbQyj5hEVM QhtOahSkJoZXiyOyCbxiIr1K4iWphEw8Ly3yJZ6ga7ZLG6TBUfVxLMKPvLsp B/4hTHxKmVnyqnczaL3FcLuQiQcWCUh1aUKRkFGG9qA+8qn42c6E5+hJfsEM 8gVepD8X3/uBFvoy6wny78cg9340fA9ehu+hazAcaIJzo1ZAOXcN/rnMGIUz J+OgiRHWG+thkwlJMdHHdmN97KTsFoTU9MMe/v4Ae0jPLtKzU18PO0iPwsdX Xq+cjM6mLvieZ9C5LOCjRIBNI0KdOhDj8RgpxCebCUNR5A+c7teoTfiR+LxB W9obPMr8iUlFPSr8cvAmPp7Y/IRnBT/hacEbPKZ05r1GuwqfzG5Up9Ni0ogP cVUm5aI8Ng6PaioQKdSoNmFwZT3laUc3QwkVa1UF4m2ikGIdhXTraGRbczys YpDPx0IbQaIpURRFb80qLNlmcXYzOKOpp8KQb5PSdyO1D0KqZSwhqfb28hNb 0g8uvP7fxGVVb0qAvAyhuKtA7J0oJN6OQvKtaKTdjEY6HzNEiULGTQUyhKuT q0y2IPNsGFKO+ONZfWfvuUf1IlQDTCrHp4KpPLOCGR3Dwe1cRqlyKOzrEHCz GF4Xs5hBdzKTe85M7pUEU/KPeJL2I55n/IhcO16GNZO46nHAAX5HXeF/yhtB V/zowwPgeNoWBydvQPTCbfDXXYUT347GxinfYoPuQmwnSDspuyl7KfsJ0wE+ vo8DxsLvfURqr6EedhOkuycsVBx5n4mC30VGretKuqBGhDzoQLRHF5L9niAz 5DkKIl+gPOYlk8dXaEz5Aa3pr9GR+RrJLhXI8MzGD0kpeJlciCcFryk/oJvy KP8VGXqB5uynqM8iQxlkKIMMMUoqU3JRGhcDTxsP2LOSs2LXrp5ww50T7rA/ 7gmX497wOuoLf85A0OEAJF1SkI84loXJKHVMZo2ezCQsiZJIYUJ2Pw6lDjEo Zk1fYK1APt1U3rUIZJ0NoTdIHK2dI2kSP2GtkYUzFlfgbhdBkYj2ZTEbZBuF cJIbbRWH+HsJdIaJSL+TjMy7ycixSkGudTLyREmiJCLPKp5Ek3ayln89AnkX g5Fh4aOO69sH7XrXHtXX2MVWvS/lLr3F7xhOUSKTiwLml5VQODYh2aODtUk1 gm4VojT0KQp8OsW/TGReZLv5Ph5sd4XbXj/4HA0V3w+5FYcwx3hEeMYhNTQd hXHFzC07kMyhvLvuGHRGzcDB72fg6vjR2DN/+i8kmRrgIOUQ5bAgZgY4wscj ZsJrfb6vT5fGv2Pg28dAZ2VhIaf6nyHBORe+ZzMZ5cro0OsRxKRI4d6JRL/H yAihu6RLLWWBXkWXWp9CZNJeoi3zJTqyXyLsfgaeJmfgRVYZXdNLCmtJysP8 52jLfYam7Ceoy+5CVVa7ann+wTUHqP9YWXrTi/vCwyIAfseDEHI8hFkG84ET EYiziEDYfl9ErLFG8VEPVLtlodo9EzXuGZR0vk4VdyUqXBJZLceJ2y/F9CmF LI9zzgfieVPX8F/hpX6ZR3wKN0dpjdzLnpmxvQI+dtGs6OMQbpOIaOsUJFil IcUqAxnWmfDf5YHIFfdQcI1pvmM2iikljlmUTD5PR5FDCqlPQol1LEqYfRdf DUSVe0LvDo0W2NQrJ2kx7ateP9b3sTy9WlrVulGEIKsaKB60IMmrE1kBTxDv 3AT/a8WwXp8oDfcOJnxH4iX/xcom+IG0wqhMaEJLZqfoJLryXzA/6WFK+wjx HnFYPnceDKbNhf5YHVh+Pw23vh6FI4t1cEAkzpC0GeKouSGOCbJcejxubtiP TwyI2REzfRHCg4yl+w0F+E7Im8JTUJpQB5+T6fC7VMy4XosAxxaEu3UgzpeF WXAXciIeozi6h9n0E9QkM8NOe4bmjGdoY+zzup2EjsRsvE4MQmf+M8pT+rWn 6Mh7gtbcx2jM6UZtDl15TiuU2bViNyPcgnD9+F3csHiA25YepE+abU/LUARY hCP8hALRFtGIPxmD5NNxSDsbBxczF6St8ULnKReUnfFDtXMOGnwK0OiTx0dh oygLtZ4ZqHRPhZIklt+PRRmjW/GtYORc8JWn750ISv884N9mNTY4CU63vcTX PvbRlDiG8CSE2aYxWc5EgnU2Uq3zkGmTj7iLibgzxwUFu0LRdN4HZc7FKHct htK1iFLA5/koc8lBmVMWyhxTUU6gy++FofSGDzrSS/7tCxL/C5BSZfintwJr L4xpMozXixnfaxHp3IYk7y5kBT1DUcQrKGwbVUuF929nIdKjHPmKFrkE/BCv i/6JV0X/wPOin9FT+AZdBa84oU+Z7HTxb1bMn4//wMp582A6fS5Wfr0AF8nj 7bEjcIgMHjE3In9GOL7CiH97gr9/Bwv+Fp5ZrDDkI7lcbkAs9UUoDxHIg4a6 iPb1UfHocSwFPucK4Xy+ADZnc/Dgaj7rokIE2BYj/EEpYlzLkOhZjkpWIzWp j5m+96ApqwfJwVWoislhjhnD5vZQHqM9r5scdqGZDDbkPkR1LtP83GYUppaJ nbW/aIdbJ+xxz8INNpZ+cDwpBQF/y2iEnYxDzKkEJJ5OQtq5ZGRdSkXulVR4 bEpA1vkcPPYgczaMuddSUO2Yg9bAUjQHFqMpoBAN/vmo9c1BpVcGlG4pUDpx su3C6YH80ZFRJmdM7+Sx74nTzrZOeZfsYwTYpSHYLgsKm1zEWxcg2aYYGXal yHEoR8EDJe6sSEfezTw0uuehwqMSVV6VqPaqoCj5vAyVniVQeghM5rFZ6VA6 xEFpE4zSO+6/hkH15QZp9em//s1sylJk/q6VkL86RJC/BO9uZAQx/Ea8YE3+ CkEPOpEQ3IZWhjNhGedp3k94UfgTwfupH14V/0Sn9az4DXqKfkRnIfmjc3G+ 7ECmVs3XwW+xmhSunzcHxt/NxdbxC3Bz0hTcnjYex0TWjPvBYqUxS31L/rZc ZYSTFMuVghjyXwQMiSAxPGquh8MmujhguExezZgqVqpOF3xgaeCM02t8cXZb MC7uD8PNY5GwOa3AgwvRcL8SC58bcQi4E48Y5yz6xwbUZXQhxqsUWeHZeJ6b hIeZVWjJeUT2HqEppwP1ZK82rxUVeayw06sQHZQsjtKdE3dx74QT+fOFg2UY XCylzadQy2REn0pF4tl0pF3MRPbVLOTfyEHRrRyE7gpE9r77eHrTFg1XOSP3 slFxJxNVtjloC6tEa6gSTcGlqAsqRjVZrPDJ5qTTNzrFkMNgFN326q8FwTdv 3kgnKL8UW5IQJAUrj3tB0rzaZTDny6UbLESMTQkSbcqRZl+JbMdq5DvVoti1 DveW3kXZUWc0O8SjxrcBtX6C1KPOv46PwhJjFSp9KqD0EnDME085KB9EE0c/ VldFmo41DfvfSHzvLRIld/YRc/dk+F2hJ7SqRZhTG+K9O5Ee1IP8iKcoi32O mqQXKAhpQrpnKdrTn+FJ/ms8K3yNF0Wv8bKYUsLXxT+gh9JZ+BLtRHHV/AX9 sFpnARFbqzMfG+bPxca5M0jjEhyYuABWUyfjzvTxsFgl4GdM/CirjdnAU/w9 ir9lJFcRxZUCivo4aiaguAyx/pKDvywslrD8FUrgQ8uu4JSZN85sCsT53SG4 djiULiscDmcj4MLU3+NaFHxZqAUwqQ5mGRnnmo5E33yE+2WiO5cuJYshMrsN dTltqM1tQRURVOY1Io8YKoLTERGYIA7WvWN2sDnhDTuLUHn4PkPAyQxEnM5G /Lk8pF4uQPb1QuTfKkLx3WKUWdMlHwhHzmE3PL/nhNY73qhxKECtfT5qCEiD RynaImvREl6FhrAK1ISUojKwEEpfAUdhPzkS5fY+eJhb8ol2HMepTbDPPU/4 2YTILfwUfrb5CKYXjCCG8bZVSLGrRaZjPXKZdxW6NaPUswVWBnYot/REi1Mq 6gLaUB/YhoagVkoL6oOaURPYiKqAOij9K6H0IZKeOVC6s4Wu4ShzcNJ4zK4P j+p716rFtz7RWbUTqHrbwyIRvhcKmHZVs6Rsoft4iNTATqZc3SiJ7UFVopRu lYQ3INO7mCVlDyPySzwtekkkBXmBp5THRc/xqPAZUv0yIHC5kFyuIZ3rdXSw kWzu1F2Ew8uNsWKKLiymLoDD9Im4tnAmmTQhiyZs/Ok1Jv34yxjzJTgpFmpw HjHTxeZFs7HOWBfrGbI3UrawmNlGObHMlZ/xx5ltQbiwPwg3jgXD6lQoHM+H weZ8AJyvhoor7P53IxEorFaxOnDlNDRnZeFRZjwqM5tQkd0IZW4DSvPqkc36 Nzw4A6FBqQjwjRUHy/qYG+xOBMPBIkZ87W2ZheBT+Yg6V4zEy6XIuF6OvDsV KLaqpH+jZ3Eg2EdjkXvMBy9s3fHQJggNzuWUUjQ8oE8kpC2hBDOqAY0KeqQI 5g6hZVAGFRBOxmym3EqXYBTYOP/914D5m74zDb973vCzVqgY9byXx46zImU6 lmDbgDTHZmQ7tyKfiXYxZ73c5xGsTZygPOuPNrds1Id0oTG0C02hnWgKe4TG sIeoC21HdQgtN4icBtB1+jGK+2RC6R1LVn16GVVf0+vDqHorh/RWze//Uj8P orvMZ/1ciUDHRig8WpEU0I4sXr0ophMVCUznUx6jiSlXCe06w7cA7cwKu4ue MlJTip+SxSfoKuxh/fkYrozYa0jjGp1FWLNgIXmcj406c7CXNfDhFcY4ttIE pt8sxvkZOnCaMQGXTBbj9FpTMnxmranwy4R57pm1xnzTGKfWSFyeIJfHV+hj +7K5mDFqoMjiZnGNUA87yOMuyj6DjThu4IWT64JwekcQLh4klyeCcI1V7iXW HDfOeMDpWhA8b5HNO6GcrVDct41DWWo2uvIiUZJZh6LsOhTk1Ir7NhEROQgI TIevb5I0Tu/D9pgf7I9HwfFEMlwtslQTHXOpAik3qpF1pxYF1vUos29Axf1G 1Dg3sqpJRq5lIF6yvu10jESTRy2a3avR5FaBepcy1Hkq0RrXhqaYZtRF1aMq sgrK0FIoA3NJJbNIz0iWFR7yYeZ3Ijn+l+kcAGVOCXsXCD+rePIoFZqed4oJ Yx3rgCYk2rch3ekhctw6UejZjVIfVnr+T2CzwgMVF0PR7lWIxvBnaIpg1ceI 2RL5BE2Rj1Ef0YnqcGbTYU1QhtQSynIK43gAnaZvCLpLC9/6Pvrb3+p8C0jh VGFaWpr8pY3BcD+eA5+rSvjb1iHMtZGFaDPSQ1qRp2hHafxDVCY/Ql067SKr C8VRVUhnot2S3YHOgm4G6G48KuhCB6Ut/xFObtnzC4GiR5yPzaybDy03wRHS d2yVCfbqG2LtxGW4Pmc+XGd+i8umS3BmnSmd/TpTLOBTk14GT5JBi9WG2Kk3 H7NGD8JsitGsSdhmSvZMVcuKBthPOWi4GceMfGCxIRindgXj/KFgXKcPu8gA e+mUB2wv0TeSQdcbQXC/HQSbuwokxzJ/K0hAXlIesrJqkcaaOTZZCS//dLj5 JMPHMQHOrGdtDtEfHg2Fw/EE3D+RATfLAvifKUP4xSrEXatD6p1G5Fi3oNih jVkV3YZLO+rcOxBzOgN5Z8LwyjkI3S5xaPFpoTSh2bseDZ7VqHVXMmesQ1N8 O+pjm1EdXYeKCLqaULqaQPpFP7oaTz88LMr/k3YIJ8kldZJ/NMNbGBlkFnYv F0f3X4TbdQZsq2ZE2XYg6X4nMlweI9fjCYp8nqHM/wUqgl7Clpl3xVUFOvzK yNsPaFb8QG/9Cq1RL9Ec/Qz1UT2oUdAlRbKHDI/KMNpKGFsZypImSIHuirJe /v79yzLyUfP33/qmRXR09BjZMxbHtsHjXBm879Yg4AEtxaseSUwRsiKYu8e0 oiyhDZUpzOczOtCQ9RCFinKkMG40ZLagLe8hWvM60JLXjsa8NqyaN18Myaso qxmQ1+rMw24hqVuhQtAUJ1abYr+RMbZOW4a78+bCbebXdIZLcHa9mZB0rDeF jsjh6XX0g+Rwt4GOyN6cMYMwl2I6a7LEn6kB9lL2mxriIEUoyYWloSNm1jhG Dk/sDMaZg8G4fDwYN08F4+75YNhcDoY9OXS4FYSbV+kpglnX5qWiKC0V8em1 iKa4B2XDzj0RnsICiG0aXC+EwvaQL+yP0AEeS4XT8Vy4W5Qi4FwVIq/UI+EW TdaqHXn2j1DyoAsVLt2o8WCt7vUYsUwkcy8o8Mo9nDV0CtoCOikcL/9WNPo2 os67BrUB9IxJnajnOFfHMT+IqoYygp4wlGlZcCI5DEZnaZF8/7B3QjhVhtD3 ujP8bivgdyedMBbh3DEHlv7JCLFqQ5R9J5KcepDh9hx5Xi9R5PcDygN/RGXI G9huCELFzTh0BFaiKfpntMT8hNaYN2iNfY3m2JdoiHmGmpjHbN5DKBUtFDrC KKYRkcxvw2PQXaX83yGU1nWE7x0JO23SaexBiHbkqF+tgrdtLYJdOQu+dUgK qUdmZAPyY5tQkshEIIWpfHorajNbmTIWI84rBVVp9ajPaWGa38w0vxErSN/K +QuwUkcQHWzWZYlC5yfRZ4pjJO/EGlNYrjXDQRMT7Ju1DHYM0Q8WT2YYJn/9 RPz+hDPrBfxMRPwMJo0VsZs7ZjDmUcxnT3kbPRV25kb9xOWg73F0xXbsXx+A w/SEx0ngGcETng7G1QvBuHElGLeuB+E2Cdy++xxun6dcvwf3iCL4JFThvl0o fK0imPQnk74c3N1tDdsDgbA/HAfHo5lwPlEEz1MVCLxIS73ejIS77ciw7UTe /ccocXmCSo9npOo56XqBuEvFyL0ch1deUejxyUJb8FPKY7QEd6KRRUGdfyOq WZvWx7ajIekhahJaUBHDhEuh5LTmc1oZh4PC0aUslc81vJO+GSr6rrnB72YM s6pMUliCc0cdSV8qQm06EOXYjSSXp8jweIk8n9coCniDsuCfURn2D9huCUfF 3WR0MLw2xf4TLXH/QGv8z5Q3aI5/jYa4F6iJY/diuqCMoRuMrYcyjs2MYboQ FY/umkqNt+nUQJ9qVVHKZv+KKJcmuN6sgacD6XOvRZRfLRLZjHTmyrm8TGFC PUqSG5gvCftVTGfD8hDhGY/itCqU5TJ3opjPndcP5vMW4I9YRe+6x8xYBs8U R1apwDMTwTu5zgxrZ+jh+LxleLBwFuGbJMC3wYzh9+wGU7JnitPkb6/hQpE7 gbn5Y4ZAh7Ji9lTsIXMSd0Y4bG6EI8tVq5DGLGGMYcFHYUHo2JodOLLpDPYc CMKWrXexavkhzJg0Gwt1TLFkoSmWLloO06Um0Pn6G8wcMRLLxk/AxiWmsNho weQpE/42Rbi30x52+0NhfyiJ8OXC2aIMXmdrEHS5CYpb7Ui0ZkBz6EG+0zOU ur1Aldcr1Pn+gMaA14i7Wobca4l45ReHnoA8tIe9QFvYM5YizKlDHrESbUUN q9BaRTMaUjpRk8QwE88hjmVVGsPgpmBwC4tEV2XZB9rZm61i7wrZux4LvxvZ ZLAM1y38cee0AiG2jxD1oAdJrs+R4fUD8vzeoCjwHygL/ScqI/4Fm+0KVNik oiOMyUDcP8kb2Usgewk/oTnhRzQkvEJN/DNUxHdDmdABZSILuES2MoEmEpuA 7rqqX8Oe+hrO13L6F+naAqdbtfCgBwwgexFkL47sJUeQv+haZMfVIi+xFvnJ zLDTyKUiH76eMcjMYCrIfMl49jyYzNHBcsbbHSZG2E3w9hO8gytV4JnhxNpf wDu93hwb5xng7IKlcF00HY4LJwrosfwgeX8WuTOcPJa8kbmvyNxXQ7FwzFCs Inf7TI1wgMwdEpkzppMz/oW5lcZyfjseu/UXYvqowZg5eghmjhmJWWPHYe64 cZgybDgmffox5nzxGRYN/BRzPvs75SMYTZgKwwkzYTB+Nk5tvI6728nc3gg4 HEyF45ECOFlUwOtcPYKutkJx5xESbR8j4/4z5Lu8RKnHD6jy+RH19CRNQW8Q d12JnJspeBWYgJ7gQrRHvEJbxAu0MJlvCu9GfWgHaoIZdqNb0ZDKMJ3cgYpE JvUJDLnxxZxNVpiRUeiqKuunnTlpF+U/EOwvHQdbaaiH1ZS1BnpYR1mrr4dw X19Ul5fL91djeugpnO2hXBM218tgcyYOF497ItiuCwqnp0h0e4kM79fI9X+D wuCfUBr2M1O+n2Gzm3zap7I3tWiMJ5OJP6El6Q3lRz7/AQ2JL1GT+Jw9YTmT zOicwh6lMEVMZoGfkCjyqWlNZ+i7+ZS+RrSbzPXAnr7Ryb4W3m70jz61iAyq RUw4S/socko+U8hnagofyWcIo4aDeyzCkqtw5vRNrF+2DNuMDLFdZnOfzOZh snl0jcSmxTqBTXOcIpun6Qa3LjTElUVL4Ll4Cu7ozxbRPE3Za7QQ85gHCs5w PsFcQFk0ZhgDMR0iwTxobiwu/IhgMtc8QbFgyWNJERZ/9hBMvUlfi5jOpo55 slNdSFAXUSZ9+hGmffoJdAb0h+6Qz6E/8BPoD/gIxnyt9+UYmIyeBOORk7Ft 6grcXucO281RsNueCvt9eXA6Wgrfi41Q3O1ilckQ5/QC+W6vUEp3U+X3GnVM shpDfkTsLSWy76TgZQgBDS1Am+Il5TkrzadojOxGXQSjcJiw7FGFhrTHqEl5 iIpkvk6ugTKphJBmQRkdhXZlkSYqh8pUhpLINUy7pTVVfWyibDbSFw+hbTUU Dp8JR4q2ktH3sEVXD5E+vvL2hkRqRZoSfpcYxa+Q1KvlJDVeItW+C5EkNcH9 JdJ9fkAO/XxB8I8oCf8R5ZFvYL1PAeX9VHapml7zNZoSmTsmsaBJfoWm5Beo T3qO6uSnqEh5DGUaSU1j1xhGlakkNSkBnXWVv4ZU9dVH6bYNOmhveY3ggDbY kNQHJNWTpPqR1CCSGkpSw2NrERbP56Q1kGIbkI0Ltx+gND8fW/SFYTHENlK6 i5TuJaUHSOkhmdLja2UvKpBKSk9tEEg1x4aZeri1ZBG8Fk/ElRVLSLAp1ulM k9ynQNdXw7CAhAqUSu7TmMW4MY4wHxWWg06skgldLRBqij0GizCLnxXoFH4E HQspi+mCFwz9EgsG9ceUTz7BrM8/w4IvP4X+oE9hPOwzmIz4HBu/HoKVYyZQ vseK0ROxc6qZ7JIHwmlPBtyP5EP1E89cO+1mLXLu1qHYhvmefT2q79ejxrke sTcKkXkvBS/CEkloDmvQ52iNfsp6tAeNii7URXagOpzpf0gN6tN7UK2axtQa FMfnI9U/HGG2Vrh5ppdKKQ7+J6oryrGORK4z0cMGE1JJ2UIyd02ehTOTZmEn 6dwlCAndLR9020VGd+npYccyXdTSl/5N3qrpbu6E33lWORez4HeZvvS05EuD SGiE0xPEezxHqs9LZAW8Ql7IKxSF/4AyltVWBxUod05ll5j2Jr5i2vsSjSSz MZkpM8msT3mC6lRWOenMM1nwKjPpSzMZ69PzUJ6coDpJ8e+3AeuFU33Z8Ts5 2GcXPEFu6RPcYYi38a2FA8F0YJi3Da1Gcd0T5NdIMKvuwbJ+yTLaqAG2Ghux 1GUJTCD3MZc8SCCPMKQfJYzH1wmu0xyWBFKA8iSBPGRmgu3z9GG1bAG8F0/A peVLWL+ME4HUIUQ6BHEBoVw1expdJnNU0WWa4OhKFZDM/wjiyTUSjLP5OWlx 7Vt+ji5z2JeYN+gLzPuyP93kl1g4aBCmff45ZvO1yRdf4NCIL2A04jMYjPwc 5t+Ng+k3kylTYf7tNGyfboZTupdFbZdW+uP+Een7UH6XqhF+s158nu7QjDzn FpS6t6LamzHarxXNga2Iu52LDOsUPI9MxNOoLNamT9Ec08M6tRuNUY9QF9WO 6sgmlHM86zMec6ZakBpWiHC3aIS7BiM1MAyFUSFqd5+QT4So/Uhbor9HmL8P 6ZSW/UVC5aX/PV+Og33/8UgbPAGlw7/FlYUL+Jl94rHMvaR1L6P+XtK6R1cX db2kfgHf02HwO5dBWkvgciEfR/ddQ4DdI4SzDo91f4pkn2fICHiOHOFoXfhz lChe4O5hBUpdU9nHCtQmsqBLeoZ6gc7kJyT0MWrTulGV0YmKTBKaxWoom3lz NquhzFw0FBf2HvhRX4yUMVUdPFP/Itds+XyF8KebV6zERhrbVkbtbURvpzlL Efqr/UTjENE7Qn94TMbvxHoiKFTNlgzbC8WKZ+8CfdjrzofXwm8wf8SXmM/A Ol9FHmUP3aBA3kG6wcMrJPKOy9RZytTNIXVzSduckQPFmZn55eeYQ9rmDxqM hUOHYsmIYdClrmUj6WK/GIAtnw+C47hB2Dn+C+jymivHT8G6KfMoOlg7dQHW TVuEU8uuiLrOmnri2g5pM9r9ahMC77SJzxMfPEKmeyfyvTtR5t+FYv82VAS3 QXEvD2m2yaQuEY9jc9FE6hpjSF1MJxqiO1AbxZI5nEVgUCliPXKg8ExHakQh ilPK6T+KUJ6Sitr8TC33dPjlWEtYgI9EnakeNpvKB4GF85tTZuFw/xnwHKKD rqmL8XTmXPjpzO+HgyYG+FA8aCcc6DxgJB24E8487dPXRT0h/KsMoTKpBn6n UuB3tggeF4twYPdpBNg+RIhTF6Lcu5Hg04PUgB5khTxBXvgTFCrorI4qUOKR ikaW2VVMLauFMyjJTJpTulCT1onqjIeozGpHRXYrlDl0kzmMJDllKMvMwatn zzSeOusDoXo5Lt2H9A8ihHPHfosNesK2mxG2m0n+by8D8gFScogAHlnb6wPf FykcI1Y9Rxbr4b7eHCwd9vlb4C2fPZ1ZIisjuruDhO7wSgE807fAmzliAGYM /QJTvvwMU7/8AjMHSl/j1CFsi0cPh+5Xw2E4djiMxw2HCR8Nhg3F7i8Gw3n8 YOiPHgiTr0aJ4G2YOh8bpi3AhukLsWHGYhxecFTUc87YDedWB8D+ZHnvZm60 wyMkOXch06Mb+T6PUcIZUAb3oCrsCSKti5Fin4wnMYl4FJOL+pguyiPURLFM jmhASXAlCgNLURBUxHStDVU57XQBLEyzGKwyC1CakoyOhhqtNxMRfoSgvMlE l20SkPs9tpoK0BlgJ2Xv5AXYO1AX3lPW4bHxRjw3NIG/7lJxuesws+5+4uHP 3+CQsANACg8yuB800sUBA5E+6ZZC/dHZ0A2fE/EEMBce5/MI3yn42bQh+H4H ItweIZY2l0SbSw/uQnZYN/KYCN88rkCRVyrq48pYw3SxtukU90IqUztQmU7o slpRntOM8lx2Oa+eUoOynFJ63gpNR2u1cDdXtsJAXz/M+3o81tF/byUsO+j4 dhOWvatU3LFsIXNH6PiOUo4JIji/Y8z6/pN5nz4sl+piGRlaNowhcvRQ6H7/ DXYR4b1CVU51B+V1yKNUuUd3CTbNnoVpDJ2Tv/gcUwYMkGfkGywia7pjBd5G kLcRMKGYfj0CZhSj4cNwcMAQuE0cAvNvhsNs3GisnjAFm6bNx6bpC7BpxiJs m2tOR7xVcniGLji3yk/aC7tGh3evRXye4NSBNPeHyPF5hEL/TpRy8JVhXQiz LkSSYzIexyWiLVpY2m1BSQjzROZ75cylKxSsRKKqOBnMF8UTZrT+XE5AdjnK MnKRnxQ/QMOBgN5dOuk+P5tNltG4dbGFzG0hcdtMBeIMsZuyV2cpDg7Tw+05 O1C6Zg+erVmFO8bCoREjjtBR4aCncM74ffGQ52H6y8PGAnJLJV/3OcriG+B9 PBO+50rEbzf7WjXB37EFIS50557tiPPtQHJgB9JDHyKb9dZ1CwWtLxXVcSUo ie9AaWI7ypLbUJbWSl/WjFJaVYm4X1+HsrxalOZWozCrGC+fv+gFSn3Z5y3W pNttODg4iLt+fC7hNlLEbfa4b7BWcHPkYwf91y7ysYds7CduB4jbobUCcpR1 TPvWSY+H15vgEGXtIgPoDBkIo2EDGRw/h+GkiTCZMkliTaiymS6unjELRkzB Fg/5nvXDREweOADThg7GjJFDGWQZkMnYMooeOetl7euRZG1kP8I1EqNY8A7H 8YFD4TF1KJZ/OwIrvh2F9d9Pw2bitpkubutcM6yZaQrjSQvF6bVYYo+TJu7i 8yt7Y+F3p0F8HiOcEXZrRYZXG3L92lEY1IGS0A4EW+Ui/n4yOuOTUB+ZitKw RpQrmlARzYASXY/y6GqURpcxjhK5vBaU5zHLy63hpJSiMD0bbU2NvZOgzpu0 fPMX8b0IZnQCbMKm+VYZth10WSJs4mqqEfYtMcTm8Sbw2LEf3msXEDNjYVW1 H44vN8JvxQVW4aixcOz4qLkBWSSPpro4YrwMcf7ef5WX8+LsSuF1shB7dx6F +41y+Ng1IMCpEaHuzVB4t/BPW5Ac3Iq0sFZcOalAjm8qKuJZyse1oDBROKrZ hKL0BuJVjwKG0/zcWhTmCVKD9NQShAQn4caNSNy5Hgnrq5GwvxwJh4uRcDxH OR2BUumLuH1v6K+BSmGxR9gHFErp1tbWeXLwFaic8+0ErGPxsYXFxDaStJMk 7SaVgiPcJ+zdrZHoPCAcWziwzoQhZh9/71lnjOlDhmJmfwbPTz/B7M8/xRwG 01lfDsbSsRMxZ+AE6AybhcXjWJNMN8Ssr8Zi+ihmeUKQFpZy6PSWiI5vBAzG joTRuJESjOTQ/JtRpE8QvjdqBE7xOl4zh/bDivEjmH5vIJArKXNHjsYk/tPU YSOhOvR7cNYdHFnqyNlyk9/7GNcPhsHjag7C7MqR7NGENK9GpHvXId2rGt63 0wlrMh4mJKExNpNFYxNKo2j90XUoIYzFMeUoiCkijAQxj3GYXqE4txIFWYzD peUay0DVt2KFn60EcRtBFEoKAcJdhHAPY0Tv+gDBWzxmPvYxTjzYsYRtFhZZ fycc9BSXWoXDxcdFUR1+N8AxmcZDJrITHIpHtU/hejALe3cchcuVUnhY1cLL oQ7+LPFDPesR6duA2IBGJAY34sIpBTL9UlESV4Ds+HrkJFFS65CTUYvsrFpk 5fCRJMYllMA/MBPuHvHiV4rvC3dLuxUJTxLpcy0Sflci4U8a/Umj/+lIBFrw 8Ug4KmOrVN8VVl/UGfJ2TFZf1JH+fwUfIjk+AQYLF2ENcdxIHLcwiG6nk9y5 0lSezP7YI1QNa01E2U3ZudYY29casXYdgQkffYaZn/UX15xnfTkQ0wdMZ1Wx EAsnGUBfxwxmRubYscIcc+RlRXHBhgwu/moEHeMIOsaRMCSHxl+PIoejYPbt qH5YPn4UxmPFhFEwHDQM54cNg/fcYVg5YSQMxg3BkvFjMXkw/Sx984yhQzB7 +CjMHTGKeeQoGIyZjYPz7XDEwJn5pxtObPaB5Q5fnNvri5tHA+F0IQYhtnlI 8qxChl8tfKwzEUkWWxOTUBuThsLIOhQw/hYw/haQw9zYYuQkFIkMCm6iIK8a eSwDM9LzkJ2R0bs4vYoVwRphcVpeoBYWp4VvLof5+n7UG5n7/VIb/ye20q+p KN1mIrhLITYzk1GVb/LCgZD1bDMzhf0uxuvlc6Q1V3Hd1RjSueQP+Z5E63H5 OPxxcz36z2VoqCiT65NhxPU5Du04B7tT2XC9WYuDW+/g8I470JkyH4um6mDJ NB0so8z6ehr2mq/D3ZOX4PVAgdSkWqSl1iKVqKYQ1biUCvgEZsE7kHo8k+Bk HQn3e5HwJq4Bt6VvvYfReUbSeSouRSLqAh+FGxMKX3O2jET00Qjk2magp667 939Lo4VZdSNfIHeF3hQbVq3GOUsLrOVQbSCzws8WDsu2VdLzbatNsHW1MTav Mcb1S6dQXaWEw/Xr+P7jTzH18y+xZNJS6E0zgtGiPVhpsB8bzfdj98p9OLRi H4sZYRl8cG9xs1D0mwKvI6FPVg3JqjFZNf12NMzHjyauo4VvMkwYjbEwGTwc VxjRvRcMx6xh/TFx0CfiYuN0wjpryCDMGUo7GD4CCwjropGjsJjJ5pbvDuPg ogc4ZOyKzWb3sXOdCw5scWFfLmGD4V7WZocRaJ2OFN8quN1LRyiBbUpKQkVM CtOrSmQplMhiBM+MKUZaTD5yMiuQR1hzcgXPUoXA4Dgc2btbXK8WVgc3COvV RtJ69Rbxq6/CivUH4pr1Fn3pS9M3LCxQw/JW+rr5nxnhvYmsyrEasIAxZDpp JDlWcZ3LRDoFRd+xfrYu1hma4t4uI9xdv0jAlLPyO3GbQFiIFdAVRMD2hHx8 XjiCd8xcF/GB3n+Tp9nRwZ4uaRt0vpsPnYk6WDhZB4un6MBIZyWWL9mA1bob YDjPHOsWG2PlvEUwmaFDmY8rp28jJr0WAdElcPXPhosgzvFwsYmEl7X85XzS GkFao0lrLGlNoHNNJLFJdLBJDPlJwk0MSW7y2UiknIxA0pFgPKvv7r3Vqfrq pBZipXuo/E4kVkgTilh5Bwf6i38TGuSPS+dPi8/Dgv0RGuz/nuyaL526w15u wAYzS+w0t8Q+ypHlp2Cx/DQurLuKi2soq67C0ugcwbHEmskGMPhmKkEdQVBH MsALoI5iZjoKJoTUdLwMKhFd8d1orKSYDxmBo8OGYPWYzzGZkM4Y8SXmCQuQ IwZjHkGdT1AXMJNdRECXUBbz9RLK5onHYDx5B+Z/q4+Jo77HtDGTMHPsJGba k7B4kg70piyE0fQlWDRhJk5uP414ZydG9CQkR5QiWVGCpKhiJEQXICWZwDLs pVEU8QW47xaI3Zs3yueBCSch3UrZRtkhQrrTSL+fuHL9G+wkqTsEIa3bSevt EyKt/yVvsVQqyxFE7yvcSeLYto0wmjFJ/L73dmOCa2wkgcsCdB8D3i/gmmI9 K7vlS01wY5cp7m7WlVYuVpu+J1L7IV+SWYHbVSpu9cmtHuzPHe+9g7tw6WD5 0u8hRPrt69t7A4sP5UTlyhkLbF6/jn5sOYznLcai7+fTJ+lg6eQFMJq/EuYE fNUyAs5Cc7PeKg7DGl7DdKYOPoEpIdefNBuWpx7gwg0FrlwKxs1z/rh7xh82 p/xhb+kPx+P+iL0tfAE7Gim3YpB2MwYZlExRoilRyOBnMwl+FoHPPh+GDMtA PG/sVv3P2tSXNmXGVUsd6l+cXSznuyrGBUeuCnZMHvqUqMjNqYbV3XA4MGbs WmHJKsqSUcwSZynn+fz6mvO4t/EqrNdT1l7FNaPTuKh7EucWn8RpnZPYO22r zDij/de/MG4mMD5hdD8R8HFMVon50BHQ+fJj4vwxpg7+BHNHDaKJDGXuMRQL h/G5gDdRF9BeTP8srLtP+vJTfPv5RzSJr2gSRHv0ZMwi4nOJ+LLpRjCYaQTT OYLDMcWK+azMFhhj1YyZMJ82AxePXEVUZAkUiiKEKfKRxHAZT3H0UODyPSfs 2LRePl6s37vyuEPYnZFvQ7DHSP897BUo3yv64z0kfDeTid2kfOcyPdY3PvKN nz8Skw7hBhirjejTKeuFG2HwUzOHD8BsmvDsEUyMRgwlK9OxYfGi3gWSA8tZ 4ApnZoTDWiw3jOcZ4eJ2czhuWySjvoY1h+UaE7o6kXfV0f1V9NErhZ2i2bgo X3eNeG19XlsfGwXh9TcJwjZvYps30jKvy3FEcm2jxcWw9eLuFMdh7WrG51W9 ewAr5i+GycxF0BNsgGNsvnAl9OeYY/0iE6ymgxfoX6W7CetMD2HTqgvYuvIc 66JrOH/ADZf3ueH6Hjfc3OmO29vccWezO+5t8IDLDj8EHQ5B9r0U5FqlIM86 BfnWyci3SkKeVQLy7sUh/04MCphhF1wJQe4ZP7xo6lTdq1t9hauPDaivcC2R 31PZgGQAvVawCG2tXXTyGbh9xRdXTzvBcvtlnN18AadWWtCTW+LGmpO4tfIk 7q44BSt6ekdagQutwMrYEvcMT+KO/kncWHYS1xaewqXZJ7Fq/AyJfpJvQvLN 6NnNCf5yygoB/YmjMXvA51g08GN68k8wc+jnvegvGT0Ei0cMxMJBA7F48CAs pRnMGtQfE774GN9RJlIm02ymDxyA+SO/Ywo0hWn7ZCxluqQ/wwhmc0ywQsB/ nhk2Ll2JnfpGWDl9JkymzsUO882wsvJHWFIlItJqcddFgRNnb2LHxg3inTdU Wz2qk/XiCWdjEr+P/P9eun+CuogL7vrYZyiInrgDJOz+3D1uId9BdZS4E79W zmyEnfiNxnLwkG8HM1tYvhk+GHOHD2WZMIwBbjh0Ro6A4ffjsXXZYjWLMKNF mEF/qh5Obl0Bzz0LaQdm4tK15Vppx058TtuwYFYpWIcFrWOfoQ5WThsL3a8H sg36b7Vhi3wioJ9wU5p+2G4gBK9t+mwYTWObrh5uSYFLMIv3RN8wAptXrcCW 9Ws1eoi1OktgNHkedIZ/h3WTJsF8+lLs2nQRezZdwu51tIa153GI6BxffQ5n 11+D9X532O31gONuDzjt8ITzVspmL7hu8ILbWspKT0QxIS92yEGJQzYli88z UGSfhmK7FJRYx6OUNWjJ9SDkX/DE/9Eslmo0CykAdrR3w9EqGKcP38XxnZdx hnJ15xXcptxYexr3KLarLWG36iQcVp/CgzWn+FlnPpuG+yssKCfhuPwk7MxO wtroFO7pnsJtxofjkzb1WoWpaBVjsPz7MVgxcQwrxf6YRrqXMN/RGfYp5o1k nkNLmDekP3SGfIGlIwZBfxSDAwPC1AGf4TtawfeUSZSpgkV8SUvio44QPEaM xSJaxtJv5ojImMw2hflcCq1iPa1il74UGEymzYXx1Dl8nAcrp0icveHCQLBZ tAZxC4qifhuRPUyu98ln/g9QpD2o98QdgEPyDSH68ZVA0kHRTPTe2pO6d+KE dEO/T6XTALzMevk0wEbVXquxRJVw+xvhNMAcWshcWsg8Wsg82UIWjBqBRaNH YsmYkVg3dxYO0zqO0DqE427LJizGoY0r4XZAlw2zXCtsT64VDvVarhVMwwQn aB6rZ3wDo/FDYTB+MHS/GSjldPJxhG3G0v13hLxOldX1Ew8jfMBx++VIwvq5 c7Fk7Ffsr7BhN4rjxc/TPLbSPFQ7KLuY0+2h7KVsXLCY8zsBMz8diw1Ld2D3 6rPYQ7M4sOkCDm84jxPrz+PUuvM4RxO5uOo8bq69Dre9XvDc7QWfnd7w3e4N v+0+8NvqA//NPgjcQFnjDcWOYOTeSIPSpQjlLgUoc85D2YMclDmmo9wuAUqr CJTd9sOjrNJ/+z/6ajAR9WNg0v/4zeAtExF+HlgF4tzhOzi56zLOU67vugKr XVfhsPMa7Ddeht2as3BafxbO7I4ru+ax8Ry8NlE2n4XbOgu4r7eknITr2lNw WsWAwqBib3wK1ksscWrqRhiL5jEGZjQPc5qHwTfDMXnAx8T7EyxjrrRg2GeY NbQ/FtBElrIONpA3S5YyeEzk300UzeITfuYTmgrLB8osyhzKIprHYsoSytIR rJtHj8PSr6dC7/s5MJjCOD5pJjbMmomVNA+j6fOwcu4CceqMJ3xHU5kofv1K Mg1iYqovTvNuE+k8+D7WnQdM5K8jmEqbZIfNDN/DETNh18JU2K49LJqJvmgk 4oaZoS72y9u1v5W3MATbUJ1B6JuTqW4LtYeyV7CPoXQRwwazbh9KdzGMQZH2 MXoEFtM2lsqp6PLJ34n2cXS1EBRZYqxdifsHjXB5nR76qduIBX9b0E5WzfwW RhOGUQQbGQLjKV/1RkfVval2yfem2iPmhGJ2aCjcVmiPcGcznXmin1owZJC0 TvcHaZuH5rGN5rFTXn3fI6zAGxvSnRiyvdOweKwudq08I0SKftjPcNEfRzac w8mNtApidIk4XaN13KJ13FlxAc6bbBC41wfBe30RtscX4bsF8UP4Lj9E7PSD YjtlM99b44Giu9mo8lSiwr0USvdiWotwS4AMKB1oIXahKLPywIvWh3/+vxmI 9D89nigayPkzF+Bw0xMXDt+iYVzChd2MFbuvw3r3TdzfdRtuu+7CdfNd+G27 S4O4Cs/N1+C99Rrt+hr8d15FIGOLz9bz8NlyFr4Un61naTSn4b7hFFwYWZzM T8Je9wQ2TZ4BExqGGQ3DdMIoGsJnmELgZ7M40BvyGY1gAP2StJCuL+/sqAxj MjOuKYwvUwd+gmmyYcwe8CnmUuZRlrDmXjp8CJZRdEcM6Qc9Zut/49NB0Bnw BYyGDcWGcUOw8uvhve5928J5WDx8EBaRQ9Npk+TtPCJiKtsF53Yf7eCA+DUd 4U4Zh82M+uGo+HUJc6P3xNu3fCjuqhwRbyMk3L1FT7xZxiEjmobBMrksHSCa xUYT3d7oJF6qN18zEKOT4GnFCMXHFdMnq5mGlFgtYNgQTWOsZBrCSsSKKd9J pqFjgA3LV8DmkBnubVkinky1lM/99RNt4w+0jPEw/I6j+t0wCq1jAodj3mQp GTJRK5ckry/kjv8fa28BXFWarvs/le5z5syduTPn3pkWGocEEtwtxN3d3YUQ XINbggZCEgIhxN3d3YEgCRYCBLeGpm166tSt/63/8621E9I9zDm3bt1UvXvt COy913p+r3zr+96PD+vlBysskDJG20VzpXMmGf2Q1Xy5204ws70gP18FG8ze aOtpG3jeTOeaItz9ADZ67scWgrDV+xC2ex/EHvrZA157EeVzECe8DiHa8zDO utMHux1BgmskCtako2JjAao2FaCaVrM5HzWbhOWhbkMe6tfR1mSjxi8NN2Iv 407WXdzKvIWBdAHKZblZwcUaDFzIw5sr1z7VWXfaWEB+vamdMLHm0VwRT3KS CrHFfydLDCJNOI6FnUJM2BlcCItFSlg8stYmIDM4AWXrLqB20znkhJxGXthp FISfRtG60yheH42i8BP8VASGkSc/7Ajy1hxCdsgBpAfsRZr3biSzUE+w2ALP JSwL5kyDkdpkrJz8pQSJjpg2yXLDYja9/xz51ufI3SbN6eNlQAjHKjHoNHUc S49x0JnyjQSIPo8GNDMZDliqKtOmw0qY2nQYTOXvJzJCMTmzI4g2076C41xl 6T61w5I5MBPRSnHFvYz1EaIgRKzoGCVEWk1kK/WW2apYUSTdhPycD4ITuZOH fAdyi4OldANccBK7a7uixdb80Tkd/g4jnFhKSI7lRISq9WPCVZCJgcwKEdef MQP6TLEMyYnxHMGKGizIiRVrOjG87GegBR9dM7jYOuHkRmecDrYancm9U8yV 9XIgJ4tlTpYKk1mxWjyNmY++4r7Xx8yIiIy+F5FRMmCKtPJfEGyiDzO1aTxz 06T0V5w9eQxTFUH+/nL8sJfv4ApGNru6Y5P3Xmz22kdwdyHKdxcifFnIMic5 RD6OkpuTHodwhnzEuh1FgsdJpu6ncImW6ZeAum2VaNhRiaadwirQFFHOYyma dxSjZVshWjfnoXVdFhqDU3Aj4Sru5N7HQPZtDGSKLgo9GEhrJjPl6E+89F9y Ii+jH1kPPLLF3vv3700VV/Fa13UkRF7ErqB92O7HnDA0GtFhcUgIO4/ksESi cgn5G5KRtzYZVZvT0L47BdXbU1C4/hxKiE7p5nMo3xKHss1nUbIhmuicJELH GW92Ic0njIlYEGPQDiITgWTnrThi5AmbRWrQUZ2MRRO/xKIJX2LF+K9gPO2b 0RtiVoobYgasS1YSlVVTv4I6UVlNTDQpfx2a3tTxGOm6azWLV55mO1uFV9Z2 jgq+4kWcxGDyNUyIifW0iXCaOREOM8bBevpXcF6kCstZzMnVhE2F+UwxADZF oVoZE3GxRxc/CUzEvXkx599ZLELZ4cKQstPFVklqv/Q7RQOmkTv2lthCLjbZ mmFooF8xB3QOju3dwRTr42wUkdoJOEdfVSExEb42CZkJQGm6yuRF+SMvBgpe TMmLOXmxJCvWC8gMbS1f097UAYfXueL8GhNpouMOiRVHuGmRlaWqsCYr1ktn 0FRoyrAgL6H2H99HuMyskgBFSSSYn0sZ5gLmyPNgwRBvoSab+BIx23yGPIlN sBIuYomCk42OdtgVsAV7gg9hm9cexo9dOBmwB/sCjmKvz3FEMj056X0MMZ4n mMufwnmPaCS5MX3xOEO5nGUeH4+abRVo2duEtn1NaN/fiI79DTzWon1fDTr3 VqJrVym6tuehc1MGmsOScKdgGAP5ouuIoptDTgfZqSU32SOsjL1voWDlq9H7 k/8yZlbRmM0o5cBiidToVERtPIr9IVE4EBKNA36nEROSiIthKUhfl4a8DZko 3pKFYh7rduSi+0A2mvbnovVALqp3pqByexKqdlxE5Y4LMjVbYlG86QxS/Tch NWADUvzX8nkoMgJ3YIuhHdPs2VgxdSLmf/NXLJ7wFZaM/xLLxn2Bld98gWXj ScTkCazcp7BEVZZKFynjGkOKtiBl2ngY0IymySPRlgwQ0lyvefJcLyeaHUkw Z/WvP2k8zKZOgAP/1mXGN3BXmwA3VfloozIJVrPFPMRpsBTk8NK7a6yU79Yq aBHzCqRlW7RtH5duSTdpPxO9o0iNq624XSvdqpVbRm0Tt2olaKRpLopx0umj M2oC7OUhArkWUgjVQQZmw8gaxbGo0tw1VkFPgkZlFBojQmMioCEwFjQrAmO9 UI1/MxmW2jbYFeaO9I0m/GATsdbGmFo2JSCqsFoqJnpYLZuJP/C5Cms4Zbjp rVJMqhgBRqF5Aa/i/ShJ+EplGR2DDcLMDcX/w0s1H5Z8tJwlM2TFk2nJ2CNN 3AgMpPuxkyZpCH52eAWz9qVbZgayy2s3jjLunA45iP0B0TjiF42TfjE4TVbO etJle8azHk5Ais95pPueR5b/eeQEJKB4bTrad9ai60gXuo90oieyg8c2dB9u oTWh52AteveWoTciD13bUtG5Px8DRY8wUHhPbkJRyCKmoIlMFePNzb7RDTzH 3hxRgPTlJybl4eMebGPvmVgoqv7rXX1IPHwB+4IOSUhFhibgRMhFRPsRqzUZ yNqYh4It+SjfUYiyrQVo3F2MK0cK0Xa4GJ2RxeiKKkb7kXw07MtENYNT+fZE 2nmUbj+HjLB9SFvD4BO2DVvMLWE8bzZM59GLzZ3Lqz4dKyYSGeZSqxiANMZ9 CW3ipTFhHDTGj8Pqb8Zh+ZdfYMU3X0J9ioyUBnHSYuDRnSqQmgBDmsl0GSsH BizH+czxeDVtZkxhoJkEawYVs2mTYDx1CkKmKSOBedq6JZPhPm8KbRJCma64 qU2Ci8p4ODBftFWeCCuVyVTglNGpOqMLziSk7D8uOpMXnn0mbil/JvXE+jep MdtOxR1lQdd2ZyuZLkdp2s7IDCF/OzNphlCgYu7FyDiSNFXNfgzNUooov7TI Ee3kgPvv0GP1r88Sx4BEGZMo0/kyVZYkyojuQYvnxGylGTYGu+PSViu6jMm0 iXBeTeUvVWXBR5j+yEfWjwTKnj9eMzIv0+FjojUKkwz2x3IOi+Cvqw5rRvoR E1iJL2tCZaMmwxTg64t1LHY2ONrTM9lTXrtxeM1BBiCa136c8j2Ek2uiERUc hxN+8Tjjdx7xfhdxwe8SLvmns45OR2pgCjKDUlgipLIcSEVhWDJ69zTgyu4a XNnL44EWXDl+BZeP9+LysS5cjmrFlcN1/HkpocpGV0QSrqddw0DJAwyU3qEx KJW0ETCpo8YIS/+4Bex/xdLYQWYLxXys2txKnI2Iw/6gEzgYEo+jIZdwmgyd Y+V1PjgTmRsLUbyzDJW7Rb99Zpz7K9F3vAKdRyvRfZx2rByd5KntcB4tF3X7 M1C1JxUVe3gCtpzCca9QeOvowmzRPJizurRZtBj2Cxcwa1aGhjQwzHqGvIgV t/oTvvwMuhPH8W2t+vqvWPUV7esvJIQ0iY8OTU9CaCKMGXlMaFJ0YtliMW0K LKdPk2a/21BqdnTeAi9nInScL5WrNwN79Bi9iJHTAqK0RA2uC1TgOm863OZM ZcQiUsrfwIGlWMCC2dhkbDw6MWOri72SYEiekPHZ6LpNYUri8TOpr9wcmSWp YddYlizozc0xdEveiVrMCAkgTEHSdLuRSUyK6XYOY6bbOcoMi9BIjOSwqJhq F2ZuzBRPRfrwerNmQp8f1pAJsDFTOzPB1QIx+DKJJ24i9BjNXI214LJMFfaz J8Fu7iQyxxMmmDInU7/n4wyYkSlfBpuwsbP+FAmZiNBKEtX/qph++tFEbuu2 YqGSWIIgHlTASzxHZXRA1pZo+5OpYEuiTZ52egexXthLpg5jNwufQ15HcCbg OJlKwPGgRJwiS7G+yUhg0Z8UkI3UoAJkhhYhJ6wIeeF5tFwUrM9B0YZstO1v xtWobtw42oH+yFbcPNSIq/tqcTWyBb1HGWiOk6uoWlw+UoLeg+noOZ6HgQom e5VipvgNWicGyqvx5u4A/t9ClXEiFcfWnSFUMTgYnIhjwek4G5qLxHVFSN1Q grQNhShkGVfFtLRqTw1aD9fjenQt2qKq+LwM7ZFl6D5RiSunq9EXU4PLZ6pQ e5D54EFCGX4U5ksWwWLJQljRbGkOS5awQllITzZDGgwQgwkiMBkwSBlN+koJ hpPHYRz0GLu0mBZq0jQImPoXfE7cdAmVPrViQDOcLMceKVNXoZMU9/xmq8kz DZn5iPlaTrNnYif1l7ZSBXGmzHZmMW7NngBrtYmimJo/g6fTat4MOPCZ8zxl uM6dBjf6c+cZE3BOexlO0xfsW74EOzU1yZXD6Oq+CLHCz13MoBR3DSdiNx93 e9iPmqAsQtw/dJMbkI3OJnFmvHJmJpgvX4bje7b/w0TB0E9MFJSWvDpLgI/G SSUpSk6RUA+zMJbOgy6zQV3GLh01FejOnA4dxmd9MY1SrDKcKt8FEreJrRdO p2+bBodFU+CzlEFltmBtGkwXKcOE5ZMPARuZViunwHajgG12UrwXZ+m9iNm1 wteMYG/L0/mZeOT5nTsD/0MqWe34mnazp8PP0xO+pgYSYAeDduBw6D4CFoVd nkdw1OsEzgafxQkGopOBqQxYaQxYWUgMyBntZlu4qRxjv+r3t6HzZD96Tl3H 9dPX0H/6Cvqju9F/opWw1aHvYCn6jlSi9zDBOlaAniOJuJZ7BQNip6xaZn+1 PRioqsWbe7fwqXHr/zOw/vF+j4q8qdqJHOz3P858Np6fNgXHQ7IRG1aIixvL kLGtGrk7a5C3owIV++pQuacObUdbcDOmGR3HG9B7uhl9Z1twLbYZ1+OacC2u EVfi6tFJwJI2nGKuvhw2y1dKixbsli2F47LlcF66DG5LGLVE5iJImcwCacLX MGbkMmWWpwQTBig1GEz6koR9Ad0JXxA+GgsujS//Cu2Jk6A3eQoMpkxn2JoB 05mqctoxb5Y0BUdMMROTdt1IlvMCVQQrz8C5BTNQYD0LIatVYSdC1OKZfP0p cOTPHWj2JMtuPtMYOlwbZoh2pMxx7lTEkIwLTua4ZGOAZGN1XFi9ECc1luGQ nqZEl0TWZwIsJUGU+NaOAogQHf3cR6CSp6xsdbFAXYEMVIAtA5adxWjmNzKN MUyKFHYKoOzlJbuKNeTbFevI5ag5aXQao/haxVOycsJErJo0hZF9OnRV5DFw nVlzsEplOrRmsQybOx0mC8RYgzL93DR4aM6DzZIZsF00HdbzJ2Mbg9127dVY s1ydQNmNeR/yDGAFTEoS2Z+P5sAKU+LpmyEeZmKetLxEAGY3VyyhY3LJM+rt 5AgXIz1sdXXHoaCdOMwKap9/FPZ5MFh5n8HJkCScDM1CNINUjF8OEvzzkRRU xNpBbhycu1Fu11u8tRal26pYX1SjYqf8uxvxT3Dz3BNcPjuI3rO30Bt7HX1x V3Ejtgv9Z5oxcKoKN08xzzpdSAbTcVU0wmwYwkDjLR5ZWdXWid4Z/2/Q0heP UpY+ZgcHeXeQm+3XkH28EPt9o3HAPxGHAjJYZ+UjLrwUSZurEBdUjpzQKpQw EBfvZijjse04P0NcJz9bF67GdeFafBdunOvEjYQOXE9ow9WEVvSea0KYmTNs lq2E7YpVsF+pDiceXUie27IV8CBxTqy7zJXFgNw46DNuGdBMSJvp9PEwmz5e ib/4kuXLCHA6jHY6ohwb9w30VVSlScJmc2bJn+b30lxjEblcF8vTON1o7qqq OEbR5Rio4qDxXNGzdYkqvuDjTFjMGA/HhTMkk3iTmFOROBM8WjBl9NFbjU1u Lojycka8tz2SPayQ4WyMLCstpOkvRdyyuTjOzGuvtVgssUcsStntaY/xdMv2 EncRHvJUGNHLUJoo5sZ00VVQlyWdfk8zIzjr6dMMaUYItrMZMwdzzORhZ3nV 6DbFylERTtdZmiBQW1OxGGESPGetgOucVSROGauVZ0JDTRXac2ZBb/4sGC2Z h1Uzp2GFClPGWVOgQ0eiO59hjaHMcMVcGCxVg73mYmy1MMAJGxOcMdXFGe0V OMEwvmcpf66ugY3O9h+p+xhOlWTWhAf4nCeQTmyBwubPlOhTgj3B+zfm6kTO 2RGuRC7C0x+Hg3YRuSjs9jqGQ+6nP1cM28b6FY5GqZENiou2t6J0RzPKdjag IqIBVbvlPso3z7/E5Zg7uH6gAbdiB3A98RG6zt1CZ3wfeqjKK/GduHmxHX1i G6TYPPReyMFA80MMtJCyZlLWUI/X929/arx86m/HAD9X/NE/rhX5J+2H5dtq /e03kH2sDPt9zuKA7yUc9s/GCWa78RsqEOldhgTbGnRvrkXf+hRcC4jDzcBY DATTQmNxMywGfeFn8CCqiFaAh1H5uB+ZhztHchDrGQ6nZcvgsHQp7AiV40oN uKxczUxdHR783mv5CoaaObCaybDEMGYkQtlkEc7GwXTaeJhKiSBzR/7McLLo PPO1EvT5R39i5JMn8pjQRYsbuA6KSaRjJ0kLupwZLXeozESq+kwkWM4hXEvV xIMqz4jlzPGMejNluhbSDQu8FkuA2c9XZgI5jXCpYzP1vNZZrO53xno3Zxz1 c6WbdUKary1yPM2Q56iLHPMVSNGYj9MW2jigr0nCHBR82f+aL3cxL8gMIRb6 2BSwFWdOlsN8qZhcsZpBXwPWSzVhvUSL2bQ23DQM4Geg6NDH1xdznAVfPkxX /bS0YKM8F44qS+AxW1O6iiGa5lhrzHrJ1pEOwQku+hq8yqtZlI2DFssynfmq 0GNgX8VUbYVo2Ld8DgxWzYXWohnQpNnrroKTpTXcrOwYWR2xm6953NkWsQ7m SLDSxwVDdcStXIDIVUuxR0tTXiE+hnXBlwPFJyiT+RKDj3xGwvjtbClbcJBM BZ62VnC3MsNmW1ccDmSeGHwSu9xO4Kh7LAuxi9IHOhlSIh3jAspxIViOWenr ZKoKtsvta0siWlC+u5UZViuq9rXIv1ufirw1JRhmAfYfafW4cekJ+pIe4srF e7icOIDOC324nNyF3sR69FwoRndcIgbaSFwbiWtlzthYNzpX7hO4jTTgGQvU fwqZ3OO7v60fOVGViN1SgAM+qTgSmMtysxTxm6oQ5d+NSzue42ryC9y+2IOh s1V4HF+FFwlVeJtYgQ8Xy/HTpVL8PbkY5zQskTR5Ebo0zPHt7kOKF/0TQtSX IGzVEqxdtRjrVi3Cel6qkKWzYKM6lQCNY9QiVFMFWJNo02CmrCwyRqaNJM1E uotlxF8L3gxENGNxJmZH2IkVCAul2dlwXjKbcM2Wpmc782dBjHDxC1WRZzMH 67TnwmPZLJoa3GluREwUHjJgo5Ax1RRhjIQxp7JbMB2+CsLEmm8xgXO7u6M0 3XmThzN2eDOsBbjhfLAzMoPske9rgSJ3QxTaqiNbfyHi9OXW5RJhHmLEzQIB xnrw1NGAh7Y6dgVtxckdsaRqFWyXrYYd6bJfqgVHmtNSbbgs02Gg12U6qw73 1ZoMBMtgMW0B7GasZJTShfcyUwTqWGONuQMLJWdFFPuTdP9WJlumO9TaGK76 q2G6chFWMYlTZ4QxN1iNyIN7sG/beriZ6jFvtVSSljD8SQqgIXa2cLKwxRoH R4Q5OeOAuxPOMC29wJQ32d4IKeYaSNJajGit5VLWTMA+E8XpvwisJKqYXDlI abgK3E0N4e1oj33ua3A44BD2eh/HXpdonPA4hxOBGTgaKO9kErumGqd9SnDC PROJoXL39Owtbcjb3i49L93dibSwHPlj/k9c9LuI1DVZKNhzH48LX+D/6x3G jZRn6Et+RH7u4/Kl2zxeR29KN60JPcll6ElMwUDHA5ro79GDh9f7RlAae/dK gdJIV8CxzVYM/zOUZOr6WweQfaR69C7qybAyxG2Wu8PLb345qqI70BDTgdKE drSmMsxmd+F2QTcelXTjrIETEqeq47rqany7cAUezp4DP6ZR4ivQQEM6hvG4 zpAZheFqbDZcha1GK7HdcDns6T1FbDKjmTMJlGYC0cdazmZJpcyf00ynEbdp LM2mMqZN+QrGU77k8Uv+jYrM06Lf8jQbbmpqiGI2lGU0CwdN55GhWb/maZkq nBYqSzwpMdSJlIUozecjYVqogEl/BCZ5rqeASfTV3DnSW5O2TvRH8nKi13XF +VAXZIY6ojDQCiXexihx0kS+2WKcV5+DvRqLEaKxAt66GvDWUYeveSjCnROh P3MpDGcuJ0SahEiLdak2TFWXwHzWUuhMmssPuhhWKhqsAw3hvsKC78kOQZZO CHFy4Ws7YbPoyaR4L5/x0QFTFLOyFTOzCfIODzlUbnOzRF2hnIaW52QiyJbF n60lgm2tJYrEciBB0hoWXmsd7KUlQcEOoiGPE8JdnXGEDiTexwHJXtbIcDVB lo020gyW4jRz4qNGWthpZSp4Yk64UEC1kCdV+Kg/yUQxr41wCmU2FIndDE0H nWMQ7XUBRwPySFQpw5Mcks6F1iExrBGp61uUFLlgfEC+9Oy4czxOu6dIz5PW lyNrXx1KoptQmdSL1oq3uF/1HNfT6PfTWIWlPkBv2l30pt9Eb0YvejNb0JNR SarSpe2yRAMJ0b/o1fCjEaLG3sZSECWVVr+T+f04MDhy58rwE6FL/k7eLfim 2GH1kOhr1yX99FBAIY6HVzBm1SIpQu4KlH+4C0VHOlEa2YGa4z1oPXOV+etV XLvQi6sX+7B9ih7OqZjjsZYd/re5Bf63mTbu2dODzZgh/fug+YsQaGiIECOa gS6C6d3Wmmhgvak6M7IprKwmwFxlAixUJsJyxgRYswC3UPmG1dY3FL7Z9HH4 d/6NDJg4mknPv4KF2pSPcIlp4wIugmVLsLbNUMOl1WqItxZgzf4M7stnQTzK XDkvGWXKgXj9d9iLdGgRuVpErhZOh4+BOjZJLUPlOaLbPRRceX7kSklqIDqJ pYLcAGqPnzP2BlJ/a12RsZaMhdig1N8EpW7aKLRailStOdivtRDLp7pAfcop LB+3COrjF0Jr8jxoT54P9W/mkacVMFHWgfV8Ezitsoa7AdM/a2f4OTtjjZ0d NnuM8i1NU8UM6a3skrJPeeHD2FndOxRobfcgWu4f0SoTaNlYECurX6NFrCS0 iNU60rDeyYEVloPUtncNn29gNrze3UXKiM8HOCHdzxa5zIjzRUZsuhyJ6vOw Y4kafOarfSYQoybteX4dJJsBdzMZsq02wTjsexQRjscR5RSH095JOBJQhKNB FTgVKrv1C+ubkRjezPwwBwccLo1svBDpXoDo4Eqc396I9Mg2+cf/jivpzzCQ /h3tHW5mvMH1jBe4mvGUXD0kV/fQm92Pnpwr6MltRU92FTnLxEDPPak90/W2 zhF0xo7CK/j6XDGHb4Sgsce/KCLXyFC8mLv04sULg9/8kzFBTRHVVHG9aQBZ Ym/awzJ4BwMLcYzgnd1C3xLRLP0sj9AVRrajJKoVddHdaI65jOtJl9GX2M3U 9gq2TGOevtQT92yD8L+8/PC/fRzRFeGLU9a6iDaRo1v0snmInD0Lu9RXYj1B 9F6+DP6aK6UGEgI8M2VCN3MSrFUnsioTQ+lTYK7MJNGcYe3P5FIEvAnS0Uz5 G/4TBripX8J2EbP7MfPRHcmhv4oazi5SQ7btXITrzBPjGstnK0nk/U5Bnho2 25vAcbEq2VOVZGEvRTf7xaIWF/CJUTZvBXybFfBt85AAVJLo+0xuOqkwicGR zYo2iZ6mDhaI8LZHzFoXpIY7Ii/MBkWBpjhjuZT1Uyw8ZyZjxbilWD1hGXQm rIKhsj5M55vDWt0WDoaOcCFsnqyHfM0tEaihh2Bh6np83zYjDkAGz04CT5oM qwBPTBPfIRnB8yR4ngTP05ofwRJDd/pHwQskeGLTawk80QrWVsQ0gucwAp4D 1hM60bBGgCfWckjxnRYuYGSivIF2PMgVF5koZwXaocDXHEWueiiwWoE0rfmI 4On2E71BxCleTPp4gp21V8DPyxN7ndczWTyCPfYnpXh13Efe4zAqsBKn1sij h3td5QZJ602Ssc1Gjm3HwpsQu6cDySe7UXCiF2W0qkhKMvV73Ez/gP6M79Cf Sf4y3+Ja5ktcznpG7h6RuUH05A+gu+AKrY3PyV92Fvp77+F61w28ePIU/wmA //Lp9HAse+JLzIBiaNT/9dCILI0V0t9m7qlC9kG5ijzoX4iotRU4Q9zOK+Jc 7pF25LOCLIpqkvZ2bDzbjWuXuhnjOtCb1IPyfXk4tcwN9UZ+GHD0Q42/L46E B2C3uwMi6WjFV5yLGc47GiLRWhtJJiuRqL0QsUvmYOccFYTNmAYH5clSRz4r tYmwnjVNuotiwdgn4p7FDDkOmimYMxMxUIWxbvpXo7w5CN5o9iqzcHjWLKQb z8YJxyWfwU2g5rZCoOYmrr3OYsYlBxmzxbIO7BYL1OyohD/wURk2CtQ2KlDb 8hE1efKqYgKrTJx8ASL4fwqTPJnYzOcrhkptBNmzsGeciQp1go+uN2yW9sJP +xa0VUKgOVUPFstNYUO6bJkWuhhZwVPfGH6a+vDX0kegFmslbVLGY4gwDV1p Et8OT3mOuaPYyU8x53ynl8PoiowdXvbY7mVHs6XZMARbYbO7xWijIwk1awVq NgrUGOOCGd9CmTKGEbVwBWobJNQcR1Gj11ESubSSxPxfsMnTGRGMeSdC3JC0 xhm5ofYoCrBAqac+iu1WIktvAXavUkMAT64T02g/H29sMffHFosI7LCMwl6b GER552C7Y9ZoHx4PjQsIMMjBWpvy0T480Ye6kXisi1LsRfHByyg73IuKyF60 xA6hL+07hrX3xIuIZX2L61lvcDX7FXpznqE7/xHRGkRX0QC6iolZcRu6i6rR nZuNaz13cHfg/mgvhLGj9mNzyDFZ4sdA9evMcSQNFcP4DQ0N0pYVltLPliNt Zxmy98llZfLhPkSGVSCaJdq5CHnf26wjLciNbERBVD1qz7ajnqXalUud6L3Y iq6kTvTwedGhHOSsj0b90RxmP/Igl6OeKbzMbaTnG1hNHPZxQoyfAxKZeqT4 WCLd0wSZznrItlFHpvESJDMFiVyiiq1zVeAjuifNEHRN5HGiTBjNdCSakS5j 5a9IwiwSMVtaYWWlNgubZ8zChdWzkOy2GK7LZvNcuC6fjf8G1xUs3ciYZKRs s4OpRFmwiaZM2WKJMkK2ZAZ+r1grNA1BVsaK7slU2EjHUEUXZSWh888kzmTC hMTDbUwVhBnqUMk+fPQTRtL89LSwRCUKq5e+gY3JGxgtT4CWijG01fRhPk8H Hur68NQwgI+mAfy0DBCgbaCEIB0D/u8huvoI1dFDqLYuQjW1pVfGH0cxl+eq O0hjHTJbMl/byNc28rWVfMUf3vmZQgkSWtZWxIto2chR7LdorVOgtZFYSR5m JKArMmoJL5nx+dJrB9uZY4OzJU6sccOlcBfkhtmjONgSZd7kzGElUk1Xwp9s uc/XwU7TXdhncRRbDE/CevYRpswxsFmeCme9Ivjb12BDUAt2bevEyf1dSDjQ gcxdXcjZ2438A90UWjdKjnShLKoLvanfMn18iz6mjdcyX5OrV7iW/RJXcp8z VD1BZ9EjdJbcQ2fpADrLrtLa0FVSjY68LHR23sSHD9//ii0xLfK3bI3cRhib QI6EvLFD9zJMX+JG/RAyI2SYck7dQdqJfpzYWI3YHbXSzzIONyD9YDUKjtWj KqYF1TFMa5PI/MVmtF9sQ8elNnQm832mtOJk2B44rdSEl46x7GamwN/IAoEm TP9NzRFgK2alsjzwccaJYBdcoAtPC7FHTpA18vzNUEAXV+SkgQImUFm683Fi +Uxsmz8dwYxeUpSaQZZmfGRptbh3pjIFWhO/gcWESYgmW+m286m8eXAmRS4i ULmskB5mUUeGrPbc9FdLw2mueurkR1WKVLZLhM0YXVZkSZDCqaX1rnLXZ6n1 rhjZkHQk6q9/kduSe421ka5Y3zBYaUsgeRvq8qhLtHQJFI96rLbUe7Fw3mus 1nwGV7c30CRQq6YZwWOlATxWG8JT0wg+WkaMqkYI0BU9/owQpGeEED1DhOoZ YI2uHtbo6GCDlZmS9Cb+MPrywrbTtpGmbcxLt3rb0Wyx1csam0mUSAxHkAqw Ek2uLYmVNbGyQZACqRAitYZIrVUgtV6BlORPxiC1TToVUqYs0J4nffJ1dqaw ZSZoy8zc3VibGaQ5jq5h5rjOGTlr7VEYbCFJNmyZMfaaRWCPxXEEa8bDbmk6 nPRL4OVUi+CQFuzc0o5jlOSlnR1I29OFjL1dSN/Vgay9HcglXgWHO1B0pAN1 Z29Tdq/Qk/4KlzNe4moWK7Hs57iay2qMOHUVDaND7GhZdg/tFQPoqLhCo2TL qtFS04zvPvz4xSeG4uUucor1oJ+OSuJLRCTxndXH5O8z5Jy4jby4IWSfuaWQ gxFSDtUi5UA5co/WoOxMI8rPNKEjSdDTgGZS1MLnrclNaJOsER7aBvBmKPLW N2PGYy4hFECEgsyIEFPPAEM9BFJe/vo0Kwtpe+udfs44HeaKZHGqwx1QyFqk JMQcpX6GKHPXRIndMuQZzcdFdTVsWzgVa9QmQ3faX7Dky79A78u/wvarL+E3 /guEzByHo45L4MRQ5ESEBEaWLKdXM6QtnjIOS2li5oKOMDVl6KoqY/W0SVg2 4Wvoq06G6bxpsCZGVsTInQmfuLcluumNRUkMLIi4tNVzBKfJUkfr7XKyhzAb E35uLem5Nz+rF83HUGzoSNPXY70Vhd6EG9jl9wDzlz+HjvlL6C0/Ddt5WvBY RYRWGxMjY3hrm8BP1wT+eiYI1DdBEDPBYFqIPlHS18caPQYnXW1eNfEefq9g R7at5GcL+dlCfrZ422AzGYqLjFCU6Mz4WFSILRwkfqxlfoIU/IQq+AlX8LNB 8DMSltwVGZ8AaIEUmUY2OBBf2xmYAoy1mCWowobeyWaJqrSQy9VoNUKZ5693 MpSmGnqsVidBu7DX8iT22ych1LUKa/1rsC2sDsfWNuD0xmbEb23FRVKUwjoq XQSlA+0kqRXZB1qRe7gVBZGtaL70Au0pz9GZ9hzdGc/Qk0Vycp6QnmEmdY/Q UfIAbeX30VZ5F21V/bTLfM4sqrIW371586nOggp6fjdKxV8+wZHEDFbjeu1j kn0FWVG3kBNzH0UXhpAf349LkU24uL8SiftKkBFZgcLoWhRF16ElsR5NF2pQ d6Ee9Rfr0ZBUjxtlN/C86yU86Sm9eKm9iI23oTn8jIkLo46vIb2p2JCMMvJn GeGvxwJAXH7KaS3Ndf48uOioY42ZJnYyqRdfqRudkbfREcXrbVAWZo6yIEOU emmiyGEpti2fCudvJsJt8gSsmToB++aNx6aFX8Np7mQ4EBuDOVOxZCpRoS2j rRSrGFWnij0AlGA0SzwQnD9DY+I4rCY2q2grv/kKxnOnwMfCCGucKR8XBTZE ZiMlMxabLRI2Ap5/pWuXkfHWZ9Bl1BFfnob6SmTGgDm+2JZ3u3MIuhNu42ri XdxIvoeCDRVI3JSO/tMp2GtqB/dVxpSTCYnhqdMxZU1lyszPlPWCKQIlM0Gw AakxMCQ5TOvoddZJ0z22ivEJ8Q5+R0Tspea4m4nMZiKzichsJDJDdwYURfWf EWBpiUBLsf+JDQIFLnZ2MjLEJczJXnYVUtR1pKtw/JjCukuf10MkbtsUDfCl Jvie8mcXuLqwELISTSCXfFzIZbNqLhwtTKWIY7J8JTYZhOKg9XEcsI7DPptE HPTMx6GgKtbmdTi1oQlntzbj/M4WJO1pQSoZyTjUihwyknWoGdmHmlAZN4j6 pKdoSnmC1rQnaMt4jI7sYXTmMmkrfIj24iG0lQ2ihay0VN1GS/UNWi86atpx o6UJI41hx96qUsAyXvGrsQtBzH89ZwkauLRJHr/LPHUXuecGUXLpPmozH6Ai uR+px+uQcaIGKQcLkH64EIXHC1FyogCNaW3oLerDo/ZnGO54iuHOp3DXpo/U pY/UZ7ljyBhjTDPhc15hyc8SFD9CEsirHaJvgDCqKJwWuFIDTnNYesyZDvt5 8vxnF/VFCDRdjS2uJji93hnJm5yQs8keBeut4L1CDAzNxcblc7CTTmz/kqlY u3QiPGZ/IcWTpdMICG0lbRVNX22qtFuL2HFFrNwyZYxRghkf/zuMZ0yF9sSv mep9Dc0Jwr5hDTJfahQudW4eA4xoGL5Rmgi4ScwBFE2cJ0vtm0Ns5Lmu4suD H9KdkHgY8mSIfVsZFMSeJj2JQ7iW/BADaY9wJ+sxzoZl4crZXLQfOge3FSZE xRQemmbw1KGX0TVjQKKnEUGaJzLAkNgYMtDw/wvmCQuhtwnWExMlxHv4TG4h 7SW3kFbCRm+xZHIjadlAWqqLc8izTMrxHTtJC0mxskagja1ESyBJEXef1ojO 6CQlXPGBN7gpaHGXaVGSfMR8iZetniMmkyJYFaS66KyAo6E2PBmk/P18EeDv Bzc7G2gtWwlfHx8mH+Y4ZBmFPWbR2Gd3EYe8inAosAJH1tTg2IZ6nN7agPid jbiwpxGX9jchjXRk0mPnHG1Cc9oQGpKfoPriMGqTH6E+9REaMx6iOfsBmvOH 0CI2WCu9h8aKO2isvIVGEVXqb6Kv/Qb6Oy/j1ePHo6SMvQX1G1L+cUb6jF8F GGEv738vO/OoO8iIGUTehUGUpQ6iNvs+0qKbUJ/Vj7w9Rag9VI5r0RXoP1Mq bRh/r2UYg63DuN/2CPc7HuHCgRi4Mx13Z3Dx4CX2MDKBG1NxD7LhxQDipc/0 nt8H6RtKuUUYL384g04gK6Gg5atGZiCLe0imMyfARHUCzJeqwpsFZojZClgs nQfX1SsQorUca5fJgzuhiyYxbvxVwmO5ApHVNAMiIhp1ib4r5pKJ3TiUeUIs Zon1c2aiZdGkr6FDTESDckPl6dCfNo2vZSRhEkbFiL0c1o00Olc0O98ojCrZ SIUEkRJ3fS24sWIRG3mKDT3FlrJu+kbIOFCN9guPcPnSE9xIe4bbWc8xmPsS J/2y0Xa2FK8TEtF6toVBxQzumuZMZc3paiwYnyyY0lkwhSMtJMVfIsVYulcX SBKDmO4pSe+ARJCQDd6yKWG9RMk6UhITuUu6rCN9Ev3NrUiJNQIYTwJISICI JyRExBNxAynMxWG0ipMokegQnHz2MZZKZcwWvu4s6SqF+3ogNMAXwQF+8PP2 gpOZEaxWL4AZU1o/e3s4Mf22I5F+zMG2m21EhGk0Djim4aBHPg76l+FQKOPJ +mqc3FKDGBbQ53bX4cL+Olw6VIfUI8xfsodwtfwlrlW8xI0q5l55jCGFw6hK H0R19j3U5N9FddEdNFXdRWcjTewk1zso7bDQ391PSrq//sTw9X8Jx6+zL1mR q5ByYhDpjGp5SQSD7yDxRAMq0q8jPaII5YfL0UUoLkeX4HrpdfQ3DWGgeQi3 WmntYqPiCrgwkLiyNnWlz3OSJnBSLYTCjcHDS9eAUBhKtWsok+4wphHh/Lv1 hMdv2SrpHaxVXygdbeaLbs/KMJ4pugrR1MZT6d9Ad8ZXmP/NJGjNmMaCYh48 RQegFXPgqDwVXlMnjZKhqTwBxqJ93RwVmNMs+NxSsfjNag4TLmv+4E/iKW06 zAmi4fSJfLnpjCs0len8fhq8CInot75GzMlzHe25roR1pONfsZ4qWS9yDd3V cGES5Mzw6KxvqMTS1YinPnl/NRoTeDmTnuNK6kvczHyDOzlvcT//W6RQDlUx 1XiZlocXFe/QHt8Jt9UWcNeypGexhIeeJaOxJfM1Cyl19SEevuJEUW7+Rvqs +rSl4LWOb0G0e1dCuLdYORFOONZ62eJ05G7WL+LS/hH3+gfgZ2HNytAG/pSq v50cPIKIhRQtFeml5AZcRRd5fswFUsAUu2xskjyBXI0EBQQgKDBAQYYbNvjw 93xJB62FMF3KGt/WF36u4fD1iuJH2Io9PuFIXLMBe0xTsd82FwdcirDfpwz7 g0txMLwcUZsqcWp7JWIiqhC/t5qOtRq16ffQVcLKo+wprlQ8RV/VU1yrfoLr dY9xo3GYmdMj3Gh7iOsdD3CtawjXe+7jBomQNoPovYu+rhv44fsf/g+o+MfW QTN/RcXIc/H14uFPSNx/B0mnBpEWP4jcS4M4xXdbmnEL5SnXkMG6pDyyFK2p HeitHcSVhkFcbR5EXyutnc87B3mm1sCJYcOBBNhq68NeVx+OOnpwY3nvxZ/7 MQULYkgJYRoWxkQ73MgM65mKeS9ehfVaGqMD9T4aK1iG07fPoy9XHc80aTz0 1FiGzxyP+ROmYIloHDJPGSYLVbBaeRo8VPnvVeYgZOpkWChPkVbtfCSDVAib K6+r+Fxazva5tL7CZfk8hJrow2HxPCUGqumUvIlY9EMyAp1F63cmUNTMGjdq JoxqUVV0f5c7wDvqavCT6tL4ScVYlWMois4Moip+GE2Jz9CZ/ApXM96iP/s9 7uZ/wFDR96iMvI68U/V4nFOJN1nteFXzAzrP98BF0xKu2jRdGrFwJxYehhas bMzgRSy8jY2YtBrA11iHuRF9C99DGLFYI5kdQolERXHuHxRjn0e3R5AIG/hZ 03EzUPiThgCHXxMRpiBCZt4R4Z4uCPX1HkUgzNdT9qEzFbGJr+LCd2amD287 Z2xZF4Nwvyhs8o3CWsOtOG21EZsCg7DZaQ8OmOfioCNjg0cNDvrW4wBjxMEN pYjaUoaTO8qQeaYH9bnDaC4YRlsR64kS1t7lj9BbyThb8xBX6h/iatMDXKXn vUrPe4XautJNjfVQa73C7uFKz23c6r+n6Mn96xsv/yUG/2SzGHlQ+fmjn3Hu 4F1cIAnJJGHftnIUMlaU5zBiFbAiKhlEc8UgWmsG0V4/iI4mWgutjd93DCIz vQJ2WoyiGvqw1NSDlaau1KXYRYt5t7YxfFluBuiZsSI3wxq6vrVG5lgnBru0 WHhojUzu/xIbzc2wQVRzzFutF6tBf9ZEEjAOK6h+9ZkzsIiZzpJZNGX+bLoy tFR04aaqjo0z5iFi8jQ4zFSWeg6JraSsaFLXOmmp2Tyx1EzsLGU3Xza3lQuw zVF0LZE7YnlrrYSZ2nSpEY6pCEUL58GfmglkQhVEzQRTM8FSvRHiYQ8VBBMH Wx0Nmi5sdPSxK+gY8qLvoDjmAaoTnqAp6SU6097iatZ79Od+j3uFP2Ko5Cdc vvgEyUyj7+U14R1D7uu6n/Gm/ifaj0jenUxnYskwawlnA0u4EAdX4uBmbAp3 Y1bwJjydJsxD7Yyl1w+SzA4nj+zBPRbhckvUP5CFXfC1tIEvI4MvEyY/iQX+ rZPMQiiL7xAvDwSzLFCS1M9k1MeTkcdJDoBSBJKj0DqCEOJiBXdzAzgYaMPf yQ2JMeVIOlOOhMM5iAyPwVajrUgy24TW4HVY67cG+yzO4aBVMQ45V+GQdx0O BdTjcEg9TmypQ1HKfaYh91GdNYS6vCE0FrJcEEV1+RA6qobQVXsf3XS03XS0 3ZRXN+XV1cUjYVBCD1H4DN09TJRuPZQ+7TcKxY/cJRE2+dcwjL0h8p/BIA+b r0BRxhPERdO3byxHKmNCdsYgCvIGUcqqpoK1f3UVywvGgzq+zTqSUEsSqhkT yvl29+49DeMVOrBYQQWv0oXdagM4a7Ks0KZHYzXpx6oriHlyKC9tmLEFwk0s EaDJskJTCxsVE0fXW5IOWrilKdZamjCf1oLV0qVw1TKBqw7LEsYU+1UaUBcr o1UmMx6oQlOFla6qBjbPWIh9U+jnZ6owOxKdt2aSgJmwFY1OhInJ9GLu75/g sWqh1PFqxOQePtbSSLO31gqGiLkwmTkVLkyPvUmCL0nwFYtg/NzsoQw/dzv4 0vysXbDTfw9yjncj58QNQnAPJbHDqD7/HE3Jr9GZ/g5Xs79Hf/6PuFf8M4bK fsFw5S9I2NOEa3mdeF/Sitf1v+BN49/wuvFnvGz8Ec8aP+DC3iRs9d0MO1YT 9oTA0cgUToTA2YRnlBB4MCb48PVLi3LF7g7y6pY/IWrHLvhY2cJnRPsODgjw 9EBggD+Nft7XByGe7ghzc5L23FkrdoUVIwhrxbqmtVT8DHjb8qWMmOry5fyd 3XAxthxpZ8uRTd3nU/fF0eU4434CaeabcCN4PY6vjcT6oHU45ZKLSKcaRHk3 40RYF05u6MKZLZ1IPNCLnHMDTCwGUUmXWpNPl1o8iMZyutXqQbTU0bUq9tlo pYhaqflWar6Nmm/rkXvkXx94PDLXeexA7K+kLst6pNkV/b/ZryevfHIHp2V4 +uRnBIUk43TCIM4lD+JSJisG6j2bbzGXes+n3gvo+fP5NnPp/bNo9Vefory6 lxHagXWuNixX6MFa3ZBe35g6NYWnjjm9vgUCGNWDDS0RamyFMBMrrDWluFZr Yx01vd5Unxq3wForc4TRQqn3yKBwtCfUwlnDBM5kxpl6XzV9ElZT5xoqU6hz mrIadJT14amqhW0zF+PgNBW4z6K3l/bmUIXtAlXqXJqOq0qfGGSwWrSrUpiN 1H5nh9glRWq/I3Y9s5T7vNmZY42thbRBgxKKCnL5UJjLCHnn9oB0prIPZSMn qgE5R3k5j/cj99R9FMc9RnXiSzSlvEVnxne4mvsD+gt/xt2SXzBU/ncMV/0d MSwM2nJ68V15NV41/h2vm36h/Q0vm3/Cs6bvMdz4HkMNb3C3/jnKkupwev9p nNl/nHYYZRfO4fXdm4qtUpahv+8afN3cEeAvy9nf0xP+ri50ywxVorehIoEL obRDKe1QZm+hnsLo9iluJzMD2LEWt2Pdf2J/PFLjypFBy6W8iyjvMsq7ivI+ R3lnUd63KO/mY+U4veUYLmw7g8zwShzzbMHx4C4cX0eJb6bEt3ciLqIDWecH UJTNKpPyrqR2qinvWsq7jrqpp7zr6dLrKO86yrue+U1Dp3zs7X88dkvqd+/e /TNpi45UohHozz//7Khw1mOToPbL79B1/R3yap8iOmsQZyni2EIei+5JmwBf pT3/Vr6h1995HdmnCuFj4gWzZfqwWGkEG3WWuBqMt2IDE6alvvpWCDC0QpCx NUJMrbHGzBpuq7QRaqDDBFBd6lUcamWJEIo3Mngj3tS9wMu6Z3hW8wSJEbGE QlMWLxN0DZWpFO9UaNN0p6tBT9kA3mo62KG2FEdUVOFFZ22zQCFe6tZDfTE2 WBsryY2jIlzFHmkj6pWUK1pyOFrKu1LZiW5rNz//ODNgInIiKdKjA6NDoVWJ r9CY+i06sj7gSt4PuFn0E+6U/oz7lX/Do+q/ofbCfVRm9DIfacbr6kd41fwz XrX8hBctdMctP2C4WWyQ+xZ3m15goPkx7R4Gmm5goKETAzWVeH7nuqL38Z/x H//xH9JlEjXa2P3T89Iz6LZt4cF8xIv5iNi4x5eRxZ+RRWzeEyitsg50Z4wJ ZJI1DfasVCz1tLFj7Q6knaNS48uRRbXm04qp2IqYCtScqUBDdCUSPaKRb7kV 99ZsRufJajQdLcbm0A3I35eEmv1VOOLTjKg1nYja2IVjVGz0rk6c3duOtKQB 5FEohVRsMb1dKb1dGaN7GaN7GRVb1jqoJIX2z/j0Ht59+Jv0KUcUO3agX6HY kZRk7EC/8ydydrl0mYW0IxeQc7IMOdHN2OETCdNlRpSjCWwpRSctC8Z7McHN Cj6G1vCjFANNbRBkZgNXTX34GeghxFgTgVZW0r2Xq6ldeNf4Dm8b3+JVwys8 o095zCr74q5omC1ayJxhCuU4lXKcRilOgx7laKg6D0ZqWvCerYedc5bjqKoa vOlLAww0sd7ahOKzxy43+8/5YIff89FW0WzJZrSV2WiDGAdz1OZlKm4H/UVS 3kDzbemYc6hXOuZGD6EwXt4UWCiyPes7XGaxeKP4B9wu+wGDlT/iQc2PqInt R3ZyN4Yb2vG+WWR/L6nD/0ZFfo+nLR/wqPkd7je/xZ3WlxhopSKZgg20UpHN HeivrfiTYhxRiFGML6ekpEhXIzY2VhpAEBFUjor/isLcXBzauwduLBg9nOzg 6UyBit4VPiLf8XETo5Nr/PyxLWwbMs6V8a1kUI1TkBMvtFjBfKcKFWdrUBtT h8bT9WiJbkCKZzyKrPdgaF0ELp9pxJWYRrSfqsSWNRvRSb1eialF9q5GHFzb jkNbunA4ohPH9nXg1ME2pOQyAtNxZZYyCrPuyqEXzaEXzaEmcxvl4+1H70Z2 whs7hP4bDY4dJRzRoHCw4ix81OA3yIhMYUyrog7bkHPqKmK2l8DPci0s1M1g Qw06sCxx0bdmhW4NL2Mb+FCDvtSgsy5zUj096lIbebuP47umH/Gh+QdesA94 2/wer+gynje9wuOGZ3DX0VOCB2ulP8BDWw8WixbBmpK0WzSf6bEGPHU1YLfU DD5zWU3NW4Xjs2djr6XYPirCzV5qT6SE3e5iI6ndTPtEC5VRJY50e5CUSJ9I JW60N5XvtEyShJa9twY5+7tlIZ4aQkHcE+l5feobtGW9Q2/+e1wr/g4DZd/h TtUH3K/5gGsF75CW8gAP+t7g+eX3eN7yHZ638tj6Dk9av8XD1rcYbHuNO9Iu 9sM0usT26xhoaUNfTekffiPAsZ7wxYsXkgDlv1HD7VsDKGDeUVCQi9uKdOPV s9fIiC1AVnwpsii6rHMVfF6JvPhqlMTVoTK2gYJrQtOZFrTGtKLzTDvSfZJQ 6nAIj7YcwLX4Tlw/1yE1LOg+W4+d4dvQe7aOPxPtQhpQf5ypzOFG7I5o53tr R+SJbsQyOz3Hgj+BBf95OsPzDOHXh96h7/63io4Mvx59+79S23hkHM5gcOIV Od5JxV1D4Zk7KI9/gPqLT3Fk3XmEuWyBjZ4VC05rJuI2cDGht6MlsUA+6L8f 3+c14MeKa/jQ8jM+tP6E960/4m3rBwYsBviWN3jMIOWuYwAPXQMIyRngj8xI 9eCjrQM/Sm1kG0jRFMthmTl85hti1wJ1nJg3F5GLF41qTQl7PCTBSX177BTC k0Un9exxVexc5myBzU5mv1NEBklkezrk40kmzrGPpee1qa/QmvUaXflvcLX4 LW6UfYtble9wr+Ydhup4lmve4xahedL8LT0cjQJ72sqP0/oaD9pf4l6H2A9c bEb/iHaHgutDP7P9lw/vK26Y/O6fxl6htr8qgKgvakJ2XBHdF4POuUoeq2l1 KIxrQnlsC2rOtqMxphOtZ7rRGdOD3tjLyArIQLnrcTzZeRT9iVcwQLt18Qpu X7yM9AMXEbFuOwYuduLmhXbcTGiR9kXoZ3i+eaoA145l4IcnL1XHCGhEEb8R 0NhxK+dP6E0W0Di+YgayI+soIrnoLDh9D+XnHqE+6Rla01+jJ/sdrhd8wO2S H5mG/4zHVX/D89pfGBL/jvwDzXib146/lTbjQ9svtL/hXftPeNv2A161fSDe 3+Jxyysxo1rHUNTJlI8nvZaPri78dCgeqeGS3FFNdIdwWmEBn0VG2LVYA6cW zMfxZYvlvjR7RIcaIaB/k8QjdcoY3U5JiIfCcWHt4WwuX7z/IYkka4dimubx u8zKH0nPq1OeoSnrBTryXqK36BX6yl6hv/I1bte8xr2617jfQIE0vmZIfE29 D/PN/x7DrS/wkJ5pqPMZ7nY9wa1ueqjuB7RbTH6voq+lWRGmfx0jT548+asY +aXiOr2mO8o6m4scSTgVtFrkxjcy/rUy/nWg+mw3Gs5eRsvZq+g4ew09cddx 5dwN5ITmo8rrDJ7tjcbtS/24k9yPuyk3cS9V2A0k7UtA9uFU3EoWndC7KKw2 DCTUYSC2jALKwVB+NUaUMzZ7+r9SzjeoS2mk16tnftyDnGM3Wc8zxUsYRt2l F1TOG/TkMBAUfo9bpT/hfgWVU/M3JlG/4GXjL0jdWYMnOd34e2k5vmv/Bd91 /IJ3HT/jbcdPeNn+PZ61vcel/eeEbuh1dI2EeHQNWUpQPHq68NfV+NU+iSNt TpxXUUCLjbF7qRaiFy3AyRWLP5PbrOzxlMVj/1E8I82NFPtxbXEx/1xxOn57 myNts7zqK1tMuzozJD2vuMRPmvEELTlP0Vn4DJdLnuNaxXPcrH6BW7UvWIK+ wL3GF7jfROE0P8eDlmcYanuK+52PKaJh3BabwfcMob93EP3dA7jeeRnPh4cV QwmfjnUjQhqnGKhuKCS3Z/MopFIagwC9Tl5cOwpju1F+9gpjWh+aYm6gnflf d/wtXE64jWuJd5AfXooa/3N4figOd9PuYTD9Hu5n0DLv0u7gRvIVbAvfiqrT ZRhIvYoB5o4DSS0YuFCLgfPF6I9Lw4/PXoxoaeyA4aRfa2nsgOF/piWxZXb2 AX6aw0JL/cg7cx+lCY9Rm/wSLRlv0Z1LLRV9wC1mtfeZ1Q7X/oin9aypmn5C azKThUxqqaYe7+sf4n3nT3hHe9P5I152UEvt75G0P4FaMpK19Gd46FFLegbw 0RezjDUUbT3kDe9HW+aw5nelnryXmmD3Mm2cXrII0epLIAmKXkEoavdv2vbs ULQV2e5GPblayF5hZK6rlIkMfUDa9sujGwLnxN9H0cUHqEp7iPrsR2jNH0Zn 8WP0lj1GX+UT3GD9219Ll1P/BHcaqZzmYdxtpXU8wu2uB5KCbvbKt/hu9N5D X3c/bvbdlFKFT8StiQrhZJ9Jp3DykRPLkBVLjOl18mN7WQn2ofLsTdSfHUBL 7B10xt9D7/n76Ls4hBuXHqBwYzVqQy7hZVQiBjMfYYhv+YGwnId4mMP8LmcI 19Ousyo8ij6xH0M6xZNCT5TcjIFLVQxruXhz9dqIcMYOv/1GOGMR/OfCmYMb jbeQtbcWOQcZvo7KwimhcGrohJoz3qAr91v0Fb2XstFBZqMPa7/HkwaKoukH NJ3vR3tyF36ub8GPDVcpmu/xLe1N5we86PgOT9vfoTGtRZrM4qFrTNUYycrR pxcy0EWIhYmsnDG7AG53l5Uj9juT1LPcFLtX6OD0siU4rbGUjshLFo+DLB5a hOeYhfbSamArSTzyHeoJqIq9hdTdN5B29K40Lyc3geV1shhjuI/63CG0FDyQ Jp72lD/ElaqHuFbzEDfqHuJm4wP0t1AfbbROaqR7ENcUm7T3dN5CZkYRjhw5 hl27do3ViBwNpqK/6xqdHbPLmBJqRTga1jNne5EXcx0lMQOoOnMXjWcH0Rb3 AF3nH+HKxWFcS6ZcU5+iaCuT4rXpeHUyFUM5z/Ew7xkeCct/SnuCh/mPGY0e oji6BBEbduFqGrWSyVQoo4PWgIG0EvQnJY1GKxFFR4YGFEIZuXU3tl2FyyeE 8kfFcF9GBEWyj0ly5A3knuYZZKSquvQcTRmv0Jn7BleK3uIms8i7Vcwga9/j UcN7PG36TipVys6147v6DnzPmvht53sK5D1edzJB7vgWTzreMjl4Lc94okjc dWWReBrow5siEduCjRXJVkkk8lLxCEUriA329vBaYYZdq/RwesVSnNFcKulE LGAaq5LRpatCJR5W2OxmIe9Q9jUq4wcZMG9Lc1TSYlnXJvIjpgyiMnMQdXmD aGIN3MZSpJNlSE/VIC6zBr7C+vdKC62d33cOoqP9FtIzSrB58zasW78RUUdP o/fyVSGKaQpRDAhRnM6hMOg4YpppxO5MH7EbQMmZe6iOeYDGuGG0JzxBz8Vn UhOdG6kveVFfoXhnGxo25uD1mSw8YN7+qOANhguZkxe9pr3EoyJGyqInuFf4 CBePJCPzeBYGclkE5vbSGH2y6UDSM0dFMXa86DeiGNtnweUTfy6JQnYyf2YR exeF5x5K3zWkP0d77gtcLnyF66WvWVO8wWDtGzyof4thFuCilsg80YgXtV34 paGYfvxV51vWcy873+BZJz9Hxys86HwBN21DhSLEPDhDeFANnvo6CBcr96mG jdLiYUWnnU80BtnoYA/PleaIUNfH6VXLEbd4Ng7YmmKXl73cReC3C5mpho1u 5rJX/AJl54eQePAuLrJkSokbRBbVUJjK9CxrENVUQ72YVSjm3lIJbVRCO5XQ 0kA3k1KCTZt49ddtREJSLooqOlDXfgfvP/wEZen/nobGXF766ALKgECdbqdd pt1E3um7KI0ZYskzjKb4Z+i4wAz70mv0pbzBzXSWZ1nvULKbme3WIryJy8ej wu8wXPwdHhezTCshSCWUQwlPX8kLDJY8we2ih9i6bhsqWKwPFDKOFHZiIJ/Z bE4+Xt24PPMTIzafUMFIDf1PVUDX8PLBO7le2H8N2SfuIC/2gVxkpj2W0rtu pndXS5naVbJorHmJwXq+y8ZXrBFeIZPp1WDNA/zc94jJxl26hJd4xuLySedz DHcx5et+ioRDZ+HGAsiNGay7vgFND37mpvKKcopBWuL6244Wnh87WojltUIQ fmbBCLffzAu9n+XObmzxPoytPlHY7kXziGTmEolNjkew1SUUtfkVf1SMHF5m SRN/6C4SogdxkW4iLYnuIX0QRTkURKEwhtCMNpYrl7Bh4zaEh29E3IVclDX2 o7pjEFV0D903n+Ltdz9CRSGC7GMXWY8zMJxqoBi6aH3IPXUL+aeYt515hJrY p2hOeImOi29wOeVbXEt/j/4s5m8536Nk3xU07izDm/MleFTyA4ZLf8CTMoZl huin5e/wuPwtHrAsGyx7jjulzIVyb2Lr+m1oy2jCQCkz0RIeC4vxZuDazE84 /F+JQF6ELuKDuI9Hl+D8CR3IN/v/p3TN03f1ITPqNh0bT9B5OdVvzHqEdiZm PUzM+soZ4aqe4nbdM9xroMNiel+c9hJdPT/j5dMf8Lj9mRK9wFNMxyOWikMs Fe/1PEJlVpU8/U9HTAHUh7uREUIc7KSJ/OGUgLxuTCz2dhjbV0GSwTZvH2z1 X4cNwVHYEBiJ9V5HGBkOIdJzP0667cZRn8OI8o3CMe9IHPWMRJRbJA47H0HS phzUJ3bh9YNvFVL/MwoyhxFDPx13fhDnk27hKK/hzl3RCFu7Edt3HkFCci3y KvpR1ECH0TSIgmYxRHoHtx6+xcyRax+VjJwTZTT6/5PM108yop68g4LoB3QA TL3in6P5wmt0XvoWl1OZt2d8QH/2D7id9yNKD1xH4+5qvE2qwKMy1oTlP+FJ BXP5ih9oHzBc+R4PKt5isOIlbpc/xS0xsafwOiI2R+BqSTsGKhgHSqmdOzdG rr1IdUcq2d84AFHJCgcglp59ygHIF36ldJEvbe5F2sFbyGA0yCEl4qsmfQhN ucyuCh+it/QRM/Jh3KwZZjb+GHcaHmOw6THuNzOVaX2MB23DeNA+jKHOR7jf /RB3ex7gVu+QNPFui28onLUN4MTy1VdstC56uTjKV36dtOJJrEB2GF00Ka7+ Vr9wbAmNwrY1UYig7aUdCI7EAZ8jOEnw47wO4ILbHsTz6sf5RPL7SMTSCST6 x6B8XzlKd5ejeHs5Ws91/v/tXWd0W8eV/iJLliw7sVPsXTvFiddxkk28m5Nk 0xPnxLtJfM46TuIkjuMSO+5qliVbkWXJ6qaaKUpUYxfFArBXsKGxN7GDFSDB XkGxSHJ+7533ZqDB0wCE/y/OeST4CMyd+e6de+9338x7mPXMYT0fseCVbxOi mzZvx+7DGTh+oRZn07oQnzeABAoLCcUDiLMQoyDHOH3lI35DItI8K20fK4b5 eBUd5PaPdyLjRD9p3ovC6DGU0Yx3xs+hLukKmlOW0Ja+jK6Ma+jJvo6Cw11w 7Ldi7mIZvEUfYbj4OkYtdJSQ9kvIC5QsYJByrwFWjLFMwFUyAleZB1kx2Xjv nXfhKq0m7Rdjtq9LaF6uYRg0L/NOoXmWRIororrm9WW1U55lJO7qwMUjfUg5 rWu+IGkAZRQsHZlu1OS60VDoodzaQ7n1IDorSLO2QfQ4BtFbSQfl1721HuJj buJjbk3jbU0szyZk0grxp0dovv/mMW3Rtb6BR8x7eZ+frv1/vLYL7246gl10 7Nl8BAfp91E6Ikn7Ua9FIPIFmqN/O4yLzx1A6l/fx8UXDiGRtJ9Ac790txmO Q0WwHShC+d4ilO0qQvH2Asx7fHJ1KlhJ87tcyemHErR7I5qPUL5/9DIp3EWK dpOSh1F4dgJlMTNwJsyjLnkBzWnLaDNdQ2fmR+jO+SfyI7phP+TAXIoV3uJ/ klI/wkgJKbmUpnkZ0fbSJQyWXUF/6ZwWSV0Vo3BZicbaehAXeQFp7O6PpRbM 9HepigtfDFQyc+liV2lwJT/q55JTg1f1qX5cz5HZK/8SBTjTAGxZA6gi868j 828k079cRkqkzKidMqMOypE7qumgYNhWr68kbKKjno66hn5U1bmw5YXX8PJv 9SXErzxJiibnvkHbe/JH/6r67c+/gJ1vHMR7myLwPil375YjOEy/j9NxipR8 lpQcQ1M+lhQdS9M8+fnDMD9/APnP7kXm8wdhevYgGk8UoeF4EeqOFaE6ogiV B4vgIGVbd+bDXdKjjTNUDfL7XMvdVaTVw6TlD0jLES2k7W5y6G7K4kZQcHYS ZbGzcCReQe2lJTSlXUUrTeOOrGvozr2O/KPdcEQ4MWuyYchyDV7S7jBpd6SM 4l/5MrzlixgsX0B/hQ89lCu57GNwOYbo6EVTSR12bNuO4uQEXPXNqCoBBi3L lYCnFR+/w19jWcU9AVuNLL9M8RTLSc/FpOdy0rOD9FxFeq6l7LeedNxIOm4k HTeRjhv5IrkaIsuVdDjovZUy4Pq2fq31Y+/uxktP6AtjX9GWifv1fAuv6TC1 HqBDvNj+2/ObjiJu41Ek0XFpwzGkvXEMl/5+FBkvHkP2MwdR/Je9qKS0rprm 9eVDJrREFaE5klR9gj1KhdS8Pw+J26Kx860dxmrgj7hGXc4OmGjqmw+RRg+T RmkusnmbeWoE+ecmURo7Bzs55pqURTSmL+FyxjLas5fhyl1G3vEu2I85MZNp Iye8jKGyJXjpGCZNDpMmvRVX4CFt9ttm0e2geVs5DlcVabSql442NJVZcWTv HtYdFTvjGhWLzuWr+X9VaFTfNf45THivIT+V8udIPXFNocQ1kxLXfEpciylx LSsg3dBctZcPwEkJi5OSFWcV6YwSVivpsZwOlsAWVvbCt3BNN49/Q1+nCy8+ rq/pfOlJaW0ze8zCK29rOtu3OcKvw+NbjuHU5uPa+/hN7Nm4J5G6IQqmjaeQ sekUsjefhvnVM8h+/gTsL5zA5ZeOofP1Y2jbHo3WM4WojszEhXeP4Z2NW7H1 jc1I3HES9vdMWBiaxc9EZN1LufT+SpgPkMM9rCsuixSXR4oriZuBLcmHasqh 603kdDMX0Ja9gE4iT7kfdsL2oRPT2Ta4Sxc05zpUTkfFPB0+DBFvddtn0EdU pbtqEq5qcrg1pDgyaVdNKymvBoWmVC2MEvxfW1l5MqkSypN9tL59+S401vhw 6iRlmhdIeRRNU9IokyTqmU2TL7+IlEKTr4gmXxEprogyzXxSXi5NwixHP3qH ecR6AL1dLhx5bw9e/P2T2iLEl4kHbf3b63h/w35NIQdoch3aoisnavNJnNt8 Snt/cfNZpG4+B/Pm88h68zxytl5A3lsXULjxLDIpQS58cgdaX9qP3E37ceL1 bfgHJcBvbdiCtP1n0BRdgLZotsmtAM1HclDzvknoyZZAhPd9O8x7m2A+2EXB 0Y0Mcpm5FBgtcdOoSJqFM2UOtSYfGjN9aMnxoT3Ph+zIdlijnJjKs1Hw88Fd NgdPOR0VrLYwAw/RyQHnJHqrJtBdM6ZfBK/z0NFN74n8VtdgesijBW7SlYr8 fkw93c2dZ13DPMyFY4hKHMA50lE86SgplwIkOcgUmlyXSE8XS2myNY+xfPA2 XgiKIJ387Q9P4tW/PIPdr+/GXr8+TuDQ5ijtfTThH7Ppgs6rNsXBtCUeWVsT kLstEflvJ8K2L4McXQWO/HUztr/8Kt6m7kVv2YnyfTHojrfDfbEKfUlO9CTY 0BVThs6zxeiIykXL0Ux0JZdD83zi/i3pu6ww79Z3/OrV9XuRfXYMhbEUzBKn YL80jer0adRnzqApewateTMU7NpQcdqJyQIrektplpSRFsrpsBLJt0+SRojk VRPZq6VctI5dKWYX/Qa0C3+uulZ0VFX5b8bEHFhbW5v211cVtNSgHvkim0o9 gr5Wdcyj1jWP+h7t0JfifBm9Lhd2b9iJPa/vIegPaeM9SL7og03ntffnNsUj fnOi9j7tzUvI2JaCnLdTYdmbRXZ7CTu3vKP5og+efg3OP7+Oq9s2wHU4FyPp LRhOb8ZQWiPcKXXoS67Ri/dx5eg6V4jOqCxcPp76Y24FIjazlzXmMtLfrYVp X5sedSMHkXmGXFjMKCyJY6i4NA5Hml5eq8+eRHPuJCJ3N6P89CDGLP3os/RS TkiUn5h1r20Mvc5Rmg4jBD4BX0cuq8Gjpdcuyrpcjd3orGvB1MioXwGMDTAl MNC/Kp0TDCGEAp5WfPxhjnTaqRQkHLmI6L0JuoFvPI+IjXE6yhsvUUTQb9F3 ccclRL0ThXc2vY1tG99C1hETepPbUfFuCooffxPjz7+JheMnMJHlwnhmF0Yz OzCc0YZBUwv605vQk1IL10VCOr4UrvO56IxOx2R9h470jUuS054rSHmnGmm7 W/Sa1YkBmAjBrPNeFMQPo+TiCKxpI3CaR1GTNYqG3DHERE2iKP8ahlxX0UW0 tbNsBF1EYV2OYS2Kd9UQqSFn09FA5IXQ1S5JEnnpaHShqarev+JZwMPi9IMr I6ziYPISlm/xc531bTCxCw3Ref47sLErmIVnWmA5fdm/sWvrhm04uP0DlESS LV50YTDdA69pkJAcRMxvd6DxD+9g8c13MJtWjSnyYBO5/RjL7cVoTjeGsjox kNmGXlOzfpHhop2QLoYrhlxQdCJ+wlNHAXN76Qgu/aNZ+zuVXXeJIpjPEgmK 9aAwaRClKUOwpg/BmelFTbYX9XleFBXPUDo5jpbSIbSWD6HNPoh2pwft1W60 1brRSqlkK8HbTvC2NzOO2Ifm+g4sLS6t4VAwX25EWPYKX5ARvrH1gt3clIiQ ap3Qt3jgsrKqbVQGzKfpd7QD6aeqcXpfOrZu3IEtG95C7D4zLCfrUB/TA1ey F32pw/CYRuDNGMUI2VH72UakP/keBp57D9f378FMwQgdw+Q6hzBRQErIH4A3 rw/uHBd6s9rQbW6EixThYs+pScpDZ1wylicmfsydm5zUs+tb7JV8qAfJJ/o1 Dm6irCGHbbO9SPQs1Y0KsxuOLDeqctyozXejvpg4eakbTdYBNFP20ExpXxOl fU1sEXSDTs9WoVnf49LQg6Wla5qsWzlEzCuz4KlnhDenoAqgxVOviT+rLkgK oFOOxSPmcBIO7fwQWzZux6Y3tiJyTwryT7bBdnYA1TFDaIwfQdvFMXSnUnwx TWIwYwrD2VNkrVMwb4xF+VP7ML1xH5YSizFbPEnHBKaLxzFRPIqxIi+8hR54 8vvQl9uF7mz2eOJ6uNIdZNlk0cnpmGpt+YHBRLiXvoWn1uyV8L4LiRH9SKT0 OpnosCmGsjPKAhgltqRTxM8gWpzDbj/AbtJBPZe3rBHeNYR3TZ1GlVahtpFB XU1seHHpOq823OyXBdRyfsmhFjcxYB6Dw+wPjDLO3+ARVia52zdvx443d+HM gVSkfEhZdFQrctklyjP9sJ8fRE3cCJqSxtGeMoWe9BkMZMxiKHsOI7k+jOf7 EP+XD9Dy3GEs7fkA87kuzJXMYY7ygemSaUyWTmCsZAzDFi88RW70FfQSCe6A K5s8SSYZeAYZeHo2Zjra9JuZ3tgAJe7dX3jejdi9vYg7QunVSX1fYGrcADLI uHNTycgJaAvnMxUEtI2AtlNa7CCg7QS0jYC21xHIjIzeAmtdPxY4yLdJIMfG xmr2+8DKIKuSQxnkh7SfX1cuQik05+BSRArMH5bCHMnWuDYj82Qn8k71ovSs B/aYYdQkjKM5eQodabPo0TZ1z8Obu0BeYgHWw3ZkPHsMg0SRrkZGwle2AB9R Fl/5PGbKZzFJSdgY5QHDpaPwWIbQXzyA7gIXXPlk6Hl1cOXYCPh8uCssv+Bc gxHFswd6ce74AM5HDyCOLDmZOEc6gZtJZDGHwM0ncAsJ3GIC10JWbCFwLcQ3 LNUELLvEQY6ia4x4og7s7QqP/BVF1v0xgX2ATw0GbJA1GhA8tbOaSPzRbOKC FTCfqCXAW5AVya6zEq09NwRH3BhqkyiRSplBR7oPvZlE0nOIsOezaynLMG0z w/bCSUz/4yQWTdXwVSxhvmIRPusCZqzzmCRuOFYxTQR/HJ6yYfSXeNBdTLyw iKy7iNx3AWUjuUSD0uPxS450E7G6qMh+nCJPdjaekE4mczYRU8gitInZmYnZ ZRJjyCRKnkkmnOlgjG4AVe3jmFv8SDyejNMYnmLdDJMBVVWyfPPa2cDFd0ZU 1whUq1pgisglZG3E3uoJ2TZkn+xB/mkPSi8Mw5EwgdrkaTSnzaHDfAW92Yvw 5C1juPAqRouvIe5v0Wh7NRqLEWcwZ70Gn+0a5m3LmLMtYca+gEmbD2O2WQxb J4nhjRKnGEJ3aT9cpV1wlZDPsFTBVWhBW0ai/pw14mC1DT7Ut8zjOCF6krzv GUL0PCEaS4jGEg+LoylQ0jQu6vHi9pQy5bhfkY+FgeLNpnzzyjNmz6J8uI6j 2OEkFA/nwRxBXPgoW7PVgczIPuRHD6GUEn5H4iRqL82iOX0eHZmL6M1Zooh1 Fd6i6ygj1DNfOo/BbeexkJCPWdt1+Ox0OK5hzrGMGccSJh1XMGafg9c2DY91 HH3llKpWUOJfQY6g4jJcZcRLLCXa4yT/rgg0YcAhp6cCDtll3ssThiCLzjXP q8fXB5B+IBfyKyOS7dz0ojR2DPakadSmzKHZdAUdWUvoyV2Gu/AavMXXce7V DNRszcPUoUT4cpoxSzDMOQgK5zXMOq9i2rmMCeciRh0+eO1sdeoE+iiDd9nd /Ml/LXBZCYrSEswMdL+kSNQFEiyNFNnN5wORkHMEFRJ3S4YR7OqBXmu/J4AR pu3NIbJp17armI92audyz3pREjtOqMygJtWHJppi2vLivCUMkNMqjSYus8MF bywFuZx6bQ/rjGN5FcGxTEJmK5cwXbmorcoZdc5jyDELt2NSI4vsditsh4zL SYHCTqCUWzA90I2XFa78S4qcj6MibtLHFhaJ0TyjQOUzCqdj3BXzaQMq1oRq 4sfkeA7SlDnCESE7sRAiNrKT6lS2bNan7Zdw5V1Bf9ECSqKniUcvY4gczcxl Skjsi5hyLJJtLKzCDOFwB6Yqr2C8ch4jlXMYqqT8popVkgiRag9/kBaZibMK nRXFWJqbfkWRBKs2YRkAkcu2AhD5csudQfyHvEvjbsnkOmx9RGNtEA+KMH/Y T7yPeFTMGKwU16pSp9FgnkUrZWqd+XPoKfJhwOIjHrCIGvITQ04atX2eJgjF Muc829Tko7g9Vakv9R9mS/2rp9BfM64XcGoJjFpyHzXkPiqriKIV4VWF65CR EK7RgIQc5VVIyPtVgk2Ye/nUEqaRsrMCJl6/Mp/oRRZNhMIYtgJ2HJUpE6gz T+Fy9jTa86Ypfsygz0LuoIzy2AoaKsWbUfssxmg2sE0bq+jnDPViomoao1VT 8NZQLKol11FHnEPb8UCetI49wqYZnZWVmBxy4zUDFKyPYps067OItQFQ3BoA BaOhbMt0VlaWYEjy/FqnmDDGy1M6Kg8aaYv2u6PCi9SddTDt1wtMbKln3gVy sonDsF8aRY1pDI1ZxL/zJtBZOEm5zCT6SqfgLp/CoJVQsBPLckxhxDmJ0Up2 TBA6lGiSgQzVjmGgfgQ9/qX9fdoDSLpqm9DqdLzBh+P1ev0uRNwTQU5EODha lU4z8jUcJhZ7T5065SeRfPutCibjTgLVAvAv+unFKr8o0lZ6RDdMRDByznlQ FD+IiuQhONOHUZtJ/CdnFK0Fo+gsJhsgPtNXRiOuoMzPNo5B+xh50jF4nXRU jpK9jGCwdhhuspW+BspfGgmRJlZ660VnQwfaahsx7h3ewHvvcDj8QfY+yYzE OY6KfDNgoVtRvBN5Bruc+wyfQ3Lhgx2hcuaHuBNrKxlG8s4WpBzsRtqJfpiI 1+ay/bhJHlhTB1FpHkRd9hCa8rxoLfSiw0L6Lh1GD+UXfVbKgW3DGLDTyJ1e uKuH4K4lAlI/iN4Gyo0b3VpprFMrjfWitb4dvZ3d2CS5U5GOqW4sEwYM8hXt Z/ikYTCESGz/nec2ljM9SNrThWS2iiFqQLvjZV4C8RvKJ63E5isz3ajNcaMx n91SzUNIedBZSnplqxmsHvQ46Kiko8aNnjq3Vufu5NWqNum2OXU1LVhcWNwk DVB4zvsU1nzfyoOWzz1tMH42eGMO+h+84WKi1Qn7adTscj6xPjOxvrxEGnEK 0WjKoJ2UQdfkDqCemF8TZdCXiZe0Ei9pJ17S7hxAB1HrdiJ+7XV0nkZ7mUbL KkZNdDQ09qG6lt1B/uoWaaSCYt8bfKR3+qemKJvKcfOpEEkl2Ym+BuNfURg7 hLiD/fr6TVaaiaVJTYS2iAhtmVlfrVBJ5KCGyEEdDauBhtVIw2qiYTXxUlgj DauehsUqMzWN+i0wHLU97C7eWxUZkajaygmAPCQYn1R2cyh8Uvu5PmTYY5/g 9cnvaX98GnnxXpw/PKDdMimReGUasaAs4pX5ZLWWTBow6dBKA3XQQCtpoFU0 0GoaaDUNtIoG6qxjtT47r40QU6rqwfziNWxTpDmqW2XyUd7lV5xqbL8L4pVv 3gMdWH/VB/lZjA9/hNMRvThD5D3mAmk1US9PZJE289giTDJSi4WIfRkN2EoH keayShpMNZ2nQRbTUUjvq9tG8LZi7omBydGID0zkXOLRIOyvx8PI1dYqmtSX j9yF+rp5nDjVj1NkmBcukt7S9RudpEs3OsmioWTTULJYHcCub7fuGZ7HzJXr OxTJxj3hjUAw2MfCyLFuVzT5Qx5dRsY/Qm3rPMyl44gkRbD9uuek/boX2H7d QbZfdx67DN5czmRlD2/orswwfxVG8vMpRXcdihj7uZVFy1P10TASik8rRDsV 80eIlh3fvcFFPyKJDha67w4hWrbwEKL1f63xe1qRiLJQ+hMF8MYuCN8ne4VK hdsXt2a/uUzg74L8zCuW5LEu/DCIAuSg9nlF01UKN/0ZRVcDuhDotn4QIt7Q PL9fIbVaoXaVeRikynPzu2HMTVWVukZSMROl+5qPJfrbYfjpr4YQLXuku6Rz Yp4ZRMtT/OEwfKq8oUmwxVqFd7lzZdHyPPtGGIB/SwJXzJ86hXe5U/E5fYL4 7V8ujXwtDMf2n4om6xVm9qmVRcvJ1INhOLbv8O/JZKJeAleYmhAt24RBtDyv vhyGY/u+QnSDwqt8UjGlQ4j+YhgO7UcK0Y0Kb3KHYnIZRMuT674wHNlPFJbb rNC1KjYbRLOmheh/Ce3IHuFfkVOvy5I1CV62XtG7AKmrNQ7GgsfRo0fZb7nM F2xq/TKEdNnIwpDOXtK9uYLV1OTZ9T8KJFsUPmW9hIeYXTqs/qgizy7jXX9U 7uw3CtGtBjtjf922smjZxNeHgfn/KkS3KexMPJZIntghRK81jFrlzp4IIVpW txAtT2yDaLFDRVf+yu7sDwrR7QqfosrdA0SvD5jYwo1lZWVhx44dMtB/Vgyi Q+FKbl1J4lqt1fLy8gCP9eyzz2pWp9qe0ympU1jSGmmw4pxBDJu4jz/+uB8z dlYUVlRiuhR+wrjk6SYxt2pBkJX02OYyUbOhl+oCSpfUmjCONZJU0UudAvEI vxoFBQVa6+w3YaVq2aWY56uDtyxybdZ3BsmFCxf8HZZTkm6Fgm9RiOfN3sM7 zJoVnZbWI8kd6VFMUVEIkk2Mtywyc9bq/v37UV9fz2so6mZlhEWzskXyZu+V Osxw4KXHP/FvyGGzl6tbnl3aeb1VbhT3qREQXWBdFw0+oRDSx21bxluolEv4 Av8Ic1asywwJNnGYpN8rmuznPRKThzfHW/uiAQA2ZwiE3ynM3s0/ygbPpgeH nSOptSeVum/xD5/FiCcU7QlVMcfOBnPDAlb71ccvVt4jgxu8/iTg+C0/J4fh HulzwtGK7/p8Pjz11FOaNXNRGtFZLQ9HFrpaQo2plE1/0rIqFOlyb/PfnoBR 0sHBQf8tZRk/ZLPvRuVDOcxbFaAKo+KPNNf++pWiC43S50R76/hP0R3m8AVd Ze6YU9Z7pdmnlcTWS05PwM3OcFh/rRAvUl35Bg1rDOJlNCTxhoWkMiDreTtC Baxl1grTraoXOgi3B7TBpLOpE0S6eDzovf7R3yFpQSRowYe8WhMg0kj6vUqT cIu/ffYhnbv4+aCMq9Cl7A4rJDNmE+eGbaw2DscojR26GE4Tb/JS/63w7NkK IxMpu5w5rAq/EzoBxTcNJs2G/GiIHsg56e26SlirtwSoUJbHU2deCuBi1wZA LLQg6PvPQ8iX7XfdyqMV0vXCLy8KrDFCrpnRI2FK5Y9LZ0LX+ke8ZcsW+Uqi VGjy023hG2VZcpTP4X0Tc4MJEKWzVdo3VxtF/FSX8G1D+ODx82dciByZs+TO sxf7vOEyqNZ5fTGfn7DLYP1U0W6SNEjWjN+9yECxsKaSpVs8r1MFBhHBX+VY msSHK5timJJ0hsStYa0xcmhn2cdZD1T1giRDGAklSg9DvJk1ASFDzFiViNP8 nByP10p+OoRIPV2AWGvMPLrQLkn7L96wHPyjJcQDw3FwYeyzJOyPurAfSqYn AgD993tBha2/qSwcRICeruLHipC7WtFtUU+Ts40PFF5znWJ4coWYS9cKAFqs 0/2/3xBlv6W6MiX6IQci0Q/ZYFeHB7MqC9HdM5+Ga5XMR/To4aC9uT3Ap63Q C/8CLUU3fm4wcAZMKPG7JKWIpmSlsBxI3CHE0I0HgvfiEYML5EYfqgM3p5I3 tME6r+jAg7qfuWEVv5DESi5SZQSb+Tk5XK/nqpAXGqzQBX+OIndfrzn5C18y PRPxXU5fRFdYs0yU7tRuIMBeQcQ/7EeAy3xUHXu+wUXIwVQldk14wOtzhsu8 NSAaCZ9N31ZdSdCF3hEwR8OAWX9YH1dzIM0TCgwubZ3/NjdBWt+nt/5rtdGq Gn6Rn2MkRYw6TOwOSaaqaU5Uo2SXKrY3yQnJixw62TrDgO5I4Iw0rB0TwkV0 YojKW34Cha/zJ+6yMObtuLATIYWtkwCW4rygbMwfi4GpnkEiChCy3YQCXepX VMh+Cf4ma4Cd4QmwWPMo5wV/lOKP8NqrwuvLmZB9uZ0PSw5sQuPBOxKYAwUR jAshJd9h0A57+elmoFBR2ZazolvDG/1n/XYfYZwI4tqaHLrElV85c3mMn5N9 iIw9s+Ug0u9RD12Pwf76sYy9asneYxxz1ijzACEE+mtfaon6oqC1NxEgMa/Z OVGWlFMpwSXEZ4wKCNGjL4Xs0J+4+anSB9VaBEFI5DkpKvtyfhWmfh4I2bk/ Gxw0r8uF6pfc0DquNlEYDKW2h0J25CmpI5LaPhdmR4yFniCd+KZxqoj6vBz+ PhtU5h0BMoVFhZBXpkv5qwFlnkLIhTXRoOoK6Xf44NhLJYwXPfSVVnjW4HqF 8XOXp7r6+5CEgqj2rIQoF6ovW8FzfIQyjoDyKvdDfJxymhgKSi5IX7WA59Uu 9ZNBBa3TBLFG5Ial8ptescMLBldppGEBnB+qdYuBviMUfpJ0/cKpTnU0wxSp gpw+CBomQxa8H3cY6wYrlT/1y2v+opRs41+RvKnEfrWzojeiZixnVvfx0Qt/ HkRytyz5pkf7aV253+A+2ThCSb5TwkrY8mqDLoL05nN+oVVSvwKWaMo9vN8w q3lyKzol51l6p24PUOBKVeHPK0Q6wunXl9WuVBiMnHV8in+U9UXaMqAqIGsh IeiVCt6xn6l9vGrltaC6clhcreiiOCfn6LdI3V6hCKxi1A7jnFvlf8ebFp8W K35UtVxm2k8//TQ3wlv9HQyjUzdYNje0RxW9fJC3a0xkmJ527dq12oABewUp DasI9bdUQ9b/ohcnHb/0f+jr0nwWtk6dCKcwfYNQP2zoRzDTOK7/V1BNAT57 KarQL3IHYQzN7PWh/u5l/8QWidSVK1f8inzp43XrNcW/NtxAc00AmoaOqL67 9eOJetMvirf5iv8ELxLfOGv4qvbzE/r/Xw38Fj+rvX/j/9/jE/8HJxwf3A== \ \>"]], Cell[BoxData[ Graphics3DBox[{ {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{-0.39676687095999996`, -1.6629966745199998`, 0.7892062693799999}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{-3.0252623534, -0.8296842003, 0.027758185214}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{-3.2669583087999996`, -0.25739957846, -2.8000070141999998`}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{-0.35848102219999994`, -3.208754748, 3.191747214}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{3.8648676152, 0.09607933901799999, 1.3578248227799998`}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{-5.893866421399999, 0.57818056696, -3.5237720722}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{5.600203001000001, 2.316804076, 1.52355379298}, 0.255]}, {RGBColor[ NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333], 1], Opacity[0.8], SphereBox[{1.3465242613, 0.50501037624, 0.9577131367999999}, 0.24]}, {RGBColor[ NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333], 1], Opacity[0.8], SphereBox[{5.616265672, 3.6819421383999997`, -0.87076684354}, 0.24]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.8], SphereBox[{1.06809203246, -2.3014972954, 5.0043723932}, 0.178]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.8], SphereBox[{-1.61078354514, -5.0950792412, 3.3625784444}, 0.178]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.8], SphereBox[{-6.984427296, -0.7648477012399999, -5.3258147858}, 0.178]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.8], SphereBox[{4.6528833571999995`, -2.018227368, 1.59906724394}, 0.178]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.8], SphereBox[{-6.8846497632, 2.3502522262, -2.4842337996}, 0.178]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{0.25222172921999997`, -2.8873123553999998`, -0.68319264078}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-4.282875006399999, -2.3581890754, 0.44072189772}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-3.4948592643999996`, 0.84185403574, 1.06408581334}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-1.9997080531999998`, 1.2582173653199997`, -3.2306755696}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-2.8083218086, -1.9288433281999997`, -3.8412460402}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{0.6883326954999999, 2.2674822274, 0.77996550924}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{4.9569402706, 3.553629743, 2.9880347512}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{7.4715986588, 1.6746940784599997`, 1.940748602}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{1.1602350722199999`, -3.157732146, 6.6010018906}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{6.2088837456, 2.5314769496, -2.247829077}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{6.7814707236, 5.1640542402, -0.74300246868}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-8.6617480936, -0.3492213648, -5.877992723}, 0.12]}, Text3DBox["1", {-0.9967668709599999, -1.6629966745199998`, 0.7892062693799999}, {1, 0}], Text3DBox["2", {-3.6252623534, -0.8296842003, 0.027758185214}, {1, 0}], Text3DBox[ "3", {-3.8669583087999997`, -0.25739957846, -2.8000070141999998`}, {1, 0}], Text3DBox["4", {-0.9584810222, -3.208754748, 3.191747214}, {1, 0}], Text3DBox["5", {3.2648676152, 0.09607933901799999, 1.3578248227799998`}, { 1, 0}], Text3DBox["6", {-6.493866421399999, 0.57818056696, -3.5237720722}, {1, 0}], Text3DBox["7", {5.000203001000001, 2.316804076, 1.52355379298}, {1, 0}], Text3DBox["8", {0.7465242612999999, 0.50501037624, 0.9577131367999999}, {1, 0}], Text3DBox["9", {5.016265672, 3.6819421383999997`, -0.87076684354}, { 1, 0}], Text3DBox["10", {0.4680920324600001, -2.3014972954, 5.0043723932}, {1, 0}], Text3DBox["11", {-2.21078354514, -5.0950792412, 3.3625784444}, {1, 0}], Text3DBox["12", {-7.584427295999999, -0.7648477012399999, -5.3258147858}, { 1, 0}], Text3DBox["13", {4.0528833572, -2.018227368, 1.59906724394}, {1, 0}], Text3DBox["14", {-7.484649763199999, 2.3502522262, -2.4842337996}, { 1, 0}], Text3DBox[ "15", {-0.34777827078, -2.8873123553999998`, -0.68319264078}, {1, 0}], Text3DBox["16", {-4.882875006399999, -2.3581890754, 0.44072189772}, {1, 0}], Text3DBox["17", {-4.094859264399999, 0.84185403574, 1.06408581334}, { 1, 0}], Text3DBox["18", {-2.5997080531999996`, 1.2582173653199997`, -3.2306755696}, {1, 0}], Text3DBox[ "19", {-3.4083218086000002`, -1.9288433281999997`, -3.8412460402}, {1, 0}], Text3DBox["20", {0.08833269549999989, 2.2674822274, 0.77996550924}, { 1, 0}], Text3DBox["21", {4.3569402706, 3.553629743, 2.9880347512}, {1, 0}], Text3DBox["22", {6.8715986588, 1.6746940784599997`, 1.940748602}, {1, 0}], Text3DBox["23", {0.5602350722199999, -3.157732146, 6.6010018906}, {1, 0}], Text3DBox["24", {5.6088837456, 2.5314769496, -2.247829077}, {1, 0}], Text3DBox["25", {6.1814707236, 5.1640542402, -0.74300246868}, {1, 0}], Text3DBox["26", {-9.2617480936, -0.3492213648, -5.877992723}, {1, 0}], {RGBColor[ NCache[ Rational[1, 3], 0.3333333333333333], 1, 1], Opacity[0.3], SphereBox[{3.673683980650353, 0.17084231796033178`, 2.637564845151753}, 1.2961]}, {RGBColor[ NCache[ Rational[1, 3], 0.3333333333333333], 1, 1], Opacity[0.3], SphereBox[{4.486672923091926, -1.9632095274687296`, 2.672381447152126}, 1.0875]}, {RGBColor[ NCache[ Rational[1, 3], 0.3333333333333333], 1, 1], Opacity[0.3], SphereBox[{1.1560127154464706`, 0.568072204490325, 2.1879532786886577`}, 1.2465]}, {RGBColor[ NCache[ Rational[1, 3], 0.3333333333333333], 1, 1], Opacity[0.3], SphereBox[{0.6485344484232773, -3.887564384891784, 2.7389641215724847`}, 1.2961]}, {RGBColor[ NCache[ Rational[1, 3], 0.3333333333333333], 1, 1], Opacity[0.3], SphereBox[{-2.448559614326545, -4.514494801372602, 3.74166842861041}, 1.0875]}, {RGBColor[ NCache[ Rational[1, 3], 0.3333333333333333], 1, 1], Opacity[0.3], SphereBox[{-7.301877831962624, 1.6807675486290654`, -1.7356569798050292`}, 1.0875]}, {RGBColor[ NCache[ Rational[1, 3], 0.3333333333333333], 1, 1], Opacity[0.3], SphereBox[{-6.393322862049933, -0.22233726575014337`, \ -2.6351834871920925`}, 1.2961]}, {RGBColor[1, 1, NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.3], SphereBox[{4.056051249749647, 0.021316360075668117`, 0.07808480040824672}, 1.2961]}, {RGBColor[1, 1, NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.3], SphereBox[{4.819093791308073, -2.0732452085312696`, 0.5257530407278735}, 1.0875]}, {RGBColor[1, 1, NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.3], SphereBox[{1.5370358071535293`, 0.4419485479896754, -0.2725270050886579}, 1.2465]}, {RGBColor[1, 1, NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.3], SphereBox[{-1.3654964928232771`, -2.5299451111082156`, 3.644530306427515}, 1.2961]}, {RGBColor[1, 1, NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.3], SphereBox[{-0.7730074759534564, -5.675663681027396, 2.9834884601895895`}, 1.0875]}, {RGBColor[1, 1, NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.3], SphereBox[{-6.467421694437375, 3.0197369037709345`, -3.2328106193949706`}, 1.0875]}, {RGBColor[1, 1, NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.3], SphereBox[{-5.3944099807500665`, 1.3786983996701434`, -4.412360657207907}, 1.2961]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-3.0252623534, -0.8296842003, 0.027758185214}, {-0.39676687095999996`, -1.6629966745199998`, 0.7892062693799999}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-3.2669583087999996`, -0.25739957846, -2.8000070141999998`}, \ {-3.0252623534, -0.8296842003, 0.027758185214}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-0.35848102219999994`, -3.208754748, 3.191747214}, {-0.39676687095999996`, -1.6629966745199998`, 0.7892062693799999}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-5.893866421399999, 0.57818056696, -3.5237720722}, {-3.2669583087999996`, -0.25739957846, \ -2.8000070141999998`}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{5.600203001000001, 2.316804076, 1.52355379298}, {3.8648676152, 0.09607933901799999, 1.3578248227799998`}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{1.3465242613, 0.50501037624, 0.9577131367999999}, {-0.39676687095999996`, -1.6629966745199998`, 0.7892062693799999}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{1.3465242613, 0.50501037624, 0.9577131367999999}, {3.8648676152, 0.09607933901799999, 1.3578248227799998`}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{5.616265672, 3.6819421383999997`, -0.87076684354}, { 5.600203001000001, 2.316804076, 1.52355379298}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{1.06809203246, -2.3014972954, 5.0043723932}, {-0.35848102219999994`, -3.208754748, 3.191747214}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-1.61078354514, -5.0950792412, 3.3625784444}, {-0.35848102219999994`, -3.208754748, 3.191747214}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-6.984427296, -0.7648477012399999, -5.3258147858}, \ {-5.893866421399999, 0.57818056696, -3.5237720722}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{4.6528833571999995`, -2.018227368, 1.59906724394}, { 3.8648676152, 0.09607933901799999, 1.3578248227799998`}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-6.8846497632, 2.3502522262, -2.4842337996}, {-5.893866421399999, 0.57818056696, -3.5237720722}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{ 0.25222172921999997`, -2.8873123553999998`, -0.68319264078}, \ {-0.39676687095999996`, -1.6629966745199998`, 0.7892062693799999}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-4.282875006399999, -2.3581890754, 0.44072189772}, {-3.0252623534, -0.8296842003, 0.027758185214}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-3.4948592643999996`, 0.84185403574, 1.06408581334}, {-3.0252623534, -0.8296842003, 0.027758185214}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-1.9997080531999998`, 1.2582173653199997`, -3.2306755696}, {-3.2669583087999996`, \ -0.25739957846, -2.8000070141999998`}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-2.8083218086, -1.9288433281999997`, -3.8412460402}, \ {-3.2669583087999996`, -0.25739957846, -2.8000070141999998`}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{0.6883326954999999, 2.2674822274, 0.77996550924}, {1.3465242613, 0.50501037624, 0.9577131367999999}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{4.9569402706, 3.553629743, 2.9880347512}, {5.600203001000001, 2.316804076, 1.52355379298}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{7.4715986588, 1.6746940784599997`, 1.940748602}, { 5.600203001000001, 2.316804076, 1.52355379298}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{1.1602350722199999`, -3.157732146, 6.6010018906}, { 1.06809203246, -2.3014972954, 5.0043723932}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{6.2088837456, 2.5314769496, -2.247829077}, {5.616265672, 3.6819421383999997`, -0.87076684354}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{6.7814707236, 5.1640542402, -0.74300246868}, {5.616265672, 3.6819421383999997`, -0.87076684354}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-8.6617480936, -0.3492213648, -5.877992723}, {-6.984427296, \ -0.7648477012399999, -5.3258147858}}, 0.1]}}, AspectRatio->Automatic, Axes->Automatic, AxesLabel->{ FormBox["xl", TraditionalForm], FormBox["yl", TraditionalForm], FormBox["zl", TraditionalForm]}, Boxed->True, SphericalRegion->True]], "Output", CellChangeTimes->{3.5764689948754516`*^9, 3.576469827866115*^9, 3.5764702489264545`*^9, 3.576470533985756*^9},ImageCache->GraphicsData["CompressedBitmap", "\<\ eJzEvXd8HMeVLXweJctyzutdr73ruM6Wbdmy17ZylixLokhKTBJzJohIJCYw IJDIeWaAyYhEzjnHGeScCBAkwUxJVLb83uo71QFsQEPYfu+PDz/ewUwPpqrr 3nNunVtdPXxuo/eOrXs3eu/cvPHbT3pudN+xc7PXt5/Y58lDd/wv4H/toG39 NsTzjwD14SP++2ineBBH/v9//lfp15344IMP0NjYiFWrViEpKWm3/O570q+7 pXevXLmCsLAwPPnkkygrK8PZs2exbds2OJ3OXfJfd4tfd4hhfl868JkFrYrP zc7O4p133pHefeutt6TP6/V6vPfee1BOqE/6JbUiPRP2H9LjXR9rTpwGm7tT GYNoMSQkRJyR+L1Eg9+UHj+xoEE/Pz/p/O5WWhPnJp4dOXIEIyMjO27f2r+5 OD3xk5aWJk7v00pnoiExUPU0xfPtcqs94tcy8ZlvSAc+KbUlPq89M/FaDPkz ixoUr0pKStDU1LSgwUWn+S9Le3GZ8pGbN2/Czc0NN27cwKeVj2h7EqcvXs/N zckOQu/82X9V41eBFdGO0jy+rIwsPz8fExMT86eldcdWucFzS5/pV5Uz1bak nr3wg4i/eLVFbu2sclKLASxO6uvKx4Tr1I+pTakDFSemNHVGEx3tifX29mLz 5s1Sk//qosk7lEcFmdKrzXKTE5qxujhD9WTESxF/8Uo9aaJSGq+MV/mYglbp 1Sa5h7HbeFMh4yeUT6q8vAUV1z1o46X0MLx0vL7jorVPaLyUnZ0tvdootza4 BDm/v+gktE2p8RLdbNSy9eMnFhQUJE7uv1y0dpeLYW7QkupT89wU6FZPTLwj mCN6EGj4gYumP6nBqBi3ePWa3LTzH8lwMjdVnKk9qHlq8cmr0FV68JwnqYJG 9UdKEs8vQdy7NRCsqamRXqlx0CYGdXhakL8qd+W1KB2Jn2WLjgl7dmk3/MpF r+rZmc3meeCvlzvxVgal7UHt/VkXSUH0Jnr9jdJkfHw8rl+/vqAb4Vl1xlr/ zw3uCQ18FicP4WcVPuL5vS5S3KdcUGbdx4L7iQXBVZ8/rnGs6G9RllHxJU5L zQO/dnEKn3aRZdbKnfi5GPHDS2eeP7rIlJ/W+Fmln9KD7/wgH1oaJg+4yDef ccG9NXK75S7yjSBZcnKyMgLXTWlJpjQVOX+K379NsFVSaYP9kItOPqscm56e nifTarmTCCUdaz3Nn+9ohrE4O2nzhxrfBzW9CqSLV5/TeEmNyCtL9vp3pNlT LtLg5zTHVCot3YlWri3OTs+66OHzLjLRy0v24ErCiWGIH/byFxe5Vu1Ey4VV S3bydSWTuBIi4h1F3y3VmZYWqxZj7mu3GYSSYFQRIkCgBvc5Fxn1Cy6oslLu y7p0Glm1RGtatiitmZdOD6+4SEBfXEQL0doKubXU27SmZPW1Llr7kgu4vyS3 ZnDB38VzvToTr1miaS3IlaaTl6aMytWpqal5ZKx2kSm/7ALky+UeEl2kAvFb nPxmF8nmKy6g/KLcVNzSJ7t1ida0WFVai1Fa0zIgJiZG9eR2F619VYY3R/6i Bu9LZFbxbmFhodSm2qCYxdUc91XN6Sl1DF6Qmw5X/OaKoKrKVIsw8WrropGK V19zMXpZXSFsaX6q+kktwG7XgyrOtaiVcwaCl+anqlS0meVri9whzldp7bj0 6+PVjupd4RZvF5RXT1CLTDnRIGhpOC3TOFmwTbzyctHD1zXHVMD+We7h8CLs a4mrymNtqeO5RPNa8irNH1h6AAddpAJtQajqNnnWQoCLk1WJemSJprSljtKU xA5Jfn1PmWZcnaIAuxK6I5rTUmH0by7A+4zc/grlrY+vy7jmizrbiDNQq4bD Lrr8hovZ5mm5S2lkd94StQs7//elIxHiIpd8Y5H7xPCevv3w/m2J4Z100fy/ u8C9LIDkxLzsdkpD/AiMsuFwF+1+UzmmLXGe1LS76LS/pkmQLpLAgjI1XOMR 9ZS/qTmmol/p7qX5YXxFg9zF86MrtXnKRUffckEMuUhS8t5tgxvvorX/cJET 5LJHmfNc54RkFznxW4uaFx5Qmtpwm5woTkzNiToXKUU9Oy3MH5ObfHXR2Wln azUhiq7UhJi8RPNaZCvNr13ala6Wf5KUY9oC+D+VY9qC5FG5h9VL8MTqIot9 W+MLNQ08Ije16jbsUApT+xKtaeH6iJbUrgW3ZhJTW9WmJXXNSsvlhzWZ9u/L bO0saXPB6u+6wKtcCSrz722ncVUoCJAMDQ1Jr6xL9KCFsdLDn5egb76Lpr7n Ar5yAakk0I8zQqPrUKBpUtVh39OcnarDlCafXIKvyzTuVRmRv2ig4pW6QqWt FOSFAYUY/xQj8lz08AONT1TY3C/38IhmAGrBqlK6ykXC+f4iX4iTVZp68DaM UC4u1LhoTT0xLXb/JLd2/xKM0JQ0aqvaFPNfmmMqXuUVHPzhH2OEtqKpXqIH LV6VHn6/RIppcZEUfigepapBaeC3tzlFpdZsu10bi8SWPFJlbcz1LCCet7W1 ocNFkz9yMcL/lpv85RKM1F6aEcfFpZl2F0nrxy5YKnsOP18a8+r1Ii3nf7xo /OJkldZ+ugRB+1009RMXiPyd3NSPbnNi4vfY2Nigi9Z+6gKJ98mtyRD61MeI p8JOeFAs/ovXA0oz2uLwp5oxq5OJ0rTMqjsXw2/MRWb4mSY2qrCRAagw/U4J yC+88IKKgnEXrfzcxTB/o23lE/PXne69914pA4jTVZvSZoSfLWpe/N2Cpu6S mlIJUVdXp/7ZmOYkVJ6qJ6aF2b3a1j4Jo9E4PzUJ07SI0SWa1GJtQZN3SPgS XhOvVEJomx1x0ewvXODu1wub1SrnO1w0O+yCxvcox7SC/Fe3b/ZOF80OLdGs FnxKs+pkKRygznp3uWhWpYs2K/xSc0x1wi8XNiuCr15d/KSLZgdcNKu9GKM6 4Z7bN3u3i2ZdpYpfaZyg/t2CZu9aAC41bZCJrvzR56IH9cKGFr6/+HgPgt+3 EV7aHnqX6EGLZqUHqUa841ZNe6cUTs1k+WkXffQs8sktwi3U4zKL5osBLQZd XZBSrzGo7BBddbvo6jcah6nRlzOKXGtqSvS7PnaxTUHsF1z01bVEX1oO/Ew7 rI/3oKDsi0v0oM2Fv1n0d+KVnPblylcqb1XKahHsqgP18r426fzWBTF+oung NklHi2p19VgkY7UrxxJdacmidPWt+bG46uDLLjroVI5pq777XHBF1gXz1YU2 L3/FRbOudNB9mvNWtf+iZrUu+qqLZttdNPs7F+740cebVXPG1zTNqlhThaA2 0/3eBf5lcaiUifJ0Ln6UZPEvmhMRLYu3W10kCrVl4W51/l7Q8h3z9Z92a4m2 2RYXzapi969//at0wsLFIkziM3ztogcV4//moofm22a4T32sB+E2EUzxrvr3 i7rTwvAbLrprctHdPbcZkOiOPrvTxUf+a2GvWpT++6JexccaXeSiny3d6ydd fGRRr1oQa5fV1NTQ4KKJHy/d6+IL5H+n128t0evHa8bb9qq92KkmH/kj8+sv Wmnyny56rXfR63eX7vVLf79XLXi/7aLXOhdN/KemVwGXRb262l62RK/fcdFr rYtev6n0KrjuoldXO9EW9HqnxBzxluiZZ+Cq4xoX5y5njU9Kw71N5/NE1DLI Re8aLfRdF71Liwwy/hbuMVJBOzt8FmMZMsPldclP4Or1ixgZ72axRxulDXfN KxPtML72DwzjW39vGAsTweJll/kx/APi6S7FLVPDF3HqUR1uHLfg/a4O+aL1 ZzEx1Y22zmKUlhtQQasuM6CmxIDaYlohn+fpUXNaj67aIrxx5eLdLgb8Zc2A xRSlHbA4UzFgLeQXrkvNv6U96R8sGnBPT4+ywrJws4Iaxk8q71WmTSPy0Dm8 2XUR70445FXaL6LTWYzKaj2qqzmo6hQ0VqWguTIFLRUpaCtLQXsprZjPC1PQ msfjOQa0ZunRbNdhtq9LFexayH9h0aBFiSXOVIgSddDfu/2g1cQjIiwKY/Fq 8TqOGPQfXAwarrdtqWe5c2seRquq8T+pryoLy1/FmTNdqK3V0wyoq01BE62V 1lGdCgetqzIV3eW0slT0lPB3UQq66QwnneHINcCZbYAjnTNQRRFuXppzNY99 VuMQ4SThkIiIiAUOUUeoTTffX+gQbcb6kQuH/Pc/75C8zEY4Y6LwUZaHsrXh M+jpLkJDnR6N9QY01dMZtI46DriWg69JRR+d0k+nDFSksu1BuuZTGCzlayKl n0jpo4N6CwzozdWjl0jpsSXj7Utz8xpW65lPufCM4IbWMz/55zyzeMlLeOb3 /6xn7kRmUiXyj0bi/5w+iPfrjC8qgezrKaJTCP8G0oDW3kAU0EHddXQMHTRA Bw1VGzFMG6kyLiPcxEOlkcXzCB02THcN0lGDzCGDBXoM5ujQn04HXZ5b5sI/ d93GP2Kwqn/UdRdt3lnkH5H3Vf/8xIV/JC1/q9CQnn1KccRgxzAi3U7ivcxg fNSXJ2+z+Bz6uwvpAB3aGvRoazSgk45wNqSit57oqKM8rDVhhDZWY8Y4baLW zMYm+cjEWmPCOB00WpVKp6RgpNSAkSJSKE+HwYwkvHNZVp/Kqt6dSzhBCFXh BO0CiZqHXDhBFa0/deGEJ5RjXiuP4qolHP9THqLs+vg8ZqedaKtPRgdH28HR djQqo20wYqDehOE6M0Y5tvE6CyZpU/UWnGmwLMN0gwX/gulGi/TsTIOZb5n5 J3QAkTJGB4xzZhkv1mEsLxlDmfK2H21WvJ0856jvdYGYRYPWTpU/czHox5Vj 4b4pGE1iIkjbpVy6+gLefH0ObbVJDK0OjkY9jYNuZBYUg+ZIhjmSMQ50ot6K qQYrR2nDTJMNZ2nUCc021sCzzVa+tvI4PdAoRm8iFIyYYBKZ5MgnOPLxvCTM 1OdL4RajXjzS3/39YaoMFmXh4nVIMUxVVJRH6zDT3qVp4k5kmWpRG8ahn/bD BxNdzymjH+oqQCdD7mDInQx5lzLyfmnkFoxy1BMc9RmOelqMutmO2RY7zrXa mVjOt9r50GYjU8632nCuhW5osdANdEGDAIARkyKP5sagJukAEt1W4qDnXklY iyH/wcX0uGDId85fQFJ2oLoa9efmRcAiLScRXM10B793Hyp/8HuM/vwPOB+n U92SGVsAo18EPsw+io+cmapbOmsS4aRbnEx+ggHddEkvRzQ47xIbpiSX2Dli 2R3n29JwoT2NJzHXkUY2zXXY+VqYDbNt9EyrFYOVSSg1+CM5cC2S/VajIsEf wwWxdGmemvnVvcba6kPWEcq6klzDawTuPbdzCrPJ4iUo9fUtb32Sua+LftDj 2Iqd8Pv3R9B375/x4UOP4fIDf5zXYQc3BuPNtDB8NFSiXJL9Ai6cccBB5jjr dXSSSBVGOsqEPjppiE4ak5xkx3SzcFIaztFB5+mguY50xuZiZzqF2SVHOi1N soudaZjkrFNrPQjj8ddgOPoaSlMD0F+ewJRKJlG8TVYmY6IsYbGztLPmAmct nDV/5cJTqoL/uIz+rHRM9c6BtXvwwvcfwwv/9RJe+sUWvPTDV+H7i1fR+ugm vPvCWrz5wqOqs3Y+FYDZlEj8j/E1xVlfREdlPLUFEVVHRHH2cDJFdDO19NdZ STQbxommKaJpRnJUOs7TSXN00UXhIGf6MlzuSqfPp5uo3dKOwB66SbI6+yEC UofpdmanVqZlUm+ScZjkTD1Zo8dkVSICfb01VyjlZTN1Cl3CWYvXhoWz5B3l X553luwcHZ2zm855VDq+/OebsfL3Hljz9EG8ti4Ym/eGY/uBU4jaFQbzo9uR 87IXZl5dh5uBu9UtRqKyGmVlNa4aq6vrVy+q17fz0hvgiBb6zVPx53fgqEqA s4bAo6B1MtU6OS91cU7qJ/BGCLwJ+vIMfXmWvjxHX04ywQ1WRsJRcBS1NncU JtCBISuQFrwCxXGb0GDehxabFwbLwtFfcgozHYwHWTvZIpxqwiQT4ySzwWRd MtJS4yQHqg7VapJFDtVOxxJP5ZR257xXlZ+7FcQF7zghvX7h+4/ghR+8gOU/ 24iVv3PHmqcOSMc376EzA0+huK4Dpa0t6g2FwV6pyF7rg7n1q3DNZ+fXlNZE bVdcrkdFBUufCip/zkX1rO8aKEUaqM3qWd/V5rHmy9ZjZqh7mZoUEyuQe0So wkP4a4Pp7lsJ9s4FCXZeP92BM6yXhzObbo0T38XNGxfgJP6cLLycNSlSmLoY pu4aKwbqbAyTHRPNaZhuTUNvWQTq071Rw9AUJG5GWthKZNLKkzajLc0DXdn7 0ZW1H85MH9YhPmize6PZ6oUGowda0g9gsCqeoSL2m4l9cmSyUQfDKT8Rlk/O u13V5lqqq2tjsT4GtPgk4J2xs/MFqVZmLYqrVnHIquzuBblV/a0SZ34m+hQq s0ew54EY6e3VTx7Aq6vlkG8PCJfCqpWl4X5GlK33xJW1L+CGWS8vM30N12/M odNRJJW0tTWMJb3bwrK2ndbJ0tbB0tZZTqMGd7BY6WQl157PIodlbXOmnsVN Eak7iFN7TuLdTE68/fnzkdQ6x5XD1KtBU0Oz8PtdOGY8U/FeXpYa9AsTnXBW JMlB59zvrDahq9qCHjXonBA6i8NRTr5lRK2HNXSlFOzSZAY6wxNdOb7oofUK O+2Lvmz+ZuC7GXgnAdLOwLdY5MDX6d3RagvAZCuD3sqgN+uQlXxIxOzuRWd+ u/Cr8qDytAOBj+XiYmQDPmipUhHw8Z1FC65ZqRfrf+VithU/WpLfpfQ3Nfj2 PHuKa8niFmm9XRIr6g24gx0T2PNUIBpf3Yfrq5/BhwNdynrDZ6RKvoaJr47V fBOTXxureAeti9ZLtd1Ppw/cKlzLROHaX8L3WLD2FBATucRDFms6ux6eLwXh CouAjypC/+n4V6aPImjnBK5UXcDNvu57lJlhTsS/nPGvZF6m8HdWKfGvtaI+ JwamUxuhO7Ycqcy7+YnMuyR352kSW8Q9l7Gm9ef63oEBHvgcBsj7viwfKfwO hr+NKbrZ7IlGozsaUtzQoNvDSjQak216ZOsPS3R1NRKJ/+oi0dTg6/D2mMWZ tjm8e27c1dKUi2CrTf16UbDV3+Lj4kfQ/V/VQHafgf9fAuF4bTeur3wM7/d2 KdLs6+juKkJ9nQ6NlDyt9awtRYFN669j4Uy5M0wbYTBHaWO0cXpzjIEdZWBH WGAPk9wDYiWC5O7JNeDQxqMYSeQsmb7rHw6mukLi8WIEZvKL8Vbc8vn0PTfO SJYxkpw4GvPiUJEeDkOYB8ID1iHm0AuwR29AGVncwNC0kKHtahRpfbl+GMjz wyBtiM+HGdUhHh8iowdPyyHtyvRGR7oXWu2eaLG6o9nihmbTXjSl7JLCXMlS nNxTOeEqu6rD9HrYC1cjg/DRYKnLhUYlmmp9pL0AcO8ir4gf9eZT9bLLrYje icHeaRx/KRCDr23DlRcelNXjv6G3qxBNDGaLKJ2losHAgoGBpI1Q7o1Rj02I coh2hvPgGf6eFs95/AwDPUXmTjB7jzNzjzBzD5YYELP/JKpDo/A/p/3x4VTX /P3+2gB+tGAd4w740BPXooLwTsKK+UDODLagwnIchuDdCPVag1DvdbBGeyE7 aTdKyKUKOruG3GpkINvINweDJNJwLwPXrwaRNpznjxHJ/DCSKwLriwEGsyeb qTmLqTmDwUznfJy2j0HdyzS9Cy2p25EduftWIBcL7cVRjJKjqF4yUK81yiNZ EEWtVv2lC9dAXfpaeCFeDSondzWm2SnViF0VgInXNuLtQ3s/rainPsa0mXKv lTHtpHWzPu5vTMEQC8IxauwJSvgztGnWPGcbTMsw28iHcxSLnxZPxTFW/EYp vpOcoceYEuP2BsCwP5z15jG8VRx59yJwaycP1V/eSkjfT1qlLG78YOFKe4AX QvetQF7SITSejkNzXixyk91QkOqOUoa30u6FOkqmZoa3nbOp87TgqJ/E0X7B Ux4bzPLFCEM5mkPLZ3iF5fE4Q9zHY10McWe2F+HhgbasfWjL3Is25pk2y3bk R/ogXZc4n11dxeDvxllbwC0R51/NN3bn/DNFlLqI6zE3A8yr/TD76lrcDNgt O/vzOHvGida6JLQ36KS4djGm/ZT3w41GxlVIfZO0inOWdq7ZgvMsAeZaLMsw 1yo9mBmaC9Sa55tNmGW0Z4iFKc6+4+Rv4Gusk+0ncSXzCC71O+9ycb6qNPF+ yFNKWh8mv6ws535jyYsJjnxK6SKqquJUlKb4I1/nhkIRYwtjbBMxpjLK3I8O xrPrtB9j7I/uLD+qJxFj0jVHpu1Ynt8yjBf4cSISYR7KFxMuWZzLEOd6oSPX A+057kzne9GetQvtadvQag5AoIcb3rkyJ4d5wdYTbcA/qQHt4hhry6QFMZYv 2Ylt2MptRdqFISWm8wk4xDsVOSx1Lq5fiaveO+UZ7At4g8VGa00iOuqTpaCK xaw+JajjDKhYjxLLc7NSQK0MoxUXWTRf6rCy0ct8/AwutVtwsc0shfgcgzvD z04xee94wg9nDZH4yLQBg9lJYhl7fkuGlxLFv+lXK1e3l74Ccocy/JGGfDjz dagxH0VB3B4UJCvRFIy1ebMY8pGjmSVHs4tR7MpkNLP9KY38OaP6kan+GCv0 xwRtsoivC5mkGdKBfIYzn0m5wBudBZ7oKHBHR54bOnIYzoxt6EwPxQFPNwxn JXxdE69rLuKllj+LOKkutQus/kkTLHX3jRqsSH8jKqT65Xn8bbBL1o5fxIAz Hx21iXDU69DFmbKHgRqks0fJuMlGOVBiMfFCmwiSjeGx4YrDjqvCnLZluOa0 MUFfddhoVlzuFHG08M/NmG0leVkE6k9EoiOKaohZa6wgiYk6/1bIPHAlIgj/ W79GUQZLX5q5S9EQ54ccaLadQkHEDhTEMGRJe1FoYMhMDBlr0Xo7Q5bBkDFM ToapM0MOWx/n74FchozhGmWoxooYsmJaiR8macOFnEdpvUUURUXecBR5smJj yAr2Mmy70Zq5jfNwAg56uWGcSeDaiGP+zkVXcRMBWHhnxXzctGWr+uUD4k/V /Povqm51TGLf04FoetUN1195Gh/2dynI/SLeJNPaqxNYdCTDSd3azemwjylw iKlzvNGCMwzeWSl4NlzssOOyFDQ7rnXZcb3bfidudNtJtuvdDF4XY+tkjDtJ ynbGncFL8g3G6cPy4sOVlN0YLUicJ5vng0rkDGsUnXe3FLncAjuCju2Ht88O xMacQG6OBc6OOrGG9CnFDcVR7ig4tR2F0btQmECusXYsSaX4MXujzsbZMY0K NsMXDgasI8OfgfNnDRpAFRuAoYIAjBYFYKw4AOMl1Aml5FuZP4aKmDqL96O3 hIEr8WJm9mS5vQ8dRUydDFxP0VFMUtAJETNZnEQcJszH7ZGPx+3jd8TMx02b Yh90ETf5Cvyn0D55GR2TV3C6fQrRJf0INDTh+TXRiNpwCFWr1qCltlcRRV/G +SmHtM7tYCHpZN0hL/ubWKFbMNFkxXSLDecWx7A7DTd60vC6sN40vNGXtgxv 8MlncaOX4e2x4wrjeqmL4ScxZzvMKDIcROjuMPSF7sOJR34Cz4fvw7Uxx1c1 Ib0shXStMtrP49LlsygsZkiP74CH9yqEhuxBpj0MxTmxqGPVU8eqp04sXeUb UJNDYVZfjOnBbpWnVaYDyA/dTp4y1LHkaNI+FBs8UGGizrX4oNG+n+LFF53k aUemP7kawNkvAP35ARgsDMAIwzzKMI+VMtwM81g5+VtCIVTKtFrGUJcx1KUM dQk5WryXgmuXcqkjBX4ee9hGAiZLydOxznnkuoq3tkJR4q1uvVLvcBGvHnYR b3mX03+gY+oScpxTiKkaQBwtXljlABIqBpBYPoAgYxPWvBaNI5uCEfaKJ+Jz BpBXN4XibMa9OllePa0T1zNNGKg3MwFbMNlsJRFtOM+4X2Tcr3SlkazpmGpK RlfFSdTmHJAB+TkUp7qhSO+GfE5etbYATjihuMDYl5kO4zff+lc89s0fY++v fw6f33wXG3/8Dfg/9dv5LZIeDzDw4UH4PynrlE09X5G4XFdfDj//TfD2XYlk fQDycyNRXZqE5qoUtJJMbRUpaC9LQQeB0EEgtLP8bcuXt2y0ZBvQnK7HbH+3 kq6+L1+lqElASawX8sN2oSBqLwoS9qFI54GyFC9UmzjZ2vajxe6LdiKinYjo PB2ALiKiNz8QA0WBGCoOZLkdiNEyIqOCKCljVi+jjC6nNC73hrPcC44yD57T PrSQ/MO1cZgUSpLK389jL6u5RExWJDHH5f1fAkIrgh9xAQh5Yf5PuPD624ip 7kVcDYFAS6glEPg7qXoAycIIkGQCREdw7DtRgC0bohC86Rhi3E8iMXcAASdS ERWTivK8VGkrRE+dSbroNcaEMMWEcFZc0BLXa5xpTBLJqMsNRKHNDaX2fSw0 9qHG7k5vuqOBBb34qTe6ozZlH6r1+1Ce6MYo7MXBdU/gwW9/B098+ydw++Nv cOzxn+HE77+L4/d9C2OPPYieh+9Hw/1/QL/7brxlT8HrJgOuGvSYS9LhbJwO 47E69NGaY3V3z4PJHZcEmFLXK/fE37/gkvL+/VthMPgjLy8C9XWa7S8sy6Tt L1Wp6K7kcMtpyhaYnmJ5C0xXvtgCk8L6x8ApXY92i05sgZF6GaGQcTKHNrHd nGM7kXdqD/JiWHsluKNY54nyVG8qPKYcAqw1XQZYB8HlJLh6OKv0cVYZYKoZ ZKoZJrAGmGp6S33RTWA5K3zgqPBGR4UX2ss90EpwtROA8hUJCiWWliEHmYoK CTZyebIywWW60d6+qZZY37k9uh5dhC7xEXkSvQ+5XeOIq+1HfB2RRUuiJdN0 RJleGJFmIMoMRJmBKchAlL3qbsHezZE4teUITm0NxMFTqTgYasaBY2bYKSN7 68yUDkRYs7jgQoQx7Qw3JKGWyCqyu6Esneih1We4oznDQ1phaE8j12weEsI6 zCxJTe5oSXFHyr6XEPLyU9j5x3ux4be/woZf/wI7fvFDBP3pBzj1wr20X+Aj cyA+SvHDRzoffJTgiY9i9snp7Iv4P4c34H8HrJtfnn1nx/O4uelZ9K9+EYUv rcbp517BwdVe8F/lCe+XPPDMiydhOhiJ9ghOBCNXvqIIJFd7GWqqLR/fblQv bzfqqVW2G8krt8swWJGKezBEHA6VUhiXsDwtktf5evPltb6eLJatdh3mervg qIonBkUu13Mqisbp43uQE+5GHIpLKR4o0XuhwuiNWst+aeqTcEiV08l60FkQ iG4muF4mtz5isKeUkpX4czK5OYjBDmKwnRhsIwZbRIKrPCBdapxk9TTZbJZK 5ZTIg6jNCOcUqMMkuXB9snM+yf8/4PAxDQ7VLfJ3Kbnuwus3kUcsxtf1IaGe Ga6BOKTpaHq+NhCTBuIxhXhchtSagTuQSlh+FZv3W+G9PQJR2w8ibHsgDkeZ cfiUBYeDLYiLMmGo0YoxprkzTHND9YkosO1FabobKjL2oS5zH5oz3dGW6QEH rSvTU15/+BF60zxRHbEF6ftX4dAzD9GewcG/rID/iy9i+6O/h/sj98Hw379F 3nO/gMezv4Tb0z9BTXY08u2RqM2KYc0dw6ItllW5fFlorjAaVwujpOc3C+ja 9HDpeURUAqIiExATGY/Y8DjEhcUgPiQa8ccj8ZcVpxDqz2NBRxGfTznAqT4u qx+dg5flFeev3W7zsvTurS1f+ltbvmg9BGkfFcIAQTpUo6xIKyvRYmPPMunZ zzEmrUqnYJhT8xARO1Bk4JD06Kc+68vQoYKa2ykUR41BAn1TbiyyTuzF6XB3 5MZ6EKleiI4+gvi4o0hKOIrAY0FYvTUA7q9sx8lVq2GMPIAS+0F0UnM7KMY6 iNL2cl+0VnDqJkqbidLGMk+0Vx3EbKcd09rrt0RqShRRmk1XNuqZOZNwY9qx JEq1ixWLUKq9pvu4C5TeqaL0xpuIq3Ygvr6XCO1HkoJSfcMgDLSU+iGkSjYs WuXjD2Hio5HHJKsbxPZAGwL3hCN2RwBCQuNxJNaCoEgrgk5akRRnxjiFWgXJ XGTbw0y5F1UEaX3WPrRmuXPC8kB3lid6aQO0htgtEopOvPAg7WkEr1yB0NfW IXzXJkT5bIXp+HYcXfsAfJ76DdKI2I6Xf4MND/0QVWZ/XJvuVK78fH3xAh8C bQXwtZdJz49klON4ZjlCaCf5PJx2IDkT7if1eGHVSZwMjEPisWNILCRridIE ao6EbFpGPxwDl5XFsdvus5dF3cJ9ee1iX14j52mitZe1aD/nxSHK8ZFaI8Zq jBivMUl78e7EFB8/wRwl70qSrqdUyMvt8gzwA5RGbIb2R1y9bM7hKQf5wO/4 Cew4HoFdwRHYGxoJ9zCS7s/bsfmPG3H0/k3QP7EJB9d7wTc4Cr4kpNFwDPkZ gUTlfjSU+9BYabJ0aKs8hAuUT7PU1jOdRKmUT4nSVjOyDcdRaAkhYonSRqJ0 ZmmUfvyLIOZRqi311U1/2lv1VFfmdY1wLu8mQvskhOoaB6FvHEZKwwhtFKkN YzA2jMPYOA5T4wRMTRMkvbl5XDyMUWCbm0ZxMrMVq7fHI2hfOOJ2+iE4LAFH 4604FmPD8XALIk8eJUR3ozRNQNQN9YRpa7Y7HIRoT7Yn6uK3IOfQywhe/hBC XnoaYatXSP6P3bcZiYHbkRm+C+VJu9GX7o5uysxOixuCnqEgofVs/C1O+7/C efIUrs10qtcnVZTmOicQW9OvLhXHC0FMSxJWM7BMUsWfg05oYiqW5S+fRPiB eOhOHIOumHwlTpOJ0yTiNOk0P5pBs/Zh7tLbigdvi9VPKJXaQFehtKuyXdpV qSdWDegmXvuI1QHW3MOsvUYpsycohMTO0TP8PV1nXoYZFmT3YEYsXNbLNi2u ONSaJAiLvYVjrIfET5vlIMqjNqMschta86MIW6N0PNJqRYDBhj2hsdhJ6O6W oBshQXf5T1/C7h+uhPUP61D/5FrkPvEyfDmX7Cd8fY7TgiIQfOoEay9vVBZ7 cUrU4SLLwAssB885Feh2ELoCvu1mVGVHwBR/iDA2MOkm48ZZLXS9PwZd7WrH AuguvBqi3gL3uFIiaiEsjuQ5BwlfB5LqewjfQcJ3mPAdhYFwTW2YIGwnCdkp 2hmYW2it07AIa5smjC1tZ3iSlrYp2iTfm8Bxaw3c1wYicfdBxO/0xZGwJBxP tOFEdDxCT+xAdspuVDLRCjXQwiRblrAZGYdX4diKBxG84ilW2SvkZPJ55LLS rEvdh8k8b4zTRnO8MEywD1A89KTtQ8jzv0PJC/dhYOdv0Ry/HfWntuJCf62M m/+UGsnrnqDI6ZeeS0KHJn6E6E6uVYQ3RY6eINYL0U0Yv/TKSUQejIch5Bj0 pTxeQiOUdUUylJMJ5eQswtneh5yiYZeK4JPqWt/rc2ivS5Y2x3ZKm2M5ezfK eXaABe4wbYx4nVB2A0/TZhotmKWOmm2yiqthVvxCuopyTiy+K1dVZvgxcQV0 goJC0vC2g6iI3oLy6O3E8A5Ys2T8BqRw9ku14ZDRjoAkIzyoefaERMAtLAKv /GgFtv1yA9PuTtS+tBW5T6+BT1gUvJmavUIi4ckU7H8iDoePJWKgJg1XejJw sYf4JYbPEcMzTL9TFAmTAsMdxG8O8ZtA/LYTv206jDXEfUVJJWKXm48E4SMC wv8gggVqtbdlP6H4VEXw1MXLSKhpZxHVpUiDUSJ3gsidQkrjGSJ3hqg9yyw7 S2TOEqHnYGk/twzWznNUClbHOT6bpZ2VzNIxjdiiZgREmOC/6SDS9nhjxwur sHz9HrjvXY7go5sRGboT1ZSyqYdXIHrXnxG08gmceGU5Tm5Yh2i3LUgK3InU 4B1S1d6f5YGzRfsxQ5su9MEUbSLfG2N5RPFpT77vjoiXfo+aVb/HgMd9aNPv QEvcVrQlBSoK6FvU6fKWiPj6fiQ0yNAVWj1JeS60ul7R6galdkwRRiivXHMS UUfikXLyOFII6xRm5xTWkwYF0lGZHfAKy8GqHVFYsekkwqLzJOh+WnFzG0uR hTubU5Q93QK28p7uSWkDu5WQFXC1Eac2nKf8v9BiuwMXWm3L+MxKTSLwO9sk sGuS9naLn860w6iM3krbLs8t35mH60GjDUcI2aOmNJyghdIOxOngF3AK63+9 gTPXHtiWb0WY/wEKowgExesp7PQIjjchMiEdkbFpiAy3UnOnKZBNkyHLtDvl IGQ7CdlOC6pyCdlEQraTkG1Pxrn+fKiYFbsyb2G2ZPE3LGkwK60ZaC7ofWJ+ f7H6RSlim9NTGvRuPngMEcX1zLl9RO0Iy65JCtppovYsjE2zRO155toLMLdd ICznCM+LhCvNeVF21b/C1jVHu0A7z8NEsmMWIeYcbNoahuVPv4iVD92P3St/ B6/Nf4Tnjmewb8vz8F77Zxx45Xkce20NTu7ZhDi/HdAf34GaFA9qXC8i1Q9n i3nKJb5MPCVi+xCfYqZkP84UEbyFMngHczwRu+oPaFzz3+gPexEdpp1o023F aF4yrgw55zcNiCJT/UmgfFeAq24OkVQ8VbqhbogfSakd5kdS+ZhaOyLZynWR iD6WhNSIEFGCDuFTiCvsxB4K99U+UXjFi6kqMgfRGR3Q5/ZDl9mDoopRZanl Szh/xoFO6RKZ2IWulzZYi13ofYTvEOE7Km5JaFDha5NuRDgnoMuCYK7Njott NsZTXDz7GV/bpEtp56kyZ1vM0sVtCcLphHDMVhwPCySVQqRjfkkpOED8HqYF EbfHTekIoYWZMnHKlIUIcxb27IrE2vWByIqnkE9ORow5E9HCTBmITk1HtIGW nI6oeDsiI83oq7XfSrsqhp3EsJMYzlMw7CCGO3W4cd65GMLXo/8ehL+6SPMp lYm640m7rCB/SeRPWJy9Aa9EM1YEcLYsdRDDEwwpMdxwDqmNF2BsnoOp9SLM 7ZeI4csE6BVYu67A1i3fP2/ruQJ7j/r8Mu0S37soATvYUgDvsHjc//AzWPPs 4/Dd9HsEbPk99m99Dn67VmK/22aE7t+K2KAdKEl2R0eaFybyfHGmkGgt9iVq /XCu1A/ny/yYgcrFlfrzZTxMmyndj6liH4wXeWM43wuJa/6I1tf+gIHI5eiw 70JbyjZMFCdjOC9xfhd7fE0nxUOPpPATGwliWjJVvq5hiEMeJnWp9Oup9OvG iNyxZSw8Ke6N9eP4Al5+LRYxJwwwxpyCW3Qm1h5IwNrAeMKkAHFFTqRWkQEV ZEIZM3NRPwz5fdBndhPKw0ot9wWW5PEL7hPoahD3mJjm7zEZV+6sEXfVzDbb xV0lhKsdc+1pHMOljrRluNwpPdgJ5kvisgTn7QvUnecI6hkW+OJH7Ho/HupH IJ+A98lQWph0XGiHw8Z0HDVmMhlnMRln46QpB+HmXERa8rDb34j1O09ClxCD xFQzYm25iLHnIMZ2GjGWbII6i6AmsPVpiEqwIjLKiJ4aninBPN1FMHcRzF0E c7cF/S06HPSn4usimB3UwOcdtwGzemeodjHs2/+XYP4i8ju7kVTdAc+k01gZ mIDoUrHCMEsgzzEhX4Kp5QqT8VUC+RqBfJ1Avk6w0npuiKaXwd53Hf8i9Wjv uyZb71UJ4wkV3djsdRAPPfkc1r/yFPZvexAH9jyMgwc4jwVtxqng3Tid6CZt 0BSbwUaJ48kCP0wzEZ8t9ce5Mn9iuIIPc5X+LGcuVBDXFb44W068E8wTJT4Y KfKCbt2f4GCyH4x9CR0Zu9CXF4TJch3GixNxddSB/K5hJEpKqZfWTxAPEsTD 1PsjBPEYhztO7k4gtX6S5aqwKSqoMyxZzyChfBDh+Q68vDEBMaEmlilR8E8p 49j65ZJWlLf1BH8dSVDD0rdySJIaKcUC0D0wZDlw8cpNZfnxS9LGdkd1gnw/ R71BunraVW9UrqJZMKLcIXRGuWFKAnS7gG0aLnWmCTSLXYiONPEF08406ZnY 3nCJNtcprrxZ1VmmrdIIr9AjkMMkywzvU+E4nJqJIGM2jhlzEGzMQ5g5H6eY diKshYiyFeFQTBZe8jTiUFImkvV6xGYUITa9kFaA2LQ8opsotxDhZEW0wU5k mxERrccspcZ0t51oJqp7iOoeM/pbieoAorpbRvW7N+c+JjP+n2GtXVRTc3Ri eQNh3cVKZxheSaV4OTAFMaWMceMl5uerhPR1QvoGIf06If0G8UrrfZP4fVPG 8sCbSBtQn79Bex32/hsS2lNappkiDHjo2RfgtuVhBLo9gSDvJ3HY83EEeLwE XdQ+ZCXsQ3eWj7QVWeyKE3tspkv8mYj9cb7cHxeI6LkqQvtilYD2XJUfD1F/ EN7T5YR2GaHN6jnl1fvRvf1PGEpYgfas3Rguj8JktZ7wTkJHVgQSazsppbol WCc3DtEoqRrH5GKAUE4hlFPrWRBwehJFQULFCOHcDfe4AqwPYvY6asQrW5IR S2lhTopjscCioWWGNs3i4YxU/hpFKcyMnlpLiFdRpZASKcW9SMnrYr5un4f2 hSkHoZ1IaOvkW5VYpXXVmaSrNIN18s1vk+LGN3EfoATrNOl2t0ud6bjsSCec xb1dV7vSWfVd4+M1ZsmrigmoiwvKFwjxWVZd020WygvK4sgwVm4h8Dl5ihaJ /SejcTApDUGpeThuLKD8KEKYpRinbCWIsJciKr2Msqkcf3ZPg29SLvR6jj2r jFaK2MwSWjHxXsgsXoBoSy6iifEoPTN3YgrMZh2me5i1e4jvXlYAvcR3W7K8 RaNbjwln0leXhvbHv9H1n4H200rGnrt+A0kVrUiu7oOuZpSF/Bl4J9dg9QEb 4itY+LVep/R4AxbHm4T2TVh73iK03yJ83yaM375Dzgdpg28xbacN3qS9KUO8 /3VE5LZh9dat2LvtEQS4P42jvs8iwPNJBB/ZCn2UB0zRe9GdvR8Dub4YKSSs i/0xTUjPlgfgfGUAcUyr9r8DF6uljF1NNUJoT1f6YqJiP0rC18C84X707yak k1fCKZoQd0fVMj1U62BP8GNNK1ZkelkdiCw9RjgLdTVFOJ8hnGfI4LOILx/F qfxe7IsrJozNhDHhkMV6uGaCde4FvLLNgNiIdFh0iXx9XtS+cg0swfssTM3T 0qqOyPaptYR2NYV3eT9Si7sJ6w50D59Tlqy/hJHOPDirKUFq9NLVB/WOsV5C epCQHmW2npTuvrNLtyle6EiXblC8TDhfIYwFoJfhWreAtdgLcZ1VmXglTOyP uNglLouTEoR2UXEKTlgMOJgQS1iHYX8YIR0WC9+T8awCbTiaUoQTxhKWO2UI s5bjlL0CkemVLGirEJ1VhWd2pcEzsRA6sxVxOVWIO11Jq0BsdjmhXYqY9BJC uxDR1hxJbUfpTQhPYioR21D7SM8+wrrPTDPKsO5hWh8t/Duw1q4k/2OwVv9T mFuw/jKcE9NIKu+QthnoqscJ7RkWSBfgq2/C2iOZSKhhVdj5JizOt2DtfoeQ fpeQpQ28RwjTht6Tu0gbflcge+gdGhFPnNsHbiKl9RzCEpIooFcgwGs5jh9Y iZNhe5AQvR/6GC+Y4vah0e6F/jwZ2RMqsisCcK4ykFAOJLIDmLBrAvBNzNUw hxPjs0T4dDXRXUV0R66BfeMDGNp3Pwb1KzHSECvfVEbh2pB7Eum6AKRk25Bc 3y+t2IjaV0dUG4jq2LJRHLG1YmtoNtYetmLbyRwcy+xEYs0ZovfSMk5Wl+hP a+clrN5uRGxkFiwG/TKpPv6sVClbOkTVzOqZA5Uw3jQjKxni28i0bSzrRWqR g6qkRYb2L9BZHg9nFYVINbN1DaFdw4xdI4ouK4bqbRgTN5YyW8+0puGcyNad 0g2lhG0GrnRnEMK0ngxCmtabgRu94jehTYhfoRq4RLtAeJ9j0RZsTkSwNYVm hU9IBPaHEtahifALS8bB2Awco6g6bixHiKUSYbZqnEqvRkRmLaKyaxF9ug7P bLdid3wJEm3ZyxCXW0tmxubWEOXViD1dhZisCkSnlyJaStynEcUaNCJVj5JS A6b6iex+IrvfRDPCz2cPBtoT8O5bc7gFbb0raGvX6b7tes1j4Q47NUk7J84S zQ4kUw/qqiahr56FoXaO2esK/IxtWHc8h5P2ZVi636b2eA+2vvcJ0w8I1w8I 278yPw9/IIu2ryNt5H2+FCZQTsQPEtb9byI5pxDH/LYj9vgupMfuRUyUnwzn WG+YEjxQbvagFhabRP0xTu1xpiwAZyU4M1lXB+ACkUxtzcfv4kItjxHTZ2v9 cKbWF+PVPiiOWoOsTQ9ixPN+nMnehzMdZvl+uaZUpBsPIC31IIw5acTzsFQD R5cNwltfjc0h2dgSchpbQnMRlOZAQiXFROtlovMKUUrrvErc0hw051Ws3sls FZ0Da2oqAe28wprV6rgsYd1CeFva52Rgt5yTFjVlUI/BWDkIY2kXtUgbusfO KuH4EhxlRHUlNUiVYf42wu5qyy1UM1lPMVmfZbIWt/fKt0lnSKi+qiB6mYTn n+NGn4zqG33pErKvEtkSqmlO1qEh1mSaiahOx6F4I/YHJ8A3hLokNAWHYk8T 1ZXUKdX8m1qEpdXhVEY9IrIaEHm6EdE5jdgbUY7NMRWSvk4yZyI2vwGxebTc esTk1CAmWyT2cmqWYkTZ8xBpzUCExYRTpjhMDhDWAwzJAEPSnwpfwrqnNUGB 9F1wdJzFj7/pgT99wwMbf+6LtfcchO9ao6slaAXa6hdkaW9yUutE5/gskuht HatzXeUUAX2O6fkiUpuuwtj6OgKsDrwamo+k5mtMzQR0vwDzX2Ef+pDA/ZCA HhEPox/iPj7+lS8/UIBNQDNX26lETOW1CD6wF7HHdsMQ7onoCAFoX+jifWBM 9ECZxRO94q4iAnq0RN5IO01AzxLQ56plUJ8nnM8LMNcxOdOm6ygxCOjRmv0o jl6D3M0PYmz/AzhTE4YznfRemwk9LMjSLIdhNwchMd0OL10RNgTbsDE4A5uC s3HY1oG4csqFpiuUDiweWq9RYV0jmFlEdF6X62LnDYK36wbdt3q3HXEx+bAZ LQSSjQUzAe28JmFdrAVZOi9L6dzcNsfy+pyUqU31FNk1IwR1H5VIBwxFDQqg vwxHKevFCgJa3JrLos5ZZb4FaKqPMaboKabos+3pOC/u+2eKvqSk6KsE87Xe TII3804JzT/BdWL5KrF8SVkeLi1LQahFT4wyS1uzEGLLg8/xJPieMMAvxEQc 5xHHNcRxHd+rR1h6I05lNiE8uxmROc2Iym3B3rAKrI+oQkR6OXSZrBcLmonl ZsTkNyKGWI7OYRbPFkJFaPACipZshKdZcdKWhLZWAyYUHE8Qx/qEAxjoa/v0 fJ6VF4M+iZ9/Lwz3fDMZj37Hhh1/zMHmB/Ox8ncWDHVPudwHuQjVrpbyJFSX dENXxrqp4oyC6ktE9TUJ1ebOmwhM68arp4qga72hoPpDBdV/I4Jpo39D+qj8 O23sQw2631OQ/RaRTd8dC8SpI+7Qn/JCzEkvQsQPyfH7kZrkKd2I0yVuXy1g uqbyGC8NwBlq6hki+2wVVccsYX0vZgnsswT1TL0/pgjssTpfDBPYRQR24dYH MeH3AM52W3HGwdmuw4TKvBDERLshNHgH9h48gJ2R2ThgaUJ0yZhE3pT6y5yR rhLU15Sy4QaR+ToRyvLB+QYRS+t+EzZhPW9i9Z4MxMUVwWa2yxVzz+t873UJ 92JhSKDc0nkFZgndF9jurLSKYqpjuq5huq5iui5vxMXrryta8CtwFBPdZTr5 pvMKortSg+5GV+jOuIVuIltCd18mwZ1Jtt3oz8RP+Ugh0pchw5x2oScNocYY wjyVME+nnSaUCwjtDOw/RkUQYsGBiGzCvB7HzY0ItjUhNL1F2ptw6nSbVBZF 5rVjb0g5Xg5lOk+vQTJ1dUxhG2IKWgnzFgnq0bl1iKIiiaTejswqYqrPQXhm GtO+HoWsIcYGTRgnzEf7U5BqCJGKQVdfIiILtLvxi+/m4tffbsYj/9WILb9p g++zHfB7ogDZ7ol4o6NLe7+q+p0vfxf0VNqjBH0RQV9C0JcR9FXnb4G+7Q2Y CHqL8x0EZvZhQ0QJdESEJpVLSZxgZzYf+5uc0p+eT+f24XckfWIur0dIUCCO B/oQ8N6ID3VDLAGfRMCnEPBF1CaOHD/05DOdF8npfIL6ZIrpfJpF5DTxPkO0 z9TxORE/RcSPE/EjTOUDNT4oIOJLifipwAcw0pyM8rRAWKO3IfT4OoRH7IFB dwCJmZksjqdos9CzkkipI9obOF01XWfeJbk5VnMHKwppvCyUu1god78lFcwn i0fwwIajeHzdCbyyNQQbdh3H8xuDEFk8LK0TCTZYu9+QkU/UmwXq2y+SRefl fE5tb6qj6q7tQWpVC3ompxXEfxWOIiK+lIgvE1+1QMRXmNFVRcTXCcTbZcRT nMxQnJynOJkTiCfaxWVoLeKvE+vE+zIJ7j/BNT5e7dMA3hRPwJtpmQR8Lq2I z0sREJbO3G7DoZgiAr4Rx8zNOMHSIySjDWGZ7QR8J8JzOxGR58ChlAYsP1pD GdeAJII7urCD1o5ogj6K+T2SWiWSYjwip4JWjPCcPH4+HSezU1FQq8NATwpy T4dgv4/81U1MzdJ2cwnu6pbMn3+nGQ/9MALHv38vWh9bB+/VZxG4fhzVe8Pw occruPj8o3gnLUUgfsF/gLTwq04VyN85v2Yitn/Mzc3NK/IRor6gC8nFMup1 AvX1RH2zQP3rEurNXe/A0vMuDmQT+VEl0HfeIKIFsj8QQP8ri8uxv+JnfOSx URXx78LGQtNUSsQfCcAxfyKe6T0pgmk+mgKGiNcR8cVGN9Ra96ApbS9qTRvR YN2IFvtG9Oe7YaDQDaNl3pgi4ieJ9gnamIR2P6J9P4YbglCR5IbKbQ/hzKEH kXLyNZSnB6KjIhwmywHY00OQZg9Dah5r/9pp6GvPKfn9CvP7NTm5/DtB+haB /rZEbqmE5lBFGf3KATMe3RiMZ147ifW7IrDVPQwv7zyBnUEmFiZvS6tHtp6b 84C3OK5JIkZK8S2z8iYZFrRGFrbG2nb0TM0oYP8yOgsI9mKCvUR8pwjBXm6W vtSht+5Wep9s/TjYLxPsVwj0qwT6NQHy6/JDBtO7QPoVgfQ+GelhxkSEmq2s HaleLPm0YiK9HGHWKgSGZ+NgVDGOGppwzNSK47Z2nEjvREhWJ8JOO3Aytwvh eV2IyO/C84HVCLQ1I9Wei6jCTloHjamfaiaioBHh+bVkRiVO5ZUg9PRpBBl1 8Ak+jF1uu+HhsRt223FcvTotjVz99hb161gWrYTI2P88Nrw8iOXEffoP7sV7 W36HVSuvwN2tH73WeOk79v6afAT/w9z5oecruCTxIBVvdnT9++1pIH27xFc0 XBD/PYi4JO90OueXEK++iaQ8J5ILKeZLyYVKeQZIUWSPqfNNmJ0ES8/bsPa9 gwM5vdgQXQS98zrx/h5pMPq+SP/iYfQ9PAX7yLtS6rdR6xhL6hB80B9Hfb2h D/OCIc4fBmMoYmI9EBmxGafjX0VBMgGcskEiQpN1E1rtm9CRvgmdwjL4PHMj eovcMEwCDNbQqg+iNdcfmTGbkezxNGq2P4jpIw9gpseKqW6KnW4T7JnHaaGw p51ESm4xtdwM7QLLbg6snmm/8QaMLW9IkTB3kAWOd5m63yOqaT3vE+XvI7J0 Bg+8FoqH1ofh2U2nsG5XOLZ7RmCLWxg27A1BctkUGfGOxAirxAiKJed1WfQw /cuLL2JxUex4HCAjHCjt6lHJMDfqhLOQZChiaVpCMpTJmV+QYZBkGBVkUDL/ OWqdCyTDRZLhUk+mRIYrggx9mXcIRuBHSsaXuXBRzfqpScz85IKZEsdSQCNW beSCrQrHDcz+4SUI0jfjqLENR60dOJbWiROZToRkOxGW04WT5EKguQ5/9qqA t6kFKVkl2B5ixhF+PoJcCC9soTXyb8mtOD3cDx3Bnv37sddvPw7qItleJHr7 UvH22xeXaeSJ+s3Drr6IApjfNLZBTAG/vBddu7bB3e86evvfxvjZc+jp6oI1 KR49pIX41pkPBC3C9pEWq3HphcfwbrpEC/W747UL7QotFMap/Wp+qzsNRcUr 5o1b/+Hyl5DIDJGUPwRd8STrA8qI2oswUDCnshYwdlA+OCkfuomDPuKh/y0c zO3GxphCEuUqOUEpNPquWGsffVc8vCPpJB4cYUodYkoVJW/TCIIDfRG030si S3KUFyJZ7sYle8Go24uy1J3IS3wVpYbXUGXcgHrLRjTbNqItbSPa02kZfE2r t61HPQlVELseObFb0J5/BGONcYjnjFEvyHKUZOklWXpIlh6SJesEyRIGK8mi L26lBjxLssyRLJeR0sAs0Pw6M4F8/cvcyVnRSbJ0vY/9Sa3wTW7Dn7ck47kt JvxhfRQe3RSDfdsScNAnBtt9Y7HLn+YbAdMJE2J9EmGwNMJQMk7CsKqQpo+r SoVwnkat1DJBG6IuY3VQUzt/t/CFEQcceclwFpAtRWRLqQldrA56WRkMsO4d IVsmOHVMszKY5dRxnnXvXJfYqsfpozdjmaDLMlyVqHJ1niriPUGXNJkuBtLF aJMu7YeYSRdzKUKtFQizVyEsrQYJZXMUTn04ktKGIHMHjtod8Lc64WHphpet B6ti23F/QAEe9q3Fuog6uCfW4jn/dKw4YISPtRmBCRbscvfCzr1u8Ag6gQMG I47nkppFWQguMONYdjTeevvSnRqqqFtUb/OlGPPfvxurgx/pMvPwvfioyfQJ RUyNzQi2OGEmW7oltkTgA12QxJa/ea3G5RcVtnR2zd/ypV3AV+iyzHXnKle0 h59VwlVQO4qknEFOKhPQlRNONYRTAyV3C3NvOyW34wbMVBAWymdrP23gJg5y EtoQmw991+Vl5MVbd5Axb5Em9pGbsA3TBsXfib+/AV1cBI54eUIX4on48L2I Ik3ikzxw2iTu7vJCZ5Y32tL3UVTt5hyyB11Ze9CTvYfPd6A+9VWUxaxAecRK tOg3od/ujsudetwYSsfVwTQkbH0ITTsfxJnjpEkfaSIugvQKmgSTJidhsYdy kmSpVDkLQw1zQN0V0uS6RBNTq7zZyyeuCRsCc/DsBh3nDgv+vO00/rKnGC/6 VuHJ3Ua8ui0R4W6JsEYmY31gEjYfSoZ7iAlGSzUshmLYYrNgCjEi0TcO0cF2 xCRWkHqkiVjYbz8LUxtLilbSpLmb81n9fAH95pUL6DydBGceaVKQKk8sLCmk r00TNGmyY5w0mWpnEc1J5ZxT7MTOwFz3PFVo8uRyh0SQT+MyZxSVJud77AjV kyapNoQYCV2jTJMQa4UMhH9lpngXwfYB7E3uxNp4J9YmdWGdrhvraX8OrcEf 9trwyK4MvBJWg32ncrB2Twi2bHfD1p1u2Hw4FTuiC3Egqw4niqpxoqQMJ4oL cJwMOVmWg7yuVvWrprT/Kc2t7xJRvzfkwNpt0JMQb635raK6PoNRsqGbbDAm xqPLomHDSXeyYQ2uLCcbMlJxk2xQ/7sY7cKoOnks/pKnj7NA/W8cxO3X6nH5 Cye/DsfABSRlDnAmGaOCmIauWpQelOfNZEfbVcqtazB1XYe5h8mx73WinTb4 BtnRSXbkQue8SDa8SVaw8JTsDb6mDb3Oc7EO3MDjsPRfh87Mqs7dA8nB7og/ tQdRcV6ISxRfDOKO1nQvODO90XfaB4M5PugXX8eTuhmV0StRHbMKHaYtGM3x wEThfozl+2A01wfDZNTFDh2uDKQhkcV2664HMRH6AKaliylEWFs8GXIcNjIk Na+ArBdS8hwnEpkhIelD8IyoxVNr5PvRnn7Vgme3nMZze0rwol8VVh5vwJqI ZrjZ+7HS04qDOxJhPJqIU7GpWO4dixd9onGsYBBHcvoQZG1CjK0eBnMFTPoC WGIzYArWI9kvAvEnUhGfmIfYvCaY2ll0t5IhDfXKAuoXMVxXCMdpvfT9dc5i uQaRlpjqlRqkRS64pym7zjoEQzK0DFnGkjqDob1Maohnl/rEBQIhuL6HORLk XK8dIcnxCDFQdqVwHkkVBCkhQcoRynkkhhVnarP81X070mew1TqOVw29ZIkD z4fW4umjFXjYzYrHN0ZhzZYD2LJtD7Zu34UNu49g9b5YrPZLx6bgCqyLrMH6 +HpsS6mG32nKuOJ8RNc3wOjoQc/5c/NE0P4/Rup/SbWGxKj+6b340OdPslvk 1P7FeUyrP4IxXeRZakI8nGTMZS1jvNfiykuPS4wZNObiYv9Z9f9M0f7/ggpp 5B5ufa+yLIFvLUupVxieU/iTYO/j/ME5pFigaJaFLLV74xxSWi9Ra12GyUmN 3X2V8werz75rxP11suQGgstYrMdkQ+c4z5Ztwzc4f1iHxHvib/i3/ZQbA2I7 WgsC9+xD0rF9iD+5C1ExHkhN2odGqyfllBfabftQm7wJxeErURa5Cu3GLRjJ 9cRUsS+mSmjF+zFJmyj0kRgykuONoUxPnGtLRjLZ0b6bzMh2x5n5S42pSMs8 Amv6MegKmqRFB7ej+dh3ogSPLz+JJ1bG4cnVJjy9MUvyzwt+lVh5rA6rIxtw qGAaR0pZa/R/iMjyWeyivErwSYA1MQX7bW3wtbchomZGXpYbZO0y8B4OF4/D P82BgNQanDJVIjG1GCnJ2TDGco4Ji4XuwDGE792PhCQDcsrL5y8v3Lwyh85M HRnC+aNwocwabJCLkgll/pjuVBjSRbnVJSoOSi7OIXM96XdIjPiBxIgLYtqg zfbZkZKWiGC9GcEGFuepLM5NxRIzgm2VHNoVbLdMSMN/Tc8kENmKh73z8YRP Pl52T8KGXYfJBjfaLryyPQjP7k3Eck8dXvFOxjrvBOw8ZIXniQLsOpyDzb7p 2Bich9ciS8gOJ0zdozA6uxcwQ1uJfF6jo/aRHSP/TR1Vk7r4f2G/daH3cwvy /cj0OWk+MpAnDksCLlki8b7EEw/M7grAlQNx+GDunPKVjQsvTCgEcfUfvn9J QxB13fY5JVAXLr+NxIwRTiNTSCqbQXI1C5L6czA0X+A0Mgdj50WShIKh+zLM vVdIkiucSq6SBFdxoqwbr0VnILnzLGeMwavLYCElvkxy8G8HLsE0cBFBRQXY 5xaI+MN7EReyE1GR7shJ2I3ciNeQdmw5TgevIEE2SzeFjhb4YrzIFxPF0hcR LZMY8jU+FYfJjwJvDOd5Yei0J6rjNyJ80++Qte0+tFt3z1+zHGeVaMs4iAOH 9+GVzRF49OnDePTZcDz6YjKeWGvHMzty8bxPibJ38dOsrSaY7sQl8/dh7f2A NdcH0vWY1VuZevfEw3IyEXZxk4t96INl0oX0L1E/ytyw9bN86Xubn7uJqPpZ hBYPwC2pWNojFmvMgk5vQmp8LFLDgtDu8Srm/vyItOQ4Ga9TZvsvYKiqiDzR syRJhUOZRXo4i0hfw63MIhOt9gU8mXXKXLkT57sFOc53Cz0lpgxqMZJjut+G gmIDgpNSEazLIElyEZxahBPmMvhau/Di8To8FVgqeeAxjxysciMp9gRh6w4K p92BWLffiOV+dvxpcwwe2hGLx3bH4Wm3OPzFPR7LveLhHlUCf9ajAdH52B1e jN2hOdgVZMVW3yR4J2Qjoqhy/rv1tP8b4ec05IgkOa6/QHKc77vLBWJdfTeo +vXww9OzcJAkurg4iSQdnPU+cMzg5vlpqDOH9svq/0OdOVRt9xUXdPiLcokk v3KG9fkkkoqmkVQxw/nirHIaj5IKF0iFuflZzdJ7iXSg9V/C8RIHXo20I6n9 jPTa3H8REVmdMD52BGdf9UTrEw+j+Pe/g23ta7C+thymzc/BsPFJWDc9jtNu z6HEfyXKD69G8dE18j44UmGsyA/jpMIE8S84MFlKapRQSRVznijkPJHvhayQ 5Ti68dcIWX8PEjfeg9jt90B35C/ITdmNI1v+CO99z+Phxw7gEXLg8RU6PL3J jufcc/HigSLsiG9CQOYgjG03Yep4G2bHOzB3vUsu0HreI7bfw9Yjp+G7LQaG Q7GwZRVJ2LcPibt1bYPv4Tt8fJdcoPW/I69XkAuWnteZLqg+mTJO1gzjaFEr DmaU4GCKGeGGBDTrQ/C3hAP4KHgv/ua5GjdWPYE5rz0YOXwYbXY9Ok6noLPA CAfnDHHhTnxV7wBV1XAT5w3yYbxN5sOZTnLCITbCnXWK76KfJSfELnjJyImz 5MRMr8wHsV1nfMCC4wl66fbJzW7R2OyZiD+to21LU/LBN7BlhwfNDWv3J2HF 0Ty8eKoSG5Nasd3kxN6MYWxMbMKftpzCIztO4Yk94XjCLRJb9S3Yyvc3G5qw LbkCW+KKsCW+GDtjcrErwoZdwcnw8gpG7zPPYMR9FybidercoS0+1Gt2K0mN gh/eqwidhXJn/pj6v7NoCZIZb4fnH3zR9qwPXi+um68oBkfex+HUS+g5c2Ne umnXeBWCqP+DoXZ76F+UFeULF99GvG0UCXlnkFgygyTSRFc3I3Wf0jKL1PZZ 6bnReR7G7gvSc3PPhWWcMi6Qb8eK2rE+woLEtgmY+s/jQHAv4gNa0J7RgOgo HWKCTiL2UCgi93ghassGxOzeiJh9G2HxWIciz5Vo8nkBA/7PYtDvGUUBfhe9 7o/D4f4YWt3+v/LeOzqO40z7fS6oYK3D2l5b17LltJ/tlb/1OsoSbStLVpYt iZIYRFKMIAIBMAcx50xkYAaYgAwGJBIAkXMaYAYzg0BEIgdmgqRIhd1r63uq uhtsQkMK99w/L86pATAYVHVX/d5UXfXW8yhe+hxOh72PppCZiFj0GPbO/wP2 L/g9Qrx/h51LnsTWJX/F5iVvYJPfO5g+fR1enhOKN3zNeGtVIlYbarEvvR0x JecRy+jbxOjbLB5Y2igVDdcRJ55tNLI4b+AgvaeFi4MRsjwYCWGRjKAHhCDc 9OLLDV5TYgutQfNHctZOSEKCa4zdQGlwUhqcNIhOahBnHyWjCxZHCz48ngHL 0WPIMkWiNSECF+PELCTt/YEV+Mf6D/DRvNfQ+tyTaFrli8qQnbDROoiFGs4S WohyxhmaRNBCdNeJ/aNSKrwoFsn4L/TaxZYQZQF9DwXhjDuRDmQC8lL3IGKD H959zRsvPLUSLz+3HS/Misa7S4KxcImSKGkWFf3fduRiWmgFZsfUw/9IO/xT TmMpwy8hCIFHWI6eRtAxUVqxTJTjfI+/B6bxM+mM3NObsDTdhdnWMsw05mJW 2FHMD0nA7s2RiArah5FNQTJgvvzeXzG4wh8DUcZx/0Ufb/yLCrvY97qE0tH4 KGMOS5CH8Pme296DPtsr/185GcIHb/7sGbz5yxXYNq0aI5ZWXCvKG5+E0s/y ThAMfQYD5YiilzF89iYiUroRmdmLqFwKRqEiFDEVfYitVn422/phbuhXBMQx wKh8ANsL27CDZXW6De8djMf67Hq8E1KIeSE12JFeh00RJuwIpw1n2Rcaiz0r 1+AAu+jwuqUI2RiALXOnYfdzTyH1pWeQ9epTcO+eJevviVUSRvTFzEe/cR76 DXPRHz0b/VGz0Bs1Ayc3vYRgv6k46P849vhPxdbls7Dtww+wY/sCbNwVgOW7 Y7EqOAuGjBYYxZwb78lYMIyY4nOUjgswVV6GueYKLHVj6gOda9T1Qudfxzv0 t7b7HIZ1VzDi8mqFJAjB+GiKfILzddoJSkSTmNe+yiLm7CgZrkuwui6wUDpc Qyy9sDg72E9NMNXb1GH9GboGhuBudMAaRc84IRIjCcG4GbsT/whZi39u8cYn vm9h8NVn0b5lKYqpYxtLlEi8mRJyukqRkoiDwSg4FoMuG6WlnqWBxZGILmci Itf7UyP5Y9rPnmBY+zIW/n42Fr8WiA/mrsWixUtl+DyTuv6tbbmYHlylEPVj +Ca1wo9SISTDnz/7J59GQEobAulRBx5to2SwUCqWpbFktCKIJZBdG5DZjKWZ bpZGFjv8M2zwT6vCYlM2Y49UrFpvgHlHGC7HH8Bnxq1UCMvwj7VzcPX9l3B2 dQDOGozjPpIWe4jfFLfrPkn6DkrKyEt0sWoSNIm4dc6Y6oxp0iI+L8NFIRk/ ewtv/9dizHhiDT74ewRWbD8Hp/M8zg8NTEZK9BbpTc18nP0Y4alnEJHZh8hc RSoMJX2IKVd+FpJyuKRT/rw4xQbvVBuWHLFp1u+PW5MwdXuKKtDi62HMjDiK Fz+Mw56QGATTE9y0+kNsWBGEDX4L4P/Ucwh57iWUvfkSXDP/Crv/q8hYP0P+ 54kYfxRYAlAWH4jqpADYUgJgPxIAx1F/pDJI37viaexf9TR2rnwKeza+hF3b 3kBC8gYvNZCKPmqXeTcMmZ0wZvfCmD9E2VDnbisvwlx9if7UZcrGFVoPan/H GNYaSrBs4QFErz2IhMTjYnaNUjBFzlUntFylXFyVM25XxR/G8FU5XRfvuow4 9yUWCof7HCxNjMXcAyxnKCBtMDvccI6MqPryZ2g504+6BjuKsrNQFheF3oRQ XLPsxf9EbMDnu/zx38um4+K0v6LJfwbqtgZi9/4wPPvOTsx6ewMWvLMB21fu RFzIFkSs9ceqv9FM/uw5zH3kbfg8vggB7wbAf0EA/LwDsNRvGXyX7cZ7a47g na05WBhuw6JoOxbFNsLb4sKSuCb4JjZPgR/F4adSIJYKYTjCcqydwsBCa7ss ow3Lsmg6smgqsigMJygMJ10sFIgTDvhn1cNPrAM86YTppBsmCsrq/WlIzyjC 0ZhINCVG4ELCIXwasx3/PLQS//hwHq3lq7i4NggXGG+0llWN+zhaLCIeiSf/ /A+4Of8xVXg8567n24qVeFqVhUXK2/diqf9BrN0WgpKqeuTVnkHvxc88Pu+4 i0i8pUro8LmPkVE6ivBMRQSiGGxEF/cpH34Ei5JsUhIoBfA5asNbhjz5l1ej 8igKSXg9Mg+vRyjvvbb/GD4ITcHMpZGIoCCHRYZjf0wSdm9kHDxnFtY9+yoi 35iB2oXvoy3gPXQFvoYuht2ta1+X/+86PAdle2fBkb0GDTmrYctZheqclQha 8BhW+z6G9UFPY9/6p7Bv7VQETP8V2px1ijh8B/aWEYpEE6I5pIaTZ2A4NQBj 4QhiSs8itoIiUXWBztRFWGziUc0l7D/Rijnz9uKA/z7EHTgk0vbQFFyR3Cc0 XREycYX6QjyZSXCLeetLclYuTpQmCkLTOZazFIZhln4KQxfMrtMwOZwYvX7t 1vQ9nZ+iGhvS0zNw0hyFCvpXJRHBOLQzDCGbDiBk5XYsmrMTf3r8MJ58KhZP vWjGC2/uwl//5Ie3/+iHwCcDEDRrBXy9/eCzxBfLglZjz8E9SEyLxKlyAxLK ixEUWoqF+yqwMLgWCyMbsMjowOJYJyMFF3yEECQ0wy+B5iFRmIY2SkE7TUK7 lILANEpBJssJmodsmowTdJZONlELLM124UH4ZzvhT0nwoxTs4M/mgg6Yc1tg poSYMhsQe7wWo+evoqt/CK5GO+IMEXDQKp5NOIyPTTvxz+DV+Oemhbi56A04 XvkrtgcFYqCiRnv4J/wo8VC86jd/wD8j/bXMS3pjoAmA+Hr7V4toDFZj/jvb b5OAvuGhccT1zzdU+rWc29rCbzVzjnLg6a9Rf1pZNRHOcGKplRcUqxw1tDDB dov+VEH+KbwakSP/9kp4Dp7YnYI3KAVvqPS/vSsZc7Ymkn4DIsONiDBE4pA1 GcFxydi79xBWvfAaDr79LnKWfAD7ynlo3DwbbmsQWs2+8v9bD8+Aa8ff0PDh iygNeg6V4TNx6sAMJFsWwNv7MQQsfQIfrnoK6+c+ijZ3/fhz5HPXEJXiRjQt fHRWNww5fXLFi7GY9IvHMJVnYao5x8joPOm/gMUfWrFxwW7EbtoDU8pRLyr4 S1Mk4FPkYxaBuSj8AzX+vxD580Rexb15lIXINw/C3NQLs7sTJlcrsjs6lSH9 7W0qRnzV95zHvqwaLDOkYfmBWGxYz6a37kHG1u2Y/wyjn98n4o1Hj+L1R1Mw 65l98J65HN6LfXnHvli8dBv2hYUg8WQE6pxxLFa0dJzCyJWriC6xYV9GLRZs J/37SX5oA+l3YJGhUaHfcot+3wSFfH+Sv5TkB5D6wAxBPUt2GwKyW6nvm0l7 kxf8c5p41/7ZbvhR5a8R0Jf0wFzUTfjbYT7VTPgbYc6yIaeiSRmEr43Plxoi wlGXEIXhxBDcNO/CP0LXomSFN3Z5L0LfK8/gWnwMLtsc2ooZe10tAt+dgekP /y8UPv6f+LzM4sETugX/dMIvvibArz+XXpuFncC+mGISX2rOnWl6G7Mrg5FR RB3mGm2YZ7Ypb/8Ci8n+m5G5eDX8JF6LVGbpBP9P7E7F3yLzMddQJN/7YE8q PuB7r/rHY+V2KyJNRhxOPIKQpCMISz6CjQFbsfrV6dg3802ELXhL/k/04UCk RgXKnyvMSnYGGyMFW9Rs1Ia+i6q9b6Bk81+RtexpZEyfipA/P47R/Yvxz37n PeqEZWZBJ6IZ/0Wnd8lJMkPeAAyFgzCWqg9WqkYZIJzFitBc+M7ZwTB+J0zB BxgknBdp2uhHknc6/HEu8dBFvCde75Vzy3Guc+RemTyzsnhJ6u+DWXDfzCCq 6QxM7g7ENjZT3V+fyP7w2A35c1hJM8JZRGq1HakFWBGRAN99MZjvH4E//zET f/vrScydFYJFC1di8aJALFqwHau2h2J9aCLWBSdi7YEE7DNY4W7Pw9j1s7Lu LEbr0aX1MJQ5sT/Tgfk7qrHggJ38O7EwwoXFBhe8Y9xYYmqCj7UJfvEt9IBO K+xT4wekd9DPYTkpCmXiZAth52dyWrz40kyvzy+7GWuo5K0VQ7CU0dMrYShU 1AVLfhssuW5YchpgOlGF0Ytjqtf3ben11dLrCz0Ugor4KPQnhiJ9yyqUb16G z3f44rOl0zDy+rP4KMmE/TNn4bEf/wDPPvg9vP+dBzHn4e9g44y5QtVru/vf ErD/hZp+2vbxQ4c0TX+L7rsQf/uk6rvqBzJFSj+Z8KMJHx5rxMZ0J+bG1GOe pQHvRBXj5ZATVO1EXlXp7wrnhlHQ0rgKBFgr5XvzDxxnScO0oFj47kjFprAk BKekI+xoGiJYIo8dpy4+Rm/kKA5EH8Yh42HlDv4Xth9Yjv0hyxATGwiTcSmO mv2RZfFBW/I6XIpfi8+Nq/D5QR/8c8NMfLLkFZx942kMrvDFBaMRHaey0d3d iMyTMdgRXIhdUeXYaarGrrhaROf3w1CsPC6J4aDtZmww692NOPDBJpi274S1 xC0fnVgdLI3iEcpZKQJnxYvYYWl1kXPXCP17FuHSNA8prLcMwNTSD1NzL0xN 3Yh1tVPXdz8wrj28EFHWjF8qKdhKleSBUQWN2ByRCL/l27BgwQosWhSEGTNi MGtaEWb+vQLvzc7CmvBErA5LxOboDOw2FSI6hf8X78TI6HU5VNHFNYzLGmAs c7O04QBD1aBwJxbsd2FBcBOd/SY6+80kvRlLzC3U9K109unjUCH4kXJ/uoH+ 9Gv8s9rgR1fPjxp+CnxzWnmzPvx5TW4b4qrZGyKZjUhqIzHvIeadxLwVljyq /dxaODv7lKcCtyf3rLDVI/PYUSwPWIqikJ24Zt2nTiT7I+m1J/HOD36ImSwz fvRDvPez31CH/51ILyTSqyTSE50XT9khfng7zvrJUOXs+mfR0DPEXmccWO6W eWtEdsrYijaZmTI4j3rAnMswqBA+CWXsHQXfBcZivL3nOALp3QQl1CueTkgW 9ccJTF9lwqpDKfA/cBS7ErIQlpaFiPQsRLFEp2fCkJYOw/E0ok28U48gKjEV kdYk7AzZh4NhO+VKispiMwpzYtFYZMJJxkataRE4nxGCj4/vwz+St+FzEzkP 9sfnW+ZQKbzOUPBZ1D01FYW+vgh6/yDW7DqGNfvTsfpQBuavN+Kl2Zvw2NNz 8cSTs/DOcx8gdrE/TBarfAZiaRgmgVb7MF8c4qVxGPerc5tUXW6WpkGWAam0 BcheiG0Rq7djm3sQS5/dSG2qRGVPyp4Q+dgidPnYIoobsdN8HEtXrIFf4HKs 2xWC/QnZeO1vOfj9o+V46vly/P3NCrzwYhF2xdAf1lIK0o82ZrKkMUI/0gRD ghMnqpsl18YSB41UC7nu4Pceln5siu/AvP1NmB/SggURrfRiWrHY1Apv62ks od/uk9LG6KsNvmksjFh9ybUPfXYfanAfejBLRDl5GmGVo4hjmBNXQ8NWTaeN RtBCjWAt66MWOANrUTsshU2wFFCF55bB0yMv7Ymg0K1bduzEMSqzHEsUOhLD Ees9F+//+jdY9OtfYcYj/4kPfvc05gmg/W4H+hf/74CeprpRw3TsokTmv7JG mSHBKPNVdslEH5byHqxKLmVYU0CHTgBdrVmGedFlmH7oFJYlu1Rr8VssjjiF xVTfM9bHY1t0MgLCMuRCrPCMXERm5dBVzoEhK5vlJIwZWTAwQosm21GpRxGZ kIIISzxCo8xorozHqDsJg85E9KprsZ0VIYiM2YjwneuQYg1D4/FIjGSE4kba Afw/KTvwuWU9Pg8LpOGbh7rFPoh4+0OYX12JkIBgvPynBXjsiXl4+ukP8Pdn Z2P2K7PxxqszEV3oYIBKUm0ktn6QHkeDeLGLVA0WB99zUkO56Hq4hfvRJzKr NfcR5+Y+enCx1M8x9EmMznaMXL/xFTWyyXR23iK5pFFxHQXJQcux3UCzlVaK 6DyxLLUFpiKWwlZso//wxMuJWLAoEWkhG2Aq4Pv5LeMZBiXhpDsmg+WYG8tD M3Ewq5xUu1hOs3TJTRrGEtqikhEczBxAkKEd80NbMT+qDQtj2rDI0obFCe2M rNrhTX/c+zgLNbY3NbZ3VrsXFme1E8AdxUOIt40ppe6yzGojkjVZBdiVVNzl gwS7F9bSTsJNpU1hNRdUYvTS5buA/dXbnnVt33sYj//it3j9j1Ox8MmpmPvE VPi9OBXLFsxBQU6aev7Y7fOME0AW6R602fhp6qRKpr2JtrBBJkMwivSVBNhU rk6q/Am+8WUMx2vgl2yX7wQmN2O+oRYzgkuw/MhprDh6Gr6mKngbSjBzbSw+ WGXG9v1WBG21wic4E1sSTyHyZD793nwYT+ax5FLl5FDlnCTIVNbH0hkTHkVE QiLCYi1ITorFiDsRA65EuKvCcSpjLY4n+SItyQchuxfg2J7FqAufDlNChLye gmPRqDkaif6McFxLP4T/PrIL6RtDYF4diaLNodgyay1ef3oh3n1hAWa/Oh++ 0+dj1vR5WHPQKqdQTbUS0DoCaq7vI8Fmex/MDv7ByeJicYsPxDaxR2KahUI2 Mpo0ENeR6zfHz4HLJM0RxXZsCIlRxfpX2GZMQiRFJaa8FbFlNHclbTCJ1D3F ooh9mB3y+wer4rB+XzSiGIRb5N9oFovUDFYiLZtAmYo6NsuNxcGp8D4sMKbD UdKh7qrrJ77DLGfZxgWYSy/RrF7GlmOD2JIxjHmxRNragQWJLMmdWHiE5Vgn FhzvJLejCKsS2Zc+8uKLeOIgN+GJ9B62K4gTq4VrzhPjUZkQ0lrRT4y7WdqI sot+CP2OMz0eEZ6iPobSHko5auvw6I9/jr/8x68w7bHHGWdNxfKXf41FzzyC DpdNo1c/JTiBXn3tb8vXNzB86Qr1UTUJdkrvS6GXeqd8SAqe+PK1FsMvoZpx tQNLk93yvSDK84IYB2aGVmLF8W6sTO9GQJILS2KqMGNZDPxWW7BrmwUfbk3A koMZ8DOcQlR2MaJzimBgMeYUwJCdD8OJUzBkUkcL30O41EkpCLdaERxrwDAx bq2JQHqyHzJS/ZCZ6ousZB9E7VqKxG2L4YicA1e88kiuhb5Ia5EZxZlGFKYZ cTI5CiWpkUgNM+HA5mTMnbEFf38jEO+/G4g5b/rAe8YivDdrMZZtC0dMZR9i q1hqWIizycbvZDmWJJtIcixJjiXJMSQ5RupjY5NQxQa+GvhedGOXgPk+VRVr 5xdGxSdTBa+WKnhrTBLCRRavilYqidPs5jYy3QET9ZmptIvMsZR0w1IqdlvS eJedwcrgIizcm4IwkxXWkzX8W5eSA4XcmmncTQVkPI+MU017hx7BktCTWBlT quScKeqVW8DlYwLxGK3kIsxll2lZx2CpvEYgr1O/fkRAbxBUlvqbXmIf0b1I sN8Uk6F2vtcgthZdU/ZQ2y5LZ8Nac05xpGWGU5FWq4NQ08koq4ezt//OHD9w 25K1xe+9j9+T49enTkXgG3/Gkld/g61Bc/C/PczsqRBrh/TpUzpM07T8mT6Z +s9QQj+CvRRTyoEjwJYKJe2f+PKLq6QeblCn37+OhSY3ZkXYsDJjAKuyWE4M MJC2Ye6WNPhsOopte49i++4k9mo2/M2F2J9RwoGPzi3Ft2DILZEQG7IJ8Yk8 RGVmI/J4BiKoh8MTEhBsNeL4sYM4keqPE0f8cZIl54gfsglvfvJeGNYtUK/j B+OnGneJUsCSb0ZlcghCli/HE0+vxrOvrsFrby7Du+8EYsEsPyyY442AtXux y1wAI8E1UgcbCW1MHQuhjSG0MYQ2ppHvE1wjwTWwREs1HO0SGjirc2TC8Hz7 C+c17j90GHsS0xFeWKtLynZaNXEi1yB9NaoyM91ac2kvCRCFVsBK7fEw4qjp Vh8swMztR3DAkgJrWh5BoQGnayfgFqDLhFWFVNj59HzD0lhy2N0F2EpTaZR7 3oYQU0ilXHSBAFMplxHeiquwVF0niDcI5E0C/DEB/VjA+4mY5bF/SnZZHJ+K x1uOT+hbJDg+ZrmpbBilitYrZ5HJRWY4rVa2u8VV07+oaqGM2OHqG1CXvHxh 94gyFXL/ONPCvbCExcP3pZk4vmI2ukoS8Z9fzrJ+3kJh+Y/IsrlgKGyEkVZM JESLpXNlLhfm4wJCC3sUluPr4J+ozPIFJCurTpcfG6CzdRrvRzeS5VGszmbJ GUXQsS4siqqmJsnB0l0ZWBpZBP94KvO4Umw9XorIUxWIYok+VS7pjs4pRtTJ AjrOuYhIoxN95DhCk5OwzxyBqJjlyDlKlo/5I5fl1BFf2AqD0VRuQvDSD+R1 dJiUxQDdpcqBzj0sU9DL12+jh6zHrZiHJb/7Od54bj6efX0NXnpnDebOXo+w uTsQO30Fdu2wYKelANFUyAYqZAO5NlAhGxpYyLbBQcaiG4X+jSLeUfwp0tGL hpErCsmveDyKQDvGUplSo7NW7lTyssnMzZ1q9mb2Nik2M4Ayl4n0PAOK38mg Kk5kc64SZVhmdX57/VEGi2nUy+V8b1DmJxcpfawVfZSCHurobmwTEUxYJnzC 8+ATVoQlIdTNBfQ1xNIGgXXxRer+yxxdRSdbqj+CVSLNYvuEnLI0fCqZjrd/ RoY/k1wnNIryiaRbsB0v9nrbb+nqOOpqax1959pbO9PixCIoseWm2oFcUicB 1u1dv2/cU06khxT63gbcMG7B502ZGsX62bcvpfhrpKmSFLspxh20QUr+M3MF bUf1JezIalIptpPiFixN6tSedS5Po7vFWHg+o4ZV2RewOlc8nFhz6iIV5VJ6 HL6JbvgmOVkcVOY2/nsVVqeUIeJUNUGuRlReJWEuR2QOwc4uQkRWHsLTsxFK J3l/ohXrw7Zj7eE1Et7cY37IO+qH0ow1aCbAp8vNsG4KRO0B7/F5yN5SK/pY +lmmYKDMSogHyiz8nZC++zwCnngEAS8+gRl/X4CX3wvBwvcjsW/uLphmEuSd ZuxgABtJkKMIchRBjiLIUVTSkQ2EOII0/wsiGgS8Y+PaxRO9IyMj2g6Q6OJa GErpSJSzcyW8IqlgD2IIbSyhNZVSXZTR9JUPE0ZhqKncqkblDFhcjUi/Rip+ hDeCUvBh7AmYzSbEU//F14xIrq1VwkkV3Pch5KQTS8JPwDc8n6UEvmFl2JrU RH5HEFt47ha/qkq+xe/HiNPYbfhMshsv2f2MKrnxM97FOMKNAl9VNdsV1Szw jbNdZDmn7Biz9bN0K/thahnBlpcqCwrvlWp1ecAKhE7fgJuS1wxMAlhP0xHR uTUw5DePpzgzlYjZFApRzWXsPNGquhBO+CecJrDdCiD/jhXpZ/G+oQneyb2E 9TJW513BWpY1+Vew4uRZ+CS0wocRn0+yixGgA/7JdQS3DGGnahF+qoalChG5 FYjIIcR0j8Oy8hGakcNwPRProw5ifeQurAtbp2hbAptPL6JZnOhMWDvLLcgK 2YziXT7a453B8jgMVShluCLOC8OVcRSdYfWtoXIrqqzbcGT7IhzfuRDHtwdh +us7sXDaQQS9vx/rZ27Ehp1x2HW0BmH0LcLoW4QR3VBZelE/PIbha59IRsU+ GXny+oRTM+5TQbX3DKiw0paViSkwatkyAWo/tcEgyaFGKGMnC9smNEPleRJ4 Xk5nxddeoCmnCvs+5u/Mw/LoXMQkpvKd8ywiW4NgeVQqY2vlIKvoo6I9SUVb RFDLCGoFfEIqYMwfoaJVQS27ogP1hgrqJwRVQPqpl6R0isJp439LTAmr8zPh P6iwSlClrr0uU5LGieU2BNUqEkjUi5yOBLWeoNYT1LpG5Da51G1J9yDQPwjb 5q7QKP2Vhzmzh78M0vsRnV0Hwyn2Zf4ZOkWiD0UOYF5B7RVVZf0n7bobS+Pb EZDYg8DUQfnuiozzeD+mBd4pfVh9inTmjWFtwVWsKRjDmkKSmn0WSxJbsSS5 CT4pVK8p9fBJqkBwbh1Cc2tZqlkqEUpKQ0lpyIl8BGfmYoslBhuNe7HJsAnr ItYrfgF9XXthiCS0o9wijwA9uX89sjb5oC9a8Q2GK+MxUhXPuxytjmcfneXr qCxxfJ/oVlrJqxUD/P8++hGFpnDMfHItDr0QgMJn34P78T8jadNeFNS1YujK J15q9+hd2IlYPqDOdEYXlMNQXE/XqomhQjvLGTkrG1MqEkeMEMmzLHQK1WRS cdWXlBTLdZfFY0ObyI1Wf5kytdZox+KwPPr8mUgoaUMCSRDICkipaGnplChJ RGW+YcUEs5zfq+gJVOFQ+hlq0fOIoVMbqwezRoD5sbT+cTrrz4Ydn3pJEL9F KDXdqerPxo9vYWknlg1iFRihsBNLO9W6nVjaiWUDsax3wDU0OI5lwqFk+C/2 gWvfmklhec/4cRjiYBd+f1v1WqNPkMxcxrZ5vLPCQZmPy1J1iUp7DDuz2uEX S4/V0kQyOxCQ1IvAI0NYlnYWK7Iu4P3YVninMlzIE0RexdrCa1hTxJ8LVTrp xXonMcZNcWFJagOWkMyD2TYczqnDYZIZnFPFn8txOLtEbgPZTWO/IfYQNsbu woaYLVgXtQ75GWthKwhFC4lqJ5FdVJQ9ZeIwk3gkrPLGmaglGMnYRAITcLYm AedqE0Ssydfv8jWev8fzfRLKMkJKh6pIZ4UFvaS8ICYM0/+8GnufD0LeczPg mvoX9MRFf8GSCx9J80O1dffRhZX09B3EsUWNMh6g6TlHBC9A+4rTMjyJVMi2 q+TvqljIRw30MNZG1mHW/nwcSjmFhFM2mQU8vv6yktBPI5E2fUkI1aOgkKpR obCa/qnI6HmO/tlFlcJrMKsUWqgerTaqyHrC1cBiF5CJMKtRvDg/lkb8JmEU WzduKIvVHddl9imRSsJqJ4R2sRn4nHhew0Lf2EEI7fRBG+xwDg1oDB5h5Hd4 1nrsDPTFx/VHNQb1s7ATGBRf2oFCN27cUBj8DqIzbYzIeU+5X2Rwh2DQSNtr boK/lQwmTmTwNBkckAyuLiB/hde8JIQ/4isVZuElrGYUGniiG4uI4NIj1dhz 0oZ9VMj7c2pYqlgqsD+7FHtPFGBTvAUbzAewwbSbbtZWbDHvgFMcyyeOOhNH xBO/M+JMswrlTKgY3/loD/fDaPS7RC0R5+sSvXDBlsi7ulifiIv86YItQZbz NtJYRxpJ5EhNHAZJYn+lBT3lIvu0Cevnbsf2F4MQ9e48rF64ECv9/DQfUpD3 DVUP2rt7YCiooYPuVELN4m7ZrzElQ/K7qVQB0FLBgaxW0mfE13GAbdeFYWz4 CD9moP0RnbqPkKiWd7bmY1dyMYzWXP7tGj81psJIPVpLEOhkrjaV0jYTxFAB YjXVYg3jfQ5agQpi6RWYqA7NVQyIaghjLZ1K2w2ZukPsFRIZn4S285LYfVvu kJAAOj9SSuN1BUSHSIJFbejg9TsYEDVO2A3h7IKlsUXCOHrtqh7G8BkbULVz FfZ8uEKDUT+pOsFO62cGFDv9KKKO0+/Jop3OOaNm56JEk0RL3RXsyGyDr6GW GtFNjdiOpcJOHxkkiaNYnnUe06PpKaYNYVX+GEkUWvCqog0FhkWXWS5idfE5 4jiM1YV92Jzfhq1Zddh+shY7s6uxK7sSuxiV7jxZjO1Eca05FOuI4rakcOw5 YsDOpGC4xBFQDGPaqAG7xPFPxLC/MkEe9FRq3InG4KU4Z54rCbxYnzQFlxrk SyK+gYt8PV9PDUkOR8nhEBkcqLbCmRsFK73RdSsCsMTbBytn+CPtpTlo/Msz aJvnrXTwv5G7XvrZdewWERzS/hb1SH9bfImULebSi/Jna9WYnKSU3CkTlORJ zXPkUHIdeSGRrw9h2kYnNqc0UPBbZOq7W+yJRJAXpL+446gdPsGF8A2hGQ6t ktyJvWjGgrNs/wK5u8TIgkqwkuxVX1P2p5F3kWksrkEwL9JI3aOw1ThevGTS nK/z9Sr/JMqYRC6ukcjJDTjn1RUXyjYDq6uD2DXDTOy+pUYxgrkIMvexcTNy jLslbJ4mj1TwHvQwEaqsEngM9tMjiE5vguFkl5LlR6bCusC7Ydid1gKfyGqq wUb4mxnFJJyhg9iPIMbcy7PO4r3oRvgeH8CqPOq6AoYyhZdV4BTdJ6ErpgQX D2IVoySD8wqSRZLE1hsIruhGSEUnQhiRBpe10uQXYe/xFOxNS+R3K/YcNSL6 eDjcjKBbxVGP4tyx8nj0EjrtwKai8K2o2L8U5+MW42L6GlyyJ+GyKA6yd8WR RItz2Z7It6kL7eIsJysacyKQHLEV61cFYGWQP47H7ERLgQHdRbFYM3sbPnx+ BTKe/wCOJ55D1wJvJWz8FuxdfTDk1SvnXRYwLCnslQYjpnBU8mYuu6QwSA7i ajUGb0pDmGBXJl6EN0bHM9H5CQEMK/8Ih6m0TDaR0f0jFULSQGscpyq/uJph LDlUQAjLqACFBa7BkogqDtMoARS+IJVf+WUOFyGsHqPyY6mjJaXFF5tevKRd /TdJmVBskjhZxpRkNII6h0hMc0nZCOkUG1zOw+JmjODWreN3tcPibIZzZFQl UOzcSEfETIXA67Up2jS9p9n4CRDq537eUX3BkfPX5fpsQ1Ynu7mPan2YKp22 uEZJELJEqP4oOzVgC/3BTgSk9iKI4C3LHMZboTUIyBzEyrxz1IAEjl7yqsLz BFDAdxarSkZYCGBxL1YWdiDp9EcE8LpMTSu2+iSKNd2uKzK1wqGcQuxNT2VJ IohW7D5qwLET0WgqseJ0mXL43ZmKBPRVEcIa5cSwlvQQnNzmj1GrLy7lbiJ3 ybjSKLZqjjUmsffHnEnyJ2GFS1MPIHrfeuzetAIHtq1CRfph+pUm9NXSuMts +bTIpSZ5zMnq97dhzXOrcOz5+bA/+QLOLPJW9w3/VmZYN5wijnni+FXiWMA+ E3nsis4qOJZf1uGoZN+IF36ZiqISn34mo9VEBgeJrk8llzJ5Nf0zkSAxQWQD dahECrVoE2neKMwxlfA5TJMcXCkjkyURFRyzYYoE1WIx1WIZqay4KK2XTBUm tpnYrqhbTa6IYEOAeYWaMW4cQBbHJb7tuIiv0vBeULXgOYVFsaekSSzX6WMh j+52mJ1NYm2lyuP9ksdIwWPMZnzuTr9tQ7f2nFM/v3MXKJXlgN9HVvEZRKd1 wJDTy5sb5I0py0YtdQTN3ACf8HqaZRedwzYsTe5G4FFCmT6Av4dUYGlGL1bk DhNKlnwCWMBSxFI8hJXFA1hZQhiLunCgbkjs2b+KXyOxZUxh0S02FVySK6t3 px8f53FPuhW7jkWjKC8WzSVxOF0aT6cwAT1UiP1UiEPi9DpbkjzuK3ntEgya l+LKcZbGFDKYgqssQguWHzmIjasDsXqZP/IS9sKWGUqWrTjrSMBIA7muj0df HWMdvtdNL7G7jDyWxqK72IBVM7dgOZlMeX4h6p96ET2Ll3xd05CdRDKHFlVM NpxSHjDE5A8jtnACkvTQrLU3VCQ/UZFUpqiV6ZOHieFnCpKyfCIPCUhw3lAV 5TWZnjmuQUXSNorQgnYsOVCCJYfLqSoqsYSBsyF3kGIxSm+BWJaKXYHnpV0T GbnMNRc5imK7h5iKueglgt8pZPKiIPACI604x3m5LdzqJIG0xRb3qLqZgxQ2 Uys2CxK7YXZTzXWeUTK7fGUChGnyXd1ykke+nEP9FI7C4UNK6osj7QyY6X/n 98uUvrGVQ7yLYWw70sy7rqWVpiU2i50cdA9TuxB4/Axe3V+AZSf6sDynjyz2 Y0UeuStgKeTPxXyvuIelGysK24Vf1HKFiiWx5bLMqZQglvo3KfljDHVdhO8o 9makYk9GInanWRCVboSTSrG5NI4uYTy6qBR7qhLRX5Moj+w6SwjF8VzZ+1aj 0xiIywlz6AIK+A4p8C33R0HiXnQQqqsuKkyWS1SUF1jONVKx2gkiYeyj0uyh cpRHiVRSOZYTxDIjw5YorJi+EQHPrUbi84tR99Qr6Fni8zXVP7J30FxnE8Yc wphLx+ZU3/gEvXiuLd22qqvQdtzG2T6WTwPj1eeAUj+KSRMCOEVi+H0FRNfH Mn79Aogiq1/DKMsgVhupEw+UYUlwObzDxNMxCkbeEAyF1JElo3LXRWzFWZkA y1QtkmDR4srdF2TOdn4KYTzvJadi7leX5dIXdJI/l7DIwzA3KatvveSyxXv4 2sv3umBynaZG/Ojb42FJOqJmjbOobbLX71fWeNTP3fzgdh71e4nfk6/fU3JP pFE3Ui8aGE7I6dkqsbl+EIv38ubDqBuNbvhaW5UdRUc78MqeHARldpHHbizL 6cbyU2ewPJ+lUBT+XtjJ0o59NX1eMnHRD5TsLU1KJheZqaXpLELKGojgEZYU 7M5IwK7jZqRmxcJZHEedqJ4gR33YQ304QH04bBOnwyXLQw9zI7fCsN4PGwO9 sTrIF/mJ+6gr43HNLVIzXGtKwXdxtSkZY26iSBzHUXRQtxLHfn62p06cAkK9 WEUUK6kXK2KIYzROF4SjxdkD32fXwPqCN2qefg29Pj64ZHOou8J/B3tbL0WY NvskmcwmkxTLmLxhZbpZY5KhhFSQdQxdpft4U86jaOGLSNWa4BLlY4VF+Z08 ykIFKcPZa0pMYb+kpI0S/Mjt3GfgvbcY3ofKsNnq4LX0ITp3ANH5gzCIx+Zi PVM5FXalMHMi9dQo2WSpEyaPxSZ3OtSPkksLWbfYyaNjWOZRsDBWMbvFrp8B ufSwny9yJa2puQcmwpnd2aM7+04h8xOFTE/7g//jy8nUB9HTVU0Zkdih7HCX CYL65BMuU1Uftia5sPiADd7Ukj4mkhlPTZncgpd2ZiIg/TQCs9oQmN2OZbnt CMrrQFA+S4H43oaNpR3E8BxN8jn53UvmUnlQ2fzRPMIyTCzrsDPjGJFMxq70 eESkW+AosMJVqJ7+RjPdRe3YKzLkVMUjL+kgIvd+iA3UhEF+PjB86IfheF9c zduokPgQrvNV/KR8J5Usl0jmBZJ5zpWEEZI5RIvd3xCvnE3D2EaeT1NNKqtI ZUU02ovDZccIMhc/sxaxL/ig8pm/wfn7x0TCWJXMbyM6g8F1VhOMJ9TNwtRW 0psbp1LEFgxuGdhoCVi0SRVtRo8EThEIUnpdH1FbijzyksRGLcIljY3CqrLL Gklj4xmEFHFY9hVjs8mOqIweRLNtmdupQNmwYCxlgFU+KI1dbNUQtSVLjcj3 xFInypBYQTgkgLQTvkYWJ/WQqx8mNwvdRbEAVmNR/BxL9zG7e0B39FE6omdt xCexZNE1zqJ+kYbGon528UtZfFBmXAinVxiR1TfOo1E8ca2kRY6wY/FhO7yj nFhidmERvclXdmXC/1gTPcdmBJxoIY8tCMhpRcCpVgSyfFjchjjXiNiHNCIs Fl/jaA3i6JVYm4eUPXctAzhcVqNe0L8iP8eCxgLl2G2BYTMNdlbcAaxbFYiV 9P4MBzeiOiMMg7Xx8mS2TEYxZxMDcLVou9SIqWTjenMqS4osV1nGyOOlJsFh ksKhU+OQWpfG+kwdOawlh7XUkDXksMqAjtJw7XDolsYezCeK0S/4ovyZN+F6 9HFcr3c8oD4BjDpWA0OGG8bMdupJkniKBNCJiym5ABNDbDMjXZHG2lJ7VSY+ iZOJT65rUyzCf7wuMLyOf1cSmzhFygcl4o1vvCIjXWWO5Zyyo4WoWJ3dclpv RUQx9prdiKTrFJVFJZLNgctTcsgYipU8MjHlNHUVLJWKyTPVsNSy1BE3G0tD v7KYtVFdzOruk+tYeeeSvhaFSLkg2y1WAN64BWIGDO9rIB73lBNXWzWvn1lU QdQ2d+sneGaq02cCRLGDW0tqIFJ/iKQGB9jHC3bZsCikUW4Lm29swEvbM+B7 xAW/4ywcB/8slpNNYusj1uW3iO0UjkH8htI7yH5jcbGIWYIm4RPz3nmDQtgO lVVja5qS2i//pFme9GDLNcnf16wIwIogfxyN3YP6HAM6K+IxTBstDle7oJ4R mLTGH32mzbiaGiQ5vCYp1L6rJDarJLqTb5FIrdhHW91Tr5wB020jiTZqxDqS WEMSyyPU1WsKinOfWofwF/xR8uw0uB8jig0OZXnxN2BvHUb0cScM6W1Ujmdo rgeUp8PF5xkJEscK4lh9WTk+QWYZEa7gVS8523K/ovfEORlacY0pOaCdV+RE 9GX8CHHOS0rKHXXOxSq2pLh7aU07YXG2kKYGZOT2IiK5CxHHe6UqiczRUSlU SomiVkSKitsWpdapC1IbWMSC1EZlUWqMIDKmSbzIldVicarRdQYjH91UKfoC i1qqG3GEvRa2/NzDPM8EFvUh9fuqgRabqcN4FxFUiJHkMJoytT+rE/P32rEg zImZwTV4eUc2vBPFczuWYy74pLGkOxFSQTnlHVl4RxbKmIV3ZeEdWVyUN3ef 3PZgkupeiNh3cKCkCpuPpkrmovZvZsgRgGWB/kiM2i3fa69IRBf9xF76iQO2 ZIVBceSqyuCRLaFoO27CxbJI8pbqJeATLyKF1xf4Yxmhvzio8SfOIGqgVW4g f/Xkr5781Row4M5Q1weSP0cPZj25FodfCEDRs+/C/fif8JFd5e9biD7SiOhj rVSHXQxlOEhiikXGsoxjRRb2qotqHEuVJpZviQzT9ityTkVM7Al1N4W4XRa0 XaI+jG+8SNouyB2sIlOHdXxmRchvD8nroPlUZvnEJdS7LtCAnSF5fQp52Yoh iyoQK2cVHSLIM1aQKlIXU6NbUdowYUUpx0csfTYK8MQPUxDtFNAprp0ePOMt 8LSlwfqY5WdfBt494+CpZ6DMlm//CrbOMYRS/4Xx2iN43Xvo7czd68C0XZV4 bUcBFtAQL4x3YfmxFmzJbhuXJFOdsrzb1KAs7dY2KcS6+6RqFxIU5ejCwaJa rAs3IjAoQHkGG7oD1ZnibCerTJUovtoYJgvmem5jThwYqTDXXZaE09SH5xxJ XgI6kaFUqL2WFFkEdlcEds0Kdmel2lOxoxHusRM7O7GzEzs7sWtgtGwz4NJg w73j1J3B9CfWYv/zgchXnzyTuvvVZ3xZRR0krwXRaZ0wnOxREmUUjCi5/8vE kwGR0/y8GrSq2ZsbLoq5E8jpOy85kyyeblyQe6llcZ6Te6atchZFnUmhvyIs hpjPM7vbYWpsGl9XLHKOhJG8sLQ+hJO88GxVYxTI3CNSa0RT3xn06z1JnZEj ZBTrPUmdwdl3j7Z0uWt03Dt78AukbcLnzmMaafoF5z/TvaepvQmkidka7cky LfJclbShy5/A1jMGW98Y6vvHsNFQi1lb87AuuV3JnyKkp1SRHKOQHLEW26ZK jV2RmhixUNXehZ1HcrD6QCiCNu/A8u17UOlwoSI1TDZrPyFO0jDDIQmLUwlL HCesXyPMrhAmjiaVR5W6U3GFVnWMaBGyKbjaksqxH1Ppukildr5JoWuYRlXS 1aidNUK6GkmXg3TZRY6qaFwcbBhfEtrS0IntQbHY9fwy5D43C64/P4nBKKPy 558o2SgSm6jY2pVMrnJuZJCKbVieUhVbPjq+M99Sq6Y+rmdpOKcuTjkn1wfE yaJtWVbmR8TuZEGWuUnswlc2dZqbhV3oph/WhsbRc/eqbmZ96xXC1YswhsDh VAnhHJQIDkokByWKYEXRkEZVs3BgosX6ywYxGELM5ephL0Q2CrDEIuKR65+o 0yK3wIqZvRGfKmDpk+9q09EaWPrkn9+/3XbqpwEXqlIhmExIzUZoBi+cXoA4 7jqS0hBFXRbNC46uviUJIoHhzpQcLF29Xp7AsCU+HbszS1DVqx5M8m84XZal QJQpDpgwy5+djFebShVV1Vl1C6IhQjRip5lrVE4BvehKkUfMibO3BEheAiUv CdC/SoQuU0FJjKikRgVGrkQMECV5ZI0zTp7C0e0kRo3EyBGDzvpo3Lg6rO7t uhfbAmOx7fnlOPncbDj/8jTaPvAeXyXYQNsVldxGFdWN6BOMGIVPK1JmFw8q GYErhsnQsJwelZmB61hsaobg+hEvmRtVTK0Nyx3B4um+mL4Qe4HN6l7gW7MX vXL2Iqe7T720b8LWPoYQNhtKhRRKhRTGIQgnNxEU5ggKcwQVUgSHIYLcRHAo wslOBEtG+1kMX//kBzpOYsc5OaptatNvPvS07XsCJ/rpuYXqBeot49ClT3C8 dhQh+eqFkpWw0i5siycbq8hG0EpstqRjX149wm29aBgeu5V/VlxOukiLbZaH VylR5VfQQTDO1HAs62h46hUwpA1zyqM1veQZm1MkG5epYK40Cz4IhTiqLQVf k1yccydJLobIRb8rAb0uRo4u5diJbhcjR6cJXQ4j2mxRWlLFLQGx2Cgfzs6F 44lnUTFnISpCYzBQ51Bdqm8gM78XkaldcjIhSptMoJtpLO4nGgNEg6VqEKZq jnXtoJyxtIisyZb6Qd6ZpWFQ2UzbOCA31GqbaU0yZOvT7w6PobM0ev2GOoXy gOzouu4xHCNkwdQkIXSOQqhJQimYIaQirUXkVKgfGvuRfvznqOPfeFTL/aV3 df5dN/5i6ayH8ddPPCjj/9Xbxl8UbeVt0rEsrFq3EctWroYlPQ8VneKSbANj Gtl1RwxoOBZDjWCS52g48q1wF8cpB71XJqJbc5brFbMy6hCnXOsG/qI79V66 xCm8iItunYfCQR50J8qzRXrcHOgm5ZD1brcY6FjlNm4lwLxPHfDNS2Ow9vmV 2P6bV7H7of9E0Q//C45HHsPNBm3Av4tw62lEHj0jJ/0i1XhdDLiI18Xkn0xv ySEwiV2nFEwzFbqZwim2nZoblE2nZt2mU1OTNlEkdp6KIL0bo4yMHh0ftUyY vjhqerdBGzX9dJE6alpWQiGxCxcq47VIvn5F/qvYSn+HxahfV41Ac+EJ2EQe 7nQTGk7eMv3N1NrCubyltRXhHLbfGqdz4mRylxyrezhAHDAxQl+jklaEUeyd HGxKQF+TOkbqkeHdbgqjMwZtDsP4SN3paJ77sMk/BrO//yQif/QUnI88gRvC A5j6Z8X0fgcZBUOIONqrzEaoEcXtMyye41iTXY1jb99Y6QWjukFYBBk9MqL4 48TBMonBOvIvHkyxdnKufkplwmDpw9gFKpp3W6b5TfVGr54bUbJEH4tFQ5YZ DepknLs4Hq2UqI5xiUpURqtBGa0RjtZoo3JCsRgxcRINzagXhy6ZKu6cSxEq KVgcuKEmWlYOWm9z/G0HYndx0Do4aGfaT0xi0M7YHJjz47/KrLX2307FP6a9 gKEXX7lPpS69cBjhHDSRBDCCgxapDppwxqUjW646svoQUNtUqG4oZAg4RW59 FaFfz3joJ52he8YvcYpiY24NoHnuRnwmBtBx5KsebKR2Cqxe6d1lAD+4wwCK 8RdSJwT2O6o6HHA3ojYlFrZ0M+rFCVx5yoS+ELXT5QnSDnbTDvbWKeI2wAEc 4gAOcwBHGjlgo43JjOPPOjmeLGcZp406hTZUJE0buL5mukQcuK5mK4sFnRy8 DncsAzWjNkp3Gr37VW9p3k+fwh5xGtYzf8D1BS/j/PoN0AK64fOfIOyYMnQy jqKGjKSBiipRYijhOepjKLlnztEnt8t5caTkeHH4xMY5sQdUe2aoXYriJ3zR Gmk5/I5EZHMMN+HTqB34vCFdW8Qsxur2EyGUY1S09yaMofCHi4uL5W/v68bw TjtKtKedeiWs1PUtVMTFoPaoGXWZFthyrGjIj4NLVaGnK26Naw/HtY/j2l9P 4bRT0ljE2A47kljzcGMSpVEcDzUofFsOaL8qhXIwW+Lkeccd8rxjM1pdsbhx fVTrsS8ZT5FZ/djP/4BrM/6Azn2b6DxpaWi+DlvbGEIZE4eJmQx6deHFymxG JC1dpBqyaFvGRNgSaRfjGOEQ45jZMSpcUFnTLz2MmaejnbRxXPCsBUlBTfg4 pwWfD7dpJ3toJ32K3zxl3fIwjlpcM0M3jmJ7gKdxvPeO4/hNjI2OojLRhOrj FtSesMKWGyfT8LuoYGUafo5lO8eyi2PZTZMox7NeGc+BhiQvDHBAv44BDucA B7Of4Uk/PZReDuMZcYoNh7KTw9jO0kbZPM2hbKFS7ezIvtP4eeo/bTewyGXp w3Gt+80f8N/Lpyr99zXYOsZgo98YzKEMpViGUpuGcSjDqpRtVGEczjCKZvrp s2Ir1a9VQvQtaFKoHbaakXQe+2LPsr/O4dObN/VnsGg+iiZx+gj0odtHSh9Z vDtBawpNKf4uzjzSzN5XPIyU4qX+EGNnR1GRbEZVmgXVJ+NQeyoODQXx8pC2 JnkMVQLaKsUhIonoFKNVxwjDRgmsZ2mghrWzOFg4RD2UtjMcpi4OUweHqI3l NCWulaWFQ9REp7KzM0fnT95KJj2uk8KM2Mex6H9GnHoTq53LVNc7htq+MQyN fYLf36Wjf6DrUc0OeTqaeUKP6qt6+y52SF11D83ciV7W3H9l+uoHskfL2KMV 6VZUnohDzal41LNHG4sS5Hmq4ug7kXS/TaQUZ4920MnoZK92sUe72Jtd7M1O 9mYne7ODvdnG3mwl9M3szSb2pJuun5MuekdnrrrC7h68xx47/gtaGGqlfw66 XvAsA55sgXYeu2a4FSq+yMttHXbfbVWoSVnF3o3X1T/foe88nRzxf6vVXzl3 FsUpFpSmWVHObqvKjUddfgIa2G2NpYlwsduaKhLRwm5rZZedZpedZpedZped ZpedZpe1srSwy5pYXOwyJz3lRjdVj8uC4VHneHcJgfdjl9l+S4FfMfVFDzxq faAP+h6+c7/cOjxcyyWgBRLCvRF5hnQ7XPDyJMzktz301UMqaA0lp1CUHodi Cmw5+6m6IAF1FNj6skTY2UeN7CMn0XKxj9zsIzcF1cU+cjXyfWcCHCwNDOvr WWxOIuqw4Nr1s7eWJxlxgN0zIE7wLDb5edBSWlfonXO1K7Tzc75ovZTpf11H 6PvhTjv9tHD6izNy/4bLF6h5K/OQnx2Horx4lBYmoLIkAdV0AWspYjYqLRtZ qafCqmc/1DckwGbn3xwJqGlkvzXGodJuxcCIa3zVwXTeeLoQpZl/wD8GXf66 m9ciE03J6B3bL735253dF++gZPTRyvc83LnS7/+KSxeFEXEjm4Y1j45vYUk8 SsriUVaZgLLqBJTXsNTxd7GwuZ5/s8XB0ZaH3mHX+Ay5kIKlvNsGRQoCJmgC cQnf1929ph0mcad6V+L5SajTH3i4UyV6YPB9xo2OXje6+tzo7mcZ4M+iDLpx 6epZbW5XHLJ5SDD7nGQ20IP4PnTnm/nauNxrXo3exj49CXH15GA9q17bDF5X BpH6aJZEKkgn2dqiqod072nS/j3dtXn0XJT3hEIRvz2hu8o7+Ww/9XCVvxGv iq24Z9yOql+a3yKOBVr3y5dQ+7uX8D8rpy6boBFE1Xe5g6+P9+49Hu7lTx6U wEQPRpuW15/m+NsJdd2pfu1c4sV/3oaCtyPx8Y79+J+aU8sndIVe4vQKXr0H TR3rV3E8Pgm0/8PDlf/Ow1V6ss3alS99w4a6qD78s6EDnw53r1A/qn/mr21f 0+vjCVeuVz+PqvXf4co9bVf6vUd51zFyaP8oEnPPw901wk69utKDBD7ood67 XOVvJyF3v77jpXp2ELdOQFf83yQuS6/R/ssDsNplacD+zkOVv1E7aoJX5onZ zR7g/O6E977kKv/3HeDUW5hHPVzlb8eF9dakz3b1c3rT8J0vu5x7xnWocBCp pX4xCXF53MMVFXogSWv9i57keOviS3O8qA//fRIw/cWDFBXq7lMD5i6tTzxu WWjin05CMz/lQfUU6ZrWfI9/8/C5CU3rRehHk1Cuz3qostjDiH/bQ+/cpekf TGK4X/DQdIluuDWwtPr1WExoWkxBaU1/7y7qjc2+7KHVUt2QapMm3/zyVvUS 951JEPaa+n/6wFFrWk/YN3Xv3a7jx5vWeyjfmtDXmkrSD/PfPDRd5kHP/OuX N61XVd+YhJ55y4O8lE8gTPzmKT588M5Nf3UShL3jocoKDwrlG3duWhsLven/ yiTGeob6f3qvtkLXudpYa03rcZzQtF6u7tU1fSdt8r6Hpis9aBNtAkov0ndp 2lNmlonaZK6Hpqs8aBPNrdUL121NPyCFS1ssZrPZPI7vPA+01ngY36/qmtP8 sNuau1dW/cgjj+CHP/wh3nzzTVn9ortUrx/Dr3r43ISOFFMkwh6J2NdbfU/v FdZOqFY/z6TvzO/qBeIeaWhEtaKjaGQXebjPOg9Srj1x0/Ou1vxtXc0nTpyQ sxiseaGHAbOp7+ldUe3Bq2j99tnG2x77bNu2DbW1teOO7+XLl8dvcbaHpuo9 DOqdJzbVb/dN7B7ljxin1FML+nHVWtALiNrCgyo2+m46c+aMxMhT9Q0eRuF+ D59Tq9cfhiFuwGAweKzW7kG27pvQlK7ahzxjM9vDfTo89Pi9d65ZC+J1yIx/ XNyE1vvTPAyaw0PXazch2NcIVQAan33S+kZwpLnRX0y0dXtTjR7UoHaZemFQ m/qh5/7SZjq+mEH89tacHkbnHg+fU1v7sdrJ+j5UiVVn+m//N5duiLTh0ARK P5Rq9T9Rb0brN9GMrma9Z+DWdYnmD2k3rcdPrfmnE7pJvfh37lKzfqzvUrO2 0krfJdN0F6eNV5Mq8HrxEu+ov6uQahMJenLe9qBkm9WB0HsnWs1qVT/3TMab HmprUWvTS5J27ept/oeH29R6RTO/orx6l+r1PTqh+kfUj+jvW/NnXvdQZat6 c5qUqA/g1dp+OeHW9+3bJy5Sc271yqFNJwCiAfH9O7qxmKIPgfU3r92o3kS2 qnehuT5apeJuJvTjnSZgtZt/xUP1CplfGXfq9D6l+IzqXanjL0Ore/Rzhl+c z/kCHS95AN2hfnRCs16y3SnjPp340PfufJP3euhD7cbVAFz+9qyHK7BN7gpE eVgHv276577bOleqJsVvfM5Dc9WTb+4nelm7/YYfUG9b9LBwJkJDQyWIQvl7 arVcuWTR6P23De1El1LREcqWLnmLX9V1rfgSnpynFoo9teDJaVWkcXz6RXgN Wtd5Gp78ydar5LcaX2Sl7xkO/9MeDEjOxKonPoLRqlbm4sbnZzTKxJ89TV2c 0InSXapVegBTPXSEpwf2Uz20lD65lpR/VSebb4dGc9r+7KH2o19Suxr1KHPv 4/NHGihC6LVa9SYweXK1PqPU+oSH3vmTh1rjJ1erMueCJz1Dog2w3rSaJ1Q8 MeJUK1amVfC0rhM0RB7zUKtxcrUq1gnP3AUR4Rpr6k17KqA3ZpGTa0mx3KoE 3juxY+SA/t5D7aGTq11xhdTHYbd65061Hppcrcocw/g8mr53tJ7QW+P9k6tV iQbw1wmIqGZFs9YikBVWWPz2Hx4a2z25xpQIHi9N6BiBjebK6n16Tw9Utt+l Jd08lBIbQ5v+00yzHiX9pJqnljZPriUfpaVXVNs4oQO1x3baej29rv9wcg0s VRp4bUKnia9feqh1ja7WiXNGulqV53rjDqG+gzxd64rJ1bpKqfUNzzT9wkPF gZOrWJmKw989kONpD6zf5GrdqNT65l0oEb9rgqqt19KHW96Ta0l5FqXOjt57 W8eIexDftQe2epu04EtqV/2nnUrt03S9I77EpzzVOndyte7VgadbuHV7P/3E Q/2z7lK/zrk+qNT/qgrLhGdl2iqxCQz9yEN7701o7w7OfMhd23tA13na/I7e qdY+qk3W6M3x25O7gIi7XsC/6DSIB+/6IQ/t/k3X7l2iGMNd2/2qjklhAMXN C7dXkODpSb9WzSRimNi7Nvx1XY+LL2FkPDX44uQaFMU6EVntMYO+Uz0ttnnu y9vQ3ONEpY05Oj51gdiDHip/SrmcLw9HUpWqP5iAol4faevKxG/f9NDWnz21 5cnLP660NU83+nrqxJf2IEZv6R+fWP+doohMpZr5HrrpDlX/YbJVZytVPzM+ yj/VdZj4Ejehdc4X15F8aQCRp9SvxX16bDUToO8ujTG9AfrV5Foq0rd0u4B8 rk6YPOyZs697aPSRL2lUtUVlukZvLYWccKM/VLWRnkHxjuqfPeCh+Z9Nrvmq yTT/Iw9Yaq6hp7Z/Mrm2lccj46u1JigkT3Hojyd0v/i6w/0/POEa7uAE2yfS e2uNtNoVWvvaHjb9GGhpK4SZEZZBu071Qh6a3DUo/zfuiOtvWGtU3/Narhb9 A0JRVEfou5NrVJm7xK0luIrndv9EtPVWz+MWkm9Orr12pb0gFSV9LwotKmyc p9q/Nrnau5Xal+n4EN0lCvnwVPFXJldxn1Lx8rt0jlbrvXepUed8KqexQ1mm 9Q1Zm/ZITu9NfEktysn2UFz8B8Zv+K233rrTf+Ci8i+rdX2Un5+v/Vk5OQkS Jd8v/rxsXAXe1F//7bRe///yp+XjJN7U9/ntn1WfyqwY/+yNu1/2/99+xv/1 fwAtTGXU\ \>"]], Cell[BoxData[ Graphics3DBox[{ {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{-0.39676687095999996`, -1.6629966745199998`, 0.7892062693799999}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{-3.0252623534, -0.8296842003, 0.027758185214}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{-3.2669583087999996`, -0.25739957846, -2.8000070141999998`}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{-0.35848102219999994`, -3.208754748, 3.191747214}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{3.8648676152, 0.09607933901799999, 1.3578248227799998`}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{-5.893866421399999, 0.57818056696, -3.5237720722}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{5.600203001000001, 2.316804076, 1.52355379298}, 0.255]}, {RGBColor[ NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333], 1], Opacity[0.8], SphereBox[{1.3465242613, 0.50501037624, 0.9577131367999999}, 0.24]}, {RGBColor[ NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333], 1], Opacity[0.8], SphereBox[{5.616265672, 3.6819421383999997`, -0.87076684354}, 0.24]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.8], SphereBox[{1.06809203246, -2.3014972954, 5.0043723932}, 0.178]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.8], SphereBox[{-1.61078354514, -5.0950792412, 3.3625784444}, 0.178]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.8], SphereBox[{-6.984427296, -0.7648477012399999, -5.3258147858}, 0.178]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.8], SphereBox[{4.6528833571999995`, -2.018227368, 1.59906724394}, 0.178]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.8], SphereBox[{-6.8846497632, 2.3502522262, -2.4842337996}, 0.178]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{0.25222172921999997`, -2.8873123553999998`, -0.68319264078}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-4.282875006399999, -2.3581890754, 0.44072189772}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-3.4948592643999996`, 0.84185403574, 1.06408581334}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-1.9997080531999998`, 1.2582173653199997`, -3.2306755696}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-2.8083218086, -1.9288433281999997`, -3.8412460402}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{0.6883326954999999, 2.2674822274, 0.77996550924}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{4.9569402706, 3.553629743, 2.9880347512}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{7.4715986588, 1.6746940784599997`, 1.940748602}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{1.1602350722199999`, -3.157732146, 6.6010018906}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{6.2088837456, 2.5314769496, -2.247829077}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{6.7814707236, 5.1640542402, -0.74300246868}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-8.6617480936, -0.3492213648, -5.877992723}, 0.12]}, Text3DBox["1", {-0.9967668709599999, -1.6629966745199998`, 0.7892062693799999}, {1, 0}], Text3DBox["2", {-3.6252623534, -0.8296842003, 0.027758185214}, {1, 0}], Text3DBox[ "3", {-3.8669583087999997`, -0.25739957846, -2.8000070141999998`}, {1, 0}], Text3DBox["4", {-0.9584810222, -3.208754748, 3.191747214}, {1, 0}], Text3DBox["5", {3.2648676152, 0.09607933901799999, 1.3578248227799998`}, { 1, 0}], Text3DBox["6", {-6.493866421399999, 0.57818056696, -3.5237720722}, {1, 0}], Text3DBox["7", {5.000203001000001, 2.316804076, 1.52355379298}, {1, 0}], Text3DBox["8", {0.7465242612999999, 0.50501037624, 0.9577131367999999}, {1, 0}], Text3DBox["9", {5.016265672, 3.6819421383999997`, -0.87076684354}, { 1, 0}], Text3DBox["10", {0.4680920324600001, -2.3014972954, 5.0043723932}, {1, 0}], Text3DBox["11", {-2.21078354514, -5.0950792412, 3.3625784444}, {1, 0}], Text3DBox["12", {-7.584427295999999, -0.7648477012399999, -5.3258147858}, { 1, 0}], Text3DBox["13", {4.0528833572, -2.018227368, 1.59906724394}, {1, 0}], Text3DBox["14", {-7.484649763199999, 2.3502522262, -2.4842337996}, { 1, 0}], Text3DBox[ "15", {-0.34777827078, -2.8873123553999998`, -0.68319264078}, {1, 0}], Text3DBox["16", {-4.882875006399999, -2.3581890754, 0.44072189772}, {1, 0}], Text3DBox["17", {-4.094859264399999, 0.84185403574, 1.06408581334}, { 1, 0}], Text3DBox["18", {-2.5997080531999996`, 1.2582173653199997`, -3.2306755696}, {1, 0}], Text3DBox[ "19", {-3.4083218086000002`, -1.9288433281999997`, -3.8412460402}, {1, 0}], Text3DBox["20", {0.08833269549999989, 2.2674822274, 0.77996550924}, { 1, 0}], Text3DBox["21", {4.3569402706, 3.553629743, 2.9880347512}, {1, 0}], Text3DBox["22", {6.8715986588, 1.6746940784599997`, 1.940748602}, {1, 0}], Text3DBox["23", {0.5602350722199999, -3.157732146, 6.6010018906}, {1, 0}], Text3DBox["24", {5.6088837456, 2.5314769496, -2.247829077}, {1, 0}], Text3DBox["25", {6.1814707236, 5.1640542402, -0.74300246868}, {1, 0}], Text3DBox["26", {-9.2617480936, -0.3492213648, -5.877992723}, {1, 0}], {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.4], SphereBox[{5.921950634101536, -2.2322085152300244`, 1.8065600759314722`}, 1.125]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.4], SphereBox[{-2.3539705838358724`, -5.527803639872522, 2.3828868703278516`}, 1.125]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.4], SphereBox[{-8.088488662013571, 2.685981665761866, -2.8549501454964332`}, 1.125]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.4], SphereBox[{3.918036227549499, -3.0933686338372453`, 1.5403823690717122`}, 1.125]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.4], SphereBox[{-1.5997330284199416`, -5.796542181504221, 4.461305248232498}, 1.125]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.4], SphereBox[{-6.280232365377454, 3.0231961503612865`, -1.5455117725100678`}, 1.125]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-3.0252623534, -0.8296842003, 0.027758185214}, {-0.39676687095999996`, -1.6629966745199998`, 0.7892062693799999}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-3.2669583087999996`, -0.25739957846, -2.8000070141999998`}, \ {-3.0252623534, -0.8296842003, 0.027758185214}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-0.35848102219999994`, -3.208754748, 3.191747214}, {-0.39676687095999996`, -1.6629966745199998`, 0.7892062693799999}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-5.893866421399999, 0.57818056696, -3.5237720722}, {-3.2669583087999996`, -0.25739957846, \ -2.8000070141999998`}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{5.600203001000001, 2.316804076, 1.52355379298}, {3.8648676152, 0.09607933901799999, 1.3578248227799998`}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{1.3465242613, 0.50501037624, 0.9577131367999999}, {-0.39676687095999996`, -1.6629966745199998`, 0.7892062693799999}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{1.3465242613, 0.50501037624, 0.9577131367999999}, {3.8648676152, 0.09607933901799999, 1.3578248227799998`}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{5.616265672, 3.6819421383999997`, -0.87076684354}, { 5.600203001000001, 2.316804076, 1.52355379298}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{1.06809203246, -2.3014972954, 5.0043723932}, {-0.35848102219999994`, -3.208754748, 3.191747214}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-1.61078354514, -5.0950792412, 3.3625784444}, {-0.35848102219999994`, -3.208754748, 3.191747214}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-6.984427296, -0.7648477012399999, -5.3258147858}, \ {-5.893866421399999, 0.57818056696, -3.5237720722}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{4.6528833571999995`, -2.018227368, 1.59906724394}, { 3.8648676152, 0.09607933901799999, 1.3578248227799998`}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-6.8846497632, 2.3502522262, -2.4842337996}, {-5.893866421399999, 0.57818056696, -3.5237720722}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{ 0.25222172921999997`, -2.8873123553999998`, -0.68319264078}, \ {-0.39676687095999996`, -1.6629966745199998`, 0.7892062693799999}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-4.282875006399999, -2.3581890754, 0.44072189772}, {-3.0252623534, -0.8296842003, 0.027758185214}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-3.4948592643999996`, 0.84185403574, 1.06408581334}, {-3.0252623534, -0.8296842003, 0.027758185214}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-1.9997080531999998`, 1.2582173653199997`, -3.2306755696}, {-3.2669583087999996`, \ -0.25739957846, -2.8000070141999998`}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-2.8083218086, -1.9288433281999997`, -3.8412460402}, \ {-3.2669583087999996`, -0.25739957846, -2.8000070141999998`}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{0.6883326954999999, 2.2674822274, 0.77996550924}, {1.3465242613, 0.50501037624, 0.9577131367999999}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{4.9569402706, 3.553629743, 2.9880347512}, {5.600203001000001, 2.316804076, 1.52355379298}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{7.4715986588, 1.6746940784599997`, 1.940748602}, { 5.600203001000001, 2.316804076, 1.52355379298}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{1.1602350722199999`, -3.157732146, 6.6010018906}, { 1.06809203246, -2.3014972954, 5.0043723932}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{6.2088837456, 2.5314769496, -2.247829077}, {5.616265672, 3.6819421383999997`, -0.87076684354}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{6.7814707236, 5.1640542402, -0.74300246868}, {5.616265672, 3.6819421383999997`, -0.87076684354}}, 0.1]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-8.6617480936, -0.3492213648, -5.877992723}, {-6.984427296, \ -0.7648477012399999, -5.3258147858}}, 0.1]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.4], SphereBox[{-7.050451518758962, -2.0603528014101578`, \ -4.8485473791586235`}, 1.125]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.4], SphereBox[{2.356638817865696, -2.287849962651291, 4.504434624943295}, 1.125]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.4], SphereBox[{-6.1745335068867435`, -0.6380151622172554, -6.438677040259561}, 1.125]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.4], SphereBox[{0.5794325471182797, -1.0377186337916353`, 5.2774149573707465`}, 1.125]}, {RGBColor[ NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333], 1], Opacity[0.4], SphereBox[{4.220364123875451, 4.100706202493104, -1.0722210938493801`}, 1.246]}}, AspectRatio->Automatic, Axes->Automatic, AxesLabel->{ FormBox["xl", TraditionalForm], FormBox["yl", TraditionalForm], FormBox["zl", TraditionalForm]}, Boxed->True, SphericalRegion->True]], "Output", CellChangeTimes->{3.5764689948754516`*^9, 3.576469827866115*^9, 3.5764702489264545`*^9, 3.576470534157356*^9},ImageCache->GraphicsData["CompressedBitmap", "\<\ eJy0vQV4VNcaNbw+qN9eba/Ue+tChQYoWtzd3R3inslI3Ijj7sWdeIgTTwgx khDBvUXq7W351j4ynIRDbu/3P/88vDOTCdln73et/cre79kzfLbrovl2s10X z539+kDn2Y6LFs91eX2AgzM/avt/gP+zSMjrEO/vA+rTff67v1g8iU/+/33/ nfTSFj/++CNCQ0NRUFAAR/lX96SXJ6VfZWZmYsKECRg4cCDi4+Mxe/ZsVFdX w0H+r4Xipa3o/JvSB8/g+vXrUnvqH3z77bfSb+7du4cFCxZg3bp1+P777+3l vy9ReiEPX+ofXpGen9C9PFt7TPkT0VhWVhb27t2LVlp7SXp+XLdfT0q/eww+ Pj7S78UrB2f36Nb+9Yi+nTp1SrT4tHIx0RAHKQ06ODhYem8rt1okXtqINl9Q 1NyyZ5cvX4avr6/Uw2daNCh+On78OIqKipo12KKbf2+9m22UPxG/8vT0lH56 WvmTQ4cOoa6uzoqZcuWl8sWKrb1/rhW9/lWnLSGi11SH0lZj6518TumkthG1 4wpQ0k8Kn+tb6c8/lD8TdBF90DalhUhpqvYR/BcdU4H5p/LnohcCEPknSTm8 itLQmVb6pIfBPx7VqNJPMWzBjkVy85WPUOD58+fFJR5X/lKdgQ+I0fwKj+lo YqF8hdOaK4jRtxjE68pf3rp1CytWrFBGK3+mslT8tEBu7VTr/X2jRT+0rWmY qLZWrEFJ9E1rJsR78dlbOk0+oXymkFH6ab7GmvGa2g4KbEQHVbzu3r2LuXPn SlpVmxemSNWw2ryWovPk5p2tk0dBVX1Ik3d462ZP1cTOnTulj8RPb2qupVqH J1oMWXyuXN+lhaUQjzYtPhMypBU1PKVRg729/SO78aSGBmLaiZ/myld1VZrX XlLtzuDWlfBpK1fSTpC5/9uA++tcVQxY6HrNmjWf6VgiVQ+NjY1WNc95CObH m8Gsvu/X+iDVHqokFj99qtOFp3Vm2mz5Ip46g+zVCqoquQSq6v/XXlJt/mmN rhVHrl7Swzrqnq0Pr6uOMX5GZ07OktuN13Rb4KHtdg8da/YHnfk3U24qwtrF tx5h4bW244tWGtdOLqXxcMWWalXOx79b6b7WpKguQG9Iz+rMpRmtXvXV1iHo p7Hbqrqf1QxNnV6tX+TlFkMT5kC8iqEN1DG8f2wxZcRP01u9wgutD2OwzkX+ pDMpprV6kX9quKAdhjYMG6q0qjX0f9RcXZ0L01oS7VGBWIuprg0ChujYOHVU 2vkxVb7WNg0Kwj2L7qsxhuoLtBHAYJ3m/6wzZ6bIzW9ufQDjWmlNO0mU1ja2 6KxoTbyKDk7UMXF/0WH+ZLmpdYoZ1uuYgE78zGZba1VLdaXVNS06qI3Y1EhM TNfU1FTppwk6xuyvOjyfJDe/snVtztBp7W86hJYHheVKZ/XCy9k6duRvmnGr jFWaitbpmHgIUrK5uTqtPafprDpMWR2IVLB5VC4oWs/NzdVr9XkdKo6XW132 COUp+YIWHtWGz9GxEM+3+ExoQblCaCsKfVLTvDpVZ+s0/3cNXipl5VmCoNYH YNdKa1qqKq0FKK217Kxisxx1TJbamtaMjJVb85Venn5U36TfqlbKUYOROunV 1GXLli1W3MbITVta0apejmLfSvNa6irNGx+hVSWrUEMhkZ8Ifyd+UpM3dflA /DRabk1qVAqc3m7RbfEQfkF01VvHqvxLh7mj5EbHK7/Sep7XHmG/RLePHDmi 5hitXUnLYOVKw8TLYw9Cz+bXfFmjKp10Tp1B4vIqIAYdk/SCDsVHPnqkL2ps asuR+uuYgBc0w1M5oDQvkVVyrC+2GEoLSxqo0+6LOuwfoWm3Rbf/qcMrwX4F mGCdK7ykMwnktE6etFLPn3/ETNMaSMEzcZ3WLqKdCspFFuloumWIL96rQwzU NKVq5GWduTFMbn7+I2aa0vOoVlpTsRQDUVqb20pnY3WaekWH9XJcpqQK+rGA Zi4t1zGJaqtaLssRmBL96ndQO1XUWEDttNZuvdJi/OJzpfmprWtznU5rr+ow WI7nlPhFP8/YqGMCX9OxVoPkpiY8omPilT9v1rFIr+lgM0hDfIXuLTsmfqO6 axGzbdJpWl1j0vJRzi4Uk/1fF4rFFdRAfqOmNdWcvd4CI6EO5QojW2hVm+Ko KwD19fXWpjbozNd/6+hmgMZa60RdipvZo9OaukimDQfl5QuFV0891Fkxbs0s aK1VLU2VVge2rmQ9n7Fb+Uy7LKiuEWmpK6ehyoX0M5gjOoZAXXXTUrev3FSf 1jt7rJXWtPAorfXStKbtmCBTvLoG19ycvCWbedJLaUPO559p1dqrU4CsitOZ 9W+1AEfMFHmg6NZCddqWU3WaeltnsL3lpjq3rro0ndbe0eGirDN0UjqmjflE i6K1TJ1Z/k6LMYpLKE3ZaAyIXmSqjfczdJp+V4d58hIV2uv0UlWf1nqoQKXr NP+eDhvlpSN8/AiVKj3P17FF7+kApLTWrkVnNemZdQ9IO6ff1/FsMhuVXz3s L1WVKmvMrbWqJaPS6rsaMm7atOmRubM61kKd5j9QPtMuq3bXNt9W6mTPnj2R kZGBch1L86EOK7tpm3hMaiIiIkIKn6ia0zpm4UPNZ2qU1a35OMUYhe9X/4tQ cplOU+10CNhV29QTUlOVlfJ+jqY5tTWthVFb0/Kti7a1JyVWCJaof6Lt4Cmd edyuRafF512aK10bGLdpoRrRbKlOsx/pELDzo5ttq9NsSSvNak2F0uw7Cr5i 8MLbKbHGYzotF+tM5Y9bkE/89Lm25bbWrEm7uqZttkin2U90CNnp4WbFpJPx e7jZQk2zahOftPh/Qg8tmtXS6imdZgt0LJC67K9la8fmzWr51XJHQDSlGjbt xG6vQ9sOzZvVkuEZnWbzWmlWS91Wmv2DTrO5Os2qOz5a6sp+yOpChQLUdaCW S8HiT07qWILPNJ+p1G3RrJYJf9JpNkenWRsd3n6mbfYxa7PCNpO7ei1n67Tc QYe67Zu3LDgmAiNh7flf/txKy1ozZtPi/wlVtG+uCtW+PqgoaN5slo5xUDus XZT8tHmzWva2XBEVf5ap02xHHfZ+0rxZLc2e02k2o5VmtexVmlWDPi3N/q7T rF5I0kmHvR83b1ZLs5Zra+JP0lppVsveVpr9l04v1JhUa3A+1zE4HzVvVmvH 9BafUnSalXX7OH766SfpM9FjVcfNmn+8WfNCxCTR633yIy3FU80uI/ASfyMu pSiw2RWfsHJQDcCU9FTvokk6F/1EaeYRF22ro452zYcsHi1TkRd1rp6oc/V2 rV/9iUf+ibwa1Lbl6qQaXestxSToGKX3W7++6pG0m5vK9V9T/rJl5YEyyV7X 6UC8Tgfeab0Dz+r8idIBaapplmcf7ooyg/6t05U4nXbf1HRF/N8WXVF3urSW 98PWdaF04I1WOqBt7bXWO6BaQq3VUzogwS2tiKrxmXYe6l3/uE5jL7d+fdW2 ae2Y9vqPiEG1PuJNnZ6o2cGls40oSUxHGaUNTvO5La7WNVrb89HpsbqpLfip 0+MXND1WJ6/S41etGmur0/e3dPopx9nP4kp9IxJWbcIOFzP2uVhwiHLMxQfH nSlOPjjmaMERBwtyYjfjTHy6RWlKu2D4j9a7rV02Vme90u03dTr7tk5n5QH8 BVfZ2ZTVm7Db1YzDrhbEu/oghZLm6otMSrYLxZnixJ/Z+XRH/t7egkRbM+ri 0kw6kMt+/kmJJY8YgHUNU2u3lBGoZNQ643d1RiD/v6dRnnwCe9xMOOBuQRwl 1d0Hme6+OOnmiwJXPxRR2qCEz0+i1MUPJZQijiqPo8nhaDLtLCiN3qRsbTUf yp9/x1D0KumaDUUOCEWKJJIZ/qneaF5XyJO2agMOcDRH3c1I5GjSOZqTHE2h O3vu7o/Tbv6o4Gslpdrdvw2q+IsnUOHmx1/5cnA+KHS2IM/BjIqYjd4aoqj8 fvZ3jKnl0tUjxqTZ+XtPMyY1KHlV4XIVETrkZsQxdxOSOKYMjieP3S7mGMrc A1DpEYgzlDqPIJz1DEK9JIGUAH7mj1oPPw7TlwP0IYIWFDuZUBW70aDDoadb GZz4f2Jw6qqK1k580Jx7WuP4gc7I5An4L9yob8ARN28c58gEWhnsaR57XOIe iHKOptojGHWewWjwCkaTIRjnDCE4L0kwLkg/B6HRKxBnvfxR4+lHVH1QzplY KkYYs8FLZ4RP/I4RtvvfRvihzgjlja8/0iZ4cVYZpdGlEbNcjwAUc2TlHNkZ zxD2PBSNhlCOKAwXvcNwmdIWV4yhhOKSMYSfceTexNIQwP8vcPRBhasJpxy9 cbeuwVo893AVbutDVBNy7WxtMUQRcql+pZ3OEGXj/yJqklIR5+rNIZppPPyQ RUoWuAehjEOs9gzlEMM4hGW4QLlkDMdVUziuUa6bluEGRbxeNXHoHPQFDrnR Owh1HG61NFwLKl2MqFuxXh7pM81GKkYoJpDYwxQjFD5AGaGavmqnbosBam38 RzoDlDPlx3GZjrMsKR0VlOSVm7HVyUyLWEUH+hoqEtKtbQg56uKJRDcxT32J dwByqIhijxCUUxE1VESDdzgHGc7BUhHmCNyg3KTconwlXi3h/IwKMZMPplCc o0LOGoNwhgqp8vSlQswodzHg7tkGuYqROKvBo44WrFnbw+uW1r0eraP4REcN TytT9goveTo5Hdvpl/fSjBymrYyjJFKSKMn0z0l0Cgl0Csfon0/SP9ckpCKe 3U2ia0ymuUrnxM51D0EJ1VFJddRRHU3GCFwyRXDIkbhhiaQKIvGVJbINbvtE 4g/42ocaolyjZi5bluG8ORQNphDUkCZVBn9UefigijbkGmnoqmG+yguxdiqC QFUjnf+7RrSZ4ac6GnlS+aPy5DR8ycl4wM2C4zSuyW7C8fsgi47/JCWXrjKP kssAINdJBAEMABx8cGj8Qnw5aAqOzHdFklsADXow8j1CUUqNVBmWEfAIAh+J y9TIdUsUNRJFNURTIdG44xuNu75RuO1LTVFB16maKz4klSUMjVRNrSkYVd4k ixfJ4mFCmauHk9TdB2mfqhWVJ4IA5I9a66p1Wq0opr2OYuRE4Q9IW70R+zkL jnD6JtFiZSheuIAutpiutpTRRJlwuVJsUcbnv0qxRREVlTxpEfb2GIUvu45C 3HxP/m0IlROGU17LOLBwKieSHIjCFSrlhiUaXwnF+MqKaYN7fP4D30fhK8oN KukKFXTRZxmaqKA68qbaGEgl07R4WhgJeCkVPE8+UjuCM2oIq00mOv93dWmd xGc66mqjBBTX6Ab30oIephuMk6yoBdlUVz6lhBa17EHAgjMiaKnhm9dQQ29Z zV9XUqtxvUfiWK/ROPzFGBzoPgZxE+1Q4LkMpwzhHHEEzpqiqLVoai0aN3xi qJ0YaikGd/1icI/yjZ94H42vKTf8InGVmrtIWjVxxtWRVtWmIJlWBh9Uehqw 9HdoTXt3gepGu+h89r5Wa/IinWhSrDVwEn+mRJJaxQnJWr2B/DIingo7QX7l SFGeP07R6lZQ5IgoUIqE2qCRMdHraGKs0OgVgAZGRmc9/XGi72ik9B2D+N5j EddrLI72GIOsxUac8o6g1iJlrVFjV6gxWWuxuOMXS03FUmsUf2qNIrR20y8K V6m5i74RaCLfzlpCcUZMRiO15u1Lc+e9SEdpwvJqlfb0/5vSRDPq+giVJq9Y vmlVWtbqdThKIynYlUJlZZM6hQxFymiPqxiO1DLIqhdBlteD4OqSEG/59QID rfOGQBSOnYXM/uOQ2m8ckvuORZJQHCmXt9TMgVJhpJiqsJtU1teU24rCODn9 Yzk5JYX5C4VFt1BYGM6YQ1BlYp+MvqgweCtVPK1rTF3C0CaAqsa04c37zSen djVH9pJ/wt4NGxEyZBQ5ZaK7EnmQHwqoplMeQk3BqKV6GhixnWPEdklEa8Yw XDWGtcU1xi4vMWwLYQBHyGfb4+TACcgcMAEn+o/HCWortc9YpI2YxZFFSVo6 Ry1dFrSihr7yk7V0h/q56x8r6UnWErXoL7QUpWgpHHXUUrU5WBlA81tzZj5C W4IBqrb+rKMZVVvaWEnRlrrMJPZC1XipkxIqnCSplo+ZjKhh46XY9iRnXQnj nQrGOzXUUgNj2vPU0iUj4xmjCPQY21BuMr65RRGvNxjnXGOcc2auI/IGTUL2 wElIHzARaQPGI73/WJzoMxolzJfrqLImSwwu+cTiOlV200+obTlu+y+n2pZL qrtDdX1FuaFVmS9V5kO3aiEs5kBpDKXeBt1FCdVexXpsR+KIYFx1Myulivoq FdvJQqV/a0WlD29HW1UqnKkad3VU5uuNs/WMqbwYQpqxZuwMrBo2hQlREEqp 0ioRS1Ol5zRx9A1zuBw6WiLwNeU2g6SvKbdotq9TtY2OJuQPnoycQZORQUkb OBEZVG1mvzHIHD0TNXSkjWTiBTLxiq+s2ltU61dUZ1vyL5YB91dU53XO1Suc qxeo0kaysNYnFFU+VKklQFLh1bQTkjOTFKreqeo4JgulW8/j/ulS3Lt0dtjv UOXfdZj4O1Wp+gZ1LtcmpSDB1cgAy4cONQCbx87F5mEzUEY1VjPIqmcscZ5q vMLQ87pZDju/FmHnHUZVz+Muw4bblK842huUq5x3+YOnIJeSSUkjWdMHiTnO ed1vFB1kNOqpyXPU5CVq8arQpp9M1Fv+sW34FENTdZPP18nNy1TmeSqzgYZP VmYQKi3+kjLvNjao01rvBrDHFfXu2V6B/RtS8H3BYdy/UDa4hXq1axKqev+l o0pVvQ+vWrei3j8jb9U6JDL2TWLwluoWyHglGLvGL8CukbNwhqptYNBxwRQp RfU3hWp9oqjZKCl2FWFaFKfNXQYZX1MJNzlJr1ER1YyHc4dMQ/YQ6lfoePAk ZA4kWweMRqm9GbU0AoKt5yUdC8bG4JpfDFMYRi9P860gaRR/FYlzbPKsLx2K bwgqfQJRbvHDA4U+dF+NStmK/DIssw3D97uDcL/swIDfodOX/otO1ZixhU61 saGq0zhnL2ZSzJRc/ZHqGsSQJgRFnmE4NHERDo6ey7SH3pL6vCZyAiXsvUu5 5ydC32/5/CrfMzcguW5RCdephMvUazH/PnvIVKRRTgwWloC8HTQG+XMcyNso +pRoNCjcveAr6/YyVXqZbV9mq5d8hTEVSiVhfZehxpfZm28wTvsEoNjs04pe 1Y185zE+uLE1HL/GBSoFa60r9VUdpar5iTYKeq+5UrVL4apS450McnrqGoA0 NyqViVYxc4lyRsZxk5fg+Nh5uEiFXqNCb0l5xIOIWFbqc3TIVDYVe8tPKDWC iqFXcbYgk2QVSk0dQtM6eAIVOxa5c+xxmqFQFYGqZbv1lEa23UQ5J+Uo56nO J/k+kp8zMmdbZ8jUCjL1FK1AkY8/HqybS+/UmDDMfR2qV0fh/o5F1nq/R2hR XePQFhv9DgVq4VMVmODkTQUyMXMJpAKDHyiQQXINB5oy1RZJnPmyAplW+DVT IA3e3yQF3qHcohKvU4lXqMTzZOap+S44QQUmk5UpQyaSnWORxeipiG2fomGu IOOrqcgai2BpVFucpXF+khYzgjpjPki9lVFvxSRjAWd5hsnXesPU7o2pSAmh svZ6KkVfj1SW3nKtqqyHy+daUdZHiHekspjFJlFZJ4SyOH2LDYqyOJgGOtyM aXZIm7BQUZYcHH9DV/utJDFSViEpy19Rlh+VRZY0MI7JmrAASVRWEpWVQmWl zrZDjlc48mlyi42y0soZEFRQKoUwGKik+yqnssv498X0Nfk+Icgh09LMfviq sUnRmDB+NVjvHo6f9/rhfuGXXVpXmhotiW2l4sR0lErbSqekbaVTmlWxF1tR 7sPVhMrOxuPWsijNjrNSMPEU4hzo1p1kJadSydkeYSgiI09TyWdMUWponEWz pz7kW5yfwzcBsn5vU25JgY3wxbJ+CyYtoKmch7xpi5AweCJlLI7PtEOyxzKk U8c5tBh5vEQB9VxEPbeh8Qungoqo40LqN1fgQ92mWYJQvHm7up1omBGIOztD cb/imBI6/xed/lFabUxYvRlb6Ax2UnbTfu1z9sEBIU4URwv2C6FTzIzdhBt1 jdZaA+0ahV7o1EzPD/YhlI11mccf4Jg9eexIFTsLFYcgizwu5PjLRGZMHtfT FYuHcMH5MxyQM0nWtUhfxONeQKyi52hFz5FSzJPUl7lC+/441akPijr1RImj B1ImTMfe6UtxwC0Mx6nrJM9wnOC10snpTEZoWQx0M5krZFBOMKhNYpJ43MSk NS1LvT9uYX93nNsQiV83TleqdR6pY9nV/xXlyenY4WrGLlcL9rr64CDlqKtY 0vRFgouvZPLETE6mvpMdfZBISWAmkmBnQUHMJnxFncuRv7xleYqYbaRP2ErZ QbFfuBjbGH7vJk67HSzYRayqOS+u1zWqi7LaXf9msDQPuTop/6E2IQ2JDj7s VQBSSPtMGuJ88lKsVlSZRPIdJelepJUikC+Y+QAXNbUUOdIpGuziqUuxx2Yw dtoMxZcfD0F6p+Eo7zGE0genpjFKNhpx9ew5JK3cie2uIdjDax0kB454heEY k5BjzOuOMuk9xJR3rzEI1WnZ6vb1/h3pyI+i4d3jpKyePhKLpxS+X6f+djGY 3ONGLJh3H2LMftyNOFBSGGCeoKS7+CGTkuVMcRLrhlk0AY8jw0FeVE0nNmm2 ZpREb1SS3L/Iy9XEeAcx/pLYSjhzLh2hOBKfQ05mxBHfOGJ7XAjbOE58j9qa UBuXZqNjulrgpA3jZJxexk0yI85eLIb7MzwORjp1l0vzVEKcKugwaxWcLhKn q74xUpqQT6wSB0ySPj/UYRhlJA51Go/9XaZgX4/p2N13FnZ0m4D47mNR2Gsk SvoNRPHwIajduKGtouPL9edQkpKDU6k5OE0po5SmZr+gTPTdK+Owl670131m kS78l8KYZxRm3yAy+91NOOhuwSEic4QS705UmO+nuRERIpNDEUvd+S5+bVDA N0+jkCAVcPLkU7m5lJNU7kmxZ29nRsYSI76ubVTqG5+XwWe+u5vg7yHw+ylH XH1xnJLAppPZojPBSmA7aQQ+nbCnsb0TBD3VXogFqRLwnJS1jepCq9YOvtsc NDFOFTRpx+Mxawgr+4mXkBuzBQkOxM8liNljCLLJ/SLaJBHZ0cVI/ytzki1y Jtth12fDOJdGY19H+Y6YQ1/MwpH+c3F06HwcGTUfJ2bYI28pVctw++QMW+z4 YgwS+o1GXt9eqN+w1lpzELw4FN9JicfB/1Y39KyS5Gas3kBY5IX2o9IGPg0V 5QQhEotXJwlRHnVYyIyimFJCKXX1p33hh0+h1EXe8i5ylre9C2mrChxMyLU1 4k5tgxx3/gPpYjnf3SyVCBwQ05NynFdIZOtieqa5ylMzaqkT9tl7IYfon3QS 4ishn03JIlrZRCqbDMhcakLT8RPaMls1Hm2BlHJjvPTTp0pkoIZd2tc2ytQT j+N2/kig20q2mshlKKUrSZrqLf1+82fjsf3zadL7ff3m4eDQhdL7hPELUWLr LW2ZX1bWOh6kkcGoYIC5Z+RMxA0Zh5uTh+Ln8mI1ynYYYcG1LeH4LT74vxVc /UmJqm+S9WL5+hj1eox6jadOxZJjmrSD6o9cSoEb8yvKKddAnGaOXU6poLRF JT99mu/9+ZkfyjhTSgnjKYYKpTRpJXQ7BRwJIVQy2+eRtWYjcTPjMK8lJvEx ZSInt5zIlFjieMjBC4VSqYfYlpG3ZgpJEzGj850sjz1YfWweCKsV4WerzqFs 7UHcPXPOGjA/fKeLFWhtE+31c8k2SvvikR29FccdAumog2mK5OkpwhP1wKIt g+Zhx8gFyF5kVD77MzPYaGRw+iVNnC9ls2L5pVHCd5m0THDaNwilTL6SbF1h HOiAvJm2uDWhP34oK7YuGge7rkblSvq2nYvl3Fbu+WNWIiqPp5QhnK1qgqmf GXljvPBD04WnWufGXxS3dbO+gbNZrNabpO2NeA/BDV+JG9nkRZ57AIrcA1HK dLaMUuEehCpKNeWMR1Bb1HgEkR41HoH8KIC/8pcKXMrpTcvpCU87m1DmaERt 7HplzfPPyCY9jvJygorHNIZEbOhniMuSark0HgXMoosoK0iRYw7epGaAtIMn 6FjG3wu7UkKrUkw6ltCiiIego3hURK/XXdBSKbOgx0qctIvDD9t2tUYZdW1A u29t06LZB3x5xfpZTux2HHMKQjzDmVRmDNm0CwW0C8n2TCAZRok8s87C0NYn iqmWSNqFML+dsQTHJsyVEvVaKekMZdIZzEQ9EHkWDnnjZlSUNsBntDdOz1yI 66N7Wbdldq9LQWJQFH7b54Xva4uf0hm93iRSl/gObynH6ll5+GZPKb46tO7x 1unznDLg3DUbSBujVJCR6GFBkocvHYK/VJiRR9oUkSal7sE4zYlTSakW6/WU Ws8Q1ImaFEq9JMF8HyzVFNV6ihqjAGkbUuw3VpJHFeTRaUcDriSkKjPgL6hJ PiHVKYmNpjheO47UFbUQMo/8kSP6QONVSDNWQjlF+m63c6fb8CRHg9rwAoK6 le7C0gWQsv7SRrGwcKdJKfEoczKihNR77MFEa4upQ4qRuf8Kfmmsa3YXrppd tuCONrzW546VQM/iem0TDtgF4Igz8w7XUIk8WSRPvkHk3MyJpIUKxuDMt89Y ItqgxhLBjtUw7T42fTH2TphF2xKKEtqYfKbdOZYAlG7aoq6YVZQ1ImK8ATUz 5+Abs93r1mT8DFa7LsNPe/1xv2j3/8qc3SvSEbH0IO4dP4r7F8vatM4cedn9 VdQmpyLBXZTyyJVmyRJy/kQuACcJTCFZU0rGCOZU0bWeodmtpYgSn3pR3UJp FOU+hlC+ChH7ZaLKSeydiXousY/mjyoyqIpxeaWzEaedvNpq7N5xXj6Bl0/w MFOYcinBZoZUTBOIfBKmiFJK715GKWeX4mhgNtq6tiFDQ5hNCC6fEfVVHvIV K6UdYWEDBW9lEpU7eTcDXF1im/TRdBR4+eL+1iVWHmmz51Z49GlrbkvvrrRn cY3Myli+k3l9CHNPZrbuy5DuKa805DNbKDJGoNQkr+qUmcmsMotYcCj1WYY9 0xdi04SZyPIJRpolEIWbtj6mdMB38WpsmOSJczOm4Y5hqXVxdGoAbu8Iw/3K 4/jf6PQ0dsduRthoT3y7xoJfTh3UvXtA3lx4DXGuXhyIN8UsFX+kUPUn3MUO QRDyiVYJyVPmHopKTiOJQJxK9ZQGSpNhGc5RzgvxXiZtH4rSOEGoBoNMpBoS qcqTbs1DLoerYuJY6WKQCoBkxT6HvDXryRwjry8TOUmKdET9UQD7QbvNvhQJ MrsJMoeigmQWhE5wMmGTnRvNYBgllKYvlG0Ko/iUtEdeY6WUv1Q5Kh5VLiZU OBnaNKfRDIVGi5vdsq9mkS1opM0i21vTkMeav2PjqbE7sMcpBAfIlePu8kpJ Gl1XFvmSQ0uUaxQhUJ60KpVrXoZsSxgyLKHYMGsJYqbOxq3Gc08oJAl02oA9 U91xefoEXHddrMZh8/s6o3F9JH7bNNMaxGgJofZIjWR2RK1B6CgSY7UFieG2 KhnkRb+/4hZndKLEB5PEhSTqLIUYpLuL3Y1gFJALpyT9h6Hac5nEhbMcUCMH 1GSIIP5iQBf4/Bou8vkiB3hRqiUUNYU0OuRErSEY1c04YaGBMaLcRS6Qk/rg ZlD6YLZy4QT7kcl+5LIfheRBKftxWu2LxzLUsD9JDGE227uzD2RoG8m+Pc23 oRT6SpJRIoCnbNWk90xiq1yUoFPLhsLfywa5ACYmJkY9w6KHYh3Fckzyyp3Y SRe0zz0MR8jROOorkXMlmTpJMbK/pjAkUo6bQnHIxGgwLUutAVG3uJZ5bELc NGdcnzoKv1QUqxTcuy0dJyPFqo2zAq7+oZfa+lnVCtjOno8QkuAbkuB+xVGl vPevqKc7SXL1tmo9iRpP4ewT9W4nxd4WtV1GbVdS0zVE/axXBGd5BJEVyEcS 7Ugq8pIxsg0u0xK+Jm17X+Qwz1EavEX5IH0Q4a/yClTglyskq9y88E19PQpW r0OSm7eGfv5W+okNy3x2oER0gup8AHs4kQ2XqnSDl9grVBQ0FMbpMT7Tx1HO 0iTVeoWoZ2dKbo1jrHLj5V0NeAh/g4y/mklok953mlsDdVNcJL69lZlfmpSN 0yk52ES1bac52kkO7iQHU9fvROWJHFxrOGc14NpKKXW6LxlgYPLjgFuTBuOn 08WvqGHC8mPYRefyn30W/JSx+Qkd26Os0zzqnjHxu+CRD2OfwNmXpGy/i1mf RNxT6LczONNyqfIiqvs0VV1FVdcS83pDJHGPlOoeL1AuSdhfNhH7K6ZIYi/2 6S+ZwnGe0kj864zE3ptxiCFIxt9Lrumr8vDGjRSG3a6evKhRMf9+EvlSiXu6 IB87UUjMSynlxLyKHREEFLjXszMVNPvmxbY4JxFRrPQLQ/QHySWJUmZR2VJH /M94Ce61cEe8ZoWrx/8r+No5N0IH0MeV54riengM90bhzCW4Nb4fvj9VbL1L KGBhCL7dRdty+pBSHfXIyE+9nSloBCFcZZE2KWQI/4ZEF2pQ2uLn1GUgnkT4 pHVnwpdHzRVTcwLCak7bOsLXQPiajFGEL4qzNIrgRRG1qDa4apaeIjnIy0Tx PKXRJMpcGQAQxSpRMmUQCPrLZaueJmQsWsLr0nG4PZi5EoWIXibRO+kWRvMR RvOxjGixD54RnI0RnJURUj9EcbFAUJgR0qktnyIEgDQgDQTwLI3HGQJYpTUe oryaUWeVuxfu0Xg81QqADx8HYlW+euay+GnUIwFkgH+qEQFjvFExcwGujvhC nZF2w4y4uiUc9xMZmeTm/pcVAzV1DhzuiXvN4OuDJBeqj0G2qNBIYoKe7BqE VOa+mVRbHoOHEqqtnCo7Q+jOejPXpZwT8JmiOdGicVmUi1KuUq5JEiWQlKqS LzDVaeJEPEsYayQIORGlgmxRIko9GsxImz5Ttv60iEnM4USls0wh9sEtlFZA QLiMEIbTA7AfXpESjeoJWaNiCcQirkqni4pVuEgkz1MajaIYmNcnllUtDYEX DYGnZAhUGCfrwKjNEFvAqI3sR7cCY+XpRsRMMKBu5iymb7YvKXgV5+Wib7vO WD9rOlw+fQOT33oZloljH2sdTvUkgYDhHlY4X1IMal1iMiE1SAUiMqSBhDQY J6hKCVKqsYRqLKcKrZAao3GOUF4UkJpF7YEA9N+4ZpEhFcXlophEhpSzl7Ce ZdxYwxCiSsBqFPWrVKk3VeptRsqYcbJRZxaV5Opv7YNEKzeZVsXsx2n2o4pw 1rAfdexHA6VJ9IXitWgp+yb86SVhGy6ZRJH/BZPCJ2JaYxR4KpwSZkEU+Rto WL1MuJGaCi2gRS0A1aZqrQA6phVA/WzXYctkD5yfMRW3vZZIN/O3fRD5/BEd Xn0ZPV56GzM//hTGLz6E86evwaHdS8iNjUVB1CqsWOL0kJdUD10IGEZgV2qB fV4G1lkuUkly8Zd2tSVgXQWwy5DHeVrCeVpOhZ6hIpsBa44hsDEEMAZXLDG4 aolpI6H7Ed9yChPbCxYVV6qW07XapMHVSFyNFsQPGMjLtsQ1RO6ChCvjIWJ6 ml0QuNYa5G40sBsC1/MC18UC1wir6bhMU3HJHCUVgTWZRAW6gJa+1hj2wFx4 y7XRVYb/T9CKgxdUGMfqQCvPumcYRKXDdZgzfD4fjrWf98b6LwbjSycLdjpa kLp8MyoT0nGtrlE9cEIvY98duxaf/ONVdH/xXfayHby7fYjQPu8hvN+7yJja Az+5TMT3dmPx7aKRuDtnqNzIn9EwqDeq+/W0rg+XOy3FNzs24PaW9bi1YR2u rVmLiyvXooHNV1P8yZO7zXjSETfP1iNJ1OI4P+BJkgCJBiBL8EQYAIIjGQDB E4LSaIohT2I4uRWeWKw8IU1iJKo0I4ol0kqUKmEETEo9tslfIsrx/oN4XZO8 Oe4SIG2PJSt9yFT6oBKlmiSplfga/YAo7ItEFHHPj2SQBFWe1RBFFN2LUhlx 24LWCAXIZKURunHihJUnHz/Mk4dvfrfyRJtmj1OCHC1PxM28Sas3SdvFeyiH OB1C+07H+i7DcYh8iZ9rj0RqX+xExjv64Ki4l8fegpr4dDnMetPKGcET49Ql GPVWf4x6dwo+/Of76PF+B4z78F14dH4XgSM+QfCEjoj3mY67h8Px7cEwfH8g BD/uD8Yve+U65d92+uC37Wa5zY2euL/OXX6/3BH3o+xwf9kS3A9egN/85uJX 80z8x2sq/Ia6kzg+JM5xJRDogERRAeck6gZIGmcC5hJCJ/zAuBQTrNMkTTWB qjMKsGTSnG9JGh8Sxkd+lUkTTdKIAmLZupyh56gyEzRRxG8macwkjcmCxDHj ed3mpJGI6xqmIU2khjTREnkl0oh+ULY4eCDHI0D0pxlnKE1mLWcEb8kZceOF xFth4B7BmUW/hzPakkL5wNjnsGvDJoQusMVuRjbi3q8jzHHi3cSN3744OMsV 4Z+NwX5yJvXznsic44BsqWTBFxnKrnWyKCOxNeNsXLps8uRE602FMf3ImMkY 18EeU4aYMW9uGL74vA+6v/cxPN6ywfm+Nogc0w7Teslla8dPZiG7OBfFp/NJ 7gLUVRdKrV2qLcS1Wvn97bpC7NsWIb3P3R+DUwdjcOZQDBqPxODiEcYCR6Jw 60gkfIe0ZI8NEh0EeyxyNYOzjFwKfUIGkcsle4romk4TtWpOdcGeeqLVpLBH ck+WWDIllgyKlW4LuSqxifGIRdxbI9gT+YA9llC5Ut8SJLPHbMHBkROwa8hk uarOmexxDpYYnOom2BNO9kQo7ImiH4liOChYHCOxuEkxfyp72kp8flYyPVbq mGXqVEns5fXNwQp7SR0TqZOmSx1161ebyr3dnDpa/yGbm39IxQ7ibvuIybOx bOw0ads3VbpDzhc5YrNeBMpz3LG+wxgkdRmKkx2/QP5sBxSTQqKoIp80ku66 FxUvdhap6OFmbaO6/fLA7PSTLj/WSqJQ2FE5Ln6BWLtzs9Rj1ylzYSahrgy0 QVHkPCYkBepqwaNX/DhgwZEVWo78GfnL1yPJUeGIE92SC2NCWph0cuSkxJFI lPHyleRIDTlylpg0EIlzFFlPn5IPMdA+ZH5ESvyos5AfFoUf0m0Hgchf6ojt n3TCtnfa48s3O2L321147QCNhVM4Sn4UCX6I61POKPyop0ju0RyLzeRHPA2+ 4OtFcZcJ+XFRsW4yRxjLmh/NketajsyUObLld3DkwRKbOFxHmBnhikYrviRt tXyWwWGlRGDd5DlYOWwCsskXcWtgkbsfSqXNMZqXee7Y9fkY5HQbgtKBI1DB z8rFXZYu6qEGPsgjQjk0PelLTaJQRiHLYpKlLy3OJJLFDlMGy2QRD5ksW5rd ASn+JpikuT7MRnd9+BEbHuoROpbB7rjTjDx/Q13CCRoZ5oiOpL6jTJ5khTw5 JE8BDUwp3VMFyVNN8tQSNGFkGs0yeOJxQcS9F6Unn2i8Jn12juA10DXV+ZA8 PgROvWfFJwCpk2Zgx8fdsOH1Hjj6QVccbfcFjo+YJRs4YVzomtJpXE56yuQ5 ReJUGKIlF1lL4kgElvoQiwN0bXEkD/sgxVlt+E7chCpuUm1UDEzafF+kLqCH WGDmqxH5zsxPLb4Seb5pbICWPcXezdmjXWtQ2PN366xUt4TVcln11GLlhEx5 AeIVpK9ej0PuRmmLP55USqFkkkbbx87AlmGTUCqOxnCXj8aodpPuMkXS2KU4 1nUsSroPRm7foYgfMRlxwyche5YtTjMyErRKmWGLtR0Gwf+Vzpj21kiMtbHD 5MEmdiUUahmuyvwHkbhMoyjS6KtR/080Mg96QKNXlPw43o4Rhj19hKNiA6Sw NAxZjC7yCWMJKXSaFKokhc5Q6sQNO2aZRjJdBHTnBYfOSwmUeDRJ9QARqCWH qsVtZD4h0q06gkMpk2ZhxUf9caj7LBz9rA+OCxk5h0ZI5lCyxCFymAaogB0o pYMqJ4+qvEUHYjQ8jpX2IrY5ekoGkV2Q7g6sdGbitSAA+4Z5YjfzgZ3D3bFj uCu2M4PZPozGb5g9tg9dioMT7JASfx71dV9bSyn0eKRd7FB49Ly+6tWNxBa1 wbJdesp6ascxpTwl1YNk8vBFrnwmiRzM/B3V7oFSCcpZcRMupcEzEEf6zcbW dj2w5V0b7KDh3vL+Z9j4ng0SRkzHyne6I+adPoh+fzCiPh4Bvx4zYOcV1cwM Pa3hz5q3bXB3vI085hZ3TKjzyWQlSpxClOdQF5+OBDuGw6K8z0kOaEQwkeEh BzSFir0pJ1mqBFlMwubQaSlEaSQ+TZJEK7VFn0hOqsEn8oGt8aWt8SVXfANR 6eOPk3RWhg9HY9WAJTjyxSgctumHuJnOsr1zlrmSRq5kS2SNlEJy4TAryBXR hxqJsLLdEfupW8kVQdzc+YE4MMxA8cJ+8mTfcA/sJk++HO5GvriSL858daTY YQe5Ejl9Jbzss+Bll4n10afQUPu1dVJNsXJmoZUz2qT793BGb93sFQY9JIyr AceV27WTpaNeSBgPQRj5DkJR8XF83FzpfYNnMJoo57yCcYFSNt8Za97tjJ3v d8H+dp2w84Mu2PzBQGz6eDg2dhyLDT3GY2O/CdjYfzS+HDEJJeGrrHcFC6Zs eccG30yxsR4eaBzohtvLZVa8qkROx20Zk9v7IVH1QK6hRCQM2WREHhlRREac 8pZZUamwokYpgj9rjm4jVcT/W7rbR/qIZJDuUvGR71KpVG6ZqiQhTpMQtZu3 oK6oCovGeOCAlzsODR+jWK9AOcIVdSYiwpVIGUFSRpKUUZIFE6SopgGpMclG RJTwrV3ihoTJPjQWBpJy33AvPMNnT+wVhBjB2GCEK1XjQnGiOJAgdjQeSxCw YF8bGMkIasUuC95LM5AW12hF83dyQrLVUmXeH1pnhzYDl9nxKnJWr0Ocm1z1 kSQdk+OLk+R4kbt8f7p41HgESyVJ4nFo0EScdfHDRUMoLlMyx8zC5g+7YOfH PbD74+7Ya9MXe3tPxd7B07Bn6ETEMdQudfRChZs4OsWIYkdv3Klr+IOGILtp jr6b8YAg3gMeJsjNuiaSxBfxDgFIoNlIFCZehCkecpiSr5CklCQ5bSRKlCql UrhGbICIsu9n+CzuZoqUPq6mtaj0XYZyEqRcqUAs8wlEkcVP9n7/xvjRFuz7 cjkyF49Hop3vA6OlRLjCwcgUjZSvrnLEGG01XtmOQXCau5hOxIA9NBR7hgvx xJ4Rghse5AONxUjBD2eKo8SPHeTHmvE+sDhmEV0znx+H2SELZlLFbJuBTdEl aKy9ZfXSekTRZtUKUdq2CHu1r8+2Th1tIi6HNa/JBUOuXkikYUmWzi4TZc9y gaS4E12csiTNRlJH1COJR8bEhTjOfPKcqz+uGcNQNseRLqkbvvykBw5+3htx 3XvhUOdu2N2hI5oMgajz8reevFTJaLzc2Rs1K9Zbj+c1T12AQ+/b4Pu5D/hj EPyJlfkjV1Y8i+yoLThm5484ohHHGZ4g8mgaGJU/eQbOciJYQv6cElvesker NMm3EsohkezbKsib0+KGLvLmFA1LKblTQu4UMiq529TURtHOqD5u2LBpBeo3 OiLOVty94i+Zt0RePVG6+jKa4XBePULD3iiUkbnllDzHUGwa6S5x50vyZhcd zK7hQgRnGJDQruwgd3aMdCF/6GhGOvFnB2websuu+jpn0zX7OmfBR4gThSzy cciExT4d5qWJzbhTosMdtYJf4c5j+vz4L7QRD7WCXKbN0zi5ai3Vb5B2plKk ulp/JlXyqVWn3GmkSRf5L5/HJe9luGJkGjt5ERKHTkH+lEVIHjYFezr1x872 PXG4az8k9eqD/V26oXKpC855B6GetKkRm5nSgU2M9F2NKHP2wp2zDeoOz3gG vwntaHUWPmCNV39XfK2wRi4TeUEqdD5iH4ijnPPHOOfj6BeSyZo0sibLiwkK pYDMETdMivtLSsU9gJQyuWJMKhg7RbqUUopJmSJSppCUKaQvyqOpudOk1g18 BKPTCkSsXI6rib6oiUuntfOTrF28KJrltRNp7VLdwxTOyBZPZWy2Qwi2DPHE evLFkXzZPtQTO8iXHeTLDnJlO2Ub+bKVv9820o3iSnHBZtqb0CVH4edaQMmH n0seX3Ph63JSYpAveePrmAFf+1RsiZGPFp/y8SyFLwt0v871LY1T0q0J1jln W5NMNf+tzJnXEScO9lLqGUQ9YrpSEimqyE57hFpPOhOPixJn5FPOxIEXKcOm SmbmCqPgr83hSOo3CXs690XGoEE4Y+uOS6YQnDcGo4HcqfUOQLXYwZSOtTIx kTfgSlKqypvJ5M2Jj23wQ8QCK288+ym8qYxXVjT/iczobThE3hxyCsFhl1Ac o69I5HxPJXYZxC5bcIe8yVfuZywUQs4UkTOF5EwB+ZKn3NN4UpIQZDPxuU2+ yFPreekOW2MYE5jEYPxa9CVyaOGO0sIdo4U7ThsTRxuTQM6kSFWN9FPkSy4l 1S4Y6wbTNg3xwCaKmOdbhnm2wRaS5SlsGeFJWnhik5CRHtgsiTs2MoSJnRja BgFup/BHPpdSSuDvVgx/1yIKGeSSCz+yxs8pDX4OydgSm/c/seUxWNMIKwnU 0z205eajFJsutmQSpOPNxBa3Lz2yqJUNlErK1FPfzojyRhLinHe4bL8fIyfk A99Sh0/DNc+gNrhtiRB3fU50QunoubgxdzqumZfhsjkM50mNRlKjjtSoFpvr EjVoUty9Ub96rfXs+RnkRc6nNvj10ForLzz6khcxMi9ku/p3VMVnYZ99EPaL KkLy4jB5EScqCcmLVPJC3OeaSV5kkxc55EQOu5pDymaTE1mUDHIinXxIJx9S LUH4uvGcMm3+id0r4mDPIKc8Lhz3q+VvwxH26zB5eIScOCJVuYYintdM5jXT eM1MXm/LOC+sGuSGNYPdsW6oB2znLcJqgr6eccqG4QasHyFi2nV8fozPXlg3 0hNraU+iJ0W0QaB7lXiqpP4C3Sso5QhwP005RWaUIIA2JcAlC/5OJ7B06h70 e2MOoke74/iiBTidf053kUVhxJM61kA92l2b5YxSaFKXlMKg0Fs6605s0Ce7 BSDTLYjBCL0zLUQFrUONYZl0BKCoXxClMNfE6Rhm6bw7JDKuvSMOILnL3OGP OD3JGadGz8PNeTNx3UI2WMJwwRyKRpM4ETAYZ7yVihlPH+mgt9NunlY2zCUb Cm1s8NvR5mz4SmHDm0qXr9Wdw4nlO7CLbNhFNuwnMoeJzHHO1gQik2Sg8WJ3 U2nMUmnIUsmEZDIzicxMpCSY2Zf0bLW0cHfsXsxzpNE4EoVf6xJlY/snZERt wwFy4IBjMA4KzonqVbdlSKQPO7Q0EJEDXRBD/JcP9sAK+hCBf+xI2oNVw71p D1byecUII1ZKYuB7LyybsxuBHnUI8qhTSvWDPGuptCCPGn5eTamSqSCMBClg N+Mw3nstFB3/acGUj6Lh2CMYoz6JRWVRo24xiEKBB/Vwz7UC/NmkVAL/YPc8 xTUQWW5KdaFnGCoMokjlwZEoV8RBh2blWD9K4uBJxJwZwj2fKKqrfLIwA/Nx c/4sXKcZvkLwLxL8JoJ/1iSAD3pwwp+nGRUejCzq69WlkYXEvqyTDe4f12Lv YsVejqb+LJWTJq7cia307DtopXd7hGE/e3uQ9uowe3yENusI4+NDlIPGUBwQ Zy6m5eA6Z7x6ramzmInsj8WPGRFQi/ivk1O7ifYeor3HmZwi2oeJdvRoDwQT 6TAiHU6kI4YYsJRIh480IGqYkWJC5HBTGz4Z2Vj4pOUIsj2JQM8mCd0mzr0g ryYE8514BHs18tMGSj3/Tx0RP0MRBqAUPW1W48NX49H5lQOY2j4ZLn3jsaDH MRzeUKBbTqCgrZ7kok1SZYzfwDEnd+vGtzhJ5IRrEDEOUY5tXEaMw+m6I4hx pIKxOJ0wihM7Sjq2UZzZcJevAmJx+E35ZGeUWEGWj3C8SKAlkDmraozqeXu0 9waLdObe5ZRkVfG2BLm6C0GOX6ucmfQYivJyMemjIdg9bSwOeC95T0m1ipOy UZqcg7IU+bbgdcyJ2qD8RA6bOc3nqw3nHoRB/GzcCDP27lyO7w7ZKpb9OZQn ZGEHo8Ad5Mq6RX7w7ucA8wBn+A50R8AgTwQO9obzdHsYJ7gjaKgJgZQg4hlA XAPnHEKAxwWCdJEAXuIVgr0uyVb1Lwg2XOCP5xU06yk1nMPl6GWzF+1er8aw t4yIbu8L1+G1MI4vR9J0X1wY1gf3tq/HV/nW4mXtKSfNwGx+miAn70jFjB93 9ESSM722i7jBWMFTOWnSiiexbBR4KoVvNwWexPAaM8kkZpBtpdMm/4TTEpYL cGP+bOl0GOnESYt84qSEpUlTRSWw9PLGlZRkdd27Ir8YzsTz7Bc02Elr5fU1 uYLs89dewsB/vQm7D9/FknavYeK/X+yuDHlUb2es37gcd+I9reeRiim9LWwP 7PvYwam/M1yZhnoM9ITHEC/YER6XcW7wHGyEz6zD8F1aQCd5CQGelwnNVUIj 5BoRuY4QiniI1xDva8r7K/zdZQUxMQ/PEq1qTBx8Et3fCIY9R1DTzQZH7ZfD YfY1HLbswU+rLfgt2A4/O07EpRF9pYqXr/OLtV8K2vyb7ayoaY8zZPY2UrG0 EmpORM3ZTz5hxTWYqIUi31OgFo4KzsBaWllxUJKEmiWaqEVLhyVdMzBqGTVL HJjURgVuijOKBXAL5hA49ajQcAW40AfAGUX1C9N/g7eYhCpwYuXIi8M+14dx V8paaQJpKsWelCrFer3+Oka+9gHcOn0El8/fxvxPX8ORVRHK93O1hdEhGstW LMc1Jl1PKabZ4HIQRtdkSiZc7HfBdkk4Fi/0wKKFzliyyAyL61n4uV+Gv/tV 4ned+N0gdjcpYkEm2PAV9Rji/ZWMG18fvL8h4RnifUXBsZFSRywrMfZzP0SI HZmxHeA0PQ2e5lsoKS7CplXLUbJ1Ba5vjcCPa3zwW4g9fnaahCsj++LbnRtw h+zVO3rkzeY29eGU6g2cTTyBRIGmk598zogumpFEUy70kM8uldE8J47VnbiA aMYQzBjpCKzTU5xQOErAOVeG0zfCeoapdBqnumtrkuGs8PbGnYZ6LZw+1MDl gTb46cS6Z3V6Lvu4Z6QpuzkyBh8+9wq6/OsNjH3jDbh+9AaCer6H4K5vwKPj S2hYsbarYoJd5/rCO1ROlHZMao89kRGKaf2LVAnqbLdcwnbRQkfYLYmCm0M8 vF0qYXY9B0fbnXC1Y4Lsfh3+HjeJ91cI9PqaWN8mhncIt/ddNhPiLZ/PGMrX UKP6/mt+flOBXExdGlpDPSE/g7Ec6KF3OVD7rjhw8HJbxQVUN56XrOV6MrJo 60pcE6iv9cVvoQ742WUyro3uh+++3Ig7BcXW4EKbTCmoq2f+qLuS4qfRapgs tnsdZdSTiXqKq1JRTtRLDDLqNQrq4sRaUWV0XUI9Bk0u/jg5caE4o6uNdFwt w+QpjigYyWB+yjSUOVlwmaBfIOiNLUGXipF8UO5tUMIXGfFQsZk91AY/NhY/ q+S1WsTlPfKFGPVWD8pgjHp3Kj74RzuMfuMzHH3PBnEDP0LgsE8RNvIzfDm1 B35xmYrbkwbgqqsdrq1Zhwv5xR9a7YJsp1/Cgolj0efN3rAzysnSoSW9MPP9 l1FTKH+/V8vqYEfbaHg6HSInsmFyLafUUhrJjwswupzF4kXe8HLKh7/nbQR4 3SE/7iHI8A2p8S3tQYj3d4Igxu9IjG+hPgRJQo23KbQPRmEXrvL/XyRBmmCY fxjzqZfiDjYMcrywfV3WEwpBKhvOo4BdWy2KXUmQq1sj8cNaP/wW5ohfXKfi xtj++H7XRtwlQdSYWZtbtSDIw7tF/0ZN/AkkqPUA4qgbEiSDBMnVHKV1hgSp 1xBEnD0mDug9Y2tE0Qx71IgTKOa5Yu2AiYjtPBSxNoOwtdsgbOs3EVspm/tO wIbe47Fn1GwkzrKXCkpEMUelyYJSb69m+4wxyj61TI9/SZNfPEa91ZnShzIW o9rNw7jOLpg8zILZs0Iw4PMBCOPfXexng++D+2LxoA5wHdsFXxrmSpb0h3VU WYQLfvWejW/nDEdd/y9we/M6EdN8+Ei784oUE3zyL1F+/BHm2odJidaqyd3h 2L8H3BfMeqjsuOHsVZImDiaJOMWUSkqdZFjMrpdgcbsmvV+8yAhf92skzz0E Gr4leb4jGb4nMb4XBDL+QKcUyvehJiEkkukbikygEOMtynXJwoR4n4PtqBCp rOjyABtkBviRjIe0iyt/si6uqI+8wiKsiI5BHul0hXT6XuhmmTP+4zYNN8cP wA+7N+FeYfFf/jc2jVHX7ezJJAdfqTRI3AGRTiadlM4LC5fOC5OPeRYl0lFS yY8oUbtOOT5+HqK6DMaWgROxfeAk7KFs6zIcWzsMxqHug3G49xgc7j8Jh8im /X0nYk+fCdjZexy29hyL1JlLkGPnJE5F1RJprdiwHmejkOvVh2yLeIz5zBYT +hgwfWIA5i8Nhx27lpCRj5T8k1hAreZ9YoNfHDrDMKYDxvX8ECaH6VajvSIi CjlbVuLCtmh8szEI/4n1wn2/RfjRdhyujOiDWoclaFyx9j0lBNYSTHBadMc0 dSl6v9QO7Z57G1+8/RkmjRiFhTOnY+mcWbCfPQOm0f1x0d0eN9atw0X+TRsl YvF2jifJciillGpKPYl1ngS7QrkBX4+vYGG0uWSxP9/fJMm+Q5D3DwgmtdqS Pj+2IZ9+oDmXGfatwrA7CDEp5sl4hXIBM7vOwFbq8bvZnRBkzGZDR9HyxuUH y//PWj+rqG3CyYJCxIZH4SR1dGlrFInmj9/CXfAfj+lomDAHl1ftU0u/tWsB LUimftOflmS5MZuQYC+TTFS3pjGTECf/FTKTEKdzFdn7IX+eJ0rme6JsvhdO znTCYRJsbc+RWNN1CPYOIpEGTsaxQZMRz9d9HYYgucdgJH0xDMkkWRJJlkCJ I8mO9BmPg73HYm/PMfiyx0iUrNioJdm8l9/EN5NtlPjij1ZkjUTWaq0+orXq 4orJw+UDOha7RSJ2yz4k5eSj4VIT1NMCfKYuwA4q+zZJ+8teV2xYvxIlJQWP K7pNyy3AkUMHEb9xFWq3xdKAheHnVWYpRBS+4PbkgbjqZofra9fhUn7xW0rY Jx7GqYsw/q2emPr2MMz/eAbse9rDgdH4nDlzMG/ePEwbPx5zx42A++heCBjX GVvmDcCv0W74zTQX380fjhrFXobMWAWT80ny7ZTCuwbKBXLvKvkmePc1/Dzv wJUR1ZLFAaTLDwrvfhJ27SdBPtOPZNqPEv/aSPz7g8LAu/wdIyjjTf53OkfT RUzjDMz4yAZNbjPIvhxs35DXbKOpub3W++wJZOcXIuXYYWSRhRe3RaFuXR5+ yylWmaddl9BhnrouMcYaVNCQJLvIh/SpjwMDZ+D4oJlIHjIL6UNnY1+vsVjV sT/WdhyAtZ/1w+ZOA7Gv20jEdR+J+K7DkEg58kk/pHYegKxew5HZfzJlEtL7 T8SJfhOQ3Hc8EvuOwzHS7tjQ6UiztaA4etOTSgg7b8JYdHnhn5j83N+x6JXn 4TVurDV22h27XrFvQxg7TZPs28S+BsyYFIj5trRv5kjN1oucDHsrqeR/zD3+ oFCt4cJFVJQWY8eaFSjdtoJxKcMOTt9fI1zxm/ccfDt3OM6SE3e2rBMZplzq 867Sg3VWxcz5cBJsuy6G8whXOMxxZlK1BIsWLYabwYj5k2bg848+xkCbdhjb 5SNM7fMp5g5pD19vD+TQNV3YHo1vaVV/jfXEfd+F+HHJaJwf0guHpzJxmnGQ NFSo5yaod1Oh3l34e30DZ/tDcHdMJfW+l0xesOxXFa6pPlX2qyGSCO7Rt5pu kXfXsHR0OJyolZb7E/JPVnP38Bfk1VSeQ1PFOZWP6zZnYMvhazh38atmX9ja /Bv6rITTbrmP1QTH8fb+OEQzJh5b+k3B7gHyaVoJ5NyJwbOwiX5zbcd+2EjO bSHXttv0w9aPB+CQzQic6DYCGZ/3R3bHvsix6dMGJz/rzcD4ZPteyPm0JzI/ +QLpH/dA6kfdkdiuK45+2EUZ9fNoWL4WF1esRSNRraGUU1ZOnonO/3oJ/Z9/ EbNefgmL330N42iyVFM3+qP5GNfVFVNG+NC4hGKJeySWb6WpO5mvZgGhtHLJ H9jgh3kd8XPhzj8plFMj3bTj8lw9J3nVYHpVA73qYvxkNw5XR/TFWXrVppVr /9HC3gpPOpGdmPHeaCxqL9c1OU53heNCN4ZbS7Fo8WKs37gZqTkZ1qqINbEr 0OmTD9Cn84dwt5spKrIVW/w3ZNJsJBw9jNTNq9CwPRb3Nofgl5XeuB+4hEnc eFxjPn5sZiRWj4hoQb978PW8ymua4O1aynzRKL6hNpgWLkRlm1nIPYSaBevo c823Jb8bbKblM1/DjK4zpSD463EdpGEEmbOl15ZnPiuPB+fotVHGJelkxQ7Y tXdF6QRf3Ny0tdnXzj6Cfloyy/T7TPps3YCZWP2FfNbelr5TsKf/VIV+M7Cp 8yCs69AXm0i9bZRdpN9e0m9P+yE41n0CMhn4n6RXLegxBEVCuovXwSimFPUY iMLuA5DfvT9yu5KeXfsg54t+KBs2TGq/cKAco2Xys18ts/CrYRp+cZ+Mn5zG 43vb0Zjw7zex+IO3Mekdygf9MMbGTrZ1kwOxwC4c9pYIJGQWoP7iBbVMSjBl BVV7dbAN7m93eE7hXurJfBw8cADH6VnPbFuOr+hZf1otPKuDFBbfnjIQ19zs Jc96Ob/4z8qyhOznhWf9gp51qOxZu9nDfZQ3XOZ50dwtFeZOLS2prq+x6ldm /XNIZghw8OBB6co125fj9hb69NWKT3eZLB2IljVqAbaNiSG17sDfcBd+Xpdh v3QF31+nVySckvW6Kyyc+Q6nhMQnMz2pmbGc+ZbCq+sItlyR6iBEHv2zQ1cE WUqknjU13tIexvhHK7nUzoqHOs9GvdWVMhCjPjDAOKkEF3fV4+7JDKgnw2pX J974b/z6m8ypiYuwqrvMr819pmBXP5lfB/pMxFqb3jRrfbGV5m1XpwHYT34d aN8XcTYDkNBlNFK7j0Za52FtkNVlGC9U8MVwFPUegeL+4yhjUTRgDBJteuHY 252R9vbn/N0gnJw0GTmT5KM/s8dPQNZY/t9Fs3H7cATuHQrHdwfD8MOBEEzu 1AG2vTpiaqeOmDdgCJZ4RGKpozNNWd6fNBPNgRottaH3dOmCXy+XK8s0z+Ls +YsopwvdunoFSrbJmbuIgH+NZFhlZFg1bwTqB/TE3a2SC1Un96wp29DhjQDY TdqGsrxz6p6e6lnHvtUNk98agNkfTMTSjovhOtADhmm+cFtixOLFipnbtBmF p4oFDM8rOX5D3U1426fByX0vYoPisY+RZcX2Fbi5NRw/rfVh/ueEXz2n4860 QSgYtxh7x8fC0zkdSxf7kWZXEUTnGMzgLFiilEorITcUal0jna7Aa3GitCF2 qqMNsrwCJYoFmLMeuFF1S16bBI16q5v88RMY39EB0websHA2XYffVaQVX8ev P//YCrnU41a15QI//vjjGOXj7NUbpKbF+WgbB89Ujw/c3nM8Vn3WCxts+mBz x35q6fzR9v1Jl4GKWRWPl5D7+TBkdBqOUwzUTvcfg9NDp6Fs6FTk9RmDuPd6 IIdS2a47znzcTbJwNVLdmo/016ecTSh2MCJh5QakFOQgrzQPft4G9GnfHuO6 f45FA7vBOKYT5vd6D0c2xyjn6D4Gf7rIA+/a4N7kDqSix4vKOlbF2XPWMCRj yyo0bYvBPbrIX4SL9KdfspP9kuWTSfjiZQv6vbMBwz6Ixsj3bDHizSGYIPzj u7J/dOrtAs8JZngv8me45InFS5bCwcER67ZslFT8ghJsGuxSyJx8Sjm8nWrh 4VGEiOAT2KLQ+to2RobrmdhFMjI0zsY3s4di9dTJcJ5vi/CFafR/ppvkb7BJ IQr9W7D5qkSWIMtlBPlcxNIxYfATN0YNYrQfEo4AkiYz/YKVMwzaBE3EY9Rb 3aXQdvT7MzC+kyNmDDNj0dxQuBiiseHL/cgoyMc/dRYuWpBF/YJTcecGSSOv hH2MM9JhevJBZaK8URTZbx88RzZMvacxph+ANQyfNtr0xeYO/bGjo0yVYx3p 7NoPQIrNYGSRKuKR23k4CjqL2GsEynqPRMWAsSgfNh2nh01DZtcRSPxgAEra D8I5OtDzdH71X/RCdfeeKPisq/T3ecMn47SzEUUOUvWs1MPi3Hx0eOc9iT6z BvWAYUJnrPCcobJGzKdA6rGxF9NHv14vKetnLS25cDn79+7HkQ0rUS05u2XS ztHOKUGY/MFOTPhwH8Z8vBezPvOHfVd6sxHeMM4JgLu9mQxxgb2DAyy+vjiR eeLBl/t+iNT4BpLlJIlSCm/HM/BmfG5kfG50uwxXj1KEBqdhZWwscreuwiXG 9t9tDMSvMR6wLF6A/IVT0DCwpxRQxS5MZsRDdpjJDvMlsuQiAn3OU5owmqMT CfJ3czpJQ/G3FFqH9YAiIvsZKr2f0NkJMxmJLl4QBlcjKbJrHzIL86weSbvs 0Iwi8tqW+P5b8bWGsjF5EsdcvazzL136Uljx1akB+HLwXKi+c81nfbDepj/5 MRA7O8oBzPGOw3CcWKfYDEU2+SAe+V1GorDrSGR0HikO9Owzio6jfPgMnB4+ HVldRyPlk6Eo6jwaTb1G4UIfmVMNE8ehdsxI6X1l/94o69YVuZ92RMHMebi6 ei2ukQCip+tWr8TCcXNwwDQL98sPq/wQVSpZzKZ/WtwJ3xTtVvf+WvCjreJx 6s5dRFlJMTatXI5en2ZiQvczmNqrAVP6NmDxuHR4uPrA3t4BDo6OWLV2tfqF V3Ih5ctYH11BOhTD4FBJu1EHb5cmeLudg8mdKZvHRfh4XoKv1yUEBKZiXcwe pNOeVW0Mh8luCSoDXGjPFuNH27G4NEzcBx6BlYvjEEAKTBpuRPsXX0LP55/H iOeew5cD34e/T7kaY41iKDbqreEY/eEcqL5m6aJlcDNHY+Pu3cgsOqneLqrN /FuA/3DZ/L+lb99KcJMP1xJ1z+LQ4AJRMq98b+7+oRMR+0lPrGJ0svazAdhE Y7CjwxDFQAwnAQYjpcMwZHWWAczvOgqF3UYhvfMonOo7GqU9h6FsyFScmbIY N4xhONl/OvL5u/Ieo1A7chryZi1SRvQsyqZOQfnk8agcNwqVIwejdFBf3DdN xY+Lh+L6qF644roEuwZNRcHcmbifFPYnBel9nCKbOH1ujrTBb186PfiSdfXY wYtnG7EqqgofvVeP3l9cwtTJqVgw35viihlTNkhfFyMvK72Fhtrb8FpaCAMd g8GxBgbnszC4NhDkRoLcBLPnOVi8zsOH4ms4L/Xc5J+E8LCtcHWwR/nmKNzZ EopfVplwP8gWPztNxI0x/bDk3Tcw4O8vYMw/XsD8V1/A2Dc/IqI9KSMxut1c TOzmillj/KRNWnefaJzILkDTpYt6h0e2QFWbXsuovog4cWqVm0k5Ctpf+k61 YqmSXT6fdU/f4TjYbzS2dRuOlZ8N5NQegm02cn5ypOMIHGGek9xpBDK7jJLN drfRyKecYGxa3HcMyvqOwtlx89rgK9MyzvBb0nfwhuHsUoP07XUXjcFyBbN3 ILIWOiJ/kQPixk1C9sQJKJgwBo0WW/znS3/c3+SF+7F2nBUz8YvjKNye3BfV vbvi3rZ1aFq+9hlNPCruWa/83IbhXDf8fKVCue3zLw+5gbLkdGx2sWCbi/wd CmscvBCwxAkL5y7CgrkLMW+0PZaO2Ivpw/JRUfHdO2qqdPwiPG1PwcuhGl6M B7xcBOxn4e1eD5NHA2FvIOyN8DE0ylGUn7f43gZ352NYtMQVwQGbcJCOp4q5 zlci+FxjwWi6tLnvvoPZ77yJ6czlxnw0H5N6uGHOOH/Y2UbAw48o5wiUL6gF pdostgXK2nHKO99PKd9NJhegJyuHm4ojKcXXvFV6hqrh35H+E3BswGQc6T0R 6lls+zuNxL5PByPh81FIJajikUWAMz4fjqQek3Bl1lxc6j8cDQwL20jVxi/h spMFZzll8vhZLkPFHE7rrMGTkT5oElIGTkSC+I7C0TNwcvpCJM2Yh3QPd2Ql H0L27pVoOrgcdw5E4OfdQfhtqxH3Vznhfsg8/OoxHt/OGYDz9Pt1DotwddVa XLXuCDwpbVXZvPoSer/6Mgb+8x8Y/PxzKB7RDr/lbbfesike6tdwiIf4qpMY ezeYl9jDbuEiGBbbYpODJ46w/9HDjHD+eB4C/m91Xx5eZXX1uy441AH9bPXT qq1WatWqtQVBZIYgyBAyIDMkZAIChMxzTk6AECAhII7IqAjKJDOBJMwJISHz PIdRFLX9WmuffrfPbb2/tYeTfQ5vwul3/7rneXbEQ9j73b/f2mutvfd61xo2 j7ZOnEMHwlI574ZK13APfbSmiRLCaikBSz8hspUSWA5iWQ5aIQetkINWPJs9 sVWNuyS5lZaktFJk+FaKidpNS1JbKWVJMa3LzqVsWwqN/d2rFDAAu60+fShw wKu0eEYgJaSvpVPnL9LlL6+qcf9N5h9wihXMi11GZ2OXi6SolRxCnphJ5/wW iX93AJQcfGMa6J9BuWNmaXNSOnYOtpdeVDXWj/R7lq2egZT70ht08Q+e9NVg L7o5aCxdHu5FHdNDqWn6Aqqc4EcVos2mcrRSSEEJJOD82Bl0DhJwaswUOvEG 1/P0oVxY9oKZcxSLj1DjpStUVnGRdmWvo6Pb36OGvdij7VtLf9+ziv65PY1+ 3BBLP2aHCmX/d0PZBz37NL3x2OPk+cSTFPjEzynpN4/S7GcepvriIqUAZN0H zqChP+HzQwXr74bF0K7IFMqJhgqMloU/zkShRS6ltJc9actEQDLJk/IWA8Iw Ox2Tr7PLuMafU/7RGxQf1kDxEa0UHyUFITFGCkIKBMEGQUiFGPDHDiGwQwhs SdXYrSZQXFwe2e34+7RW+v2jT1PfZ16ksX36UdDQARQ1Hvsjj5cpeGhvVZ3B ef8nAwsdJfbM/Z+P0lVHouIpN1pmZMuPSadzsZxSeSVVJXA2uiw66j1bkT8F 5E+/Q7lw5eMC6CRc97oJgdToGUQtaG1egZT3Mlyy17DF8phCXw+dSDUDx1Hl G1OpdqI/CKzDz15UK1w4PwgByMfSvwjii7D0z70pC0GewQ7y1Cgvyh85jkrX baHvmjscSXST/ZarhMFHxUaGP59uXkfle96nL/eto7/uzXIyBrumeFDAs70p /IVnKP63T9Gyfk9RRP+n6eCHa5SHe58IbSjad4gyFkUIwheB8LcXR9PBWLtT KYICURmaq4rcSxdE3oultNN7AW3h0oBTfakgPI3OQgDOQABOQQBK125+Vu0v 2lr+SrEQgNiIFqh5CAHIT4AmSIIAJIH8FEW+DeTbmHwbvk+WApBsqyUbyA8N +YJeefo5GvJiXwryGEiJvv1o9ojfUmNViRvc3xrV0JdyIhMl99Fc2285FcSu oItY9NWJWeB+Ne0cIX3qA6Om0uE3Zog/54/2k64ZBKB8fKAQgnqQ3zQxiFon BlO7VzDVj/GjC/0nUcvgSVQ70JMqh/Debho1Qkc2ofF/GyAKdZ7+VAshqHII AteynEaFWP0FY96ic6Ph+o2aQPlTA0WCCK7Qwk8+9404urRxDf24LchhqnUy rPZr16i2upTO5O6ns7AVHV+8Sx+HB1DwgL4UM6wPRff9Ldn79abI13vT4U1v y43wg04FQKMXhYlFzzKwD8rgSJzMF68LmBSqAiYlMbIURQ8qFzLB1cL3TZhL m2Aez0ybQhfnBMhiMxF2KuJCM4tsVPX25t8oPZZ37FuKiWiGpm+lWMhDfJyU gUTIQ1KS/HMSZCGZG+QhQciDjRJSaikxtYV27zxDA18cRFNHvU7rQoZSXeVF VezbeV9/W0HoJesRwr9hQeCo0wIogIsJEAQoAC6cuWvERCUI0P5vzKSc0bOV qv8V1HYg1HgQvDkvqocANKG1QgjavYPpkmhBVDNiMoTAm6qHelMDBKHVKwBt DrWgNQuB8IcQ+QlhqMTmv4xfahs3nS6MnQKBeIvOv+lDBaMn0NmZQVQSnkoF i6QwcFmnojVr5QbtTuXIfLj2PRr4wivk3a8PzRw0gOa/3peShrxEHwx6nso+ ev9hpepdA5oYk50rsugL7F+OcKWAOKhxVQCFN7Jc/JyzCVwE+2UxnOVkmagu UY1WE7O0h0hvcg9tHD6VTk+bRlUhc0X9kzLAWgpf4SIeu3ixjWrWblK5le+g 3OPf0QcfXKdoaIKYuFZpne+ieCiB+JTOlrZ0L9lS0/V7Yn5/CKZK21JI/wLS gTnmJt2F71v3ab3oaERn9q0T0ZrvTCz81eA7G3x7Kb6n06FRs8C3n2PzXoJF fxEm/8wgX/AdQk1eIeAyBHyHCL6rBNc+VDXUh2rBd9OY6fi37WD8EViIAMG9 5rxuotzMV4DzUnBeMn4aFY+fTBfG+YJzTyqaHUSVUFBlETaqf2cz7Xwvh3ap F0//VbRN4SWdLXHw88xz5PHKi+TT/xWaMaQfRY/0oLwRU6jqtdfprxfLVFXB R7ss88l/y0VwZFIAG+XEQwbi7aI8OctAIfgvRisF9xWx6eA+XZSE4NI3DWiN sVx5pBGe8720ccAUOjl1FtX6zxBZ/jk9CRfDqYxKpQrMp3RxCl09evIFJQvH 876j4/l/pNwTovWg3JN/xKxa2//m8Nd4y8ZPyn/uFIJQhxCY27rbCsFP6HC4 EoJIfj0kQ4S5shBUiUWfLfl+jg54SBk4+oYf5b85Ryr/8UGQgQA6PWhSpwx4 SxlomTCHysF/JfivRqtDaxkzgzq8gugSPIQONPYUWA6a0BogC7WQg0pPrHtP GAHP6XRxArZ2432x9j3FWXEtLHF1tA24pdD1nJO0csEqkUxYPOPdWgCKS6jf i7+lUf1foomDX6KpwybTCo9wOjZyGlUOGER/LS1TLxTITOF8asVwuQao9VQ7 AfEit8oBwMUnuGxJnpMgLBOZIipFFaQMCIGsdtOE1ozWEp+BB2zFT+yQRgdQ 7uTZVD/TB38vi03UQiBE6RtMjOuHlC1OEqeYstTQXcKL52djWv36hFBVqqD7 tmzf4djEcwKnH374QSfcaeFafSojVj5W/Vms+hJB+GpqwKo/Am38BVbvgZHY 3nnMoiNgPA+Mnx0biG1aEF0Y40/nAGodGG/0mkst3nOpzWcuXRzsTeVDmXFf MO4Lxn2pdbw/2OYjP9b/P4VkwD/0DqRmZhzj1Hn5U9VEmP2JWPlgvNRzKlif REXjJlJrwjJqjF8CQO1UC3DKoa3CvbialRTK+9VOfsnijbTMI4KOjJxBla8P oR9A8N0GwdqeZ2dnizcxdLn5uxTBFz7cCGKTjST8sraQLHUlyxlxLRgmtx77 oUbg1YLdcCtaO7cElsAO/LyPTk1eTIe9odH8plLzwihqipfFGPiWow5bSZ5H dWQyNb+7gfqo52eCN2zYQHNed5DrWMvmFs6FXf7odEqQYW/lzHGFP64FmRux jPLA7hk8LccvV4DderB71i+C9g6fTPtHSHYPg91csHsGjtx5sFsEds8OnUK1 XpLdZrBbPWYmlQ5hdn0Vu5MEu+zksa6/rGx8h2K3BY3XNLNb7YXtndcsKvea gU32VCqdOIkKx3tSe1I6NSUYLxNHJ1OKTxzVcgmrz8OUlZEIpYVtpFSPSDo4 chZVDBxG17Gh7+nCsFWpZh0+z2UWjsUmqpzrqRK7x7C/kcWG9KcJPm8LWhtc ng60S4mr6DLaFdFW0jnfRbQPAl3jP4va582DgHIWIZVePTZNlo2JFmVj6PvW 9j5qdH66kACsj5Q0zgbaDbX6OoYXLdPKyQF0dMHhRXY6Hi7fRjjFWcbxoOX8 NhDH8C1Kpd3DOPZuOu0Hp4fA6TFwehK6uRB2+iz09tkRU6kGnNYzr9DPpVjh F6GfS8FjBfisQmsYMwv8hYBH5jREcRqM1R0kOfUOoHrvOVTtDT3tDS68Z4BX rFhwWhe8kDqSoe7Aa0OCehM4NoXWTU6gYyvA6d5k+tflCnm+ei+lLtpASR5R eFw/Kh42iooBkIUWvl+t0VYu1+AolCGr//DnjErRUxoraeSaUY3xMptGe4Ks +HMZ7WpSJnC9hp/3U+NCoDXKj8r9/Kll+jRqS5Q1pBqgbzqplIVbWt7/SNdg Cpo6l5JCF4gMiy9ZbLSedubQ9K81h805Z+goZ7qIlO8WFOBJOQ6zGmuzMSWb Phs6GWtzGu0bORMb7dl0FGsxHxyeHReEDdBMOg2nsgp+Na/NBvBzfpAXFYPD kiGTqGzoW1ib4HB8gMMGX/JhDsGnj+IQrdEnkOp8wKGPH1X5gEMfcOg9lUq8 sFGDhr0k3uheTo06SUS8jQ4HxND6mNX0v3el048VKhJVLr3o0OW0aOYiCg+a SxHBwbQreK5ARF6k/JSOiUPjZKO6CTbSKnPOhVhZcYc/DfGZorINfy4Bkitw Qa8CluvckrN60JfJWeCuaUEa7Ru1mMqDIqk90gYtgqcFf40iUf4yVWVDSl5t TLzmzr/PXIoLDaWKrHn/LncyO+Yf6MDCpfCXl9Px6BUihrZIvBPCIf+r6eTs SNo5dBrtHTEDT4f1N9qfjmP9ncKe6ITHTDoB3srBWxX0ZcU4fyqApTw/2Icu gLcSXnujZ8EahkDXhoj11y446+St2TeQGn0DqNYXvPmCN1/mbTqVeU+h8xN9 6ZoNisrp3evOehOJM9PpT3xSUn9UuT33Wu55YuevpIgx0bTTA379kFHUFjz3 AXVy+F1bmyxZIXJM2EXGfH6D/DQMYoFaeFyhRujQhCzoxSzx58tJikNA9CXa DbSvUtD4z5wdP3IV1QDSK8nQt2itILORS1YkcsUDZRqw4LnqwY3cPK1P5/Sd S8UpdliFuWzLtT4197oufN6aXPlJ+qb5Eh0MSxdl93KhT89AAC8kyvd8+DWO 7YOn0q7hM2gP9Ol+6NMjWIt5WIvHPWbQ8WHwSz2DqAx8Fr2BXf4gbzoHPgsH T6Lz4JTXaJ2wn5LTVp+QHiAymH5Grb6SznrQWQM6q3xnCzrLQWcJ6KybF07X U6G0bPqNapVlPhFYJKRQyKgYUQTpx23Byrx1bwJ1nNvOjXkUNjKWtnsEUfHQ MdQeMk+Z14epNTcf3KpUEVxQA1vZvBg2MxlUqGJ3K+MzHfy2YW3yh8uPXEPj Ajg30L5C+zoFztnXIPl+QfV10Hw1JVPSm7xSVsTR9TQS5Evi9fFJdDM/X7tD TG+tfSl9v3GesI88C32eYe5vu+FYJkP+PdUfPUv7wzPoUBRniMlUHGdRGTg+ NjOKPh0ynT6Hrt09ajYdwJo9ijV7GF7vYejhAs9AKpoYJIKNTwz0plN8kTHY l4qx563wDKZqxTHr4Sa0ZtDL+rUJBDeC4Domd5I/VU7CvnYS/Cff6XTOezJ9 ZQcq9iy6LF6ZByIpZq75FHrfP1kWO9ode4cbu5S7FWpc5XHBiDj6xCOEioaO hX8yn/RLY23Mr5H9gStu8Od0LJebWaX4lWu2GdxynSP+XOWU+YLbNSBzDX1t W0M3uerNTVs2V4izYVmjXbVlwWpkgt9V1CTqpahiG45iFymcQb+P2s9ofjnp CXOpONZnl+Z+xoVi81Jyivj5GtUdPUd7w1eIRDLHYmXyoUKReGg1bRo0jT4Z NpO2j5xNO7GE92EJ78bS3Q9X6OSEQDoNivNHTaNjr3tRLig+96YfXZiALS2W doVS17VodXCB6kFvA6itB7W1WLvVkyAGk/yoDPReBL3nfabRJeD7VVq2ojdT 0mszM8TbaJ13JH1u41LXaeK+qbsNyn0Gt3OHx9OWUfPo/LDx1DF/vvq7u6jk /Y9keQRVeoPXLXbxjksZrkODJculjOR3d9NlWXcGy3YtqF1LX9nWamrxO9+k rhHcZndyq+rhNKWs7KyHowtfJGHTGh+nuQ3oO4/q0iS3xlGFya1+F96FW/7o A46paisj0jVErKS90Zl0ODaL8uJlEphjoXbaMHgGbRkxiz6BI7cDS3froEm0 Ezv8I3B/jk0IwDKeSkcG+VI+TOtpbG3OwQ0u8pTclmFZV2BTWgVOq7Fkq8Fp FVrFpADwOQd8wicFr4W+M6h4Vgh9m7ZG8HrN3vn+teDVBl5tWLYpNvr65AlK nw97mJ1EaXERjjWquXxQIVRb3k6B4HLDqPlUMGwilfXpT/9VXHaP8nNzHLkc Ogsp8LvHp2Pg8YvSVFngk0tTcV2jbFGM5kqKLEcm+ASX0L/4+SDd5DwPIp8H lm4q+EzlHB+rJZ+2TFEcp4H5ZBOTvMxR7aImIV7tTe82CA0R35iHEc9bbGS6 YXW6+PkE1RwvpB1YrXuwWg/Fy2QuBxbY6f2hM+mjEbNp4yh/evd1X9oMR3g3 lO3ecXCkguPgDM+GU+UnHOKTvKnBCi4EmxfAZgk2nqU+3AKhaOHAoBWDTV3j omT2PPrjEpnw8IbBZAuYbEhdQVW2pVSEqW8KD6ekqCiaFzKfDi1Pom/XTqeH Deb8h8XTB6MW0Jnh3lTRtz+/SvoTpWSL3/tIVhLgXPCaOfiKZ6Bgz3M5ISfm 1ijmnKpRCd64lNFNzsmoFiJ+CuJSnYmTlScylG5ZIioJ1CTG6wrzAa/Oo3rm bWuwI7GY5o7FUXNnvhYvswE63p02bwlniZ8vUUVuIR1f/zltx8ZlF5ylbQtS KXvoLFoL3pYP8KFNkxbQUbjoZxNk+rd92MQcGuMHw4pViVWYP15q3bPgrAAr 8Dw4K+QGvs6hnYHRPA2jyZ/zs+cLzr5L6+SN355uTsVOHN7Q5ogYiodPHwlt uCMyUkxrRfT7VPMejOfOMPq+ucOkbtbQeHpn1EI6NcKXqvq9xq9t3q0WXdtx bC6xmegsRAEdalKXoKhL6iwmJqtRMXVvgzrOtstFi3jRydJF3L4S3K0R3HWk yopUjaICBFcuyTD0Ryp1bNIHQj0p8NX5DvJ6uiwynuVzFjsYF/LMHUyA+Pmc yKj02eIMWuU7n7YEJ4k8R7lxq+kUpnbUP5b2jPajL8bMoQNYYEdA1DG+vJ8I EwmiTmCBncDiyofpy0U7DqJyfOQVIOc8+BYkfbtkrVhY/HknLJKi5odSxqIw yolPoYpUTDM1jdq2bBZPs2tzFeWtzqN/niihvzTXq0Qxd4nScdOHxNOaUWGU P2IyVfUfwCf2+qiulZmKYKaWqKIPkqnTiqmLmIpmqhkstaesdTCli//0EFXD HhT1ZXSRKWbqOtoVrDTBVCqYcpQL4YIPYIqnYLNx0QVnppZIpvTLdqdOnXIp 2OG8N3Fi6g4HU3xIC6c9UHz9LGWEJdDm0DTaFZNJ+0HUEaiPg1hZn8CP2QGS dkIz7saK2gcteAAkHeLmHUgHvQPogPcc2u/tTydmLaDGaFn887o9m/JjUyk5 dCHFgBj+lMCI12J2jSJzOIxA2jKqAUlfYgb8FG1Nf6dNn92kjktf0d++/y/1 yCCptJWWhW+gTI/FlAtfqmrAQD5Vv1NvF1va6XgEXJKINAdJebxrBkmFTBLM eCW0YB2WUlOyrAbGtfmuGNXAuBbYDVUASBBkl3lurtslSe0gqUWQxFU5Vsqq HPZOkr4+ddLkqIE52hLkyKJoXqE8e3uOeG+xePFi0davXy856iV9tdIqqoJW /CRmFX2Gye3FFmOjTyh9hMW06U34JbBe28bPoU/hk+zw5OiV7RPn0H/QoRkL qRRSXAOneXtEguCDeTkEP70dE7ueJn3wjrRMahYZu1cIjmqhF8pS7b9UruHS 8I2U4RFBOdi1VA4YLM6+71SWOGcxOAiXJ8Fc+UJzUIDHLIFKqwAHtVgojcmq Eho4uGRTPKRKHr5UPNwA/jdEnhP4GmiXNQcwoo1mZRQ7/Ah7GtXabI5zMwf+ gQ78TTdC42/u7Vy0GZshTpLE56FB6hdM5cfty7YrVJlfSPuzNlL6yFm0CqZn NUxP9lg/2jIllA4GxdL+oBhREmHtokhKwEKIBuBfRMsgdq7ncVUlP74MM9Oe JjdEDUtWUt2SDKpJS6cKbFv+0nFJPZ68eVgC9A9jD1kxcChd/eAjpQYeoqJ3 NtFxPocPX+rInM01y84B/eJ4WeKwGujX61UA9DtszMDbInXEVaGqmINeopwQ 1xy5Lp4xG67LampDa4JwNDhKRywXRoPRb4e8OuDvN58al0r47zLg5xsHxu/X FvsuF/hNLy7IwvbIKd9H38DAcELYw5Er6Eh0Bm0OTwbECyhiXiitWRRFR/jq MxnybMsmvUFpY0HClNoAuX7jhPNNVwLyMkBeu+XjXym07WEbyeYRRQewnSsf NJzq/ecq8/g0dE4H5YTZgXhnlYV8+MxngHYR0C5NkDqH5b0BaDcD7Vag3W6T Mn85da0oisG5fLiyClccZIm4gkfrANKtkIZGR5EFWaiD1WUt0P6+o6MT7FAF doAjR6OxxyWrmEw3wDa9NAn2f4qN42asvvB5CygMAL8blghZXqbKkqym8mSY Qmzga7GBrwfgDQC6Ea3Bvlom98aMqpdkUgWUSxkAL0mDjG/d1luBzefziR7R 9IWHP5UNHkHNgRrsX1LR21vpWNgSOh7urFhYuZeISm8YGkDXAWjOYaHB5qwo QsRTJeCXVJmjSwJkKQPNWqRFhQJZzYKrFLRt/fhVhUYwQG5ikDcHOIopsOQ6 hzpagvyIhW8bLH4+6QRyVycu5QdO0J7wFbQvahUdhWU+EZclfN0ileq4TKc5 BuCVALvS3pneuBgzKxKpaldQ5dZPdUiYbeEGihkZQ7s9AuhQ3yG0/PEXaOsv +1DD9r2i8N823wW0Y3IY7QtKpOOGVJ+HVJeo8osMdq1KGML5iZptGvA1nPx/ Dfhsx9O0CUFmjLNExZAeUGwruU4ocK4FzpVQH993XHLCedlS+temOY6kMwxG RUWFE86mKvilM86mGxqstpSMsz7xYFzNEw99586u6g7gvFukgcUeMU6mgD2T tFqkfz0PjIuAcRFMUBFmVWgHD5jRKZiifJiiP126LENdxXrqfGFTKsBfi2p6 IaMTaMGAYIp8vB/t/8Wr1Pb8q9T+8quUG7CQPpm8gN5/fTJ9OGgKfTBkGn08 IYT2zowSxUzPw3SKBZYkpZwPi+tSpKQ32kAAGmfSbwbizZDqJruu8ZNJtSKb /ipHRv0KoN6w9ZN+Loj/c6O/A3HTVP6biAcoxM3zYUb/1ivSXlR1vIC2Ra+k z7Er3wfROsznLJhhbspqyuOGvctx+CU58IoPwytuOV2gomW7qI7zgtPX3L4G 6CfXb6WdsXbaHZtG4a/NpMAnR9DWXw+kP78+iv7sMZLKp86m/KiltHX0HFo/ cCp9NHgafTR0Om0cPoO2jphJuaF2QUAxHq8Uj1cBAljL1aRITVcHoahP5QYN Z2cttxqWG9u3NE5Hr1PSr8CCzADw26TzcYfjqYW4aJ0S0n8BNYON/7NhtiN7 rbkNsyq47MKGeSg9W/z8iWCDk0K66hbWSehaHsrf4/Bnak6cp48T4CQmoiWt opObPqd6kev0ihqtCwKed/q6Lu8U7YlLpS/i7LQvLo0Oob3zZqBItvY5J/+Z xrnGvKh6ZgAVRi+lQpCwbXQArR8EAobMAAkzaMvwmbRt+Cza6zVfFHbQWq80 yUjwrpK7m9qvnJO7gwCZ4J1NzQqq+/hTvY3VjykdglutoK781lbXTvP62anB toH+uTlOJwU17at+s8X0JbuhZIbLAmGV5HrArk9PzDyefbvD/UHH12fXb6b9 wPwgMD8IvHUA6ScBi0XCpPOv9KV/RA2gmrf86WK0DiItBfK96FNg/yGwXy+w n0mbgfu2EbNoB1oe9oEiYTlwv6CTpAuf6iJQv5tKgHsxcC8C7jJBOmwzMK/a ut0RHm4+ulXmeQfotVdpoVcZNXx2hf67olRnHjQ3UE9ZeJAuoHOcij65n2qh lfQlpLYDd/7PQC8A4FxGjCvS6bhNHbO3ynMGpfMbn8P6Un2oN1XELKXKaK5C x6BX4+cj4s9ng+PofWidDyDwHwL0jQD8Y+wntqHlLEyjUwD9DEA/B9ALAHoB ID+XqjKQwwydERnIsU6xK20/fU5F8tzp9Nha2rWOX/v+Tfrs9Nf0j3/8t6M4 kKn33UDY7P6tLhC+Ve87d+kGwkdUXS2OiMyNt6v6kGl0Hgg7VMnUvtSWHEW1 McuoDq0eSGMg/PwZ/iwD3g5PD6N1w2bQu9Dp64HsRo9ZtBntKHT6cSezgz8D 3WMwPcdgenKw3287XUjfdlxWF/nWyP7cBUWe8i+N77RfqFB8WCFm+oXc+FBG bzw9DVS7uo273wLVPg7vw3irvxfkM0WFFKYKJE8CxbOivNBS2h0QLhXE76Ag IgZQvSOmtDk2vQe1xKWjg5bYZdQct4yaYpfiL5cA6jQ6MCOMNk8MojUjp9M7 HtAcPvNoT1IW7UX7IjkLHexN4UCYc5s/p0YYEX6+F61Zt9LEj7kgyFP+Rdeo 3u8wqboUIHsn69evdyoFmJOTM95CD7tehj1oAe0A8fMhOhKbJOrs6Ag+HZ7J WJYAojWeM2kZ8Gwf2pe+jfMTYZmtaG3xGdSO1iFCNDvil8POt8enUxsAbokH tOijQYRo2qlGRO6l0K7poZSb+UEPqjhR+AcLanVWWfMYUGNk+m3yO8e0btXH t9S4G9fNstYo/dQCpdcUSi15J+i4iKFKUeE4zlWJyuKWizX8Gdbwn6f0pavJ sUBoBXBRJc9EnOMVEed4JSED/5+B75dTRwIX0mO0ZOxUHdCqA1o1kclUFpGo rmqdbcaT/xNEnI33GAMOK3+Ku/3PLuH4KeU4IpNkSJmutlMoqu0sp/0BkSLT aOHLnAJmAKBYiamuxLRX0VU4Y9dEW9mDrieuBCLXVEG4y4kZopxgS8IyaoiX tZnqY2VgYE2UCAxU8QnOOl4jYnqT/yYio1wExAoRrRhND6m/+PkzESZ5PCYR qKQIRNhXOaFeAT0fu5xKYzPo7QmzxVJqG9KX/hTnL+IkOT7yamImXU/KpC9F W4Xnu4Gf9+HPK+ka2pUkCBKgaU1cTo060C5Ohn7WxyRR6wcfOQTFPJ56wuJ5 FSy9HGtOuwtmgMCILlaLqVOsMO+vxKM1TwXF4AG5sA4HPZ0UZTOWy8A1NF4t O3i1TO5LX6YkAAgZaXgd6vZLtK+Ss+7Aj0yolevJwCh5JV0CDq3AoemWgLVk qJmEqeqJTKf2cQshNiFwkQyrpH9D3fAInuoGjJzoOICR7BQhdComnQpiMqgY QOwLiBZrpYDXyuLXRATfVQAggEiWEV9fJ2f1pJspHMXHtc2+BCzXAMplgNIG UJpEVJAR+BVvozoO/MrL06CYhzw/7xqUB5y1Mn7+5S9/ccAxyA210bsbKI5H cyCczSmY5qR6aa4kdiVsjZ/I0NIqFsgcEQR3LUkGwHFEFMdG3UxZ3ZO+EUFS X6fIGl7XAMllwNEOOJpFAI1lkNQ0Q2/qcxhXq2xAYZYG0X7NAAtj6wqA1b2V cLfuUEe02s9SH10SMDcqUYYvqHIjIoosRkaRHVqUTqH9w+jkyDD6Y+AU+ip9 PrRCZwQZR4/dRPuGGxzrb0UDWGg3bAohtPYUIJS8ghpEZJwqQ8FhRonJ9M2J fJpmwKGVq5sQ6YOTfl0sF3OLojdSrE9Yjvj/XnZZep1Y9XZ8lxuVpF62lHEC +dEM0QoB0eaAd2jZuBz6cl0R/ZizizoADwfZXU+WQVg6SucbtG9Fy6bv0CRE kDPAdNnGEK2iZsDUIMqx6OoOaSK+7JsTJ1QohrMf95ghWdoiP9k1RDripwuN 8rIFOr+zUEw9XdA5zq+icu0LEUWRTieAzmmFzpHQ98mWdJ2aLtykryGUlzQ6 QOaGTYaoOdBJXUPfiQJGQAdNorNaoNMGdDiWqUGET3SWUODwrG9OnlCnAs46 +NHbo2Na4t8ZAtTVXuH3Fl2+YmnpHQsM2ke8sWdXdQnSKS8qQ+Gzii7GZ9Kx lE8of8MxFRvE+HTGBnGc102biAnqKQC6X4QF3UC7lsrQZFGbTYV5cXSJTUMj I5wAzUwLT067WKaqcEHGNMsvWmgfV7Pct0tkrDd7GpxjAhxVtCFSg7PSAU6l CoRzgCMCp5zDb1TozVqYVh03dUOH36Sq8BsO4XBJ3V+fkkI3ITsaIVP5aIRM F8YJoc69l3pT6zk3zHV/1at5bfGSS3cKIKmCHnF8fXQxFlmEymKvcDrJOMWt ohKB02qqA07NwEnGusiAwesKJ76IV2FKwP6m3TVOqYOBwma9UURPGEClYnMA SfprR/ssF5x4RvoowzTpFjgZ7zz1dsOWD7TA6WWHh9B56iuF6GlZA0InZo/o BKdAgVMBIapNzIa/kk2tybIKj4jjEiEm8pZcA8SRCwyMDC+BwAEcvtxvSTVv zQGOfakAp9Zm87NQzQ8bwOjTMAWMWQFQvzH0jBsGfogFKlKiuJpwO+UwAovT ZOyAQGAFncMyKo7LpHIgUAPxaFBBNm1A4BKjAL0LFHpADtb2FJXE7lPKJZsu 88ztWdRs5+s98w51qSMuyF89k7lztkrF6jJ10yo95YbhHmbR5QClQS5wsnRH KWMZW3QWpqcI0y7jKDBMu06ETGRTi4ovkqEr8ur4Gl/Uswa5LmZ/XWsOLviR lkVN4q6eZ5/hmH1dqrhBpjkWuvVnFiw90fXsn+zeJnt0OfH/EG8NcgVpUYeX VQJnindIfZa40uW3wjmwqoknnyJ57wDnl/mW8YqwJ1dVDBW3y3YZRNHiFKSg b3SX8o1ugIW21HM2lb/LnE1L+5gblna0+nfmafLr4ucDdP7tj+lI2DLKwVI/ Jq5XVdxfPEeTZYliPzXq1clGNfFWLoHMdZx6iflfUkFjHCfQlmYwLa6wV4hr 7DpMukper1KgMWu9zdVTM62oy6x5RnrWj1gscdcDs7FdzppffukQLzQdXpxO R1QJXb5YPivCJTpnXi1u8flimQvfyAJWLXA4W7lh2q12DgGSN8oiPGLJKqrF tGsx7RpRMZzvNz8OtvCoHrr9jFnT6/rIP+3GJOoZT7AwIFL9Pyhe99mPHchB 9TpIji5i73SVvpoqxes/q8Ws6zHbBnGv0gh673EKnajBbDl8okrEqqwQNa4b t26jucYy1otMlwcxHQCXqZoW23y9riur5m0x1UFqQXzTfJn2hi2n/REr6EDU ShGokC/eflHVvDHNi7Bg5SCXK0BUYZrVmGZNKjeQjmlWibrMWPeYYploK0Vd 5vqPt883FqjeglodzqoZap7No/X7Xci0muEkiy4HK4+TXwzYFZZBeyJWilCM w5hhbqyq2ooZFmJ2XLO8JFlWDy7F7MpSZQXhUlVBuBizuwASL2ClcgXh6q3b Qy3U0YPGd5pPl5mZKvgeNwzQFIuZSXv8sKp6ukNUPd0TnUkHYrLoaNxq8erD SfB2GrM6h1kVOOrfGjVwMauzafIG6hRm1HG6YKGFN2GVXL+bGd3VxYxMX3S6 xYykmX2Iqo4V0CeQwu3gaDcW234OLkhQwQXJ8pYnn5uN67fybY+u4QrLs3WH uOkJs9AfDxhiqO3E487TMO1ED2MaXS2q2RbrdIQS2ButV6gy7zxthUHcAQ25 CxqSb1a+QNuXjJbCLZMKtnxOTacLIy2sea/bPfE9joqQ/NmzZ4+lXteOgqk4 3xA/76SS/EIqP1HIdxNUebKQbrRfoRgLqe5l0YfTo9wlgHn00UfFo/BjqeGD LP7laZcRzJswE0sXevhijT880lyLbs9YCK++9Dcl7fFbPSK2HEVFRRRi0e1Z 9Z3pZt7bdbd668FniEuWLKF169axUdI4mAcc5yxIv8dlEkbPer9z8OBBkWGZ V1NgN92aBHbTrd5u8gNrHPRBKCthbVH1VtUUxwIL1+Qei9+Tp6/qVORuMZSe he5eb/pnWfzzQov1/JOuh9GpqPUQPCN89HI1vePzFuZXB2KaQqB6ftwgl7Hi DyYwy6LnIguzp+NpTSFXPT9h9GxAM7Obnk1+dc+mQKqe9WWiKef6AoQXKnvB /H8+FiJSbLGk7ux6qF+6wMM2AZPQ0nRrkljn0UosaL7D4vfUaDp4x1wP+prL dAX1UKZje9Fi6bm+OmMMpUOK29raHBiKv8BnUjfdmxTpmZgCK3cjagfeqTP4 gxlZuTSlFrqzZ9c9/9oFI35wX4tuyyyI1lia60B1q2PwTZ3hY9FtuRJ7U3cK FSUXgEL3N9ay72XRYYUiwuRN/73q7XljygwmP5ueinppRvzf2G66N3lz6f4F NSUXGdc+0DiLJV6p5qe1pIrcUx3qeAo9czZzRkcm+lUuC4S1golhT/MSS693 jgaw6qzaWALcUeehvprjT245PHWxaW9a9KoVnZWrjhEeM5aukX3PuuSYubDH WIx1UT2m1ViGA/24OSnru8/b2b7h6jvTzBZ1M7qxy1SxLeKIVhwh6iwMPCYD aWUER1iMd8698Z4xxnOZra4S5WIXR1qoj1Mug7meCarBfmMsOTG5e10sgDKQ IyyGyHNvCJnKQV2x3aIjNDGmfTwqn4b7vbu7ntWtiwrwcDaQwyz6PejaL/dp tb2Rd13qrOwWa2jqIt31AIvhvlDf6R0Ij9hDjHeH64jyJFadXdzltG74G7Wv 0YOY9m23ekZzEAzRQ4zQ02lWsnd1auBsCvXGyWqEz4wR2NWwGIF75yajDtSu 3dkaYlHozk07u02tJavTPP4d7r0H9y1lXI3QqVl4Epp+87R8iyGbXfWLXqVS cgiLqUX6G71q67Khm15ZOFSvMrpN6ZxbJN4UH602XrEY7IPbDKYWgTSySgfc 5WQ0DdH5vcUA77infaUTQx5KbMzFwDVAWGysel/jXu8y1EPtZyWvSlwse810 r1fpdTvOga08Z4aUv+f/07rWtPkZ7mlreYehrNstm0ZtisyDCT2YaQiXujeY yno81gDL1W++3Uip7o00T440TkmVuTAMM/e8xQBJ7lkFeVBF4w2p0rZUmRyy 6j3WXdMQLvv3dJErnoDu17TNke72Gy37nehiGrhfPPNvLLrWZ1lumIF42bmX teLQPrtpg0PdV//JsnPt5Ztrwtx0aev1lMVoIbc3BXo0uxzN10Jr8K/wlPTr NKbNNN9gMka41R4sk/2/5cIv/55Vv+a7ON3Yg5WyVx2uaZrIpy16ne6ePVgt e50gZczhQXZqC0WwVWT1FPeGeNtcTrfEA9xjoKStpubc9JIftXgAX/fM0Hvd PsC9XegRpa10KJLpGUx0T9Ov73ZcnVDJXEnaaOlBTfMyzr1BN3U7aC8Dbb1/ sxpstHuDfdztYLp8kYuPahUHPdI91b/dVVofMuaj9zpWoRtD3et/p+x/jhIJ Uw/xN2ob/pDFAAPdMy175QABBvfaJKutOVn13t+93g/I3oMMUPhj9mq6EX9w 17DIhyB9c2quFH2daBrCl1377Wovc1z2O9xBZ29r5fOAxSB6x+2G6ZI16B1b UVNKn1FMm7tW/oYdYMB2r8XAz7pv1s6YAzsvjx/VgYrO3mBiyiqQO7Ma/Ve3 N3N6x1NojO4UgWw+x1MG4oa86KFNZ+EXLvavy/1QsTsDa0t4q/97l+O6Tzf1 FI+7ZyjluaA65ujiBTIrKehyM81fs3Dw/+nvTNfjEffsYLWrtBu1eztLlXeK 2K17bXVtreHUB2v8fw+5Zwrr5ThjLEB4Vkmi6Vjoe3JzRP37vdwzEc1yxNGO uT7vssaVxFkNcY97Q8gimxTlYgtMT8Ls9U73epUXF8qpdl6g2gfp6Z5VkeSp u8/7HEutd+/elJ6e3t2/JHmfQXHqIfif7dy50+lX/ih/Rcwt9NY/RzhUzd/M CTlz//3/y19FOqj9m/GFy+/+YHAkfveH7h/7//c/0//6vx2KsSo=\ \>"]] }, Open ]], Cell[BoxData[""], "Input", CellChangeTimes->{{3.5681365021632137`*^9, 3.5681365171392403`*^9}, { 3.568136560351316*^9, 3.5681365863097615`*^9}, {3.5681369135895367`*^9, 3.5681369265999594`*^9}, {3.568137821916732*^9, 3.5681378378443604`*^9}, { 3.5682072492149415`*^9, 3.5682072529901485`*^9}, 3.568209802830227*^9, { 3.5682216503836985`*^9, 3.5682217583046885`*^9}, {3.5682217912831464`*^9, 3.568221843465238*^9}, {3.5682219760654707`*^9, 3.5682221133457117`*^9}, { 3.568222159615393*^9, 3.5682221693498106`*^9}, {3.5682222565227633`*^9, 3.5682222578487663`*^9}, 3.5682224736283445`*^9, 3.5682227227607822`*^9, 3.5682227558640404`*^9, {3.568222818810151*^9, 3.5682228486062036`*^9}, { 3.5682230057764797`*^9, 3.5682230079916835`*^9}, {3.568223041952943*^9, 3.5682230548229656`*^9}, 3.5682232619601297`*^9, 3.5682233000709963`*^9, { 3.568223536645412*^9, 3.5682235381118145`*^9}, {3.568223591151908*^9, 3.568223591526308*^9}, {3.5682236491528096`*^9, 3.568223657483224*^9}, { 3.568223713222122*^9, 3.5682237532361927`*^9}, {3.568223800379475*^9, 3.568223827648323*^9}, {3.5682238887380304`*^9, 3.5682238893152313`*^9}, { 3.5682240287170763`*^9, 3.5682240612431335`*^9}, 3.5682241088076167`*^9, { 3.568224198772975*^9, 3.5682242396450467`*^9}, {3.568224282170721*^9, 3.5682243185031853`*^9}, {3.568224437890195*^9, 3.568224439590598*^9}, { 3.568224572253231*^9, 3.5682245867144566`*^9}, {3.5682247081762695`*^9, 3.568224733557514*^9}, {3.56822480520844*^9, 3.5682248433505073`*^9}, { 3.568224884206979*^9, 3.5682248959069996`*^9}, {3.568224982830352*^9, 3.5682250047639904`*^9}, {3.56822503870965*^9, 3.5682250803305235`*^9}, { 3.5682251223413973`*^9, 3.568225141451431*^9}, {3.568225234177994*^9, 3.5682252929588966`*^9}, {3.5682253775890455`*^9, 3.568225482140429*^9}, { 3.56822551694409*^9, 3.5682255297205124`*^9}, {3.568225573197789*^9, 3.5682255809666023`*^9}, 3.568225660698343*^9, 3.5682257301964645`*^9, { 3.568225765078126*^9, 3.5682257828933573`*^9}, {3.568225927026843*^9, 3.568225927416844*^9}, {3.568267062420238*^9, 3.568267081358671*^9}, { 3.568267188328059*^9, 3.5682672830358257`*^9}, {3.5682676367040462`*^9, 3.568267747979042*^9}, 3.5682678404716043`*^9, 3.568267882030078*^9, { 3.5682679252577534`*^9, 3.568267996612279*^9}, {3.5682680488879704`*^9, 3.568268061133992*^9}, {3.568268100914062*^9, 3.5682681150944867`*^9}, { 3.5682681672609787`*^9, 3.5682681709113846`*^9}, {3.568268272904364*^9, 3.5682683182536435`*^9}, {3.5682685202739983`*^9, 3.568268599194537*^9}, { 3.5682686348873997`*^9, 3.568268637773405*^9}, {3.5682686944951043`*^9, 3.568268872273017*^9}, {3.5682689420207396`*^9, 3.568269016947671*^9}, { 3.5682695040741262`*^9, 3.568269601153097*^9}, {3.5682696652380095`*^9, 3.5682696728352227`*^9}, {3.5682697489633565`*^9, 3.5682698308635006`*^9}, {3.568271156491429*^9, 3.568271160063835*^9}, { 3.568271244927984*^9, 3.568271369010602*^9}, {3.5682716250070515`*^9, 3.5682717312276382`*^9}, {3.5682717843301315`*^9, 3.5682718576814604`*^9}, {3.568271940673606*^9, 3.5682720536490045`*^9}, { 3.5682722259669075`*^9, 3.5682723223126764`*^9}, {3.568272370813162*^9, 3.568272411466833*^9}, {3.5682725893539457`*^9, 3.568272622238803*^9}, { 3.5682726936713285`*^9, 3.5682726960113325`*^9}, {3.568272741079812*^9, 3.56827275143823*^9}, {3.5682729218373294`*^9, 3.568272991070251*^9}, { 3.5682734285574193`*^9, 3.5682734302890224`*^9}, {3.5682734898811274`*^9, 3.5682735111595645`*^9}, {3.5682736115925407`*^9, 3.5682736313577757`*^9}, {3.5682738601945777`*^9, 3.568273987272401*^9}, { 3.5682763944346285`*^9, 3.5682764313910933`*^9}, 3.5682765128232365`*^9, { 3.5682766527398825`*^9, 3.568276660976697*^9}, {3.5682774496048822`*^9, 3.568277461663703*^9}, {3.5683784032731285`*^9, 3.568378422991563*^9}, { 3.568378459308427*^9, 3.5683784812420654`*^9}, {3.568378513440522*^9, 3.568378867046343*^9}, {3.568378915468828*^9, 3.56837896203491*^9}, { 3.5683790764299107`*^9, 3.568379270041851*^9}, {3.568380233530743*^9, 3.568380234388745*^9}, 3.5683804214954734`*^9, 3.568380471867962*^9, 3.5683805399464817`*^9, {3.5683812396077104`*^9, 3.568381293537005*^9}, { 3.568381339541486*^9, 3.568381420224828*^9}, {3.5684645223056345`*^9, 3.5684645572340956`*^9}, {3.5684651558539467`*^9, 3.5684651618911576`*^9}, {3.5688209923798466`*^9, 3.568820997683856*^9}, { 3.568821158754139*^9, 3.568821160750942*^9}, 3.56882222404881*^9, { 3.568822649274357*^9, 3.5688226508031597`*^9}, 3.568822723109287*^9, { 3.5693397221142225`*^9, 3.5693397223326235`*^9}, {3.5693899272912874`*^9, 3.5693899274472876`*^9}, {3.5693910617720795`*^9, 3.5693910848757205`*^9}, 3.5693911374166126`*^9, {3.569391214402748*^9, 3.5693912147147484`*^9}, 3.569391451944365*^9, {3.569391487793228*^9, 3.569391507620863*^9}, { 3.5693923162258854`*^9, 3.5693923173958874`*^9}, {3.569406068526634*^9, 3.569406086092265*^9}, 3.569690172138941*^9, 3.569780036185542*^9, { 3.570453906913044*^9, 3.5704539079894457`*^9}, {3.570454575670618*^9, 3.5704545899602437`*^9}, {3.570454765008151*^9, 3.570454772277764*^9}, 3.5708553779481487`*^9, {3.5709431726830034`*^9, 3.570943174555007*^9}, { 3.5709495710522423`*^9, 3.5709495907082767`*^9}, {3.570949647617176*^9, 3.570949673138821*^9}, {3.570950759321929*^9, 3.5709507772775607`*^9}, { 3.5709508127364225`*^9, 3.5709508405200715`*^9}, {3.570991123104905*^9, 3.570991124259307*^9}, {3.5709912161278687`*^9, 3.570991227937089*^9}, { 3.5709912804155817`*^9, 3.570991308776431*^9}, {3.5709914026885962`*^9, 3.5709914215490294`*^9}, {3.570991574429298*^9, 3.5709916038821497`*^9}, 3.570991652445035*^9, 3.570991830004547*^9, 3.570991865276209*^9, { 3.5709919181759014`*^9, 3.5709919260539155`*^9}, {3.570992027251293*^9, 3.570992050058533*^9}, 3.5709920901350036`*^9, 3.570992186979974*^9, { 3.57122255431676*^9, 3.5712225562355638`*^9}, 3.571223175338251*^9, { 3.5713153738729277`*^9, 3.571315375682531*^9}, 3.5713224026962075`*^9, { 3.5713224627875133`*^9, 3.5713224654863176`*^9}, {3.5713224965147724`*^9, 3.571322572268505*^9}, {3.5713226259637995`*^9, 3.5713226549330506`*^9}, { 3.5713308245340652`*^9, 3.571330884469371*^9}, {3.5713309160126257`*^9, 3.5713309422674723`*^9}, 3.571331071326499*^9, {3.5713311246629925`*^9, 3.5713311332274075`*^9}, {3.571331300334901*^9, 3.5713313470881834`*^9}, 3.5713314298931284`*^9, 3.571331594130217*^9, {3.571331632849485*^9, 3.5713316334578857`*^9}, {3.5713316704299507`*^9, 3.5713316709447517`*^9}, {3.571331783327349*^9, 3.571331790019761*^9}, { 3.5713319475956383`*^9, 3.571331948360039*^9}, {3.5713326567416835`*^9, 3.571332681717327*^9}, {3.571332736801024*^9, 3.571332753305853*^9}, { 3.571332796221528*^9, 3.5713328475768185`*^9}, {3.571332914344936*^9, 3.571332924672154*^9}, {3.5713330072586994`*^9, 3.5713330320471425`*^9}, { 3.5713330798612266`*^9, 3.5713330883320417`*^9}, {3.5713331731961904`*^9, 3.571333178266199*^9}, {3.571333407851803*^9, 3.571333426837036*^9}, { 3.571333542292839*^9, 3.571333557705666*^9}, {3.5713336117441607`*^9, 3.5713337055939255`*^9}, {3.5713337750608473`*^9, 3.571333798070888*^9}, { 3.5713366694988756`*^9, 3.5713366834765005`*^9}, {3.5713369716090064`*^9, 3.57133697359021*^9}, {3.57138272164856*^9, 3.571382756233821*^9}, { 3.57138283537276*^9, 3.571382866900415*^9}, {3.5713829070080853`*^9, 3.5713829086616883`*^9}, {3.571382939175342*^9, 3.5713830233374896`*^9}, { 3.5713831045200324`*^9, 3.571383106126835*^9}, {3.571383198260597*^9, 3.5713832448422785`*^9}, 3.5716785972796593`*^9, 3.5718167268987517`*^9, { 3.571838452469782*^9, 3.5718386879053955`*^9}, 3.571838766139532*^9, { 3.571838857446493*^9, 3.5718388645757055`*^9}, 3.5723437133735733`*^9, 3.5723437554312468`*^9, {3.5723449027196617`*^9, 3.572344929582909*^9}, 3.5723450406551046`*^9, {3.57234950163894*^9, 3.5723495196413713`*^9}, { 3.572584520172369*^9, 3.5725845258195786`*^9}, {3.5726224003989472`*^9, 3.57262241340937*^9}, 3.572796748424938*^9, 3.5727968708695536`*^9, { 3.572796971801731*^9, 3.572796995841373*^9}, {3.57279741546651*^9, 3.5727974308793373`*^9}, {3.572842795856916*^9, 3.5728428061217337`*^9}, { 3.5728522627179437`*^9, 3.572852288426789*^9}, {3.5728523495164957`*^9, 3.572852453865079*^9}, {3.5728524960787535`*^9, 3.572852515110787*^9}, { 3.572852550008048*^9, 3.572852634669397*^9}, {3.5728602362372026`*^9, 3.5728602649256525`*^9}, 3.572860311756935*^9, 3.5731241886618786`*^9, 3.5731408095114717`*^9, 3.5731408826443996`*^9, {3.573211072949067*^9, 3.5732110779254756`*^9}, {3.5732129727516036`*^9, 3.573212981300419*^9}, { 3.5732130120948725`*^9, 3.57321301629128*^9}, {3.573213384015126*^9, 3.573213388164733*^9}, {3.573220427063021*^9, 3.57322044338065*^9}, { 3.5733208085662665`*^9, 3.5733208285343018`*^9}, {3.57332089027921*^9, 3.5733208917144127`*^9}, {3.5733209483737125`*^9, 3.5733209652997417`*^9}, {3.5733210904587617`*^9, 3.5733211330312366`*^9}, {3.5746581574587035`*^9, 3.5746581598923078`*^9}, {3.5746632559372582`*^9, 3.5746632963569293`*^9}, 3.574669479281269*^9, {3.5746708530664816`*^9, 3.5746708831121345`*^9}, { 3.5746734822639*^9, 3.5746735338531904`*^9}, 3.5747441301394944`*^9, { 3.574950644335537*^9, 3.5749506488751445`*^9}, {3.575001627819734*^9, 3.5750016487549706`*^9}, {3.57534426719551*^9, 3.575344278926731*^9}, { 3.5753450565880966`*^9, 3.575345065324112*^9}, 3.5753451320610294`*^9, { 3.575345171575898*^9, 3.575345181091915*^9}}], Cell[CellGroupData[{ Cell[BoxData[{ RowBox[{ RowBox[{ RowBox[{"tc", "=", RowBox[{"Table", "[", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{"x", "[", RowBox[{"[", "i", "]"}], "]"}], ",", RowBox[{"y", "[", RowBox[{"[", "i", "]"}], "]"}], ",", RowBox[{"z", "[", RowBox[{"[", "i", "]"}], "]"}]}], "}"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", "bc"}], "}"}]}], "]"}]}], ";"}], " ", RowBox[{"(*", " ", RowBox[{"core", " ", "clouds"}], " ", "*)"}]}], "\[IndentingNewLine]", RowBox[{ RowBox[{ RowBox[{"twc", "=", RowBox[{"Table", "[", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{"wxc", "[", RowBox[{"[", "i", "]"}], "]"}], ",", RowBox[{"wyc", "[", RowBox[{"[", "i", "]"}], "]"}], ",", RowBox[{"wzc", "[", RowBox[{"[", "i", "]"}], "]"}]}], "}"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", "cw"}], "}"}]}], "]"}]}], ";"}], " ", RowBox[{"(*", " ", RowBox[{"Bond", " ", "c\[ODoubleDot]ouds", " ", "between", " ", "cores"}], " ", "*)"}]}], "\[IndentingNewLine]", RowBox[{ RowBox[{ RowBox[{"twh", "=", RowBox[{"Table", "[", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{"wxh", "[", RowBox[{"[", "i", "]"}], "]"}], ",", RowBox[{"wyh", "[", RowBox[{"[", "i", "]"}], "]"}], ",", RowBox[{"wzh", "[", RowBox[{"[", "i", "]"}], "]"}]}], "}"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", "bh"}], "}"}]}], "]"}]}], ";"}], " ", RowBox[{"(*", " ", RowBox[{"H", "-", RowBox[{"bonding", " ", "clouds"}]}], " ", "*)"}], " "}], "\[IndentingNewLine]", RowBox[{ RowBox[{"tw", "=", RowBox[{"Join", "[", RowBox[{ "tc", ",", "twc", ",", "twh", ",", "tpo", ",", "tpu", ",", "tplo", ",", "tplu", ",", "tpso", ",", "tpsu", ",", RowBox[{"{", "tpln", "}"}]}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"bt", "=", RowBox[{"Length", "[", "tw", "]"}]}], "\[IndentingNewLine]", RowBox[{"(*", RowBox[{"MatrixForm", "[", "tw", "]"}], "*)"}]}], "\[IndentingNewLine]", RowBox[{ RowBox[{"(*", " ", RowBox[{"coordinates", " ", "of", " ", "clouds"}], " ", "*)"}]}]}], "Input", CellChangeTimes->{{3.568895397419882*^9, 3.5688955157148895`*^9}, { 3.568895549629349*^9, 3.5688955855718126`*^9}, {3.568895617317868*^9, 3.568895845234268*^9}, {3.5688960797194805`*^9, 3.5688961015127187`*^9}, { 3.568896219074525*^9, 3.5688962276233397`*^9}, {3.568896262910602*^9, 3.5688962903198504`*^9}, 3.5688964250728865`*^9, 3.568896456912543*^9, { 3.5688981540863237`*^9, 3.5688981869399815`*^9}, {3.5689021233572955`*^9, 3.5689021341525145`*^9}, {3.5689111169043026`*^9, 3.5689111218495116`*^9}, {3.568911235261711*^9, 3.568911242437723*^9}, 3.5689112948850155`*^9, {3.5689116510180407`*^9, 3.568911800419503*^9}, { 3.568911871820829*^9, 3.5689119012892804`*^9}, {3.5689119993042526`*^9, 3.5689120006770554`*^9}, {3.568912144306507*^9, 3.568912165085744*^9}, { 3.5689528310632005`*^9, 3.5689528569592457`*^9}, {3.5689534065794115`*^9, 3.5689534297298517`*^9}, {3.568954496214126*^9, 3.5689545054337425`*^9}, 3.5689569073699613`*^9, {3.56913308739126*^9, 3.5691332012870607`*^9}, { 3.569135511323518*^9, 3.5691355127119203`*^9}, {3.569136204167535*^9, 3.569136290747687*^9}, {3.5691598050571885`*^9, 3.569159843199256*^9}, { 3.5692215417755947`*^9, 3.569221597186892*^9}, {3.5692216819730406`*^9, 3.5692217090546885`*^9}, {3.5692217693019943`*^9, 3.5692218260704937`*^9}, {3.5692219780303607`*^9, 3.569221989433981*^9}, { 3.569222055468897*^9, 3.5692220728005276`*^9}, {3.5693401536421804`*^9, 3.5693401889450426`*^9}, 3.5693411655535583`*^9, {3.569341634303181*^9, 3.569341638733589*^9}, {3.5704549882757435`*^9, 3.5704550487414494`*^9}, { 3.570455928146194*^9, 3.5704559415310173`*^9}, {3.5708553973857827`*^9, 3.5708554057785974`*^9}, {3.5718402591869545`*^9, 3.5718402726497784`*^9}, 3.572328636723397*^9, {3.572328748419593*^9, 3.57232875246*^9}, { 3.5725921859362335`*^9, 3.5725921932682457`*^9}, {3.5725923978158054`*^9, 3.5725924023086133`*^9}, 3.5725926630786715`*^9, {3.5726167873570023`*^9, 3.57261679757502*^9}, 3.572620232450739*^9, {3.5726252144466896`*^9, 3.57262521482109*^9}, {3.572842310446463*^9, 3.5728423195412793`*^9}, 3.572851092419488*^9, {3.572851145927582*^9, 3.5728511735708303`*^9}, { 3.5728512529593697`*^9, 3.572851265595392*^9}, 3.5728513850916023`*^9, 3.573124143499799*^9, {3.5733124027399025`*^9, 3.573312472362825*^9}, { 3.5733130968319216`*^9, 3.5733130974091225`*^9}, {3.573316202329376*^9, 3.573316209786189*^9}, 3.573368517265889*^9, 3.5746700189174166`*^9, { 3.574670900474965*^9, 3.5746709256066093`*^9}, 3.5753448801985865`*^9, { 3.575371249764445*^9, 3.5753712595300617`*^9}, {3.5763817420169*^9, 3.576381761454534*^9}, {3.5764272928195043`*^9, 3.5764273073119297`*^9}, { 3.576466419934929*^9, 3.5764664258317394`*^9}, {3.576466640956117*^9, 3.576466645230525*^9}, {3.5764673887122307`*^9, 3.576467398571448*^9}, { 3.576468571568708*^9, 3.576468628415208*^9}, 3.576468667602477*^9}], Cell[BoxData["64"], "Output", CellChangeTimes->{3.576468994969052*^9, 3.576469828349716*^9, 3.5764702494256554`*^9, 3.576470534219756*^9}] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{ RowBox[{"(*", " ", RowBox[{"cloud", "-", RowBox[{"cloud", " ", "distances"}]}], " ", "*)"}], "\[IndentingNewLine]", RowBox[{ RowBox[{ RowBox[{"dw", "=", RowBox[{"Table", "[", RowBox[{ RowBox[{"Norm", "[", RowBox[{ RowBox[{"tw", "[", RowBox[{"[", "i", "]"}], "]"}], "-", RowBox[{"tw", "[", RowBox[{"[", "j", "]"}], "]"}]}], "]"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", "bt"}], "}"}], ",", RowBox[{"{", RowBox[{"j", ",", "1", ",", "bt"}], "}"}]}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{"(*", RowBox[{"MatrixForm", "[", "dw", "]"}], "*)"}], "\[IndentingNewLine]", RowBox[{"Length", "[", "dw", "]"}]}]}]], "Input", CellChangeTimes->{{3.5688982251756487`*^9, 3.5688986440675845`*^9}, { 3.5688986873108606`*^9, 3.56889871560931*^9}, {3.5688987970414534`*^9, 3.5688988526711507`*^9}, {3.568898887147211*^9, 3.568898888644814*^9}, { 3.5688989206248703`*^9, 3.568899041759083*^9}, {3.5688990876855636`*^9, 3.568899258349863*^9}, 3.568899300267137*^9, {3.568899351326027*^9, 3.5688993831032825`*^9}, {3.5688994370481772`*^9, 3.568899468217032*^9}, { 3.5688995813016305`*^9, 3.5688997165538683`*^9}, {3.5688998495129013`*^9, 3.568899932364647*^9}, {3.568899967667509*^9, 3.568900024529609*^9}, { 3.5689000794261055`*^9, 3.568900136257005*^9}, {3.5689001767858763`*^9, 3.56890020149632*^9}, {3.568902068726*^9, 3.568902074139209*^9}, 3.56890216040736*^9, 3.568902344113283*^9, {3.5689024237982235`*^9, 3.56890243907065*^9}, 3.5689025770684924`*^9, 3.568910195129884*^9, 3.568910620995032*^9, {3.568912393532545*^9, 3.5689124022841606`*^9}, { 3.5691332074958715`*^9, 3.5691332081666727`*^9}, {3.5691352237838125`*^9, 3.5691352313342257`*^9}, {3.5691489965881166`*^9, 3.5691490103317413`*^9}, {3.5691490440122004`*^9, 3.5691491351943607`*^9}, {3.569149201666077*^9, 3.5691492026956787`*^9}, { 3.5691494320784817`*^9, 3.5691494680989447`*^9}, {3.569152288984131*^9, 3.5691522953957424`*^9}, {3.5691595058486633`*^9, 3.569159537672719*^9}, 3.569237911685565*^9, 3.5693411655535583`*^9, 3.5693418217687106`*^9, { 3.5703410302061863`*^9, 3.570341063621445*^9}, {3.5720164790812473`*^9, 3.572016508424899*^9}, {3.57235540487335*^9, 3.572355408040156*^9}, { 3.572356807768214*^9, 3.5723568154122276`*^9}, {3.572621722359356*^9, 3.572621725962962*^9}}], Cell[BoxData["64"], "Output", CellChangeTimes->{3.576468995000252*^9, 3.576469828380916*^9, 3.576470249456856*^9, 3.576470534250956*^9}] }, Open ]], Cell[BoxData[ RowBox[{ RowBox[{"(*", " ", RowBox[{"nucleus", "-", RowBox[{"nucleus", " ", "distances"}]}], " ", "*)"}], "\[IndentingNewLine]", RowBox[{"(*", RowBox[{"MatrixForm", "[", "dc", "]"}], " ", "*)"}], " "}]], "Input", CellChangeTimes->{{3.5688982251756487`*^9, 3.5688986440675845`*^9}, { 3.5688986873108606`*^9, 3.56889871560931*^9}, {3.5688987970414534`*^9, 3.5688988526711507`*^9}, {3.568898887147211*^9, 3.568898888644814*^9}, { 3.5688989206248703`*^9, 3.568899041759083*^9}, {3.5688990876855636`*^9, 3.568899258349863*^9}, 3.568899300267137*^9, {3.568899351326027*^9, 3.5688993831032825`*^9}, {3.5688994370481772`*^9, 3.568899468217032*^9}, { 3.5688995813016305`*^9, 3.5688997165538683`*^9}, {3.5688998495129013`*^9, 3.568899932364647*^9}, {3.568899967667509*^9, 3.568900024529609*^9}, { 3.5689000794261055`*^9, 3.568900136257005*^9}, {3.5689001767858763`*^9, 3.56890020149632*^9}, {3.568902068726*^9, 3.568902074139209*^9}, 3.56890216040736*^9, 3.568902344113283*^9, {3.5689024237982235`*^9, 3.56890243907065*^9}, 3.5689025770684924`*^9, 3.568910195129884*^9, 3.568910620995032*^9, {3.568912393532545*^9, 3.5689124022841606`*^9}, { 3.5691332074958715`*^9, 3.5691332081666727`*^9}, {3.5691352237838125`*^9, 3.5691352313342257`*^9}, {3.5691489965881166`*^9, 3.5691490103317413`*^9}, {3.5691490440122004`*^9, 3.5691491273631463`*^9}, {3.5691523435842266`*^9, 3.56915234531583*^9}, { 3.5691524837816734`*^9, 3.569152599175076*^9}, {3.569159470889002*^9, 3.569159489874235*^9}, {3.569160442895509*^9, 3.5691604484335184`*^9}, 3.569237923385586*^9, 3.569341165569158*^9, 3.5693418217843103`*^9, { 3.570341048161818*^9, 3.570341058286236*^9}, {3.57034131095988*^9, 3.570341315156287*^9}, 3.5703415891395683`*^9, 3.570341976207448*^9}], Cell[CellGroupData[{ Cell[BoxData[{ RowBox[{ RowBox[{"tv1", "=", RowBox[{"Table", "[", RowBox[{ RowBox[{"t", "[", RowBox[{"[", "i", "]"}], "]"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", "bc"}], "}"}]}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"tv2", "=", RowBox[{"Table", "[", RowBox[{ RowBox[{"{", RowBox[{"0", ",", "0", ",", "0"}], "}"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", "cw"}], "}"}]}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"tv3", "=", " ", RowBox[{"Table", "[", RowBox[{ RowBox[{"t", "[", RowBox[{"[", "i", "]"}], "]"}], ",", RowBox[{"{", RowBox[{"i", ",", RowBox[{"bc", "+", "1"}], ",", "n"}], "}"}]}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{ RowBox[{"tv4", " ", "=", RowBox[{"Table", "[", RowBox[{ RowBox[{"{", RowBox[{"0", ",", "0", ",", "0"}], "}"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", RowBox[{"2", "*", "cj"}]}], "}"}]}], "]"}]}], ";"}], " "}], "\[IndentingNewLine]", RowBox[{ RowBox[{"tv5", "=", RowBox[{"Table", "[", RowBox[{ RowBox[{"{", RowBox[{"0", ",", "0", ",", "0"}], "}"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", RowBox[{"2", "*", "oj"}]}], "}"}]}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"tv6", " ", "=", RowBox[{"Table", "[", RowBox[{ RowBox[{"{", RowBox[{"0", ",", "0", ",", "0"}], "}"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", RowBox[{"2", "*", "hj"}]}], "}"}]}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"tv7", "=", RowBox[{"{", RowBox[{"{", RowBox[{"0", ",", "0", ",", "0"}], "}"}], "}"}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{ RowBox[{"tv", " ", "=", " ", RowBox[{"Join", "[", RowBox[{ "tv1", ",", "tv2", ",", "tv3", ",", "tv4", ",", "tv5", ",", "tv6", ",", "tv7"}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{"(*", RowBox[{"MatrixForm", "[", "tv", "]"}], "*)"}]}], "\[IndentingNewLine]", RowBox[{"Length", "[", "tv", "]"}]}], "Input", CellChangeTimes->{{3.5688982251756487`*^9, 3.5688986440675845`*^9}, { 3.5688986873108606`*^9, 3.56889871560931*^9}, {3.5688987970414534`*^9, 3.5688988526711507`*^9}, {3.568898887147211*^9, 3.568898888644814*^9}, { 3.5688989206248703`*^9, 3.568899041759083*^9}, {3.5688990876855636`*^9, 3.568899258349863*^9}, 3.568899300267137*^9, {3.568899351326027*^9, 3.5688993831032825`*^9}, {3.5688994370481772`*^9, 3.568899468217032*^9}, { 3.5688995813016305`*^9, 3.5688997165538683`*^9}, {3.5688998495129013`*^9, 3.568899932364647*^9}, {3.568899967667509*^9, 3.568900024529609*^9}, { 3.5689000794261055`*^9, 3.568900136257005*^9}, {3.5689001767858763`*^9, 3.56890020149632*^9}, {3.568902068726*^9, 3.568902074139209*^9}, 3.56890216040736*^9, 3.568902344113283*^9, {3.5689024237982235`*^9, 3.56890243907065*^9}, 3.5689025770684924`*^9, 3.568910195129884*^9, 3.568910620995032*^9, {3.568912393532545*^9, 3.5689124022841606`*^9}, { 3.5691332074958715`*^9, 3.5691332081666727`*^9}, {3.5691352237838125`*^9, 3.5691352313342257`*^9}, {3.5691489965881166`*^9, 3.5691490103317413`*^9}, {3.5691490440122004`*^9, 3.5691491273631463`*^9}, {3.5691523435842266`*^9, 3.56915234531583*^9}, { 3.5691524837816734`*^9, 3.5691526041202846`*^9}, {3.5691595921324143`*^9, 3.5691596901941867`*^9}, {3.569159772406331*^9, 3.5691597832951508`*^9}, { 3.5691598700313025`*^9, 3.569159885147729*^9}, {3.569160485733184*^9, 3.569160486887586*^9}, {3.5691672792073207`*^9, 3.5691672793789206`*^9}, { 3.5691673418102303`*^9, 3.5691674875144863`*^9}, {3.569168259700243*^9, 3.569168260386644*^9}, {3.569168321257951*^9, 3.569168337466379*^9}, { 3.5691685152754917`*^9, 3.569168656096939*^9}, {3.5691687137702403`*^9, 3.569168772566744*^9}, {3.5691697249898825`*^9, 3.569169747063921*^9}, { 3.569169944981469*^9, 3.5691699696763124`*^9}, 3.569341165569158*^9, { 3.5693417833614435`*^9, 3.5693417874486504`*^9}, {3.5704552110753345`*^9, 3.5704552378605814`*^9}, {3.5704560776724567`*^9, 3.570456083070066*^9}, { 3.570855427306635*^9, 3.570855434529448*^9}, {3.57184030784344*^9, 3.5718403245666695`*^9}, {3.5723553440956435`*^9, 3.5723553601792717`*^9}, {3.5723567913257856`*^9, 3.572356801543803*^9}, { 3.5723587125159597`*^9, 3.572358735884801*^9}, {3.5726205042656164`*^9, 3.5726205078692226`*^9}, {3.5726209578956137`*^9, 3.5726209632776227`*^9}, {3.5726266468256054`*^9, 3.5726266628780336`*^9}, {3.57284236531176*^9, 3.57284238273699*^9}, { 3.572842728620798*^9, 3.572842734502008*^9}, 3.5731240921601086`*^9, { 3.5733125819686174`*^9, 3.573312582608218*^9}, {3.5733126196738834`*^9, 3.5733126474263325`*^9}, {3.5733131200291624`*^9, 3.5733131288743777`*^9}, 3.573368536719124*^9, {3.5746698693443537`*^9, 3.5746698885011873`*^9}, { 3.574740991757182*^9, 3.5747410134412203`*^9}, {3.5748285231568966`*^9, 3.5748285315497117`*^9}, 3.5749358536151505`*^9, 3.5753449209770584`*^9, 3.5753511874612646`*^9, {3.575371200889559*^9, 3.575371204695966*^9}, { 3.5762943805450716`*^9, 3.5762943822142744`*^9}, {3.5763817883957815`*^9, 3.5763817961489944`*^9}, {3.5763824652185698`*^9, 3.576382522626671*^9}, { 3.5764273345495777`*^9, 3.5764273436131935`*^9}, {3.576427376872452*^9, 3.5764274135325165`*^9}, {3.5764659773933516`*^9, 3.57646599338338*^9}, { 3.576466438639362*^9, 3.5764664431945696`*^9}, {3.576466548510355*^9, 3.5764665530655627`*^9}, {3.5764667751631527`*^9, 3.576466809873214*^9}, 3.576468682001302*^9}], Cell[BoxData["64"], "Output", CellChangeTimes->{3.576468995015852*^9, 3.576469828396516*^9, 3.576470249472456*^9, 3.576470534266556*^9}] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[{ RowBox[{ RowBox[{"ow", "=", RowBox[{"Join", "[", RowBox[{ RowBox[{"Table", "[", RowBox[{ RowBox[{"-", "2.0"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", RowBox[{"bc", "+", "nb"}]}], "}"}]}], "]"}], ",", RowBox[{"Table", "[", RowBox[{ RowBox[{"-", "0.5"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", RowBox[{"2", "*", RowBox[{"(", RowBox[{"cj", "-", "5"}], ")"}]}]}], "}"}]}], "]"}], ",", RowBox[{"Table", "[", RowBox[{ RowBox[{"-", "1.0"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", "2"}], "}"}]}], "]"}], ",", RowBox[{"Table", "[", RowBox[{ RowBox[{"-", "0.5"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", RowBox[{"2", "*", RowBox[{"(", RowBox[{"cj", "-", "3"}], ")"}]}]}], "}"}]}], "]"}], ",", RowBox[{"Table", "[", RowBox[{ RowBox[{"-", "2.0"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", RowBox[{"2", "*", "oj"}]}], "}"}]}], "]"}], ",", RowBox[{"Table", "[", RowBox[{ RowBox[{"-", "2.0"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", RowBox[{"2", "*", "hj"}]}], "}"}]}], "]"}], ",", RowBox[{"{", RowBox[{"-", "2"}], "}"}]}], "]"}]}], ";"}], "\[IndentingNewLine]", "ow", "\[IndentingNewLine]", RowBox[{"cnv", "=", RowBox[{"Join", "[", RowBox[{ RowBox[{"Table", "[", RowBox[{ RowBox[{"cn", "[", RowBox[{"[", "i", "]"}], "]"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", "bc"}], "}"}]}], "]"}], ",", RowBox[{"Table", "[", RowBox[{"0.0", ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", "cw"}], "}"}]}], "]"}], ",", RowBox[{"Table", "[", RowBox[{ RowBox[{"cn", "[", RowBox[{"[", "i", "]"}], "]"}], ",", RowBox[{"{", RowBox[{"i", ",", RowBox[{"bc", "+", "1"}], ",", "n"}], "}"}]}], "]"}], ",", RowBox[{"Table", "[", RowBox[{"0.0", ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", RowBox[{"2", "*", "cj"}]}], "}"}]}], "]"}], ",", RowBox[{"Table", "[", RowBox[{"0.0", ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", RowBox[{"2", "*", "oj"}]}], "}"}]}], "]"}], ",", RowBox[{"Table", "[", RowBox[{"0.0", ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", RowBox[{"2", "*", "hj"}]}], "}"}]}], "]"}], ",", RowBox[{"{", "0.0", "}"}]}], "]"}]}]}], "Input", CellChangeTimes->{{3.5688982251756487`*^9, 3.5688986440675845`*^9}, { 3.5688986873108606`*^9, 3.56889871560931*^9}, {3.5688987970414534`*^9, 3.5688988526711507`*^9}, {3.568898887147211*^9, 3.568898888644814*^9}, { 3.5688989206248703`*^9, 3.568899041759083*^9}, {3.5688990876855636`*^9, 3.568899258349863*^9}, 3.568899300267137*^9, {3.568899351326027*^9, 3.5688993831032825`*^9}, {3.5688994370481772`*^9, 3.568899468217032*^9}, { 3.5688995813016305`*^9, 3.5688997165538683`*^9}, {3.5688998495129013`*^9, 3.568899932364647*^9}, {3.568899967667509*^9, 3.568900024529609*^9}, { 3.5689000794261055`*^9, 3.568900136257005*^9}, {3.5689001767858763`*^9, 3.56890020149632*^9}, {3.568902068726*^9, 3.568902074139209*^9}, 3.56890216040736*^9, 3.568902344113283*^9, {3.5689024237982235`*^9, 3.56890243907065*^9}, 3.5689025770684924`*^9, 3.568910195129884*^9, 3.568910620995032*^9, {3.568912393532545*^9, 3.5689124022841606`*^9}, { 3.5691332074958715`*^9, 3.5691332081666727`*^9}, {3.5691352237838125`*^9, 3.5691352313342257`*^9}, {3.5691489965881166`*^9, 3.5691490103317413`*^9}, {3.5691490440122004`*^9, 3.5691491273631463`*^9}, {3.5691523435842266`*^9, 3.56915234531583*^9}, { 3.5691524837816734`*^9, 3.5691526041202846`*^9}, {3.5691595921324143`*^9, 3.5691596901941867`*^9}, {3.569159772406331*^9, 3.5691597832951508`*^9}, { 3.5691598700313025`*^9, 3.569159885147729*^9}, {3.569160485733184*^9, 3.569160486887586*^9}, {3.5691672792073207`*^9, 3.5691672793789206`*^9}, { 3.5691673418102303`*^9, 3.5691674875144863`*^9}, {3.569168259700243*^9, 3.569168260386644*^9}, {3.569168321257951*^9, 3.569168337466379*^9}, { 3.5691685152754917`*^9, 3.569168656096939*^9}, {3.5691687137702403`*^9, 3.569168772566744*^9}, {3.5691697249898825`*^9, 3.569169747063921*^9}, { 3.569169944981469*^9, 3.5691699655579047`*^9}, {3.56921753575448*^9, 3.569217541807291*^9}, {3.569217576283351*^9, 3.5692176436130695`*^9}, { 3.5692176921603546`*^9, 3.569217692768756*^9}, {3.5692177389136367`*^9, 3.569217740192839*^9}, {3.5692222042775583`*^9, 3.5692222070231633`*^9}, { 3.569230669979245*^9, 3.5692306709620466`*^9}, {3.5692308816872168`*^9, 3.5692309970650196`*^9}, {3.5692310297158766`*^9, 3.569231090602784*^9}, { 3.5692311251880445`*^9, 3.569231148868886*^9}, 3.56923793753481*^9, 3.569341165569158*^9, 3.5693418217375107`*^9, {3.5703412254249296`*^9, 3.5703412423509593`*^9}, {3.5704553045038986`*^9, 3.570455320681127*^9}, { 3.57045550485505*^9, 3.5704555063370533`*^9}, {3.5704556421508913`*^9, 3.5704556424784923`*^9}, 3.5704557137862177`*^9, {3.5704564711051474`*^9, 3.5704564908079824`*^9}, {3.570456521602436*^9, 3.5704565228348384`*^9}, { 3.5704569127419233`*^9, 3.5704569202767363`*^9}, 3.5704636205455036`*^9, 3.570596993178934*^9, {3.570855461377095*^9, 3.5708554743563175`*^9}, 3.570855611589759*^9, {3.571840408884818*^9, 3.571840415296429*^9}, { 3.571840465559717*^9, 3.571840473905732*^9}, {3.5720165322617407`*^9, 3.5720165635241957`*^9}, {3.5721934404423375`*^9, 3.57219344758715*^9}, 3.572193479551606*^9, {3.5721935303764954`*^9, 3.572193534214102*^9}, { 3.5726206642250977`*^9, 3.5726206651142993`*^9}, {3.572620782223705*^9, 3.572620782738506*^9}, {3.572620924963956*^9, 3.5726209465699935`*^9}, { 3.572842408289835*^9, 3.5728424357302833`*^9}, {3.5728424783807583`*^9, 3.57284247916076*^9}, 3.5728451195121975`*^9, {3.5731249170427575`*^9, 3.573124927962777*^9}, {3.5731450428093076`*^9, 3.5731450615449405`*^9}, { 3.5731451273458557`*^9, 3.573145132259865*^9}, {3.573312700185625*^9, 3.573312779979765*^9}, {3.5733131504804153`*^9, 3.5733131516816177`*^9}, { 3.5733132756862354`*^9, 3.5733132772462387`*^9}, {3.5733147916812983`*^9, 3.573314840275384*^9}, {3.5733593507659893`*^9, 3.573359359377204*^9}, { 3.5746698998736076`*^9, 3.574669995361375*^9}, {3.5747410251880407`*^9, 3.574741049430484*^9}, {3.574828384379053*^9, 3.574828403270686*^9}, 3.5748284615211887`*^9, {3.5748284935168447`*^9, 3.5748284944996467`*^9}, { 3.574935858419959*^9, 3.574935862834767*^9}, {3.5753447605151763`*^9, 3.5753447815128136`*^9}, {3.575371294396123*^9, 3.5753713029293385`*^9}, { 3.5753713452678127`*^9, 3.5753713535982275`*^9}, {3.5762944216667438`*^9, 3.5762944709472303`*^9}, {3.5763819290300283`*^9, 3.576381935160839*^9}, { 3.576382364645193*^9, 3.576382415158082*^9}, {3.5764274631562033`*^9, 3.576427662852154*^9}, {3.5764277145194445`*^9, 3.5764277187002525`*^9}, { 3.5764659837581625`*^9, 3.57646598781417*^9}}], Cell[BoxData[ RowBox[{"{", RowBox[{ RowBox[{"-", "2.`"}], ",", RowBox[{"-", "2.`"}], ",", RowBox[{"-", "2.`"}], ",", RowBox[{"-", "2.`"}], ",", RowBox[{"-", "2.`"}], ",", RowBox[{"-", "2.`"}], ",", RowBox[{"-", "2.`"}], ",", RowBox[{"-", "2.`"}], ",", RowBox[{"-", "2.`"}], ",", RowBox[{"-", "2.`"}], ",", RowBox[{"-", "2.`"}], ",", RowBox[{"-", "2.`"}], ",", RowBox[{"-", "2.`"}], ",", RowBox[{"-", "2.`"}], ",", RowBox[{"-", "2.`"}], ",", RowBox[{"-", "2.`"}], ",", RowBox[{"-", "2.`"}], ",", RowBox[{"-", "2.`"}], ",", RowBox[{"-", "2.`"}], ",", RowBox[{"-", "2.`"}], ",", RowBox[{"-", "2.`"}], ",", RowBox[{"-", "2.`"}], ",", RowBox[{"-", "2.`"}], ",", RowBox[{"-", "2.`"}], ",", RowBox[{"-", "2.`"}], ",", RowBox[{"-", "2.`"}], ",", RowBox[{"-", "2.`"}], ",", RowBox[{"-", "2.`"}], ",", RowBox[{"-", "2.`"}], ",", RowBox[{"-", "2.`"}], ",", RowBox[{"-", "2.`"}], ",", RowBox[{"-", "2.`"}], ",", RowBox[{"-", "2.`"}], ",", RowBox[{"-", "2.`"}], ",", RowBox[{"-", "2.`"}], ",", RowBox[{"-", "2.`"}], ",", RowBox[{"-", "2.`"}], ",", RowBox[{"-", "2.`"}], ",", RowBox[{"-", "2.`"}], ",", RowBox[{"-", "0.5`"}], ",", RowBox[{"-", "0.5`"}], ",", RowBox[{"-", "0.5`"}], ",", RowBox[{"-", "0.5`"}], ",", RowBox[{"-", "1.`"}], ",", RowBox[{"-", "1.`"}], ",", RowBox[{"-", "0.5`"}], ",", RowBox[{"-", "0.5`"}], ",", RowBox[{"-", "0.5`"}], ",", RowBox[{"-", "0.5`"}], ",", RowBox[{"-", "0.5`"}], ",", RowBox[{"-", "0.5`"}], ",", RowBox[{"-", "0.5`"}], ",", RowBox[{"-", "0.5`"}], ",", RowBox[{"-", "2.`"}], ",", RowBox[{"-", "2.`"}], ",", RowBox[{"-", "2.`"}], ",", RowBox[{"-", "2.`"}], ",", RowBox[{"-", "2.`"}], ",", RowBox[{"-", "2.`"}], ",", RowBox[{"-", "2.`"}], ",", RowBox[{"-", "2.`"}], ",", RowBox[{"-", "2.`"}], ",", RowBox[{"-", "2.`"}], ",", RowBox[{"-", "2"}]}], "}"}]], "Output", CellChangeTimes->{3.576468995031452*^9, 3.576469828396516*^9, 3.576470249472456*^9, 3.576470534266556*^9}], Cell[BoxData[ RowBox[{"{", RowBox[{ "6.`", ",", "6.`", ",", "6.`", ",", "6.`", ",", "6.`", ",", "6.`", ",", "6.`", ",", "7.`", ",", "7.`", ",", "8.`", ",", "8.`", ",", "8.`", ",", "8.`", ",", "8.`", ",", "0.`", ",", "0.`", ",", "0.`", ",", "0.`", ",", "0.`", ",", "0.`", ",", "0.`", ",", "0.`", ",", "0.`", ",", "0.`", ",", "0.`", ",", "0.`", ",", "0.`", ",", "1.`", ",", "1.`", ",", "1.`", ",", "1.`", ",", "1.`", ",", "1.`", ",", "1.`", ",", "1.`", ",", "1.`", ",", "1.`", ",", "1.`", ",", "1.`", ",", "0.`", ",", "0.`", ",", "0.`", ",", "0.`", ",", "0.`", ",", "0.`", ",", "0.`", ",", "0.`", ",", "0.`", ",", "0.`", ",", "0.`", ",", "0.`", ",", "0.`", ",", "0.`", ",", "0.`", ",", "0.`", ",", "0.`", ",", "0.`", ",", "0.`", ",", "0.`", ",", "0.`", ",", "0.`", ",", "0.`", ",", "0.`", ",", "0.`"}], "}"}]], "Output", CellChangeTimes->{3.576468995031452*^9, 3.576469828396516*^9, 3.576470249472456*^9, 3.576470534266556*^9}] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{ RowBox[{"(*", " ", RowBox[{"nucleus", "-", RowBox[{"cloud", " ", "distances"}]}], " ", "*)"}], "\[IndentingNewLine]", RowBox[{ RowBox[{ RowBox[{"dcw", "=", RowBox[{"Table", "[", RowBox[{ RowBox[{ RowBox[{"sq", "=", RowBox[{"Norm", "[", RowBox[{ RowBox[{"tw", "[", RowBox[{"[", "i", "]"}], "]"}], "-", RowBox[{"tv", "[", RowBox[{"[", "j", "]"}], "]"}]}], "]"}]}], ";", RowBox[{"If", "[", RowBox[{ RowBox[{"(", RowBox[{ RowBox[{"sq", ">", " ", "0.1"}], " ", "&&", " ", RowBox[{"i", "\[NotEqual]", "j"}]}], ")"}], ",", RowBox[{"1", "/", "sq"}], ",", "0"}], "]"}]}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", "bt"}], "}"}], ",", RowBox[{"{", RowBox[{"j", ",", "1", ",", "bt"}], "}"}]}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{"Length", "[", "dcw", "]"}], "\[IndentingNewLine]", RowBox[{"(*", RowBox[{"MatrixForm", "[", "dcw", "]"}], "*)"}], " "}]}]], "Input", CellChangeTimes->{{3.5688982251756487`*^9, 3.5688986440675845`*^9}, { 3.5688986873108606`*^9, 3.56889871560931*^9}, {3.5688987970414534`*^9, 3.5688988526711507`*^9}, {3.568898887147211*^9, 3.568898888644814*^9}, { 3.5688989206248703`*^9, 3.568899041759083*^9}, {3.5688990876855636`*^9, 3.568899258349863*^9}, 3.568899300267137*^9, {3.568899351326027*^9, 3.5688993831032825`*^9}, {3.5688994370481772`*^9, 3.568899468217032*^9}, { 3.5688995813016305`*^9, 3.5688997165538683`*^9}, {3.5688998495129013`*^9, 3.568899932364647*^9}, {3.568899967667509*^9, 3.568900024529609*^9}, { 3.5689000794261055`*^9, 3.568900136257005*^9}, {3.5689001767858763`*^9, 3.56890020149632*^9}, {3.568902068726*^9, 3.568902074139209*^9}, 3.56890216040736*^9, 3.568902344113283*^9, {3.5689024237982235`*^9, 3.56890243907065*^9}, 3.5689025770684924`*^9, 3.568910195129884*^9, 3.568910620995032*^9, {3.568912393532545*^9, 3.5689124022841606`*^9}, { 3.5691332074958715`*^9, 3.5691332081666727`*^9}, {3.5691352237838125`*^9, 3.5691352313342257`*^9}, {3.5691489965881166`*^9, 3.5691490103317413`*^9}, {3.5691490440122004`*^9, 3.5691491273631463`*^9}, {3.5691523435842266`*^9, 3.56915234531583*^9}, { 3.5691524837816734`*^9, 3.5691526041202846`*^9}, {3.5691595921324143`*^9, 3.5691596901941867`*^9}, {3.569159772406331*^9, 3.5691597832951508`*^9}, { 3.5691598700313025`*^9, 3.569159885147729*^9}, {3.569160485733184*^9, 3.569160486887586*^9}, {3.5691672792073207`*^9, 3.5691672793789206`*^9}, { 3.5691673418102303`*^9, 3.5691674875144863`*^9}, {3.569168259700243*^9, 3.569168260386644*^9}, {3.569168321257951*^9, 3.569168337466379*^9}, { 3.5691685152754917`*^9, 3.569168656096939*^9}, {3.5691687137702403`*^9, 3.569168772566744*^9}, {3.5691697249898825`*^9, 3.569169747063921*^9}, { 3.569169944981469*^9, 3.5691699655579047`*^9}, {3.56921753575448*^9, 3.569217541807291*^9}, {3.569217576283351*^9, 3.5692176436130695`*^9}, { 3.5692176921603546`*^9, 3.569217692768756*^9}, {3.5692177389136367`*^9, 3.569217740192839*^9}, {3.5692222042775583`*^9, 3.5692222070231633`*^9}, { 3.569230669979245*^9, 3.5692306709620466`*^9}, {3.5692308816872168`*^9, 3.5692309970650196`*^9}, {3.5692310297158766`*^9, 3.569231090602784*^9}, { 3.5692311251880445`*^9, 3.569231148868886*^9}, 3.56923793753481*^9, 3.569341165569158*^9, 3.5693418217375107`*^9, {3.5703412254249296`*^9, 3.5703412423509593`*^9}, {3.5704553045038986`*^9, 3.570455320681127*^9}, { 3.57045550485505*^9, 3.5704555063370533`*^9}, {3.5704556421508913`*^9, 3.5704556424784923`*^9}, 3.5704557137862177`*^9, {3.5704564711051474`*^9, 3.5704564908079824`*^9}, {3.570456521602436*^9, 3.5704565228348384`*^9}, { 3.5704569127419233`*^9, 3.5704569202767363`*^9}, 3.5704636205455036`*^9, 3.570596993178934*^9, {3.570855461377095*^9, 3.5708554743563175`*^9}, 3.570855611589759*^9, {3.571840408884818*^9, 3.571840415296429*^9}, { 3.571840465559717*^9, 3.571840473905732*^9}, {3.5720165322617407`*^9, 3.5720165635241957`*^9}, {3.5721934404423375`*^9, 3.57219344758715*^9}, 3.572193479551606*^9, 3.5721935303764954`*^9, {3.5721935661785583`*^9, 3.5721935879405966`*^9}, {3.5721936909943776`*^9, 3.572193697218788*^9}, { 3.5721937395728626`*^9, 3.57219374339487*^9}, {3.5721937963725624`*^9, 3.5721938223154078`*^9}, {3.572193859786674*^9, 3.572193861533877*^9}, 3.5723554650270557`*^9, {3.5723567325136824`*^9, 3.5723567701565485`*^9}, 3.572621740954589*^9}], Cell[BoxData["64"], "Output", CellChangeTimes->{3.576468995062652*^9, 3.5764698284433165`*^9, 3.576470249519256*^9, 3.576470534313356*^9}] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[{ RowBox[{"Elcharge", "=", RowBox[{"Sum", "[", RowBox[{ RowBox[{"ow", "[", RowBox[{"[", "i", "]"}], "]"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", RowBox[{"Length", "[", "ow", "]"}]}], "}"}]}], "]"}]}], "\[IndentingNewLine]", RowBox[{"Length", "[", "ow", "]"}], "\[IndentingNewLine]", RowBox[{"Nuccharge", "=", RowBox[{"Sum", "[", RowBox[{ RowBox[{"cnv", "[", RowBox[{"[", "i", "]"}], "]"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", RowBox[{"Length", "[", "cnv", "]"}]}], "}"}]}], "]"}]}], "\[IndentingNewLine]", RowBox[{"Length", "[", "cnv", "]"}], "\[IndentingNewLine]"}], "Input", CellChangeTimes->{{3.5688982251756487`*^9, 3.5688986440675845`*^9}, { 3.5688986873108606`*^9, 3.56889871560931*^9}, {3.5688987970414534`*^9, 3.5688988526711507`*^9}, {3.568898887147211*^9, 3.568898888644814*^9}, { 3.5688989206248703`*^9, 3.568899041759083*^9}, {3.5688990876855636`*^9, 3.568899258349863*^9}, 3.568899300267137*^9, {3.568899351326027*^9, 3.5688993831032825`*^9}, {3.5688994370481772`*^9, 3.568899468217032*^9}, { 3.5688995813016305`*^9, 3.5688997165538683`*^9}, {3.5688998495129013`*^9, 3.568899932364647*^9}, {3.568899967667509*^9, 3.568900024529609*^9}, { 3.5689000794261055`*^9, 3.568900136257005*^9}, {3.5689001767858763`*^9, 3.56890020149632*^9}, {3.568902068726*^9, 3.568902074139209*^9}, 3.56890216040736*^9, 3.568902344113283*^9, {3.5689024237982235`*^9, 3.56890243907065*^9}, 3.5689025770684924`*^9, {3.568910195129884*^9, 3.568910199825492*^9}, 3.568910617609826*^9, {3.56891263539537*^9, 3.568912638842976*^9}, {3.568952611212014*^9, 3.5689526227248344`*^9}, { 3.5689527476498537`*^9, 3.5689527480086546`*^9}, {3.5689530637688093`*^9, 3.5689530642368097`*^9}, {3.569133363948546*^9, 3.569133373698563*^9}, { 3.5691350563331184`*^9, 3.56913505725352*^9}, 3.5691351502452836`*^9, { 3.569135237792637*^9, 3.5691352453118505`*^9}, {3.5691353071659594`*^9, 3.5691353166039753`*^9}, {3.5691447439722476`*^9, 3.5691448093675623`*^9}, {3.569146067386572*^9, 3.569146078244191*^9}, { 3.5691478509845047`*^9, 3.5691478547909117`*^9}, {3.569159874789311*^9, 3.56915988004652*^9}, {3.5691671967299757`*^9, 3.569167196901576*^9}, 3.5691672337020407`*^9, {3.5691672688489027`*^9, 3.5691672717661076`*^9}, 3.569171387282002*^9, 3.5692335989467897`*^9, {3.573315125131884*^9, 3.57331521983965*^9}, {3.573315279213355*^9, 3.573315294797782*^9}, { 3.5733153507238803`*^9, 3.5733153551854877`*^9}, {3.5733153963695602`*^9, 3.5733154277724156`*^9}, {3.5733182525629773`*^9, 3.5733182928434477`*^9}}], Cell[BoxData[ RowBox[{"-", "108.`"}]], "Output", CellChangeTimes->{3.576468995078252*^9, 3.5764698284433165`*^9, 3.576470249519256*^9, 3.576470534313356*^9}], Cell[BoxData["64"], "Output", CellChangeTimes->{3.576468995078252*^9, 3.5764698284433165`*^9, 3.576470249519256*^9, 3.576470534313356*^9}], Cell[BoxData["108.`"], "Output", CellChangeTimes->{3.576468995078252*^9, 3.5764698284433165`*^9, 3.576470249519256*^9, 3.576470534313356*^9}], Cell[BoxData["64"], "Output", CellChangeTimes->{3.576468995078252*^9, 3.5764698284433165`*^9, 3.576470249519256*^9, 3.576470534313356*^9}] }, Open ]], Cell[BoxData[ RowBox[{ RowBox[{"Vee", "=", "0.0"}], ";"}]], "Input", CellChangeTimes->{{3.5688982251756487`*^9, 3.5688986440675845`*^9}, { 3.5688986873108606`*^9, 3.56889871560931*^9}, {3.5688987970414534`*^9, 3.5688988526711507`*^9}, {3.568898887147211*^9, 3.568898888644814*^9}, { 3.5688989206248703`*^9, 3.568899041759083*^9}, {3.5688990876855636`*^9, 3.568899258349863*^9}, 3.568899300267137*^9, {3.568899351326027*^9, 3.5688993831032825`*^9}, {3.5688994370481772`*^9, 3.568899468217032*^9}, { 3.5688995813016305`*^9, 3.5688997165538683`*^9}, {3.5688998495129013`*^9, 3.568899932364647*^9}, {3.568899967667509*^9, 3.568900024529609*^9}, { 3.5689000794261055`*^9, 3.568900136257005*^9}, {3.5689001767858763`*^9, 3.56890020149632*^9}, {3.568902068726*^9, 3.568902074139209*^9}, 3.56890216040736*^9, 3.568902344113283*^9, {3.5689024237982235`*^9, 3.56890243907065*^9}, 3.5689025770684924`*^9, {3.568910195129884*^9, 3.568910199825492*^9}, 3.568910617609826*^9, {3.56891263539537*^9, 3.568912638842976*^9}, {3.568952611212014*^9, 3.5689526227248344`*^9}, { 3.5689527476498537`*^9, 3.5689527480086546`*^9}, {3.5689530637688093`*^9, 3.5689530642368097`*^9}, {3.569133363948546*^9, 3.569133373698563*^9}, { 3.5691350563331184`*^9, 3.56913505725352*^9}, 3.5691351502452836`*^9, { 3.569135237792637*^9, 3.5691352453118505`*^9}, {3.5691353071659594`*^9, 3.5691353166039753`*^9}, {3.5691447439722476`*^9, 3.5691448093675623`*^9}, {3.569146067386572*^9, 3.569146078244191*^9}, { 3.5691478509845047`*^9, 3.5691478547909117`*^9}, {3.569159874789311*^9, 3.56915988004652*^9}, {3.5691671967299757`*^9, 3.569167196901576*^9}, 3.5691672337020407`*^9, {3.5691672688489027`*^9, 3.5691672717661076`*^9}, 3.569171387282002*^9, 3.5692335989467897`*^9, {3.573315125131884*^9, 3.57331521983965*^9}, {3.573315279213355*^9, 3.573315294797782*^9}, { 3.5733153507238803`*^9, 3.5733153551854877`*^9}, {3.5733153963695602`*^9, 3.5733154277724156`*^9}, 3.576427744658698*^9}], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{ RowBox[{"(*", " ", RowBox[{"all", " ", "clouds", " ", "repulsion"}], " ", "*)"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"For", "[", RowBox[{ RowBox[{"i", "=", "1"}], ",", RowBox[{"i", "<", "bt"}], ",", RowBox[{"i", "++"}], ",", "\[IndentingNewLine]", RowBox[{"For", "[", RowBox[{ RowBox[{"j", "=", RowBox[{"i", "+", "1"}]}], ",", RowBox[{"j", "\[LessEqual]", "bt"}], ",", RowBox[{"j", "++"}], ",", "\[IndentingNewLine]", RowBox[{"Vee", "=", RowBox[{"Vee", "+", RowBox[{ RowBox[{"ow", "[", RowBox[{"[", "i", "]"}], "]"}], "*", RowBox[{ RowBox[{"ow", "[", RowBox[{"[", "j", "]"}], "]"}], "/", RowBox[{"dw", "[", RowBox[{"[", RowBox[{"i", ",", "j"}], "]"}], "]"}]}]}]}]}]}], "]"}]}], "]"}], "\[IndentingNewLine]", "Vee"}]}]], "Input", CellChangeTimes->{{3.5688982251756487`*^9, 3.5688986440675845`*^9}, { 3.5688986873108606`*^9, 3.56889871560931*^9}, {3.5688987970414534`*^9, 3.5688988526711507`*^9}, {3.568898887147211*^9, 3.568898888644814*^9}, { 3.5688989206248703`*^9, 3.568899041759083*^9}, {3.5688990876855636`*^9, 3.568899258349863*^9}, 3.568899300267137*^9, {3.568899351326027*^9, 3.5688993831032825`*^9}, {3.5688994370481772`*^9, 3.568899468217032*^9}, { 3.5688995813016305`*^9, 3.5688997165538683`*^9}, {3.5688998495129013`*^9, 3.568899932364647*^9}, {3.568899967667509*^9, 3.568900024529609*^9}, { 3.5689000794261055`*^9, 3.568900136257005*^9}, {3.5689001767858763`*^9, 3.56890020149632*^9}, {3.568902068726*^9, 3.568902074139209*^9}, 3.56890216040736*^9, 3.568902344113283*^9, {3.5689024237982235`*^9, 3.56890243907065*^9}, 3.5689025770684924`*^9, {3.568910195129884*^9, 3.568910199825492*^9}, 3.568910617609826*^9, {3.56891263539537*^9, 3.568912638842976*^9}, {3.568952611212014*^9, 3.5689526227248344`*^9}, { 3.5689527476498537`*^9, 3.5689527480086546`*^9}, {3.5689530637688093`*^9, 3.5689530642368097`*^9}, {3.569133363948546*^9, 3.569133373698563*^9}, { 3.5691350563331184`*^9, 3.56913505725352*^9}, 3.5691351502452836`*^9, { 3.569135237792637*^9, 3.5691352453118505`*^9}, {3.5691353071659594`*^9, 3.5691353166039753`*^9}, {3.5691447439722476`*^9, 3.5691448093675623`*^9}, {3.569146067386572*^9, 3.569146078244191*^9}, { 3.5691478509845047`*^9, 3.5691478969889855`*^9}, {3.569149270524598*^9, 3.569149283675421*^9}, {3.5691523005437512`*^9, 3.5691523013861527`*^9}, { 3.570457123841494*^9, 3.5704571330923104`*^9}, {3.570457176959587*^9, 3.570457191296013*^9}, {3.570463789649801*^9, 3.570463797637015*^9}, { 3.5704639300032473`*^9, 3.5704639472412777`*^9}, {3.570464099403945*^9, 3.5704641196371803`*^9}, {3.570464183737693*^9, 3.5704641855628963`*^9}, { 3.570855532092019*^9, 3.5708555433240385`*^9}, {3.5764684408872786`*^9, 3.576468450574896*^9}}], Cell[BoxData["1081.0488099822257`"], "Output", CellChangeTimes->{3.5764689951094522`*^9, 3.5764698284745164`*^9, 3.576470249534856*^9, 3.5764705343289557`*^9}] }, Open ]], Cell[BoxData[ RowBox[{ RowBox[{"(*", " ", RowBox[{ "half", " ", "cloud", " ", "with", " ", "other", " ", "common", " ", RowBox[{"halfcloud", ":", " ", RowBox[{"subtract", " ", "WW"}]}]}], " ", "*)"}], "\[IndentingNewLine]", RowBox[{"(*", RowBox[{ RowBox[{"For", " ", "[", RowBox[{ RowBox[{"i", "=", RowBox[{"nb", "+", "bc", "+", "1"}]}], ",", RowBox[{"i", "\[LessEqual]", RowBox[{"nb", "+", "bc", "+", "cj"}]}], ",", RowBox[{"i", "++"}], ",", RowBox[{"Vee", "=", RowBox[{"Vee", "-", RowBox[{ RowBox[{"ow", "[", RowBox[{"[", "i", "]"}], "]"}], "*", RowBox[{ RowBox[{"ow", "[", RowBox[{"[", RowBox[{"i", "+", "cj"}], "]"}], "]"}], "/", RowBox[{"(", RowBox[{ RowBox[{"rpo", "[", RowBox[{"[", RowBox[{"i", "-", "nb", "-", "bc"}], "]"}], "]"}], "+", RowBox[{"rpi", "[", RowBox[{"[", RowBox[{"i", "-", "nb", "-", "bc"}], "]"}], "]"}]}], ")"}]}]}]}]}]}], "]"}], ";"}], "*)"}], "\[IndentingNewLine]", RowBox[{ RowBox[{ RowBox[{"Vee", "=", RowBox[{"Vee", "-", RowBox[{"0.5", "*", "0.25", "*", RowBox[{"(", RowBox[{ RowBox[{"1", "/", RowBox[{"rpo", "[", RowBox[{"[", "1", "]"}], "]"}]}], "+", RowBox[{"1", "/", RowBox[{"rpo", "[", RowBox[{"[", "2", "]"}], "]"}]}], "+", RowBox[{"1", "/", RowBox[{"rpo", "[", RowBox[{"[", "4", "]"}], "]"}]}], "+", RowBox[{"1", "/", RowBox[{"rpo", "[", RowBox[{"[", "5", "]"}], "]"}]}], "+", RowBox[{"1", "/", RowBox[{"rpo", "[", RowBox[{"[", "6", "]"}], "]"}]}], "+", RowBox[{"1", "/", RowBox[{"rpo", "[", RowBox[{"[", "7", "]"}], "]"}]}]}], ")"}]}]}]}], ";"}], "\[IndentingNewLine]"}]}]], "Input", CellChangeTimes->{{3.571840548723463*^9, 3.571840579798718*^9}, { 3.5718477253093*^9, 3.5718477304573092`*^9}, {3.572620810756155*^9, 3.5726208298349886`*^9}, {3.5726208600522413`*^9, 3.5726208972739067`*^9}, {3.57279778559276*^9, 3.57279781975682*^9}, 3.5733150956478324`*^9, {3.5733650408599825`*^9, 3.573365073947641*^9}, { 3.573365126847334*^9, 3.573365203209468*^9}, {3.57467280495751*^9, 3.574672834457162*^9}, {3.574672996697447*^9, 3.5746729984914503`*^9}, { 3.574743538820456*^9, 3.574743544140065*^9}, {3.574828627021879*^9, 3.5748286276614804`*^9}, {3.5748512413081284`*^9, 3.57485124786014*^9}, { 3.574851313707855*^9, 3.5748513247994747`*^9}, {3.575602516740883*^9, 3.575602523074494*^9}, {3.575722007593234*^9, 3.575722017748852*^9}, { 3.575722104095004*^9, 3.575722128165846*^9}, {3.575722369123869*^9, 3.575722516668928*^9}, {3.5762945364517455`*^9, 3.5762945416309547`*^9}, 3.5762963089424586`*^9, {3.576382205072513*^9, 3.5763822136993284`*^9}, { 3.5763822439477816`*^9, 3.5763822577538056`*^9}, {3.5764277870751724`*^9, 3.5764278234076357`*^9}, {3.5764278678989143`*^9, 3.5764278932489586`*^9}, {3.576468357442732*^9, 3.576468387613185*^9}}], Cell[CellGroupData[{ Cell[BoxData[{ RowBox[{ RowBox[{"sc", "=", "0.3849"}], ";", " ", RowBox[{"(*", " ", RowBox[{"core", " ", "clouds"}], " ", "*)"}], "\[IndentingNewLine]", RowBox[{"For", "[", RowBox[{ RowBox[{"i", "=", "1"}], " ", ",", RowBox[{"i", "\[LessEqual]", "bc"}], ",", RowBox[{"i", "++"}], ",", RowBox[{"Vee", "=", RowBox[{"Vee", "+", RowBox[{"3", "*", RowBox[{"sc", "/", RowBox[{"u2", "[", RowBox[{"[", "i", "]"}], "]"}]}]}]}]}]}], "]"}]}], "\[IndentingNewLine]", RowBox[{ RowBox[{"sw", "=", "0.3849"}], ";", " ", RowBox[{"(*", " ", RowBox[{"bonding", " ", "clouds"}], " ", "*)"}], "\[IndentingNewLine]", RowBox[{"For", "[", RowBox[{ RowBox[{"i", "=", "1"}], " ", ",", RowBox[{"i", "\[LessEqual]", "nb"}], ",", RowBox[{"i", "++"}], ",", RowBox[{"Vee", "=", RowBox[{"Vee", "+", RowBox[{"3", "*", RowBox[{"sw", "/", RowBox[{"a", "[", RowBox[{"[", RowBox[{"i", ",", "3"}], "]"}], "]"}]}]}]}]}]}], "]"}]}], "\[IndentingNewLine]", RowBox[{"For", "[", RowBox[{ RowBox[{"i", "=", "1"}], " ", ",", RowBox[{"i", "\[LessEqual]", RowBox[{"2", "*", "oj"}]}], ",", RowBox[{"i", "++"}], ",", RowBox[{"Vee", "=", RowBox[{"Vee", "+", RowBox[{"3", "*", RowBox[{"sw", "/", "rlo"}]}]}]}]}], "]"}], "\[IndentingNewLine]", RowBox[{"For", "[", RowBox[{ RowBox[{"i", "=", "1"}], " ", ",", RowBox[{"i", "\[LessEqual]", RowBox[{"2", "*", "hj"}]}], ",", RowBox[{"i", "++"}], ",", RowBox[{"Vee", "=", RowBox[{"Vee", "+", RowBox[{"3", "*", RowBox[{"sw", "/", "rlo"}]}]}]}]}], "]"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"Vee", "=", RowBox[{"Vee", "+", RowBox[{"3", "*", RowBox[{"sw", "/", "rln"}]}]}]}], ";"}], "\[IndentingNewLine]", "Vee"}], "Input", CellChangeTimes->{{3.5689548890696163`*^9, 3.568955116299615*^9}, { 3.5689552553894596`*^9, 3.5689552575266633`*^9}, {3.5689552936875267`*^9, 3.5689553203323736`*^9}, {3.568955404229321*^9, 3.568955433245372*^9}, 3.5689554882822685`*^9, 3.5689562157115464`*^9, {3.568956283961666*^9, 3.5689562858180695`*^9}, {3.5689566111878405`*^9, 3.5689566291278725`*^9}, {3.5689566695319433`*^9, 3.5689567220104356`*^9}, {3.5690810958835616`*^9, 3.569081104525977*^9}, { 3.5691717160681796`*^9, 3.569171751714242*^9}, {3.5691717855663013`*^9, 3.5691719006789036`*^9}, 3.569234247377528*^9, {3.569235622381544*^9, 3.569235625142749*^9}, {3.5692356799612455`*^9, 3.569235740536152*^9}, { 3.57045575500149*^9, 3.5704557604770994`*^9}, {3.57046440981329*^9, 3.5704644333849316`*^9}, {3.5705963024877205`*^9, 3.5705963300061693`*^9}, {3.5706010463712544`*^9, 3.570601069225295*^9}, { 3.5706012097659416`*^9, 3.5706012109983435`*^9}, {3.570601290948484*^9, 3.570601291619285*^9}, {3.570601333099758*^9, 3.570601444951955*^9}, 3.5706014761208096`*^9, {3.570601526633698*^9, 3.570601615179454*^9}, { 3.5708576202336864`*^9, 3.5708576267544985`*^9}, {3.5708577990100007`*^9, 3.5708578016152053`*^9}, {3.5708580423548284`*^9, 3.570858044429632*^9}, { 3.570858075754487*^9, 3.5708581072821426`*^9}, {3.570858449889944*^9, 3.5708585756105647`*^9}, {3.572795632149378*^9, 3.5727956355657835`*^9}, { 3.5728516649872932`*^9, 3.5728517189321885`*^9}, {3.572851825152775*^9, 3.572851850284419*^9}, {3.5728520019946856`*^9, 3.572852210645052*^9}, 3.573124800838154*^9, {3.573322145410615*^9, 3.573322167859054*^9}, { 3.573322202803116*^9, 3.573322232630368*^9}, {3.5733683306427617`*^9, 3.5733683367267723`*^9}, {3.5733684056944933`*^9, 3.573368412932906*^9}, { 3.5733695833093615`*^9, 3.5733696100478086`*^9}, {3.5733696433694673`*^9, 3.573369694568757*^9}, {3.5733697316344223`*^9, 3.5733697335688257`*^9}, { 3.573369920425954*^9, 3.5733699263851643`*^9}, {3.57336995814682*^9, 3.573370085162243*^9}, {3.5733701175791*^9, 3.573370122087508*^9}, { 3.5733701577803707`*^9, 3.5733701630219803`*^9}, {3.573370193660434*^9, 3.573370198262442*^9}, {3.5746729482125616`*^9, 3.5746729642181897`*^9}, { 3.5746730450731316`*^9, 3.5746730625763626`*^9}, {3.574674580516679*^9, 3.5746746053675222`*^9}, {3.574674636692377*^9, 3.574674639859183*^9}, { 3.574743595854156*^9, 3.574743647131446*^9}, {3.575008591469165*^9, 3.5750085963519735`*^9}, 3.5753455268821225`*^9, {3.5753457669977446`*^9, 3.5753460420262275`*^9}, {3.5753460769078884`*^9, 3.575346080620695*^9}, { 3.5753461127255516`*^9, 3.575346158121631*^9}, {3.575388932760494*^9, 3.5753889451001163`*^9}, {3.5757144777564526`*^9, 3.575714504058099*^9}, { 3.5757750148485985`*^9, 3.5757750729587007`*^9}, 3.576294512162503*^9, { 3.576294649099543*^9, 3.576294654341152*^9}, {3.5763822868478565`*^9, 3.5763822927602673`*^9}, {3.5764279161029987`*^9, 3.5764279996879454`*^9}, {3.5764675995778008`*^9, 3.576467628266251*^9}, { 3.5764705151409225`*^9, 3.576470527340144*^9}}], Cell[BoxData["1191.7570897361388`"], "Output", CellChangeTimes->{3.576468995125052*^9, 3.5764698284745164`*^9, 3.576470249550456*^9, 3.576470534344556*^9}] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{ RowBox[{"(*", " ", RowBox[{ RowBox[{"all", " ", "nuclei", " ", "with", " ", "all", " ", "clouds"}], ",", " ", RowBox[{ RowBox[{"except", " ", "i"}], " ", "=", " ", "j"}]}], " ", "*)"}], "\[IndentingNewLine]", RowBox[{"Vne", "=", RowBox[{"cnv", ".", RowBox[{"(", RowBox[{"ow", ".", "dcw"}], ")"}]}]}]}]], "Input", CellChangeTimes->{ 3.569233528637466*^9, 3.5692342309507*^9, {3.5704557844231415`*^9, 3.570455793127957*^9}}], Cell[BoxData[ RowBox[{"-", "2251.8313949308695`"}]], "Output", CellChangeTimes->{3.5764689951406517`*^9, 3.576469828490116*^9, 3.576470249550456*^9, 3.576470534360156*^9}] }, Open ]], Cell[BoxData[ RowBox[{"(*", " ", RowBox[{ "core", " ", "nuclei", " ", "in", " ", "their", " ", "cloud", " ", "centers"}], " ", "*)"}]], "Input", CellChangeTimes->{{3.5688982251756487`*^9, 3.5688986440675845`*^9}, { 3.5688986873108606`*^9, 3.56889871560931*^9}, {3.5688987970414534`*^9, 3.5688988526711507`*^9}, {3.568898887147211*^9, 3.568898888644814*^9}, { 3.5688989206248703`*^9, 3.568899041759083*^9}, {3.5688990876855636`*^9, 3.568899258349863*^9}, 3.568899300267137*^9, {3.568899351326027*^9, 3.5688993831032825`*^9}, {3.5688994370481772`*^9, 3.568899468217032*^9}, { 3.5688995813016305`*^9, 3.5688997165538683`*^9}, {3.5688998495129013`*^9, 3.568899932364647*^9}, {3.568899967667509*^9, 3.568900024529609*^9}, { 3.5689000794261055`*^9, 3.568900136257005*^9}, {3.5689001767858763`*^9, 3.56890020149632*^9}, {3.568902068726*^9, 3.568902074139209*^9}, 3.56890216040736*^9, 3.568902344113283*^9, {3.5689024237982235`*^9, 3.56890243907065*^9}, 3.5689025770684924`*^9, {3.568910195129884*^9, 3.5689102262831383`*^9}, {3.5689126851126575`*^9, 3.5689126875306616`*^9}, {3.5690878255169816`*^9, 3.569087857185037*^9}, { 3.5691452963224173`*^9, 3.569145370484948*^9}, {3.5691454640695124`*^9, 3.5691454653799143`*^9}, {3.5691523784970884`*^9, 3.569152451988817*^9}, { 3.569152629610729*^9, 3.5691526609667845`*^9}}], Cell[CellGroupData[{ Cell[BoxData[{ RowBox[{"For", "[", RowBox[{ RowBox[{"i", "=", "1"}], ",", RowBox[{"i", "\[LessEqual]", "bc"}], ",", RowBox[{"i", "++"}], ",", RowBox[{"Vne", "=", RowBox[{"Vne", "-", RowBox[{"3", "*", RowBox[{ RowBox[{"cn", "[", RowBox[{"[", "i", "]"}], "]"}], "/", RowBox[{"u2", "[", RowBox[{"[", "i", "]"}], "]"}]}]}]}]}]}], "]"}], "\[IndentingNewLine]", "Vne"}], "Input", CellChangeTimes->{{3.5688982251756487`*^9, 3.5688986440675845`*^9}, { 3.5688986873108606`*^9, 3.56889871560931*^9}, {3.5688987970414534`*^9, 3.5688988526711507`*^9}, {3.568898887147211*^9, 3.568898888644814*^9}, { 3.5688989206248703`*^9, 3.568899041759083*^9}, {3.5688990876855636`*^9, 3.568899258349863*^9}, 3.568899300267137*^9, {3.568899351326027*^9, 3.5688993831032825`*^9}, {3.5688994370481772`*^9, 3.568899468217032*^9}, { 3.5688995813016305`*^9, 3.5688997165538683`*^9}, {3.5688998495129013`*^9, 3.568899932364647*^9}, {3.568899967667509*^9, 3.568900024529609*^9}, { 3.5689000794261055`*^9, 3.568900136257005*^9}, {3.5689001767858763`*^9, 3.56890020149632*^9}, {3.568902068726*^9, 3.568902074139209*^9}, 3.56890216040736*^9, 3.568902344113283*^9, {3.5689024237982235`*^9, 3.56890243907065*^9}, 3.5689025770684924`*^9, {3.568910195129884*^9, 3.5689102262831383`*^9}, {3.5689126851126575`*^9, 3.5689126875306616`*^9}, {3.5690878255169816`*^9, 3.569087857185037*^9}, { 3.5691452963224173`*^9, 3.569145370484948*^9}, {3.5691454640695124`*^9, 3.5691454653799143`*^9}, {3.5691523784970884`*^9, 3.569152451988817*^9}, { 3.569152629610729*^9, 3.5691526649915915`*^9}, 3.569170044088443*^9, { 3.5764676569391017`*^9, 3.576467667952721*^9}}], Cell[BoxData[ RowBox[{"-", "3600.099353870955`"}]], "Output", CellChangeTimes->{3.576468995156252*^9, 3.5764698285057163`*^9, 3.5764702495660563`*^9, 3.576470534360156*^9}] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{ RowBox[{"(*", " ", RowBox[{ RowBox[{ "protons", " ", "in", " ", "their", " ", "bonding", " ", "cloud"}], ",", " ", RowBox[{"distance", " ", RowBox[{"u2", "[", RowBox[{"[", RowBox[{"a", "[", RowBox[{"[", RowBox[{"i", ",", "1"}], "]"}], "]"}], "]"}], "]"}], " ", "to", " ", "cloud", " ", "center"}]}], " ", "*)"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"For", "[", RowBox[{ RowBox[{"i", "=", RowBox[{"cw", "+", "1"}]}], ",", RowBox[{"i", "\[LessEqual]", "nb"}], ",", RowBox[{"i", "++"}], ",", RowBox[{"Vne", "=", RowBox[{"Vne", "-", RowBox[{ RowBox[{"(", RowBox[{"3", "-", RowBox[{ RowBox[{"(", RowBox[{ RowBox[{"u2", "[", RowBox[{"[", RowBox[{"a", "[", RowBox[{"[", RowBox[{"i", ",", "1"}], "]"}], "]"}], "]"}], "]"}], "/", RowBox[{"a", "[", RowBox[{"[", RowBox[{"i", ",", "3"}], "]"}], "]"}]}], ")"}], "^", "2"}]}], ")"}], "/", RowBox[{"a", "[", RowBox[{"[", RowBox[{"i", ",", "3"}], "]"}], "]"}]}]}]}]}], "]"}], "\[IndentingNewLine]", "Vne"}]}]], "Input", CellChangeTimes->{{3.5692316245917215`*^9, 3.5692316336397376`*^9}, { 3.5764676737247314`*^9, 3.576467683724349*^9}}], Cell[BoxData[ RowBox[{"-", "3628.9032317701544`"}]], "Output", CellChangeTimes->{3.576468995156252*^9, 3.5764698285057163`*^9, 3.576470249581656*^9, 3.5764705343757563`*^9}] }, Open ]], Cell[BoxData[ RowBox[{ RowBox[{"(*", " ", RowBox[{"nucleus", "-", "nucleus"}], " ", "*)"}], "\[IndentingNewLine]", RowBox[{"(*", RowBox[{"For", "[", RowBox[{ RowBox[{"i", "=", "1"}], ",", RowBox[{"i", "<", "n"}], ",", RowBox[{"i", "++"}], ",", "\[IndentingNewLine]", RowBox[{"For", "[", RowBox[{ RowBox[{"j", "=", RowBox[{"i", "+", "1"}]}], ",", RowBox[{"j", "<", RowBox[{"n", "+", "1"}]}], ",", RowBox[{"j", "++"}], ",", RowBox[{"Vnn", "=", RowBox[{"Vnn", "+", RowBox[{ RowBox[{"cn", "[", RowBox[{"[", "i", "]"}], "]"}], "*", RowBox[{ RowBox[{"cn", "[", RowBox[{"[", "j", "]"}], "]"}], "/", RowBox[{"dc", "[", RowBox[{"[", RowBox[{"i", ",", "j"}], "]"}], "]"}]}]}]}]}]}], "]"}]}], "]"}], "*)"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"Vnn", "=", "Vn"}], ";"}]}]], "Input", CellChangeTimes->{{3.5688982251756487`*^9, 3.5688986440675845`*^9}, { 3.5688986873108606`*^9, 3.56889871560931*^9}, {3.5688987970414534`*^9, 3.5688988526711507`*^9}, {3.568898887147211*^9, 3.568898888644814*^9}, { 3.5688989206248703`*^9, 3.568899041759083*^9}, {3.5688990876855636`*^9, 3.568899258349863*^9}, 3.568899300267137*^9, {3.568899351326027*^9, 3.5688993831032825`*^9}, {3.5688994370481772`*^9, 3.568899468217032*^9}, { 3.5688995813016305`*^9, 3.5688997165538683`*^9}, {3.5688998495129013`*^9, 3.568899932364647*^9}, {3.568899967667509*^9, 3.568900024529609*^9}, { 3.5689000794261055`*^9, 3.568900136257005*^9}, {3.5689001767858763`*^9, 3.56890020149632*^9}, {3.568902068726*^9, 3.568902074139209*^9}, 3.56890216040736*^9, 3.568902344113283*^9, {3.5689024237982235`*^9, 3.56890243907065*^9}, 3.5689025770684924`*^9, {3.568910195129884*^9, 3.5689102262831383`*^9}, {3.5689126851126575`*^9, 3.5689126875306616`*^9}, {3.5690878255169816`*^9, 3.569087857185037*^9}, { 3.5691452963224173`*^9, 3.569145370484948*^9}, {3.5691454640695124`*^9, 3.5691454653799143`*^9}, {3.5691523784970884`*^9, 3.569152451988817*^9}, { 3.569152629610729*^9, 3.5691526609667845`*^9}, 3.5691527650033674`*^9, { 3.5691528050174375`*^9, 3.5691528220994673`*^9}, {3.5691528694611506`*^9, 3.5691529180864363`*^9}, {3.5691531888249116`*^9, 3.569153192974519*^9}, 3.569153245359411*^9, {3.5691532970111017`*^9, 3.5691533046239147`*^9}, { 3.5691708905147295`*^9, 3.56917090235515*^9}, {3.5691714357512875`*^9, 3.569171449775712*^9}, 3.56917197825784*^9, {3.5764096561174574`*^9, 3.5764096670530767`*^9}}], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{ RowBox[{"(*", " ", RowBox[{ RowBox[{ "now", " ", "add", " ", "the", " ", "energy", " ", "terms", " ", "of", " ", RowBox[{"Cl", "[", "Ne", "]"}], "7"}], "+", " ", RowBox[{"from", " ", "Ne_s24b2", RowBox[{"_atoms", ".", "nb"}]}]}], " ", "*)"}], "\[IndentingNewLine]", RowBox[{ "Vee", "\[IndentingNewLine]", "Vnn", "\[IndentingNewLine]", "Vne", "\[IndentingNewLine]", RowBox[{"Tpi", " ", "=", " ", RowBox[{"2.0", "*", "1.125", "*", RowBox[{"(", RowBox[{ RowBox[{"0.5", "*", RowBox[{"(", RowBox[{ RowBox[{"1", "/", RowBox[{ RowBox[{"rpo", "[", RowBox[{"[", "1", "]"}], "]"}], "^", "2"}]}], "+", RowBox[{"1", "/", RowBox[{ RowBox[{"rpi", "[", RowBox[{"[", "1", "]"}], "]"}], "^", "2"}]}], "+", RowBox[{"1", "/", RowBox[{ RowBox[{"rpo", "[", RowBox[{"[", "2", "]"}], "]"}], "^", "2"}]}], "+", RowBox[{"1", "/", RowBox[{ RowBox[{"rpi", "[", RowBox[{"[", "2", "]"}], "]"}], "^", "2"}]}], "+", RowBox[{"1", "/", RowBox[{ RowBox[{"rpo", "[", RowBox[{"[", "4", "]"}], "]"}], "^", "2"}]}], "+", RowBox[{"1", "/", RowBox[{ RowBox[{"rpi", "[", RowBox[{"[", "4", "]"}], "]"}], "^", "2"}]}], "+", RowBox[{"1", "/", RowBox[{ RowBox[{"rpo", "[", RowBox[{"[", "5", "]"}], "]"}], "^", "2"}]}], "+", RowBox[{"1", "/", RowBox[{ RowBox[{"rpi", "[", RowBox[{"[", "5", "]"}], "]"}], "^", "2"}]}], "+", RowBox[{"1", "/", RowBox[{ RowBox[{"rpo", "[", RowBox[{"[", "6", "]"}], "]"}], "^", "2"}]}], "+", RowBox[{"1", "/", RowBox[{ RowBox[{"rpi", "[", RowBox[{"[", "6", "]"}], "]"}], "^", "2"}]}], " ", "+", RowBox[{"1", "/", RowBox[{ RowBox[{"rpo", "[", RowBox[{"[", "7", "]"}], "]"}], "^", "2"}]}], "+", RowBox[{"1", "/", RowBox[{ RowBox[{"rpi", "[", RowBox[{"[", "7", "]"}], "]"}], "^", "2"}]}]}], ")"}]}], "+", RowBox[{"1", "/", RowBox[{ RowBox[{"rpo", "[", RowBox[{"[", "3", "]"}], "]"}], "^", "2"}]}], "+", RowBox[{"1", "/", RowBox[{ RowBox[{"rpi", "[", RowBox[{"[", "3", "]"}], "]"}], "^", "2"}]}]}], ")"}]}]}], RowBox[{"(*", " ", RowBox[{"pi", " ", "kin", " ", "e", " ", "added"}], " ", "*)"}], "\[IndentingNewLine]", RowBox[{"Tlp", " ", "=", RowBox[{"2.25", "*", RowBox[{"(", RowBox[{ RowBox[{"2", "*", RowBox[{ RowBox[{"(", RowBox[{"hj", "+", "oj"}], ")"}], "/", RowBox[{"rlo", "^", "2"}]}]}], "+", RowBox[{"1", "/", RowBox[{"rln", "^", "2"}]}]}], ")"}]}]}], "\[IndentingNewLine]", RowBox[{"Vtot", "=", RowBox[{"Vne", "+", "Vee", "+", "Vnn"}]}], "\[IndentingNewLine]", RowBox[{"Ttot", " ", "=", RowBox[{"Ttot", "+", "Tpi", "+", "Tlp"}]}], "\[IndentingNewLine]", RowBox[{"Vir", " ", "=", RowBox[{ RowBox[{"-", "Vtot"}], "/", "Ttot"}]}], "\[IndentingNewLine]", RowBox[{"Etot", "=", RowBox[{"Ttot", "+", "Vtot", "\[IndentingNewLine]"}]}]}]}]], "Input", CellChangeTimes->{{3.5689074950860367`*^9, 3.5689075109980645`*^9}, { 3.568910298074465*^9, 3.5689103015064707`*^9}, {3.568910724064413*^9, 3.5689107693044925`*^9}, {3.568955368910859*^9, 3.568955378629676*^9}, { 3.568955601366867*^9, 3.568955616218093*^9}, {3.5704638504275074`*^9, 3.570463876370353*^9}, {3.570464305074706*^9, 3.5704643133895206`*^9}, { 3.570464352171189*^9, 3.570464353231991*^9}, {3.570712404698539*^9, 3.5707124150569572`*^9}, {3.570809962851386*^9, 3.5708101493809137`*^9}, { 3.5708102160710306`*^9, 3.570810245165082*^9}, {3.5708102767551374`*^9, 3.5708103693413*^9}, {3.570810404207361*^9, 3.5708104232081947`*^9}, { 3.5708104788690925`*^9, 3.5708104825818987`*^9}, {3.5708105169643593`*^9, 3.570810517884761*^9}, {3.570810561767638*^9, 3.5708105625476394`*^9}, { 3.5708106179589367`*^9, 3.570810645648985*^9}, {3.5708552812279787`*^9, 3.570855300572013*^9}, {3.5718406368324184`*^9, 3.5718406454592333`*^9}, 3.57184067742369*^9, {3.572851887958485*^9, 3.5728519643206196`*^9}, 3.573124110349741*^9, 3.5731249811744704`*^9, {3.573321827294856*^9, 3.573321828074857*^9}, {3.5733218842973557`*^9, 3.573322060546466*^9}, { 3.5733223511749763`*^9, 3.573322362562996*^9}, {3.5733662939947844`*^9, 3.573366334227255*^9}, {3.573366373336523*^9, 3.5733663802005353`*^9}, { 3.5733670479305086`*^9, 3.573367141577473*^9}, {3.573367235162038*^9, 3.5733672396704454`*^9}, {3.5733673160013795`*^9, 3.573367336141015*^9}, { 3.57337971917793*^9, 3.573379817005702*^9}, {3.5733798503429604`*^9, 3.5733798602021775`*^9}, 3.574672644355228*^9, {3.5746726806096916`*^9, 3.5746727600450315`*^9}, {3.5747435066375995`*^9, 3.574743512113209*^9}, { 3.574828574792988*^9, 3.57482858761621*^9}, 3.5749358994636307`*^9, { 3.575344595934888*^9, 3.5753446255749397`*^9}, {3.5753719193332205`*^9, 3.575371943029662*^9}, {3.5757146920540295`*^9, 3.575714718901676*^9}, { 3.5757148376958847`*^9, 3.5757148384134865`*^9}, {3.57571486928594*^9, 3.575714870065942*^9}, {3.5757209777730255`*^9, 3.5757209784438267`*^9}, { 3.5757212754683485`*^9, 3.5757213005219927`*^9}, {3.5757222764909067`*^9, 3.5757222942281375`*^9}, {3.5757232810546713`*^9, 3.5757232920370903`*^9}, 3.576294590880241*^9, {3.57638195835808*^9, 3.576381963006888*^9}, { 3.576382027559801*^9, 3.576382030648607*^9}, {3.576382067324271*^9, 3.5763821038283353`*^9}, {3.576383939251156*^9, 3.5763839507795763`*^9}, { 3.576405754238834*^9, 3.5764057825528836`*^9}, {3.5764280841776943`*^9, 3.5764281346905828`*^9}, {3.5764281737998514`*^9, 3.5764282448423767`*^9}, 3.5764677673092957`*^9, {3.5764679353371906`*^9, 3.576467952559621*^9}, { 3.5764679937592936`*^9, 3.576467997050899*^9}, {3.576468063117015*^9, 3.5764681503523684`*^9}, 3.576468201426858*^9, {3.5764696390121837`*^9, 3.5764696436141915`*^9}, {3.57647024053364*^9, 3.576470240970441*^9}}], Cell[BoxData["1191.7570897361388`"], "Output", CellChangeTimes->{3.576468995171852*^9, 3.5764698285213165`*^9, 3.576470249581656*^9, 3.5764705343757563`*^9}], Cell[BoxData["931.8967118509483`"], "Output", CellChangeTimes->{3.576468995171852*^9, 3.5764698285213165`*^9, 3.576470249581656*^9, 3.5764705343913565`*^9}], Cell[BoxData[ RowBox[{"-", "3628.9032317701544`"}]], "Output", CellChangeTimes->{3.576468995171852*^9, 3.5764698285213165`*^9, 3.576470249581656*^9, 3.5764705343913565`*^9}], Cell[BoxData["12.621842683919501`"], "Output", CellChangeTimes->{3.576468995171852*^9, 3.5764698285213165`*^9, 3.576470249581656*^9, 3.5764705343913565`*^9}], Cell[BoxData["19.227038204079342`"], "Output", CellChangeTimes->{3.576468995171852*^9, 3.5764698285213165`*^9, 3.576470249581656*^9, 3.5764705343913565`*^9}], Cell[BoxData[ RowBox[{"-", "1505.2494301830673`"}]], "Output", CellChangeTimes->{3.576468995171852*^9, 3.5764698285213165`*^9, 3.576470249581656*^9, 3.5764705343913565`*^9}], Cell[BoxData["757.8139049444385`"], "Output", CellChangeTimes->{3.576468995171852*^9, 3.5764698285213165`*^9, 3.576470249581656*^9, 3.5764705343913565`*^9}], Cell[BoxData["1.9863048439226372`"], "Output", CellChangeTimes->{3.576468995171852*^9, 3.5764698285213165`*^9, 3.576470249581656*^9, 3.5764705343913565`*^9}], Cell[BoxData[ RowBox[{"-", "747.4355252386288`"}]], "Output", CellChangeTimes->{3.576468995171852*^9, 3.5764698285213165`*^9, 3.576470249581656*^9, 3.5764705343913565`*^9}] }, Open ]] }, WindowSize->{902, 946}, WindowMargins->{{Automatic, 414}, {8, Automatic}}, PrintingCopies->1, PrintingPageRange->{32000, 32000}, PrintingOptions->{"Magnification"->1., "PaperOrientation"->"Portrait", "PaperSize"->{595.2, 841.8}}, FrontEndVersion->"9.0 for Microsoft Windows (64-bit) (January 25, 2013)", StyleDefinitions->"Default.nb" ] (* End of Notebook Content *) (* Internal cache information *) (*CellTagsOutline CellTagsIndex->{} *) (*CellTagsIndex CellTagsIndex->{} *) (*NotebookFileOutline Notebook[{ Cell[557, 20, 2316, 38, 52, "Input"], Cell[CellGroupData[{ Cell[2898, 62, 1519, 27, 52, "Input"], Cell[4420, 91, 3972, 71, 326, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[8429, 167, 1007, 16, 31, "Input"], Cell[9439, 185, 660, 10, 31, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[10136, 200, 955, 14, 31, "Input"], Cell[11094, 216, 148, 2, 31, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[11279, 223, 838, 19, 31, "Input"], Cell[12120, 244, 3667, 86, 416, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[15824, 335, 997, 28, 72, "Input"], Cell[16824, 365, 17118, 254, 431, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[33979, 624, 1477, 39, 92, "Input"], Cell[35459, 665, 501, 9, 31, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[35997, 679, 1125, 29, 92, "Input"], Cell[37125, 710, 164, 2, 31, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[37326, 717, 1560, 29, 31, "Input"], Cell[38889, 748, 662, 10, 31, "Output"] }, Open ]], Cell[39566, 761, 1592, 29, 31, "Input"], Cell[CellGroupData[{ Cell[41183, 794, 1234, 18, 31, "Input"], Cell[42420, 814, 1929, 56, 72, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[44386, 875, 697, 14, 31, "Input"], Cell[45086, 891, 462, 8, 31, "Output"] }, Open ]], Cell[45563, 902, 908, 24, 31, "Input"], Cell[CellGroupData[{ Cell[46496, 930, 6690, 137, 172, "Input"], Cell[53189, 1069, 571, 10, 52, "Output"], Cell[53763, 1081, 577, 10, 52, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[54377, 1096, 519, 12, 31, "Input"], Cell[54899, 1110, 664, 10, 31, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[55600, 1125, 1428, 39, 92, "Input"], Cell[57031, 1166, 503, 9, 31, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[57571, 1180, 827, 23, 92, "Input"], Cell[58401, 1205, 141, 2, 31, "Output"], Cell[58545, 1209, 141, 2, 31, "Output"] }, Open ]], Cell[58701, 1214, 1368, 19, 31, "Input"], Cell[CellGroupData[{ Cell[60094, 1237, 1669, 25, 31, "Input"], Cell[61766, 1264, 161, 2, 31, "Output"] }, Open ]], Cell[61942, 1269, 2301, 49, 112, "Input"], Cell[CellGroupData[{ Cell[64268, 1322, 1690, 24, 31, "Input"], Cell[65961, 1348, 17817, 431, 207, "Output"] }, Open ]], Cell[83793, 1782, 1442, 19, 30, "Text"], Cell[85238, 1803, 2177, 41, 52, "Input"], Cell[CellGroupData[{ Cell[87440, 1848, 4977, 90, 92, "Input"], Cell[92420, 1940, 5694, 99, 431, "Output"] }, Open ]], Cell[98129, 2042, 1027, 14, 31, "Input"], Cell[CellGroupData[{ Cell[99181, 2060, 3846, 83, 152, "Input"], Cell[103030, 2145, 590, 10, 52, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[103657, 2160, 2092, 46, 112, "Input"], Cell[105752, 2208, 7624, 125, 416, "Output"] }, Open ]], Cell[113391, 2336, 561, 12, 52, "Input"], Cell[CellGroupData[{ Cell[113977, 2352, 2143, 47, 92, "Input"], Cell[116123, 2401, 7570, 117, 416, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[123730, 2523, 2558, 56, 112, "Input"], Cell[126291, 2581, 7571, 117, 416, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[133899, 2703, 3677, 96, 172, "Input"], Cell[137579, 2801, 156, 2, 31, "Output"], Cell[137738, 2805, 155, 2, 31, "Output"], Cell[137896, 2809, 155, 2, 31, "Output"], Cell[138054, 2813, 155, 2, 31, "Output"], Cell[138212, 2817, 156, 2, 31, "Output"] }, Open ]], Cell[138383, 2822, 2075, 35, 72, "Input"], Cell[CellGroupData[{ Cell[140483, 2861, 3969, 94, 172, "Input"], Cell[144455, 2957, 258, 6, 31, "Output"], Cell[144716, 2965, 216, 4, 31, "Output"], Cell[144935, 2971, 379, 8, 31, "Output"], Cell[145317, 2981, 214, 4, 31, "Output"], Cell[145534, 2987, 524, 10, 52, "Output"], Cell[146061, 2999, 218, 4, 31, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[146316, 3008, 2672, 54, 132, "Input"], Cell[148991, 3064, 144, 2, 31, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[149172, 3071, 739, 22, 92, "Input"], Cell[149914, 3095, 143, 2, 31, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[150094, 3102, 2771, 55, 92, "Input"], Cell[152868, 3159, 240, 5, 31, "Output"] }, Open ]], Cell[153123, 3167, 4989, 137, 232, "Input"], Cell[CellGroupData[{ Cell[158137, 3308, 5267, 128, 252, "Input"], Cell[163407, 3438, 157, 3, 31, "Output"], Cell[163567, 3443, 140, 2, 31, "Output"], Cell[163710, 3447, 2832, 97, 416, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[166579, 3549, 11929, 199, 232, "Input"], Cell[178511, 3750, 238, 5, 31, "Output"], Cell[178752, 3757, 475, 12, 31, "Output"], Cell[179230, 3771, 147, 2, 31, "Output"], Cell[179380, 3775, 147, 2, 31, "Output"] }, Open ]], Cell[179542, 3780, 9439, 142, 112, "Input"], Cell[188984, 3924, 8269, 113, 49, "Text"], Cell[CellGroupData[{ Cell[197278, 4041, 4525, 99, 132, "Input"], Cell[201806, 4142, 145, 2, 31, "Output"] }, Open ]], Cell[201966, 4147, 228, 3, 31, "Input"], Cell[CellGroupData[{ Cell[202219, 4154, 3200, 70, 112, "Input"], Cell[205422, 4226, 3664, 86, 416, "Output"] }, Open ]], Cell[209101, 4315, 442, 7, 49, "Text"], Cell[209546, 4324, 1368, 20, 31, "Input"], Cell[210917, 4346, 2707, 53, 92, "Input"], Cell[CellGroupData[{ Cell[213649, 4403, 3447, 74, 132, "Input"], Cell[217099, 4479, 26474, 470, 177, "Output"] }, Open ]], Cell[243588, 4952, 2720, 38, 49, "Text"], Cell[CellGroupData[{ Cell[246333, 4994, 4884, 114, 332, "Input"], Cell[251220, 5110, 145, 2, 31, "Output"] }, Open ]], Cell[251380, 5115, 32056, 887, 1452, "Input"], Cell[CellGroupData[{ Cell[283461, 6006, 3302, 46, 31, "Input"], Cell[286766, 6054, 292, 6, 31, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[287095, 6065, 4466, 82, 112, "Input"], Cell[291564, 6149, 162, 3, 31, "Output"] }, Open ]], Cell[291741, 6155, 2691, 37, 49, "Text"], Cell[CellGroupData[{ Cell[294457, 6196, 4108, 69, 112, "Input"], Cell[298568, 6267, 145, 2, 31, "Output"] }, Open ]], Cell[298728, 6272, 686, 16, 31, "Input"], Cell[CellGroupData[{ Cell[299439, 6292, 409, 6, 31, "Input"], Cell[299851, 6300, 17067, 309, 170, "Output"] }, Open ]], Cell[316933, 6612, 2894, 55, 132, "Input"], Cell[319830, 6669, 20368, 572, 1172, "Input"], Cell[CellGroupData[{ Cell[340223, 7245, 2276, 31, 52, "Input"], Cell[342502, 7278, 269, 5, 31, "Output"], Cell[342774, 7285, 269, 5, 31, "Output"] }, Open ]], Cell[343058, 7293, 3125, 59, 92, "Input"], Cell[CellGroupData[{ Cell[346208, 7356, 939, 17, 72, "Input"], Cell[347150, 7375, 2361, 55, 112, "Output"], Cell[349514, 7432, 146, 2, 31, "Output"], Cell[349663, 7436, 146, 2, 31, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[349846, 7443, 860, 20, 52, "Input"], Cell[350709, 7465, 9298, 288, 247, "Output"] }, Open ]], Cell[360022, 7756, 3143, 85, 152, "Input"], Cell[363168, 7843, 10201, 233, 192, "Input"], Cell[373372, 8078, 6267, 98, 72, "Input"], Cell[379642, 8178, 10215, 234, 192, "Input"], Cell[389860, 8414, 5925, 93, 52, "Input"], Cell[395788, 8509, 15298, 297, 212, "Input"], Cell[CellGroupData[{ Cell[411111, 8810, 13651, 237, 232, "Input"], Cell[424765, 9049, 269510, 4539, 681, 17166, 401, "CachedBoxData", "BoxData", \ "Output"] }, Open ]], Cell[CellGroupData[{ Cell[694312, 13593, 12262, 190, 252, "Input"], Cell[706577, 13785, 32149, 568, 374, 10527, 212, "CachedBoxData", "BoxData", \ "Output"], Cell[738729, 14355, 76354, 1312, 375, 14018, 288, "CachedBoxData", "BoxData", \ "Output"], Cell[815086, 15669, 65171, 1137, 372, 13138, 282, "CachedBoxData", "BoxData", \ "Output"], Cell[880260, 16808, 58040, 1026, 375, 13161, 289, "CachedBoxData", "BoxData", \ "Output"] }, Open ]], Cell[938315, 17837, 9727, 131, 31, "Input"], Cell[CellGroupData[{ Cell[948067, 17972, 5287, 109, 152, "Input"], Cell[953357, 18083, 142, 2, 31, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[953536, 18090, 2499, 47, 92, "Input"], Cell[956038, 18139, 140, 2, 31, "Output"] }, Open ]], Cell[956193, 18144, 1841, 29, 52, "Input"], Cell[CellGroupData[{ Cell[958059, 18177, 5781, 124, 212, "Input"], Cell[963843, 18303, 140, 2, 31, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[964020, 18310, 7273, 144, 112, "Input"], Cell[971296, 18456, 2158, 68, 92, "Output"], Cell[973457, 18526, 975, 15, 72, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[974469, 18546, 4670, 80, 92, "Input"], Cell[979142, 18628, 142, 2, 31, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[979321, 18635, 2695, 47, 112, "Input"], Cell[982019, 18684, 162, 3, 31, "Output"], Cell[982184, 18689, 142, 2, 31, "Output"], Cell[982329, 18693, 145, 2, 31, "Output"], Cell[982477, 18697, 142, 2, 31, "Output"] }, Open ]], Cell[982634, 18702, 2046, 29, 31, "Input"], Cell[CellGroupData[{ Cell[984705, 18735, 2997, 56, 112, "Input"], Cell[987705, 18793, 163, 2, 31, "Output"] }, Open ]], Cell[987883, 18798, 3263, 76, 92, "Input"], Cell[CellGroupData[{ Cell[991171, 18878, 5041, 102, 172, "Input"], Cell[996215, 18982, 159, 2, 31, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[996411, 18989, 499, 15, 52, "Input"], Cell[996913, 19006, 176, 3, 31, "Output"] }, Open ]], Cell[997104, 19012, 1381, 21, 31, "Input"], Cell[CellGroupData[{ Cell[998510, 19037, 1747, 32, 52, "Input"], Cell[1000260, 19071, 177, 3, 31, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[1000474, 19079, 1450, 43, 72, "Input"], Cell[1001927, 19124, 178, 3, 31, "Output"] }, Open ]], Cell[1002120, 19130, 2659, 53, 92, "Input"], Cell[CellGroupData[{ Cell[1004804, 19187, 6493, 137, 312, "Input"], Cell[1011300, 19326, 161, 2, 31, "Output"], Cell[1011464, 19330, 160, 2, 31, "Output"], Cell[1011627, 19334, 178, 3, 31, "Output"], Cell[1011808, 19339, 161, 2, 31, "Output"], Cell[1011972, 19343, 161, 2, 31, "Output"], Cell[1012136, 19347, 178, 3, 31, "Output"], Cell[1012317, 19352, 160, 2, 31, "Output"], Cell[1012480, 19356, 161, 2, 31, "Output"], Cell[1012644, 19360, 177, 3, 31, "Output"] }, Open ]] } ] *) (* End of internal cache information *)