(* 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[ 1201707, 22217] NotebookOptionsPosition[ 1192384, 21940] NotebookOutlinePosition[ 1192883, 21960] CellTagsIndexPosition[ 1192840, 21957] WindowFrame->Normal*) (* Beginning of Notebook Content *) Notebook[{ Cell[BoxData[ RowBox[{ RowBox[{"(*", " ", RowBox[{ RowBox[{ "Kimball", " ", "model", " ", "and", " ", "energy", " ", "derived", " ", "from", " ", "Wolfram", " ", "source"}], ",", " ", RowBox[{"ES", " ", "15", " ", "April", " ", "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}}], Cell[CellGroupData[{ Cell[BoxData[{ RowBox[{"Plot0", "=", RowBox[{"ChemicalData", "[", RowBox[{"\"\<12Crown4\>\"", ",", "\"\\""}], "]"}]}], "\[IndentingNewLine]", RowBox[{ RowBox[{"t1", "=", RowBox[{"0.01889726", "*", RowBox[{"ChemicalData", "[", RowBox[{"\"\<12Crown4\>\"", ",", "\"\\""}], "]"}]}]}], ";"}]}], "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}}], Cell[BoxData[ Graphics3DBox[ {AbsoluteThickness[3], EdgeForm[None], Specularity[ GrayLevel[1], 100], GraphicsComplex3DBox[CompressedData[" 1:eJwtVAlsTFEUnSjS1E4tKUERihS1U/SqzjBqtPq1WjNtZ5/5v6MzxtZWIlFb EErEXhFbijSWkqbWXrsMqdYSS4lWUYrQTJWieO/dvuTnzsy7/9x7zrl3Qs3u BFsrlUo1lj0B7Fn3aV5J3ysyiPg9BXbN2OyqrdRidU7wqZmhBgx6esQz1ZcO hrzr38MKrahcXrqjV59EqBhQ2bSqq4RTecI7GVay9OpcO/I0g9uC6xc+ulwz fyDM4kAOPcUCJ3xmZdZFpmACC5+mK7Bld2bXNdsWQDz/cC4J7h1SF/uvTKB+ 1Ea4weDyghQcw89KGX6tYh0smU11NhgJ74YNG8N4hw2lIq+dHa2pLzUBP0Og Hwea68B9e9lpsoCdnx6Z+OCHVHPsUjSGFx34WlCsRhU/HhMKPL8Jqb4ZhnLY /lbCKVpM7/81UT9+DfH2uSjvw2gU3+u8LXVNsJgLVJVOEdKJj7cF97gRvhXc jp2QrYNif/PjLO0U4tPNhdkfB0cEzokCLtO8eAcIP554iedQL+xhsmG0hMKX sU4Q/WfJFL8ZkN36Du1UQ9S4tIva/GS85mPC/k4g3bvIKPoY5sbmxmVV+V3q owSv924UfU3UgPBVl4GvBrVdvVOKg4jAwj4L3w6n3ys8lFfuIl9PL8NJ5+8u v3o6lvi/0FHMdSF/zarXwMn6hzpz50gQ8xQt41EPQ/K3xHYK+X3LjD2fl/2Q AmLIh1g7cJicEgvdV5jhZRMbgGCJ7v/JsHG68V359WRoz3E3jQEuiy9CQ/51 N8I2Pid6B3KY4DoTCp7L46hvvQ152wdbm2EIJzg4nu7H2wBy39zZc08DMWwd fmcYqd5XO/B2j8xRkMur7puMmyudKnf1KJzGiTVZKJ4144jQfg2uHInmpa5l jttm0h7lp6GYB48Eb7ivFxSg+dWRP2088L6cLViPVGDsBlRq9cS/3gqbON/J abR/rQwg9rEwBv6cYAKXSfCMyRDUKQMPszVqXhsJfHxKfBbgMuS9cKPQozaT fJgWT/OUagWxH9kyXD0YMvJVcCLOrzm2/+bnRNDwwQw0oS3yddyWuBkocLY6 UNRZoSDmRawIDy0tvc/PTwWf1CrDG3dPAqH3XBlFn2V68PbuUBV+ZhCIvCwX Ct42Jwi9Ur3YOqljeNG4mVT3rhZJ50VYzv8PmtvDGa9z+xdDf/I1xYbCP78N xXyE2YlfiBlH84FrSEKxN7Os8B8CCF7t "], { {RGBColor[0.65, 0.7, 0.7], SphereBox[13, 24.], SphereBox[14, 24.], 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.], SphereBox[27, 24.], SphereBox[28, 24.]}, {RGBColor[0.4, 0.4, 0.4], SphereBox[5, 34.], SphereBox[6, 34.], SphereBox[7, 34.], SphereBox[8, 34.], SphereBox[9, 34.], SphereBox[10, 34.], SphereBox[11, 34.], SphereBox[12, 34.]}, {RGBColor[0.800498, 0.201504, 0.192061], SphereBox[1, 31.], SphereBox[2, 31.], SphereBox[3, 31.], SphereBox[4, 31.]}, {RGBColor[0.65, 0.7, 0.7], CylinderBox[{37, 13}, 15.], CylinderBox[{38, 14}, 15.], CylinderBox[{39, 15}, 15.], CylinderBox[{40, 16}, 15.], CylinderBox[{41, 17}, 15.], CylinderBox[{42, 18}, 15.], CylinderBox[{43, 19}, 15.], CylinderBox[{44, 20}, 15.], CylinderBox[{45, 21}, 15.], CylinderBox[{46, 22}, 15.], CylinderBox[{47, 23}, 15.], CylinderBox[{48, 24}, 15.], CylinderBox[{49, 25}, 15.], CylinderBox[{50, 26}, 15.], CylinderBox[{51, 27}, 15.], CylinderBox[{52, 28}, 15.]}, {RGBColor[0.4, 0.4, 0.4], CylinderBox[{29, 5}, 15.], CylinderBox[{30, 6}, 15.], CylinderBox[{31, 7}, 15.], CylinderBox[{32, 9}, 15.], CylinderBox[{33, 8}, 15.], CylinderBox[{34, 10}, 15.], CylinderBox[{35, 11}, 15.], CylinderBox[{36, 12}, 15.], CylinderBox[{5, 7}, 15.], CylinderBox[{5, 37}, 15.], CylinderBox[{5, 38}, 15.], CylinderBox[{6, 8}, 15.], CylinderBox[{6, 39}, 15.], CylinderBox[{6, 40}, 15.], CylinderBox[{7, 41}, 15.], CylinderBox[{7, 42}, 15.], CylinderBox[{8, 43}, 15.], CylinderBox[{8, 44}, 15.], CylinderBox[{9, 11}, 15.], CylinderBox[{9, 45}, 15.], CylinderBox[{9, 46}, 15.], CylinderBox[{10, 12}, 15.], CylinderBox[{10, 47}, 15.], CylinderBox[{10, 48}, 15.], CylinderBox[{11, 49}, 15.], CylinderBox[{11, 50}, 15.], CylinderBox[{12, 51}, 15.], CylinderBox[{12, 52}, 15.]}, {RGBColor[0.800498, 0.201504, 0.192061], CylinderBox[{1, 29}, 15.], CylinderBox[{1, 30}, 15.], CylinderBox[{2, 31}, 15.], CylinderBox[{2, 32}, 15.], CylinderBox[{3, 33}, 15.], CylinderBox[{3, 34}, 15.], CylinderBox[{4, 35}, 15.], CylinderBox[{4, 36}, 15.]}}]}, Boxed->False, ImageSize->264.2215971620302, Lighting->"Neutral", ViewPoint->{1.3, -2.4, -2.}]], "Output", CellChangeTimes->{ 3.574996117984028*^9, 3.5749962099770184`*^9, 3.5749962785079384`*^9, 3.574996354714072*^9, 3.574996403401758*^9, {3.5749964594370565`*^9, 3.574996489264309*^9}, 3.5749966387281713`*^9, 3.574998390158848*^9, 3.5749985878891945`*^9, 3.574998631631672*^9, 3.574998957968645*^9, 3.574999180534236*^9, 3.5749993484685307`*^9, 3.5749996842123203`*^9, 3.5750001181114826`*^9, 3.575001401697337*^9, 3.57500165398098*^9, 3.575001955186309*^9, 3.575002135475826*^9, 3.575002477740427*^9, 3.575003567761142*^9, 3.575003728238623*^9, 3.5750038215267873`*^9, 3.575003956326624*^9, 3.575004005778711*^9, 3.575004072749628*^9, 3.5750041201581116`*^9, 3.5750042452235317`*^9, 3.5750042982324247`*^9, 3.5750044417526765`*^9, 3.575004934947543*^9, 3.5750050470025396`*^9, 3.575007794822566*^9, 3.575008039150195*^9, 3.5750081086015167`*^9, 3.575008294148243*^9, 3.575008493017392*^9, 3.575008541174677*^9, { 3.575008572437132*^9, 3.5750086011255817`*^9}, 3.575008659204484*^9, 3.575016027394902*^9, 3.575016602933113*^9, 3.5750167496981707`*^9, 3.575016977411771*^9, 3.5750171318208423`*^9, 3.5800561807905927`*^9}] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"u", "=", RowBox[{"ChemicalData", "\[NoBreak]", "[", RowBox[{"\"\<12Crown4\>\"", ",", "\"\\""}], "]"}]}]], "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}], Cell[BoxData[ RowBox[{"{", RowBox[{"\<\"O\"\>", ",", "\<\"O\"\>", ",", "\<\"O\"\>", ",", "\<\"O\"\>", ",", "\<\"C\"\>", ",", "\<\"C\"\>", ",", "\<\"C\"\>", ",", "\<\"C\"\>", ",", "\<\"C\"\>", ",", "\<\"C\"\>", ",", "\<\"C\"\>", ",", "\<\"C\"\>", ",", "\<\"H\"\>", ",", "\<\"H\"\>", ",", "\<\"H\"\>", ",", "\<\"H\"\>", ",", "\<\"H\"\>", ",", "\<\"H\"\>", ",", "\<\"H\"\>", ",", "\<\"H\"\>", ",", "\<\"H\"\>", ",", "\<\"H\"\>", ",", "\<\"H\"\>", ",", "\<\"H\"\>", ",", "\<\"H\"\>", ",", "\<\"H\"\>", ",", "\<\"H\"\>", ",", "\<\"H\"\>"}], "}"}]], "Output", CellChangeTimes->{ 3.5749961180308275`*^9, 3.574996209992618*^9, 3.574996278539139*^9, 3.5749963547296724`*^9, 3.5749964034329576`*^9, {3.574996459483856*^9, 3.574996489295509*^9}, 3.5749966387593713`*^9, 3.5749983901744475`*^9, 3.5749985879047947`*^9, 3.5749986316472716`*^9, 3.574998957984245*^9, 3.5749991805498357`*^9, 3.574999348484131*^9, 3.5749996842591205`*^9, 3.5750001181270823`*^9, 3.5750014017129374`*^9, 3.57500165399658*^9, 3.575001955201909*^9, 3.5750021355070257`*^9, 3.575002477756027*^9, 3.5750035677767415`*^9, 3.5750037282542233`*^9, 3.575003821542387*^9, 3.575003956342224*^9, 3.575004005778711*^9, 3.5750040727652283`*^9, 3.575004120173712*^9, 3.5750042452391315`*^9, 3.5750042982480245`*^9, 3.5750044417682767`*^9, 3.575004934963143*^9, 3.57500504701814*^9, 3.575007794822566*^9, 3.5750080391657953`*^9, 3.575008108617117*^9, 3.575008294163843*^9, 3.5750084930329924`*^9, 3.575008541190277*^9, { 3.5750085724527316`*^9, 3.575008601141182*^9}, 3.575008659220084*^9, 3.5750160274261026`*^9, 3.5750166029487133`*^9, 3.575016749713771*^9, 3.575016977427371*^9, 3.575017131836442*^9, 3.580056180802593*^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["28"], "Output", CellChangeTimes->{ 3.5749961180464277`*^9, 3.574996209992618*^9, 3.574996278554739*^9, 3.5749963547452726`*^9, 3.574996403448558*^9, {3.5749964594994564`*^9, 3.5749964893111086`*^9}, 3.5749966387749715`*^9, 3.5749983901744475`*^9, 3.5749985879047947`*^9, 3.5749986316472716`*^9, 3.574998957984245*^9, 3.574999180565436*^9, 3.574999348484131*^9, 3.57499968427472*^9, 3.575000118142682*^9, 3.575001401728537*^9, 3.5750016540121803`*^9, 3.575001955201909*^9, 3.575002135522626*^9, 3.575002477771627*^9, 3.5750035677923417`*^9, 3.575003728269823*^9, 3.575003821557987*^9, 3.5750039563578243`*^9, 3.5750040057943106`*^9, 3.5750040727808285`*^9, 3.575004120173712*^9, 3.575004245254731*^9, 3.5750042982480245`*^9, 3.5750044417838764`*^9, 3.5750049349787426`*^9, 3.5750050470337396`*^9, 3.575007794838166*^9, 3.5750080391813955`*^9, 3.575008108632717*^9, 3.575008294179443*^9, 3.5750084930641923`*^9, 3.575008541205877*^9, { 3.575008572468332*^9, 3.575008601156782*^9}, 3.5750086592356844`*^9, 3.5750160274417024`*^9, 3.5750166029643135`*^9, 3.575016749729371*^9, 3.575016977442971*^9, 3.575017131852042*^9, 3.580056180813594*^9}] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"MatrixForm", "[", RowBox[{"Table", "[", RowBox[{ RowBox[{"Join", "[", RowBox[{ RowBox[{"{", RowBox[{"u", "[", RowBox[{"[", "i", "]"}], "]"}], "}"}], ",", RowBox[{"t1", "[", RowBox[{"[", "i", "]"}], "]"}]}], "]"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", "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}}], Cell[BoxData[ TagBox[ RowBox[{"(", "\[NoBreak]", GridBox[{ {"\<\"O\"\>", "3.8911348065999998`", "1.9621025058`", RowBox[{"-", "0.97732849268`"}]}, {"\<\"O\"\>", RowBox[{"-", "2.1263196952`"}], "2.4029755816`", RowBox[{"-", "3.1252288588`"}]}, {"\<\"O\"\>", "1.5956657371399998`", RowBox[{"-", "1.44165306814`"}], "3.9149453541999994`"}, {"\<\"O\"\>", RowBox[{"-", "3.4032075533999997`"}], RowBox[{"-", "2.9381459847999998`"}], "0.18265713570800002`"}, {"\<\"C\"\>", "2.0715176412`", "3.7272955624`", RowBox[{"-", "1.9073004518`"}]}, {"\<\"C\"\>", "3.9695584355999998`", "1.7812179330799998`", "1.71583341348`"}, {"\<\"C\"\>", "0.44865874692`", "2.4596673615999998`", RowBox[{"-", "3.9368661758`"}]}, {"\<\"C\"\>", "3.852206451`", RowBox[{"-", "0.99970284852`"}], "2.4987846898`"}, {"\<\"C\"\>", RowBox[{"-", "3.2902019386`"}], RowBox[{"-", "0.0247554106`"}], RowBox[{"-", "3.3325318009999996`"}]}, {"\<\"C\"\>", "0.127409106372`", RowBox[{"-", "3.5235830996`"}], "3.019782148`"}, {"\<\"C\"\>", RowBox[{"-", "4.548570482`"}], RowBox[{"-", "0.70800474316`"}], RowBox[{"-", "0.8206513100199999`"}]}, {"\<\"C\"\>", RowBox[{"-", "2.6361677699999997`"}], RowBox[{"-", "2.7138355086000003`"}], "2.7620235215999998`"}, {"\<\"H\"\>", "3.0430257778`", "5.3511371142`", RowBox[{"-", "2.7202605769999995`"}]}, {"\<\"H\"\>", "0.867384234`", "4.3527948684`", RowBox[{"-", "0.3573471866`"}]}, {"\<\"H\"\>", "5.7198226568`", "2.6165146196`", "2.4095896226`"}, {"\<\"H\"\>", "2.3623464726`", "2.7888576308`", "2.5186268128`"}, {"\<\"H\"\>", "1.11393678522`", "0.5345467936199999`", RowBox[{"-", "4.2445135686`"}]}, {"\<\"H\"\>", "0.5914275462199999`", "3.5245279625999997`", RowBox[{"-", "5.694311355799999`"}]}, {"\<\"H\"\>", "5.4917327286`", RowBox[{"-", "1.45590160218`"}], "3.6590764537999996`"}, {"\<\"H\"\>", "3.850316725`", RowBox[{"-", "2.1873578449999997`"}], "0.8157758169399999`"}, {"\<\"H\"\>", RowBox[{"-", "1.8602840689199998`"}], RowBox[{"-", "1.43492564358`"}], RowBox[{"-", "3.7900344656`"}]}, {"\<\"H\"\>", RowBox[{"-", "4.7116538358`"}], "0.020159596967999998`", RowBox[{"-", "4.8225807519999995`"}]}, {"\<\"H\"\>", "0.8398887207`", RowBox[{"-", "4.1275395292`"}], "1.1839700307799998`"}, {"\<\"H\"\>", "0.26354118796`", RowBox[{"-", "5.0850636933999995`"}], "4.3563853478`"}, {"\<\"H\"\>", RowBox[{"-", "6.5569712748`"}], RowBox[{"-", "1.04639797798`"}], RowBox[{"-", "1.1283553946`"}]}, {"\<\"H\"\>", RowBox[{"-", "4.3102760334`"}], "0.84497208364`", "0.51143544464`"}, {"\<\"H\"\>", RowBox[{"-", "3.8185693281999997`"}], RowBox[{"-", "3.9234491212`"}], "3.9376220662`"}, {"\<\"H\"\>", RowBox[{"-", "2.8376125616`"}], RowBox[{"-", "0.75638172876`"}], "3.3705152936`"} }, 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->{ 3.574996118062028*^9, 3.5749962100706186`*^9, 3.5749962785703387`*^9, 3.5749963548232727`*^9, 3.574996403464158*^9, {3.5749964595150566`*^9, 3.574996489326709*^9}, 3.574996638790571*^9, 3.5749983901900473`*^9, 3.574998587920395*^9, 3.5749986316628714`*^9, 3.5749989579998446`*^9, 3.5749991805810356`*^9, 3.574999348499731*^9, 3.57499968427472*^9, 3.5750001181582823`*^9, 3.5750014017441373`*^9, 3.5750016540277805`*^9, 3.5750019552175093`*^9, 3.575002135522626*^9, 3.5750024777872267`*^9, 3.5750035677923417`*^9, 3.575003728269823*^9, 3.5750038215735874`*^9, 3.575003956373424*^9, 3.575004005809911*^9, 3.5750040727808285`*^9, 3.575004120189312*^9, 3.575004245254731*^9, 3.575004298263624*^9, 3.5750044417838764`*^9, 3.5750049349787426`*^9, 3.5750050470493393`*^9, 3.575007794853766*^9, 3.5750080391969953`*^9, 3.5750081086483173`*^9, 3.575008294195043*^9, 3.5750084930797925`*^9, 3.5750085412214766`*^9, { 3.5750085724839315`*^9, 3.5750086011723824`*^9}, 3.575008659266884*^9, 3.5750160274417024`*^9, 3.5750166029643135`*^9, 3.5750167497449713`*^9, 3.5750169774585714`*^9, 3.5750171318676424`*^9, 3.5800561808245945`*^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\"\>", ",", "\<\"C\"\>", ",", "\<\"C\"\>", ",", "\<\"C\"\>", ",", "\<\"C\"\>", ",", "\<\"C\"\>", ",", "\<\"C\"\>", ",", "\<\"C\"\>", ",", "\<\"C\"\>", ",", "\<\"Z\"\>", ",", "\<\"Z\"\>", ",", "\<\"Z\"\>", ",", "\<\"Z\"\>", ",", "\<\"Z\"\>", ",", "\<\"Z\"\>", ",", "\<\"Z\"\>", ",", "\<\"Z\"\>", ",", "\<\"Z\"\>", ",", "\<\"Z\"\>", ",", "\<\"Z\"\>", ",", "\<\"Z\"\>", ",", "\<\"Z\"\>", ",", "\<\"Z\"\>", ",", "\<\"Z\"\>", ",", "\<\"Z\"\>"}], "}"}]], "Output", CellChangeTimes->{ 3.574996118077628*^9, 3.5749962100862184`*^9, 3.5749962785859385`*^9, 3.574996354838873*^9, 3.5749964034797583`*^9, {3.5749964595306563`*^9, 3.574996489342309*^9}, 3.5749966388061714`*^9, 3.5749983902056475`*^9, 3.574998587935995*^9, 3.5749986316784716`*^9, 3.5749989580154448`*^9, 3.574999180596636*^9, 3.574999348515331*^9, 3.5749996842903204`*^9, 3.5750001181738825`*^9, 3.575001401759737*^9, 3.57500165405898*^9, 3.5750019552331095`*^9, 3.575002135538226*^9, 3.5750024777872267`*^9, 3.5750035678079414`*^9, 3.5750037282854233`*^9, 3.5750038215735874`*^9, 3.575003956373424*^9, 3.575004005825511*^9, 3.5750040727964287`*^9, 3.5750041202049117`*^9, 3.5750042452703314`*^9, 3.5750042982792244`*^9, 3.5750044417994766`*^9, 3.575004934994343*^9, 3.5750050470649395`*^9, 3.5750077948693657`*^9, 3.5750080391969953`*^9, 3.5750081086483173`*^9, 3.575008294210643*^9, 3.575008493095392*^9, 3.5750085412370768`*^9, { 3.5750085724995317`*^9, 3.575008601187982*^9}, 3.575008659282484*^9, 3.575016027457302*^9, 3.575016602979913*^9, 3.5750167497605715`*^9, 3.575016977474171*^9, 3.5750171318832426`*^9, 3.5800561808365955`*^9}] }, Open ]], Cell[BoxData[ RowBox[{ RowBox[{"num1", "=", RowBox[{"Table", "[", 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, 3.5688146829331646`*^9}, 3.5688147231032352`*^9, 3.5688216336189733`*^9, 3.5711137970191836`*^9}], 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\"\>", ",", "5"}], "}"}], ",", RowBox[{"{", RowBox[{"\<\"C\"\>", ",", "6"}], "}"}], ",", RowBox[{"{", RowBox[{"\<\"C\"\>", ",", "7"}], "}"}], ",", RowBox[{"{", RowBox[{"\<\"C\"\>", ",", "8"}], "}"}], ",", RowBox[{"{", RowBox[{"\<\"C\"\>", ",", "9"}], "}"}], ",", RowBox[{"{", RowBox[{"\<\"C\"\>", ",", "10"}], "}"}], ",", RowBox[{"{", RowBox[{"\<\"C\"\>", ",", "11"}], "}"}], ",", RowBox[{"{", RowBox[{"\<\"C\"\>", ",", "12"}], "}"}], ",", RowBox[{"{", RowBox[{"\<\"O\"\>", ",", "1"}], "}"}], ",", RowBox[{"{", RowBox[{"\<\"O\"\>", ",", "2"}], "}"}], ",", RowBox[{"{", RowBox[{"\<\"O\"\>", ",", "3"}], "}"}], ",", RowBox[{"{", RowBox[{"\<\"O\"\>", ",", "4"}], "}"}], ",", RowBox[{"{", RowBox[{"\<\"Z\"\>", ",", "13"}], "}"}], ",", RowBox[{"{", RowBox[{"\<\"Z\"\>", ",", "14"}], "}"}], ",", 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"}], "}"}], ",", RowBox[{"{", RowBox[{"\<\"Z\"\>", ",", "27"}], "}"}], ",", RowBox[{"{", RowBox[{"\<\"Z\"\>", ",", "28"}], "}"}]}], "}"}]], "Output", CellChangeTimes->{ 3.5749961181088276`*^9, 3.574996210101818*^9, 3.5749962786015387`*^9, 3.574996354854473*^9, 3.5749964035109577`*^9, {3.5749964595462565`*^9, 3.5749964893579087`*^9}, 3.5749966388217716`*^9, 3.5749983902212477`*^9, 3.574998587951595*^9, 3.574998631694072*^9, 3.574998958031045*^9, 3.574999180612236*^9, 3.5749993485309305`*^9, 3.5749996843059206`*^9, 3.5750001181894827`*^9, 3.575001401775337*^9, 3.57500165407458*^9, 3.575001955248709*^9, 3.5750021355538263`*^9, 3.575002477818427*^9, 3.5750035678235416`*^9, 3.5750037283010235`*^9, 3.575003821604787*^9, 3.575003956389024*^9, 3.5750040058411107`*^9, 3.5750040728120284`*^9, 3.575004120220512*^9, 3.5750042452859316`*^9, 3.5750042982948246`*^9, 3.575004441830677*^9, 3.575004935009943*^9, 3.5750050470805397`*^9, 3.575007794884966*^9, 3.575008039228195*^9, 3.5750081086639175`*^9, 3.575008294226243*^9, 3.5750084931265926`*^9, 3.575008541268277*^9, { 3.575008572530732*^9, 3.5750086012035823`*^9}, 3.5750086592980843`*^9, 3.5750160274885025`*^9, 3.5750166029955134`*^9, 3.575016749776171*^9, 3.575016977489771*^9, 3.5750171318988423`*^9, 3.580056180853596*^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[{ "5", ",", "6", ",", "7", ",", "8", ",", "9", ",", "10", ",", "11", ",", "12", ",", "1", ",", "2", ",", "3", ",", "4", ",", "13", ",", "14", ",", "15", ",", "16", ",", "17", ",", "18", ",", "19", ",", "20", ",", "21", ",", "22", ",", "23", ",", "24", ",", "25", ",", "26", ",", "27", ",", "28"}], "}"}]], "Output", CellChangeTimes->{ 3.5749961181088276`*^9, 3.5749962101174183`*^9, 3.5749962786015387`*^9, 3.574996354870073*^9, 3.574996403526558*^9, {3.5749964595618563`*^9, 3.5749964893735085`*^9}, 3.574996638837372*^9, 3.574998390236848*^9, 3.5749985879671946`*^9, 3.574998631709672*^9, 3.5749989580466447`*^9, 3.574999180627836*^9, 3.5749993485465307`*^9, 3.574999684321521*^9, 3.575000118205083*^9, 3.5750014017909374`*^9, 3.5750016540901804`*^9, 3.575001955264309*^9, 3.575002135569426*^9, 3.575002477818427*^9, 3.575003567839142*^9, 3.5750037283166237`*^9, 3.575003821604787*^9, 3.575003956404624*^9, 3.5750040058411107`*^9, 3.5750040728276286`*^9, 3.5750041202361116`*^9, 3.575004245301532*^9, 3.5750042982948246`*^9, 3.575004441830677*^9, 3.5750049350255427`*^9, 3.5750050470805397`*^9, 3.575007794900566*^9, 3.575008039228195*^9, 3.5750081086795173`*^9, 3.575008294241843*^9, 3.5750084931421924`*^9, 3.575008541283877*^9, { 3.575008572546332*^9, 3.5750086012191825`*^9}, 3.5750086593136845`*^9, 3.5750160274885025`*^9, 3.575016603011113*^9, 3.575016749791771*^9, 3.575016977505371*^9, 3.5750171318988423`*^9, 3.580056180864597*^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]", "\"\\""}], ",", "0.25618", ",", 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}}], Cell[BoxData[ RowBox[{"{", RowBox[{ "0.255`", ",", "0.255`", ",", "0.255`", ",", "0.255`", ",", "0.255`", ",", "0.255`", ",", "0.255`", ",", "0.255`", ",", "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`", ",", "0.12`", ",", "0.12`", ",", "0.12`", ",", "0.12`"}], "}"}]], "Output", CellChangeTimes->{ 3.574996118124428*^9, 3.5749962101486187`*^9, 3.574996278617139*^9, 3.574996354901273*^9, 3.574996403542158*^9, {3.5749964595774565`*^9, 3.5749964893891087`*^9}, 3.5749966388529716`*^9, 3.5749983902524476`*^9, 3.574998587982795*^9, 3.5749986317252717`*^9, 3.5749989580466447`*^9, 3.574999180643436*^9, 3.574999348562131*^9, 3.5749996843371205`*^9, 3.575000118220683*^9, 3.5750014017909374`*^9, 3.5750016541057806`*^9, 3.575001955279909*^9, 3.575002135585026*^9, 3.5750024778340273`*^9, 3.5750035678547416`*^9, 3.575003728332224*^9, 3.575003821620387*^9, 3.575003956420224*^9, 3.575004005856711*^9, 3.5750040728432283`*^9, 3.575004120251712*^9, 3.5750042453171315`*^9, 3.575004298310425*^9, 3.5750044418462768`*^9, 3.575004935041143*^9, 3.57500504709614*^9, 3.5750077949161663`*^9, 3.5750080392437954`*^9, 3.575008108695117*^9, 3.5750082942574434`*^9, 3.575008493157792*^9, 3.5750085413150773`*^9, { 3.575008572561932*^9, 3.575008601234782*^9}, 3.5750086593448844`*^9, 3.5750160275041027`*^9, 3.5750166030267134`*^9, 3.575016749807371*^9, 3.5750169775209713`*^9, 3.575017131914442*^9, 3.580056180877598*^9}], Cell[BoxData[ RowBox[{"{", RowBox[{ "0.25618`", ",", "0.25618`", ",", "0.25618`", ",", "0.25618`", ",", "0.25618`", ",", "0.25618`", ",", "0.25618`", ",", "0.25618`", ",", "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`", ",", "0.6`", ",", "0.6`", ",", "0.6`", ",", "0.6`"}], "}"}]], "Output", CellChangeTimes->{ 3.574996118124428*^9, 3.5749962101486187`*^9, 3.574996278617139*^9, 3.574996354901273*^9, 3.574996403542158*^9, {3.5749964595774565`*^9, 3.5749964893891087`*^9}, 3.5749966388529716`*^9, 3.5749983902524476`*^9, 3.574998587982795*^9, 3.5749986317252717`*^9, 3.5749989580466447`*^9, 3.574999180643436*^9, 3.574999348562131*^9, 3.5749996843371205`*^9, 3.575000118220683*^9, 3.5750014017909374`*^9, 3.5750016541057806`*^9, 3.575001955279909*^9, 3.575002135585026*^9, 3.5750024778340273`*^9, 3.5750035678547416`*^9, 3.575003728332224*^9, 3.575003821620387*^9, 3.575003956420224*^9, 3.575004005856711*^9, 3.5750040728432283`*^9, 3.575004120251712*^9, 3.5750042453171315`*^9, 3.575004298310425*^9, 3.5750044418462768`*^9, 3.575004935041143*^9, 3.57500504709614*^9, 3.5750077949161663`*^9, 3.5750080392437954`*^9, 3.575008108695117*^9, 3.5750082942574434`*^9, 3.575008493157792*^9, 3.5750085413150773`*^9, { 3.575008572561932*^9, 3.575008601234782*^9}, 3.5750086593448844`*^9, 3.5750160275041027`*^9, 3.5750166030267134`*^9, 3.575016749807371*^9, 3.5750169775209713`*^9, 3.575017131914442*^9, 3.5800561808795977`*^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\"\>", ",", "\<\"C\"\>", ",", "\<\"O\"\>", ",", "\<\"O\"\>", ",", "\<\"O\"\>", ",", "\<\"O\"\>", ",", "\<\"H\"\>", ",", "\<\"H\"\>", ",", "\<\"H\"\>", ",", "\<\"H\"\>", ",", "\<\"H\"\>", ",", "\<\"H\"\>", ",", "\<\"H\"\>", ",", "\<\"H\"\>", ",", "\<\"H\"\>", ",", "\<\"H\"\>", ",", "\<\"H\"\>", ",", "\<\"H\"\>", ",", "\<\"H\"\>", ",", "\<\"H\"\>", ",", "\<\"H\"\>", ",", "\<\"H\"\>"}], "}"}]], "Output", CellChangeTimes->{ 3.574996118140028*^9, 3.5749962101642184`*^9, 3.574996278632739*^9, 3.574996354916873*^9, 3.5749964035577583`*^9, {3.5749964595930567`*^9, 3.574996489404709*^9}, 3.5749966388529716`*^9, 3.5749983902680473`*^9, 3.574998587998395*^9, 3.574998631740872*^9, 3.574998958062245*^9, 3.574999180643436*^9, 3.574999348577731*^9, 3.5749996843527203`*^9, 3.575000118220683*^9, 3.575001401806537*^9, 3.5750016541213803`*^9, 3.575001955279909*^9, 3.575002135600626*^9, 3.5750024778496275`*^9, 3.5750035678703413`*^9, 3.5750037283478236`*^9, 3.5750038216359873`*^9, 3.575003956435824*^9, 3.575004005872311*^9, 3.5750040728432283`*^9, 3.575004120251712*^9, 3.5750042453327312`*^9, 3.5750042983260245`*^9, 3.5750044418618765`*^9, 3.5750049350567427`*^9, 3.57500504711174*^9, 3.575007794931766*^9, 3.575008039259395*^9, 3.575008108710717*^9, 3.575008294273043*^9, 3.5750084931889925`*^9, 3.575008541330677*^9, { 3.575008572577532*^9, 3.5750086012503824`*^9}, 3.575008659360484*^9, 3.575016027519703*^9, 3.5750166030423136`*^9, 3.5750167498229713`*^9, 3.5750169775365715`*^9, 3.5750171319300423`*^9, 3.5800561808905983`*^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.`", ",", "6.`", ",", "8.`", ",", "8.`", ",", "8.`", ",", "8.`", ",", "1.`", ",", "1.`", ",", "1.`", ",", "1.`", ",", "1.`", ",", "1.`", ",", "1.`", ",", "1.`", ",", "1.`", ",", "1.`", ",", "1.`", ",", "1.`", ",", "1.`", ",", "1.`", ",", "1.`", ",", "1.`"}], "}"}]], "Output", CellChangeTimes->{ 3.574996118155628*^9, 3.5749962101798186`*^9, 3.574996278648339*^9, 3.5749963549324727`*^9, 3.5749964035733585`*^9, {3.5749964595930567`*^9, 3.574996489420309*^9}, 3.5749966388685713`*^9, 3.5749983902836475`*^9, 3.574998587998395*^9, 3.5749986317564716`*^9, 3.574998958077845*^9, 3.5749991806590357`*^9, 3.574999348593331*^9, 3.5749996843683205`*^9, 3.575000118236283*^9, 3.575001401822137*^9, 3.57500165413698*^9, 3.5750019552955093`*^9, 3.575002135616226*^9, 3.575002477865227*^9, 3.5750035678859415`*^9, 3.5750037283634233`*^9, 3.5750038216515875`*^9, 3.575003956451424*^9, 3.575004005887911*^9, 3.5750040728588285`*^9, 3.575004120267312*^9, 3.5750042453483315`*^9, 3.5750042983416247`*^9, 3.5750044418774767`*^9, 3.575004935072343*^9, 3.57500504712734*^9, 3.5750077949473658`*^9, 3.575008039274995*^9, 3.5750081087263174`*^9, 3.575008294288643*^9, 3.5750084932045927`*^9, 3.575008541346277*^9, { 3.575008572593132*^9, 3.5750086012659826`*^9}, 3.5750086593760843`*^9, 3.575016027535303*^9, 3.5750166030423136`*^9, 3.5750167498229713`*^9, 3.575016977552171*^9, 3.5750171319456425`*^9, 3.580056180901599*^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["12"], "Output", CellChangeTimes->{ 3.574996118171228*^9, 3.5749962101798186`*^9, 3.574996278648339*^9, 3.574996354948073*^9, 3.5749964035889587`*^9, {3.574996459608657*^9, 3.574996489420309*^9}, 3.5749966388841715`*^9, 3.5749983902836475`*^9, 3.574998588013995*^9, 3.5749986317564716`*^9, 3.574998958093445*^9, 3.574999180674636*^9, 3.574999348593331*^9, 3.5749996843839207`*^9, 3.5750001182518826`*^9, 3.575001401837737*^9, 3.5750016541681805`*^9, 3.5750019553111095`*^9, 3.575002135616226*^9, 3.575002477880827*^9, 3.5750035678859415`*^9, 3.5750037283634233`*^9, 3.5750038216671877`*^9, 3.575003956451424*^9, 3.575004005903511*^9, 3.5750040728744287`*^9, 3.5750041202829123`*^9, 3.5750042453639317`*^9, 3.5750042983572245`*^9, 3.575004441893077*^9, 3.575004935072343*^9, 3.57500504714294*^9, 3.575007794962966*^9, 3.575008039290595*^9, 3.575008108741917*^9, 3.575008294288643*^9, 3.575008493220193*^9, 3.575008541377477*^9, { 3.575008572624332*^9, 3.5750086012815824`*^9}, 3.5750086593916845`*^9, 3.575016027550903*^9, 3.575016603057914*^9, 3.5750167498385715`*^9, 3.575016977552171*^9, 3.5750171319612427`*^9, 3.5800561809135995`*^9}], Cell[BoxData["16"], "Output", CellChangeTimes->{ 3.574996118171228*^9, 3.5749962101798186`*^9, 3.574996278648339*^9, 3.574996354948073*^9, 3.5749964035889587`*^9, {3.574996459608657*^9, 3.574996489420309*^9}, 3.5749966388841715`*^9, 3.5749983902836475`*^9, 3.574998588013995*^9, 3.5749986317564716`*^9, 3.574998958093445*^9, 3.574999180674636*^9, 3.574999348593331*^9, 3.5749996843839207`*^9, 3.5750001182518826`*^9, 3.575001401837737*^9, 3.5750016541681805`*^9, 3.5750019553111095`*^9, 3.575002135616226*^9, 3.575002477880827*^9, 3.5750035678859415`*^9, 3.5750037283634233`*^9, 3.5750038216671877`*^9, 3.575003956451424*^9, 3.575004005903511*^9, 3.5750040728744287`*^9, 3.5750041202829123`*^9, 3.5750042453639317`*^9, 3.5750042983572245`*^9, 3.575004441893077*^9, 3.575004935072343*^9, 3.57500504714294*^9, 3.575007794962966*^9, 3.575008039290595*^9, 3.575008108741917*^9, 3.575008294288643*^9, 3.575008493220193*^9, 3.575008541377477*^9, { 3.575008572624332*^9, 3.5750086012815824`*^9}, 3.5750086593916845`*^9, 3.575016027550903*^9, 3.575016603057914*^9, 3.5750167498385715`*^9, 3.575016977552171*^9, 3.5750171319612427`*^9, 3.5800561809145994`*^9}] }, Open ]], Cell[BoxData[{ 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[{"Extract", "[", RowBox[{"t1", ",", RowBox[{"{", "i", "}"}]}], "]"}]}], "}"}], ">>>", " ", "\"\\""}]}], "]"}]}], "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}}], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"ChemicalData", "\[NoBreak]", "[", RowBox[{"\"\<12Crown4\>\"", ",", "\"\\""}], "]"}]], "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}}], Cell[BoxData["\<\"C8H16O4\"\>"], "Output", CellChangeTimes->{ 3.574996118202428*^9, 3.5749962102110186`*^9, 3.5749962786795387`*^9, 3.574996354979273*^9, 3.5749964036045585`*^9, {3.574996459639857*^9, 3.5749964894515095`*^9}, 3.574996638915372*^9, 3.574998390314848*^9, 3.574998588045195*^9, 3.574998631787672*^9, 3.574998958109045*^9, 3.5749991807058363`*^9, 3.574999348624531*^9, 3.574999684399521*^9, 3.575000118283083*^9, 3.5750014018689375`*^9, 3.5750016541993804`*^9, 3.5750019553423095`*^9, 3.5750021356474257`*^9, 3.5750024779120274`*^9, 3.575003567917142*^9, 3.5750037283946238`*^9, 3.5750038216983876`*^9, 3.575003956482624*^9, 3.5750040059191113`*^9, 3.575004072890029*^9, 3.5750041203141117`*^9, 3.575004245379532*^9, 3.5750042983728247`*^9, 3.575004441924277*^9, 3.5750049351035433`*^9, 3.57500504715854*^9, 3.575007794978566*^9, 3.5750080393217955`*^9, 3.575008108757517*^9, 3.5750082943198433`*^9, 3.5750084932513924`*^9, 3.575008541408677*^9, { 3.5750085726399317`*^9, 3.5750086013127823`*^9}, 3.5750086594228845`*^9, 3.5750160275665026`*^9, 3.5750166030891137`*^9, 3.575016749869771*^9, 3.575016977583371*^9, 3.5750171319768424`*^9, 3.5800561809386015`*^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[{"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->{{3.567869377256353*^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}}], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"ChemicalData", "\[NoBreak]", "[", RowBox[{"\"\<12Crown4\>\"", ",", "\"\\""}], "]"}]], "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}}], Cell[BoxData[ GraphicsBox[{{ {GrayLevel[0], AbsoluteThickness[0.55], InsetBox[ StyleBox["\<\"O\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.06040570890327798], FontWeight->Plain], {459.80999999999995`, -175.}], LineBox[{{478.55931248941215`, -164.17476184214075`}, { 503.10999999999996`, -150.}}], {GrayLevel[0], InsetBox[ StyleBox["\<\"C\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.06040570890327798], FontWeight->Plain], {546.41, -125.}], LineBox[{{503.10999999999996`, -150.}, { 529.0896189474252, -135.00022000726025`}}]}}, {GrayLevel[0], AbsoluteThickness[0.55], InsetBox[ StyleBox["\<\"O\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.06040570890327798], FontWeight->Plain], {459.80999999999995`, -175.}], LineBox[{{441.06068751058774`, -164.17476184214075`}, {416.51, -150.}}], {GrayLevel[0], InsetBox[ StyleBox["\<\"C\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.06040570890327798], FontWeight->Plain], {373.21, -125.}], LineBox[{{416.51, -150.}, { 390.53038105257474`, -135.00022000726025`}}]}}, {GrayLevel[0], AbsoluteThickness[0.55], InsetBox[ StyleBox["\<\"O\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.06040570890327798], FontWeight->Plain], {459.80999999999995`, 25.}], LineBox[{{478.55931248941215`, 14.174761842140764`}, { 503.10999999999996`, 0.}}], {GrayLevel[0], InsetBox[ StyleBox["\<\"C\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.06040570890327798], FontWeight->Plain], {546.41, -25.}], LineBox[{{503.10999999999996`, 0.}, { 529.0896189474252, -14.999779992739736`}}]}}, {GrayLevel[0], AbsoluteThickness[0.55], InsetBox[ StyleBox["\<\"O\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.06040570890327798], FontWeight->Plain], {459.80999999999995`, 25.}], LineBox[{{459.80999999999995`, 46.650000000000006`}, { 459.80999999999995`, 75.}}], {GrayLevel[0], InsetBox[ StyleBox["\<\"C\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.06040570890327798], FontWeight->Plain], {459.80999999999995`, 125.}], LineBox[{{459.80999999999995`, 75.}, {459.80999999999995`, 105.}}]}}, {GrayLevel[0], AbsoluteThickness[0.55], InsetBox[ StyleBox["\<\"O\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.06040570890327798], FontWeight->Plain], {200., -125.}], LineBox[{{218.7493124894122, -135.82523815785925`}, {243.3, -150.}}], {GrayLevel[0], InsetBox[ StyleBox["\<\"C\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.06040570890327798], FontWeight->Plain], {286.6, -175.}], LineBox[{{243.3, -150.}, { 269.27961894742526`, -164.99977999273975`}}]}}, {GrayLevel[0], AbsoluteThickness[0.55], InsetBox[ StyleBox["\<\"O\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.06040570890327798], FontWeight->Plain], {200., -125.}], LineBox[{{200., -103.35}, {200., -75.}}], {GrayLevel[0], InsetBox[ StyleBox["\<\"C\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.06040570890327798], FontWeight->Plain], {200., -25.}], LineBox[{{200., -75.}, {200., -45.}}]}}, {GrayLevel[0], AbsoluteThickness[0.55], InsetBox[ StyleBox["\<\"O\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.06040570890327798], FontWeight->Plain], {286.6, 125.}], LineBox[{{305.34985370482804`, 135.8243007186399}, {329.905, 150.}}], {GrayLevel[0], InsetBox[ StyleBox["\<\"C\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.06040570890327798], FontWeight->Plain], {373.21, 175.}], LineBox[{{329.905, 150.}, {355.8891189793737, 165.00064598739965`}}]}}, {GrayLevel[0], AbsoluteThickness[0.55], InsetBox[ StyleBox["\<\"O\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.06040570890327798], FontWeight->Plain], {286.6, 125.}], LineBox[{{286.6, 103.35}, {286.6, 75.}}], {GrayLevel[0], InsetBox[ StyleBox["\<\"C\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.06040570890327798], FontWeight->Plain], {286.6, 25.}], LineBox[{{286.6, 75.}, {286.6, 45.}}]}}, {GrayLevel[0], AbsoluteThickness[0.55], InsetBox[ StyleBox["\<\"C\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.06040570890327798], FontWeight->Plain], {546.41, -125.}], LineBox[{{546.41, -105.}, {546.41, -75.}}], {GrayLevel[0], InsetBox[ StyleBox["\<\"C\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.06040570890327798], FontWeight->Plain], {546.41, -25.}], LineBox[{{546.41, -75.}, {546.41, -45.}}]}}, {GrayLevel[0], AbsoluteThickness[0.55], InsetBox[ StyleBox["\<\"C\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.06040570890327798], FontWeight->Plain], {546.41, -125.}], LineBox[{{566.1059633657525, -121.52594946856938`}, { 576.94, -119.61500000000001`}}], {GrayLevel[0], InsetBox[ StyleBox["\<\"H\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.06040570890327798], FontWeight->Plain], {607.47, -114.23}], LineBox[{{576.94, -119.61500000000001`}, { 587.7740366342475, -117.70405053143065`}}]}}, {GrayLevel[0], AbsoluteThickness[0.55], InsetBox[ StyleBox["\<\"C\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.06040570890327798], FontWeight->Plain], {546.41, -125.}], LineBox[{{553.2518538769174, -143.79332422768547`}, {557.015, -154.13}}], {GrayLevel[0], InsetBox[ StyleBox["\<\"H\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.06040570890327798], FontWeight->Plain], {567.62, -183.26}], LineBox[{{557.015, -154.13}, { 560.7781461230826, -164.46667577231452`}}]}}, {GrayLevel[0], AbsoluteThickness[0.55], InsetBox[ StyleBox["\<\"C\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.06040570890327798], FontWeight->Plain], {373.21, -125.}], LineBox[{{355.8891189793737, -134.99935401260035`}, {329.905, -150.}}], {GrayLevel[0], InsetBox[ StyleBox["\<\"C\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.06040570890327798], FontWeight->Plain], {286.6, -175.}], LineBox[{{329.905, -150.}, { 303.9208810206263, -165.00064598739965`}}]}}, {GrayLevel[0], AbsoluteThickness[0.55], InsetBox[ StyleBox["\<\"C\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.06040570890327798], FontWeight->Plain], {373.21, -125.}], LineBox[{{360.3521356756475, -109.68088367377074`}, {353.28, -101.255}}], {GrayLevel[0], InsetBox[ StyleBox["\<\"H\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.06040570890327798], FontWeight->Plain], {333.34999999999997`, -77.51}], LineBox[{{353.28, -101.255}, { 346.20786432435244`, -92.82911632622927}}]}}, {GrayLevel[0], AbsoluteThickness[0.55], InsetBox[ StyleBox["\<\"C\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.06040570890327798], FontWeight->Plain], {373.21, -125.}], LineBox[{{386.06597151649373`, -109.6792951739451}, { 393.135, -101.255}}], {GrayLevel[0], InsetBox[ StyleBox["\<\"H\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.06040570890327798], FontWeight->Plain], {413.06, -77.51}], LineBox[{{393.135, -101.255}, { 400.20402848350625`, -92.8307048260549}}]}}, {GrayLevel[0], AbsoluteThickness[0.55], InsetBox[ StyleBox["\<\"C\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.06040570890327798], FontWeight->Plain], {546.41, -25.}], LineBox[{{553.2518538769174, -6.206675772314522}, {557.015, 4.129999999999999}}], {GrayLevel[0], InsetBox[ StyleBox["\<\"H\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.06040570890327798], FontWeight->Plain], {567.62, 33.26}], LineBox[{{557.015, 4.129999999999999}, {560.7781461230826, 14.46667577231452}}]}}, {GrayLevel[0], AbsoluteThickness[0.55], InsetBox[ StyleBox["\<\"C\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.06040570890327798], FontWeight->Plain], {546.41, -25.}], LineBox[{{566.1059633657525, -28.474050531430635`}, {576.94, -30.385}}], {GrayLevel[0], InsetBox[ StyleBox["\<\"H\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.06040570890327798], FontWeight->Plain], {607.47, -35.77}], LineBox[{{576.94, -30.385}, {587.7740366342475, -32.29594946856936}}]}}, {GrayLevel[0], AbsoluteThickness[0.55], InsetBox[ StyleBox["\<\"C\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.06040570890327798], FontWeight->Plain], {286.6, -175.}], LineBox[{{299.4578643243525, -190.31911632622928`}, { 306.53000000000003`, -198.745}}], {GrayLevel[0], InsetBox[ StyleBox["\<\"H\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.06040570890327798], FontWeight->Plain], {326.46000000000004`, -222.48999999999998`}], LineBox[{{306.53000000000003`, -198.745}, { 313.60213567564756`, -207.17088367377073`}}]}}, {GrayLevel[0], AbsoluteThickness[0.55], InsetBox[ StyleBox["\<\"C\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.06040570890327798], FontWeight->Plain], {286.6, -175.}], LineBox[{{273.74402848350627`, -190.32070482605488`}, { 266.675, -198.745}}], {GrayLevel[0], InsetBox[ StyleBox["\<\"H\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.06040570890327798], FontWeight->Plain], {246.74999999999997`, -222.48999999999998`}], LineBox[{{266.675, -198.745}, { 259.60597151649375`, -207.1692951739451}}]}}, {GrayLevel[0], AbsoluteThickness[0.55], InsetBox[ StyleBox["\<\"C\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.06040570890327798], FontWeight->Plain], {459.80999999999995`, 125.}], LineBox[{{442.4896189474252, 135.00022000726028`}, {416.51, 150.}}], {GrayLevel[0], InsetBox[ StyleBox["\<\"C\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.06040570890327798], FontWeight->Plain], {373.21, 175.}], LineBox[{{416.51, 150.}, {390.53038105257474`, 164.99977999273975`}}]}}, {GrayLevel[0], AbsoluteThickness[0.55], InsetBox[ StyleBox["\<\"C\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.06040570890327798], FontWeight->Plain], {459.80999999999995`, 125.}], LineBox[{{466.64900537650016`, 143.79436100164625`}, { 470.40999999999997`, 154.13}}], {GrayLevel[0], InsetBox[ StyleBox["\<\"H\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.06040570890327798], FontWeight->Plain], {481.01000000000005`, 183.26}], LineBox[{{470.40999999999997`, 154.13}, {474.17099462349984`, 164.46563899835377`}}]}}, {GrayLevel[0], AbsoluteThickness[0.55], InsetBox[ StyleBox["\<\"C\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.06040570890327798], FontWeight->Plain], {459.80999999999995`, 125.}], LineBox[{{479.5059633657525, 121.52594946856937`}, {490.34, 119.61500000000001`}}], {GrayLevel[0], InsetBox[ StyleBox["\<\"H\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.06040570890327798], FontWeight->Plain], {520.87, 114.23}], LineBox[{{490.34, 119.61500000000001`}, {501.17403663424744`, 117.70405053143064`}}]}}, {GrayLevel[0], AbsoluteThickness[0.55], InsetBox[ StyleBox["\<\"C\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.06040570890327798], FontWeight->Plain], {200., -25.}], LineBox[{{217.3203810525748, -14.999779992739736`}, {243.3, 0.}}], {GrayLevel[0], InsetBox[ StyleBox["\<\"C\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.06040570890327798], FontWeight->Plain], {286.6, 25.}], LineBox[{{243.3, 0.}, {269.27961894742526`, 14.999779992739736`}}]}}, {GrayLevel[0], AbsoluteThickness[0.55], InsetBox[ StyleBox["\<\"C\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.06040570890327798], FontWeight->Plain], {200., -25.}], LineBox[{{180.30403663424744`, -28.474050531430642`}, { 169.47, -30.385}}], {GrayLevel[0], InsetBox[ StyleBox["\<\"H\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.06040570890327798], FontWeight->Plain], {138.94, -35.77}], LineBox[{{169.47, -30.385}, { 158.63596336575256`, -32.29594946856936}}]}}, {GrayLevel[0], AbsoluteThickness[0.55], InsetBox[ StyleBox["\<\"C\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.06040570890327798], FontWeight->Plain], {200., -25.}], LineBox[{{193.15814612308256`, -6.206675772314522}, {189.39499999999998`, 4.129999999999999}}], {GrayLevel[0], InsetBox[ StyleBox["\<\"H\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.06040570890327798], FontWeight->Plain], {178.79, 33.26}], LineBox[{{189.39499999999998`, 4.129999999999999}, {185.6318538769174, 14.466675772314517`}}]}}, {GrayLevel[0], AbsoluteThickness[0.55], InsetBox[ StyleBox["\<\"C\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.06040570890327798], FontWeight->Plain], {373.21, 175.}], LineBox[{{360.3521356756475, 190.31911632622928`}, {353.28, 198.745}}], {GrayLevel[0], InsetBox[ StyleBox["\<\"H\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.06040570890327798], FontWeight->Plain], {333.34999999999997`, 222.48999999999998`}], LineBox[{{353.28, 198.745}, {346.20786432435244`, 207.17088367377073`}}]}}, {GrayLevel[0], AbsoluteThickness[0.55], InsetBox[ StyleBox["\<\"C\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.06040570890327798], FontWeight->Plain], {373.21, 175.}], LineBox[{{386.06597151649373`, 190.32070482605488`}, {393.135, 198.745}}], {GrayLevel[0], InsetBox[ StyleBox["\<\"H\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.06040570890327798], FontWeight->Plain], {413.06, 222.48999999999998`}], LineBox[{{393.135, 198.745}, {400.20402848350625`, 207.1692951739451}}]}}, {GrayLevel[0], AbsoluteThickness[0.55], InsetBox[ StyleBox["\<\"C\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.06040570890327798], FontWeight->Plain], {286.6, 25.}], LineBox[{{306.2959633657526, 28.474050531430645`}, {317.13, 30.385}}], {GrayLevel[0], InsetBox[ StyleBox["\<\"H\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.06040570890327798], FontWeight->Plain], {347.65999999999997`, 35.77}], LineBox[{{317.13, 30.385}, {327.9640366342474, 32.29594946856936}}]}}, {GrayLevel[0], AbsoluteThickness[0.55], InsetBox[ StyleBox["\<\"C\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.06040570890327798], FontWeight->Plain], {286.6, 25.}], LineBox[{{293.44185387691743`, 6.206675772314522}, { 297.20500000000004`, -4.129999999999999}}], {GrayLevel[0], InsetBox[ StyleBox["\<\"H\"\>", StripOnInput->False, ScriptSizeMultipliers->0.8, ScriptMinSize->8, FontSize->Scaled[0.06040570890327798], FontWeight->Plain], {307.81, -33.26}], LineBox[{{297.20500000000004`, -4.129999999999999}, { 300.9681461230826, -14.46667577231451}}]}}}, {}, {}}, ImageSize->{{0., 165.54726666666662`}, {0., 161.7909636393401}}, PlotRange->{{116.44, 625.47}, {-252.48999999999998`, 244.98999999999998`}}]], "Output", CellChangeTimes->{ 3.5749961183116283`*^9, 3.5749962102890186`*^9, 3.574996278741939*^9, 3.574996355057273*^9, 3.5749964036981583`*^9, {3.574996459717857*^9, 3.5749964895295095`*^9}, 3.5749966389933715`*^9, 3.574998390392848*^9, 3.574998588123195*^9, 3.574998631865672*^9, 3.574998958187045*^9, 3.5749991807838364`*^9, 3.574999348702531*^9, 3.574999684477521*^9, 3.575000118361083*^9, 3.5750014019469376`*^9, 3.575001654277381*^9, 3.5750019554203095`*^9, 3.575002135725426*^9, 3.5750024779900274`*^9, 3.575003567995142*^9, 3.575003728472624*^9, 3.5750038217763877`*^9, 3.575003956560624*^9, 3.5750040059971113`*^9, 3.575004072968029*^9, 3.575004120392112*^9, 3.575004245457532*^9, 3.5750042984508247`*^9, 3.575004442002277*^9, 3.5750049351815434`*^9, 3.57500504725214*^9, 3.5750077950721664`*^9, 3.5750080393997955`*^9, 3.5750081088511176`*^9, 3.5750082943978434`*^9, 3.575008493329393*^9, 3.575008541486677*^9, { 3.575008572733532*^9, 3.5750086013907824`*^9}, 3.5750086595008845`*^9, 3.575016027660103*^9, 3.5750166031515136`*^9, 3.5750167499477715`*^9, 3.575016977661371*^9, 3.575017132054843*^9, 3.5800561810196056`*^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}], Cell[BoxData[{ 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->{{3.5678630319943895`*^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, 3.567869278118179*^9}, { 3.5682778102931156`*^9, 3.5682778156907253`*^9}, 3.571808490989086*^9, { 3.572601938592864*^9, 3.572601945722077*^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", "27", "28"}, {"0.`", "0", "2.891312725085751`", "0", "0", "0", "0", "0", "2.700326091500186`", "0", "0", "0", "2.059512954559265`", "2.059985866079111`", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0"}, {"0", "0.`", "0", "2.891419129582467`", "0", "0", "0", "0", "2.700368594659809`", "0", "0", "0", "0", "0", "2.0597191741149294`", "2.059841085235297`", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0"}, {"2.891312725085751`", "0", "0.`", "0", "0", "0", "0", "0", "0", "2.7004597885636565`", "0", "0", "0", "0", "0", "0", "2.0599347047420147`", "2.0598360590884104`", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0"}, {"0", "2.891419129582467`", "0", "0.`", "0", "0", "0", "0", "0", "0", "2.700519767993527`", "0", "0", "0", "0", "0", "0", "0", "2.0597185961650393`", "2.0598657305401606`", "0", "0", "0", "0", "0", "0", "0", "0"}, {"0", "0", "0", "0", "0.`", "0", "2.8913430516679`", "0", "0", "2.7002729782070163`", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "2.0597460737016005`", "2.0598030804750516`", "0", "0", "0", "0", "0", "0"}, {"0", "0", "0", "0", "0", "0.`", "0", "2.891277887411021`", "0", "0", "2.7002828287835885`", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "2.0597564660463954`", "2.0599178872389743`", "0", "0", "0", "0"}, {"0", "0", "0", "0", "2.8913430516679`", "0", "0.`", "0", "0", "0", "0", "2.7003729433439196`", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "2.0598217227611793`", "2.059848632970876`", "0", "0"}, {"0", "0", "0", "0", "0", "2.891277887411021`", "0", "0.`", "0", "0", "0", "2.7003326039065896`", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "2.059920016575073`", "2.059725112937251`"}, {"2.700326091500186`", "2.700368594659809`", "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", "2.7004597885636565`", "0", "2.7002729782070163`", "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", "2.700519767993527`", "0", "2.7002828287835885`", "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", "2.7003729433439196`", "2.7003326039065896`", "0", "0", "0", "0.`", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0"}, {"2.059512954559265`", "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"}, {"2.059985866079111`", "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", "2.0597191741149294`", "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", "2.059841085235297`", "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", "2.0599347047420147`", "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", "2.0598360590884104`", "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", "2.0597185961650393`", "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", "2.0598657305401606`", "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", "2.0597460737016005`", "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", "2.0598030804750516`", "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", "2.0597564660463954`", "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", "2.0599178872389743`", "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", "2.0598217227611793`", "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", "2.059848632970876`", "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", "2.059920016575073`", "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", "2.059725112937251`", "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->{ 3.5749961183428288`*^9, 3.574996210335819*^9, 3.574996278773139*^9, 3.5749963550884733`*^9, 3.5749964037293587`*^9, {3.574996459749057*^9, 3.574996489560709*^9}, 3.574996639024572*^9, 3.5749983904396477`*^9, 3.5749985881699953`*^9, 3.574998631912472*^9, 3.574998958233845*^9, 3.5749991808150363`*^9, 3.5749993487337313`*^9, 3.574999684508721*^9, 3.5750001184078827`*^9, 3.5750014019781375`*^9, 3.5750016543241806`*^9, 3.5750019554515095`*^9, 3.5750021357722263`*^9, 3.5750024780212274`*^9, 3.5750035680419416`*^9, 3.5750037285194235`*^9, 3.5750038218075876`*^9, 3.5750039566074247`*^9, 3.575004006043911*^9, 3.5750040730148287`*^9, 3.5750041204389124`*^9, 3.575004245504332*^9, 3.575004298497625*^9, 3.575004442033477*^9, 3.575004935228343*^9, 3.57500504728334*^9, 3.5750077951033664`*^9, 3.575008039430996*^9, 3.5750081088823175`*^9, 3.5750082944446435`*^9, 3.575008493376193*^9, 3.5750085415178776`*^9, { 3.5750085727647324`*^9, 3.575008601437583*^9}, 3.5750086595476847`*^9, 3.575016027675703*^9, 3.5750166031827135`*^9, 3.5750167499789715`*^9, 3.5750169776925716`*^9, 3.575017132086043*^9, 3.5800561810506077`*^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[{ "0.25618`", ",", "0.25618`", ",", "0.25618`", ",", "0.25618`", ",", "0.25618`", ",", "0.25618`", ",", "0.25618`", ",", "0.25618`", ",", "0.1786`", ",", "0.1786`", ",", "0.1786`", ",", "0.1786`", ",", "0.59`", ",", "0.59`", ",", "0.59`", ",", "0.59`", ",", "0.59`", ",", "0.59`", ",", "0.59`", ",", "0.59`", ",", "0.59`", ",", "0.59`", ",", "0.59`", ",", "0.59`", ",", "0.59`", ",", "0.59`", ",", "0.59`", ",", "0.59`"}], "}"}]], "Output", CellChangeTimes->{ 3.5749961183584285`*^9, 3.5749962103670187`*^9, 3.5749962788043394`*^9, 3.5749963551196733`*^9, 3.5749964037605586`*^9, {3.574996459795857*^9, 3.5749964895919094`*^9}, 3.574996639055772*^9, 3.574998390470848*^9, 3.5749985882011952`*^9, 3.574998631943672*^9, 3.574998958265045*^9, 3.5749991808618364`*^9, 3.5749993487493315`*^9, 3.5749996845243206`*^9, 3.575000118439083*^9, 3.5750014020249376`*^9, 3.5750016543709807`*^9, 3.5750019554983096`*^9, 3.5750021358034267`*^9, 3.5750024780680275`*^9, 3.575003568073142*^9, 3.575003728550624*^9, 3.5750038218387876`*^9, 3.5750039566698246`*^9, 3.5750040061063113`*^9, 3.575004073077229*^9, 3.575004120485712*^9, 3.575004245535532*^9, 3.575004298560025*^9, 3.5750044420646772`*^9, 3.5750049352595434`*^9, 3.57500504731454*^9, 3.5750077951345663`*^9, 3.5750080394777956`*^9, 3.575008108913518*^9, 3.5750082944758434`*^9, 3.5750084934073925`*^9, 3.5750085415490775`*^9, { 3.5750085727959323`*^9, 3.575008601468783*^9}, 3.575008659578885*^9, 3.575016027691303*^9, 3.5750166031983137`*^9, 3.5750167499945717`*^9, 3.575016977708172*^9, 3.5750171321016426`*^9, 3.5800561810666084`*^9}] }, Open ]], Cell[BoxData[ RowBox[{ RowBox[{"(*", " ", RowBox[{ "subtract", " ", "core", " ", "radii", " ", "from", " ", "pair", " ", "distances"}], " ", "*)"}], "\[IndentingNewLine]", RowBox[{ RowBox[{ RowBox[{"Fij", "=", RowBox[{"Dij", "-", "u2"}]}], ";"}], "\[IndentingNewLine]", RowBox[{"(*", 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[{"(*", RowBox[{ 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}}], 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[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[{ RowBox[{"(*", RowBox[{ 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}}], 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[{"(*", RowBox[{ 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}}], 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["44.82977791939773`"], "Output", CellChangeTimes->{ 3.5749961183896284`*^9, 3.574996210398219*^9, 3.574996278835539*^9, 3.574996355150873*^9, 3.5749964037917585`*^9, {3.5749964598114567`*^9, 3.5749964896231093`*^9}, 3.574996639086972*^9, 3.574998390502048*^9, 3.574998588232395*^9, 3.574998631974872*^9, 3.5749989582806454`*^9, 3.5749991808774366`*^9, 3.574999348780531*^9, 3.574999684555521*^9, 3.5750001184702835`*^9, 3.575001402040538*^9, 3.5750016544021807`*^9, 3.5750019555139093`*^9, 3.575002135834626*^9, 3.5750024780836277`*^9, 3.575003568104342*^9, 3.575003728566224*^9, 3.5750038218699875`*^9, 3.5750039567010245`*^9, 3.5750040061375113`*^9, 3.575004073108429*^9, 3.5750041205169125`*^9, 3.575004245566732*^9, 3.575004298591225*^9, 3.575004442095877*^9, 3.5750049352907434`*^9, 3.5750050473457403`*^9, 3.5750077951657667`*^9, 3.575008039493396*^9, 3.5750081089447174`*^9, 3.575008294507044*^9, 3.575008493438593*^9, 3.5750085415802774`*^9, { 3.575008572827132*^9, 3.575008601499983*^9}, 3.5750086596100845`*^9, 3.5750160277225027`*^9, 3.575016603229514*^9, 3.575016750010172*^9, 3.5750169777237716`*^9, 3.575017132132843*^9, 3.58005618109161*^9}], Cell[BoxData["556.4220768771931`"], "Output", CellChangeTimes->{ 3.5749961183896284`*^9, 3.574996210398219*^9, 3.574996278835539*^9, 3.574996355150873*^9, 3.5749964037917585`*^9, {3.5749964598114567`*^9, 3.5749964896231093`*^9}, 3.574996639086972*^9, 3.574998390502048*^9, 3.574998588232395*^9, 3.574998631974872*^9, 3.5749989582806454`*^9, 3.5749991808774366`*^9, 3.574999348780531*^9, 3.574999684555521*^9, 3.5750001184702835`*^9, 3.575001402040538*^9, 3.5750016544021807`*^9, 3.5750019555139093`*^9, 3.575002135834626*^9, 3.5750024780836277`*^9, 3.575003568104342*^9, 3.575003728566224*^9, 3.5750038218699875`*^9, 3.5750039567010245`*^9, 3.5750040061375113`*^9, 3.575004073108429*^9, 3.5750041205169125`*^9, 3.575004245566732*^9, 3.575004298591225*^9, 3.575004442095877*^9, 3.5750049352907434`*^9, 3.5750050473457403`*^9, 3.5750077951657667`*^9, 3.575008039493396*^9, 3.5750081089447174`*^9, 3.575008294507044*^9, 3.575008493438593*^9, 3.5750085415802774`*^9, { 3.575008572827132*^9, 3.575008601499983*^9}, 3.5750086596100845`*^9, 3.5750160277225027`*^9, 3.575016603229514*^9, 3.575016750010172*^9, 3.5750169777237716`*^9, 3.575017132132843*^9, 3.58005618109261*^9}], Cell[BoxData["601.2518547965909`"], "Output", CellChangeTimes->{ 3.5749961183896284`*^9, 3.574996210398219*^9, 3.574996278835539*^9, 3.574996355150873*^9, 3.5749964037917585`*^9, {3.5749964598114567`*^9, 3.5749964896231093`*^9}, 3.574996639086972*^9, 3.574998390502048*^9, 3.574998588232395*^9, 3.574998631974872*^9, 3.5749989582806454`*^9, 3.5749991808774366`*^9, 3.574999348780531*^9, 3.574999684555521*^9, 3.5750001184702835`*^9, 3.575001402040538*^9, 3.5750016544021807`*^9, 3.5750019555139093`*^9, 3.575002135834626*^9, 3.5750024780836277`*^9, 3.575003568104342*^9, 3.575003728566224*^9, 3.5750038218699875`*^9, 3.5750039567010245`*^9, 3.5750040061375113`*^9, 3.575004073108429*^9, 3.5750041205169125`*^9, 3.575004245566732*^9, 3.575004298591225*^9, 3.575004442095877*^9, 3.5750049352907434`*^9, 3.5750050473457403`*^9, 3.5750077951657667`*^9, 3.575008039493396*^9, 3.5750081089447174`*^9, 3.575008294507044*^9, 3.575008493438593*^9, 3.5750085415802774`*^9, { 3.575008572827132*^9, 3.575008601499983*^9}, 3.5750086596100845`*^9, 3.5750160277225027`*^9, 3.575016603229514*^9, 3.575016750010172*^9, 3.5750169777237716`*^9, 3.575017132132843*^9, 3.58005618109361*^9}], Cell[BoxData["24.441632549981293`"], "Output", CellChangeTimes->{ 3.5749961183896284`*^9, 3.574996210398219*^9, 3.574996278835539*^9, 3.574996355150873*^9, 3.5749964037917585`*^9, {3.5749964598114567`*^9, 3.5749964896231093`*^9}, 3.574996639086972*^9, 3.574998390502048*^9, 3.574998588232395*^9, 3.574998631974872*^9, 3.5749989582806454`*^9, 3.5749991808774366`*^9, 3.574999348780531*^9, 3.574999684555521*^9, 3.5750001184702835`*^9, 3.575001402040538*^9, 3.5750016544021807`*^9, 3.5750019555139093`*^9, 3.575002135834626*^9, 3.5750024780836277`*^9, 3.575003568104342*^9, 3.575003728566224*^9, 3.5750038218699875`*^9, 3.5750039567010245`*^9, 3.5750040061375113`*^9, 3.575004073108429*^9, 3.5750041205169125`*^9, 3.575004245566732*^9, 3.575004298591225*^9, 3.575004442095877*^9, 3.5750049352907434`*^9, 3.5750050473457403`*^9, 3.5750077951657667`*^9, 3.575008039493396*^9, 3.5750081089447174`*^9, 3.575008294507044*^9, 3.575008493438593*^9, 3.5750085415802774`*^9, { 3.575008572827132*^9, 3.575008601499983*^9}, 3.5750086596100845`*^9, 3.5750160277225027`*^9, 3.575016603229514*^9, 3.575016750010172*^9, 3.5750169777237716`*^9, 3.575017132132843*^9, 3.5800561810956097`*^9}], Cell[BoxData["20.388145369416435`"], "Output", CellChangeTimes->{ 3.5749961183896284`*^9, 3.574996210398219*^9, 3.574996278835539*^9, 3.574996355150873*^9, 3.5749964037917585`*^9, {3.5749964598114567`*^9, 3.5749964896231093`*^9}, 3.574996639086972*^9, 3.574998390502048*^9, 3.574998588232395*^9, 3.574998631974872*^9, 3.5749989582806454`*^9, 3.5749991808774366`*^9, 3.574999348780531*^9, 3.574999684555521*^9, 3.5750001184702835`*^9, 3.575001402040538*^9, 3.5750016544021807`*^9, 3.5750019555139093`*^9, 3.575002135834626*^9, 3.5750024780836277`*^9, 3.575003568104342*^9, 3.575003728566224*^9, 3.5750038218699875`*^9, 3.5750039567010245`*^9, 3.5750040061375113`*^9, 3.575004073108429*^9, 3.5750041205169125`*^9, 3.575004245566732*^9, 3.575004298591225*^9, 3.575004442095877*^9, 3.5750049352907434`*^9, 3.5750050473457403`*^9, 3.5750077951657667`*^9, 3.575008039493396*^9, 3.5750081089447174`*^9, 3.575008294507044*^9, 3.575008493438593*^9, 3.5750085415802774`*^9, { 3.575008572827132*^9, 3.575008601499983*^9}, 3.5750086596100845`*^9, 3.5750160277225027`*^9, 3.575016603229514*^9, 3.575016750010172*^9, 3.5750169777237716`*^9, 3.575017132132843*^9, 3.58005618109661*^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[{"{", "}"}]], "Output", CellChangeTimes->{ 3.5749961184208283`*^9, 3.5749962104138193`*^9, 3.574996278851139*^9, 3.574996355182073*^9, 3.5749964038073587`*^9, {3.574996459842657*^9, 3.574996489638709*^9}, 3.574996639102572*^9, 3.5749983905176477`*^9, 3.5749985882479954`*^9, 3.5749986319904723`*^9, 3.5749989583118453`*^9, 3.5749991808930364`*^9, 3.574999348796131*^9, 3.574999684571121*^9, 3.575000118485883*^9, 3.5750014020717373`*^9, 3.575001654417781*^9, 3.5750019555295095`*^9, 3.5750021358502264`*^9, 3.5750024781148276`*^9, 3.5750035681199417`*^9, 3.575003728597424*^9, 3.5750038218855877`*^9, 3.5750039567166243`*^9, 3.5750040061531115`*^9, 3.575004073124029*^9, 3.5750041205325127`*^9, 3.5750042455823317`*^9, 3.575004298606825*^9, 3.575004442111477*^9, 3.575004935306343*^9, 3.5750050473613405`*^9, 3.5750077951813664`*^9, 3.5750080395245953`*^9, 3.575008108975918*^9, 3.5750082945226436`*^9, 3.5750084934697933`*^9, 3.575008541611478*^9, { 3.5750085728583326`*^9, 3.575008601515583*^9}, 3.575008659641285*^9, 3.575016027753703*^9, 3.575016603245114*^9, 3.5750167500257716`*^9, 3.5750169777393713`*^9, 3.5750171321484427`*^9, 3.580056181108611*^9}], Cell[BoxData[ RowBox[{ StyleBox[ RowBox[{"StandardDeviation", "::", "shlen"}], "MessageName"], RowBox[{ ":", " "}], "\<\"The argument \[NoBreak]\\!\\({}\\)\[NoBreak] should have \ at least two elements. \\!\\(\\*ButtonBox[\\\"\[RightSkeleton]\\\", \ ButtonStyle->\\\"Link\\\", ButtonFrame->None, \ ButtonData:>\\\"paclet:ref/StandardDeviation\\\", ButtonNote -> \ \\\"StandardDeviation::shlen\\\"]\\)\"\>"}]], "Message", "MSG", CellChangeTimes->{ 3.5749961185456285`*^9, 3.5749962104918194`*^9, 3.574996278929139*^9, 3.5749963552444735`*^9, 3.574996403885359*^9, {3.574996459920657*^9, 3.5749964897167096`*^9}, 3.574996639180572*^9, 3.5749983905956483`*^9, 3.5749985883259954`*^9, 3.5749986320684724`*^9, 3.5749989583742456`*^9, 3.5749991809710364`*^9, 3.574999348874131*^9, 3.5749996846491213`*^9, 3.5750001185638833`*^9, 3.575001402149738*^9, 3.575001654495781*^9, 3.57500195560751*^9, 3.5750021359282265`*^9, 3.5750024781928277`*^9, 3.5750035681979423`*^9, 3.575003728675424*^9, 3.5750038219635878`*^9, 3.575003956794625*^9, 3.5750040062311115`*^9, 3.575004073202029*^9, 3.5750041206105127`*^9, 3.5750042456603317`*^9, 3.575004298684825*^9, 3.575004442189477*^9, 3.5750049353843436`*^9, 3.5750050474393406`*^9, 3.575007795259367*^9, 3.575008039602596*^9, 3.5750081090383177`*^9, 3.5750082946006436`*^9, 3.5750084935477934`*^9, 3.575008541689478*^9, { 3.5750085729363327`*^9, 3.575008601593583*^9}, 3.575008659719285*^9, 3.575016027831703*^9, 3.575016603323114*^9, 3.5750167501037717`*^9, 3.5750169778173714`*^9, 3.575017132226443*^9, 3.580056181234618*^9}], Cell[BoxData[ RowBox[{ RowBox[{"Mean", "[", RowBox[{"{", "}"}], "]"}], "\[PlusMinus]", RowBox[{"StandardDeviation", "[", RowBox[{"{", "}"}], "]"}]}]], "Output", CellChangeTimes->{ 3.5749961184208283`*^9, 3.5749962104138193`*^9, 3.574996278851139*^9, 3.574996355182073*^9, 3.5749964038073587`*^9, {3.574996459842657*^9, 3.574996489638709*^9}, 3.574996639102572*^9, 3.5749983905176477`*^9, 3.5749985882479954`*^9, 3.5749986319904723`*^9, 3.5749989583118453`*^9, 3.5749991808930364`*^9, 3.574999348796131*^9, 3.574999684571121*^9, 3.575000118485883*^9, 3.5750014020717373`*^9, 3.575001654417781*^9, 3.5750019555295095`*^9, 3.5750021358502264`*^9, 3.5750024781148276`*^9, 3.5750035681199417`*^9, 3.575003728597424*^9, 3.5750038218855877`*^9, 3.5750039567166243`*^9, 3.5750040061531115`*^9, 3.575004073124029*^9, 3.5750041205325127`*^9, 3.5750042455823317`*^9, 3.575004298606825*^9, 3.575004442111477*^9, 3.575004935306343*^9, 3.5750050473613405`*^9, 3.5750077951813664`*^9, 3.5750080395245953`*^9, 3.575008108975918*^9, 3.5750082945226436`*^9, 3.5750084934697933`*^9, 3.575008541611478*^9, { 3.5750085728583326`*^9, 3.575008601515583*^9}, 3.575008659641285*^9, 3.575016027753703*^9, 3.575016603245114*^9, 3.5750167500257716`*^9, 3.5750169777393713`*^9, 3.5750171321484427`*^9, 3.5800561812376184`*^9}], Cell[BoxData[ RowBox[{"{", RowBox[{ "2.891312725085751`", ",", "2.891419129582467`", ",", "2.8913430516679`", ",", "2.891277887411021`", ",", "2.700326091500186`", ",", "2.700368594659809`", ",", "2.7004597885636565`", ",", "2.7002729782070163`", ",", "2.700519767993527`", ",", "2.7002828287835885`"}], "}"}]], "Output", CellChangeTimes->{ 3.5749961184208283`*^9, 3.5749962104138193`*^9, 3.574996278851139*^9, 3.574996355182073*^9, 3.5749964038073587`*^9, {3.574996459842657*^9, 3.574996489638709*^9}, 3.574996639102572*^9, 3.5749983905176477`*^9, 3.5749985882479954`*^9, 3.5749986319904723`*^9, 3.5749989583118453`*^9, 3.5749991808930364`*^9, 3.574999348796131*^9, 3.574999684571121*^9, 3.575000118485883*^9, 3.5750014020717373`*^9, 3.575001654417781*^9, 3.5750019555295095`*^9, 3.5750021358502264`*^9, 3.5750024781148276`*^9, 3.5750035681199417`*^9, 3.575003728597424*^9, 3.5750038218855877`*^9, 3.5750039567166243`*^9, 3.5750040061531115`*^9, 3.575004073124029*^9, 3.5750041205325127`*^9, 3.5750042455823317`*^9, 3.575004298606825*^9, 3.575004442111477*^9, 3.575004935306343*^9, 3.5750050473613405`*^9, 3.5750077951813664`*^9, 3.5750080395245953`*^9, 3.575008108975918*^9, 3.5750082945226436`*^9, 3.5750084934697933`*^9, 3.575008541611478*^9, { 3.5750085728583326`*^9, 3.575008601515583*^9}, 3.575008659641285*^9, 3.575016027753703*^9, 3.575016603245114*^9, 3.5750167500257716`*^9, 3.5750169777393713`*^9, 3.5750171321484427`*^9, 3.5800561812386184`*^9}], Cell[BoxData[ RowBox[{"2.7767582843454925`", "\[PlusMinus]", "0.09861472264346145`"}]], "Output", CellChangeTimes->{ 3.5749961184208283`*^9, 3.5749962104138193`*^9, 3.574996278851139*^9, 3.574996355182073*^9, 3.5749964038073587`*^9, {3.574996459842657*^9, 3.574996489638709*^9}, 3.574996639102572*^9, 3.5749983905176477`*^9, 3.5749985882479954`*^9, 3.5749986319904723`*^9, 3.5749989583118453`*^9, 3.5749991808930364`*^9, 3.574999348796131*^9, 3.574999684571121*^9, 3.575000118485883*^9, 3.5750014020717373`*^9, 3.575001654417781*^9, 3.5750019555295095`*^9, 3.5750021358502264`*^9, 3.5750024781148276`*^9, 3.5750035681199417`*^9, 3.575003728597424*^9, 3.5750038218855877`*^9, 3.5750039567166243`*^9, 3.5750040061531115`*^9, 3.575004073124029*^9, 3.5750041205325127`*^9, 3.5750042455823317`*^9, 3.575004298606825*^9, 3.575004442111477*^9, 3.575004935306343*^9, 3.5750050473613405`*^9, 3.5750077951813664`*^9, 3.5750080395245953`*^9, 3.575008108975918*^9, 3.5750082945226436`*^9, 3.5750084934697933`*^9, 3.575008541611478*^9, { 3.5750085728583326`*^9, 3.575008601515583*^9}, 3.575008659641285*^9, 3.575016027753703*^9, 3.575016603245114*^9, 3.5750167500257716`*^9, 3.5750169777393713`*^9, 3.5750171321484427`*^9, 3.5800561812396183`*^9}], Cell[BoxData[ RowBox[{"{", RowBox[{ "2.059512954559265`", ",", "2.059985866079111`", ",", "2.0597191741149294`", ",", "2.059841085235297`", ",", "2.0599347047420147`", ",", "2.0598360590884104`", ",", "2.0597185961650393`", ",", "2.0598657305401606`", ",", "2.0597460737016005`", ",", "2.0598030804750516`", ",", "2.0597564660463954`", ",", "2.0599178872389743`", ",", "2.0598217227611793`", ",", "2.059848632970876`", ",", "2.059920016575073`", ",", "2.059725112937251`"}], "}"}]], "Output", CellChangeTimes->{ 3.5749961184208283`*^9, 3.5749962104138193`*^9, 3.574996278851139*^9, 3.574996355182073*^9, 3.5749964038073587`*^9, {3.574996459842657*^9, 3.574996489638709*^9}, 3.574996639102572*^9, 3.5749983905176477`*^9, 3.5749985882479954`*^9, 3.5749986319904723`*^9, 3.5749989583118453`*^9, 3.5749991808930364`*^9, 3.574999348796131*^9, 3.574999684571121*^9, 3.575000118485883*^9, 3.5750014020717373`*^9, 3.575001654417781*^9, 3.5750019555295095`*^9, 3.5750021358502264`*^9, 3.5750024781148276`*^9, 3.5750035681199417`*^9, 3.575003728597424*^9, 3.5750038218855877`*^9, 3.5750039567166243`*^9, 3.5750040061531115`*^9, 3.575004073124029*^9, 3.5750041205325127`*^9, 3.5750042455823317`*^9, 3.575004298606825*^9, 3.575004442111477*^9, 3.575004935306343*^9, 3.5750050473613405`*^9, 3.5750077951813664`*^9, 3.5750080395245953`*^9, 3.575008108975918*^9, 3.5750082945226436`*^9, 3.5750084934697933`*^9, 3.575008541611478*^9, { 3.5750085728583326`*^9, 3.575008601515583*^9}, 3.575008659641285*^9, 3.575016027753703*^9, 3.575016603245114*^9, 3.5750167500257716`*^9, 3.5750169777393713`*^9, 3.5750171321484427`*^9, 3.5800561812406187`*^9}], Cell[BoxData[ RowBox[{"2.0598095727019143`", "\[PlusMinus]", "0.00011420679146027518`"}]], "Output", CellChangeTimes->{ 3.5749961184208283`*^9, 3.5749962104138193`*^9, 3.574996278851139*^9, 3.574996355182073*^9, 3.5749964038073587`*^9, {3.574996459842657*^9, 3.574996489638709*^9}, 3.574996639102572*^9, 3.5749983905176477`*^9, 3.5749985882479954`*^9, 3.5749986319904723`*^9, 3.5749989583118453`*^9, 3.5749991808930364`*^9, 3.574999348796131*^9, 3.574999684571121*^9, 3.575000118485883*^9, 3.5750014020717373`*^9, 3.575001654417781*^9, 3.5750019555295095`*^9, 3.5750021358502264`*^9, 3.5750024781148276`*^9, 3.5750035681199417`*^9, 3.575003728597424*^9, 3.5750038218855877`*^9, 3.5750039567166243`*^9, 3.5750040061531115`*^9, 3.575004073124029*^9, 3.5750041205325127`*^9, 3.5750042455823317`*^9, 3.575004298606825*^9, 3.575004442111477*^9, 3.575004935306343*^9, 3.5750050473613405`*^9, 3.5750077951813664`*^9, 3.5750080395245953`*^9, 3.575008108975918*^9, 3.5750082945226436`*^9, 3.5750084934697933`*^9, 3.575008541611478*^9, { 3.5750085728583326`*^9, 3.575008601515583*^9}, 3.575008659641285*^9, 3.575016027753703*^9, 3.575016603245114*^9, 3.5750167500257716`*^9, 3.5750169777393713`*^9, 3.5750171321484427`*^9, 3.5800561812426186`*^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["8"], "Output", CellChangeTimes->{ 3.574996118576829*^9, 3.574996210507419*^9, 3.5749962789447393`*^9, 3.5749963552756734`*^9, 3.574996403900959*^9, {3.5749964599362574`*^9, 3.5749964897323093`*^9}, 3.5749966391961718`*^9, 3.5749983906112485`*^9, 3.5749985883415956`*^9, 3.5749986320996723`*^9, 3.5749989584054456`*^9, 3.5749991810022364`*^9, 3.5749993489053316`*^9, 3.5749996846647215`*^9, 3.575000118579483*^9, 3.5750014021653376`*^9, 3.5750016545269814`*^9, 3.57500195563871*^9, 3.5750021359438267`*^9, 3.575002478208428*^9, 3.5750035682135425`*^9, 3.575003728691024*^9, 3.575003821994788*^9, 3.5750039568258247`*^9, 3.575004006262312*^9, 3.575004073233229*^9, 3.5750041206417127`*^9, 3.575004245675932*^9, 3.5750042987160254`*^9, 3.575004442205077*^9, 3.5750049353999434`*^9, 3.57500504747054*^9, 3.5750077952905664`*^9, 3.575008039618196*^9, 3.575008109069518*^9, 3.5750082946318436`*^9, 3.575008493563393*^9, 3.575008541720678*^9, { 3.575008572951933*^9, 3.575008601624783*^9}, 3.575008659734885*^9, 3.5750160278473034`*^9, 3.5750166033387136`*^9, 3.5750167501349716`*^9, 3.575016977848572*^9, 3.5750171322420425`*^9, 3.580056181254619*^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["4"], "Output", CellChangeTimes->{ 3.5749961185924287`*^9, 3.5749962105230193`*^9, 3.5749962789447393`*^9, 3.574996355291273*^9, 3.5749964039165587`*^9, {3.574996459951857*^9, 3.5749964897479095`*^9}, 3.574996639211772*^9, 3.574998390626848*^9, 3.574998588357196*^9, 3.5749986320996723`*^9, 3.5749989584210453`*^9, 3.5749991810022364`*^9, 3.5749993489053316`*^9, 3.574999684680321*^9, 3.575000118595083*^9, 3.575001402180938*^9, 3.575001654542581*^9, 3.57500195563871*^9, 3.575002135959427*^9, 3.5750024782240276`*^9, 3.575003568229142*^9, 3.575003728706624*^9, 3.575003821994788*^9, 3.5750039568258247`*^9, 3.575004006262312*^9, 3.575004073233229*^9, 3.5750041206573124`*^9, 3.575004245691532*^9, 3.5750042987160254`*^9, 3.5750044422206774`*^9, 3.5750049354155436`*^9, 3.5750050474861403`*^9, 3.5750077953061666`*^9, 3.5750080396337957`*^9, 3.5750081090851183`*^9, 3.5750082946318436`*^9, 3.575008493594593*^9, 3.5750085417362776`*^9, { 3.575008572983133*^9, 3.575008601640383*^9}, 3.575008659766085*^9, 3.575016027862903*^9, 3.575016603354314*^9, 3.5750167501349716`*^9, 3.575016977848572*^9, 3.5750171322576427`*^9, 3.5800561812666197`*^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[{ "2", ",", "2", ",", "2", ",", "2", ",", "2", ",", "2", ",", "2", ",", "2"}], "}"}]], "Output", CellChangeTimes->{ 3.574996118608029*^9, 3.574996210538619*^9, 3.5749962789603395`*^9, 3.574996355291273*^9, 3.5749964039321585`*^9, {3.574996459951857*^9, 3.5749964897635098`*^9}, 3.574996639227372*^9, 3.574998390626848*^9, 3.574998588357196*^9, 3.5749986321152725`*^9, 3.5749989584210453`*^9, 3.5749991810178366`*^9, 3.574999348920932*^9, 3.574999684695921*^9, 3.575000118595083*^9, 3.575001402180938*^9, 3.5750016545581813`*^9, 3.57500195565431*^9, 3.575002135975027*^9, 3.5750024782240276`*^9, 3.5750035682447424`*^9, 3.575003728722224*^9, 3.575003822010388*^9, 3.575003956841425*^9, 3.5750040062779117`*^9, 3.575004073248829*^9, 3.5750041206573124`*^9, 3.5750042457071323`*^9, 3.5750042987316256`*^9, 3.5750044422362776`*^9, 3.5750049354311438`*^9, 3.5750050474861403`*^9, 3.575007795321767*^9, 3.575008039649396*^9, 3.575008109100718*^9, 3.575008294647444*^9, 3.5750084936101933`*^9, 3.575008541751878*^9, { 3.5750085729987326`*^9, 3.575008601655983*^9}, 3.575008659781685*^9, 3.575016027878503*^9, 3.575016603354314*^9, 3.575016750150572*^9, 3.575016977864172*^9, 3.5750171322576427`*^9, 3.5800561812786207`*^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[{ 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[{"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}}], 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->{ 3.5749961186236286`*^9, 3.5749962105698195`*^9, 3.5749962789759398`*^9, 3.5749963553224735`*^9, 3.5749964039477587`*^9, {3.574996459983057*^9, 3.57499648977911*^9}, 3.5749966392429724`*^9, 3.5749983906424484`*^9, 3.5749985883883953`*^9, 3.5749986321308727`*^9, 3.5749989584366455`*^9, 3.574999181033437*^9, 3.5749993489365315`*^9, 3.574999684711521*^9, 3.5750001186106834`*^9, 3.575001402196538*^9, 3.575001654573781*^9, 3.57500195566991*^9, 3.575002135990627*^9, 3.575002478255228*^9, 3.5750035682603426`*^9, 3.5750037287378244`*^9, 3.575003822041588*^9, 3.575003956857025*^9, 3.5750040062935114`*^9, 3.575004073264429*^9, 3.575004120688513*^9, 3.5750042457227325`*^9, 3.5750042987472253`*^9, 3.5750044422674775`*^9, 3.5750049354467435`*^9, 3.5750050475173407`*^9, 3.575007795337367*^9, 3.575008039664996*^9, 3.5750081091163177`*^9, 3.575008294678644*^9, 3.5750084936257935`*^9, 3.575008541783078*^9, { 3.575008573014333*^9, 3.575008601671583*^9}, 3.575008659797285*^9, 3.575016027894103*^9, 3.5750166033855143`*^9, 3.575016750166172*^9, 3.5750169778797717`*^9, 3.575017132288843*^9, 3.5800561812986217`*^9}], Cell[BoxData["0"], "Output", CellChangeTimes->{ 3.5749961186236286`*^9, 3.5749962105698195`*^9, 3.5749962789759398`*^9, 3.5749963553224735`*^9, 3.5749964039477587`*^9, {3.574996459983057*^9, 3.57499648977911*^9}, 3.5749966392429724`*^9, 3.5749983906424484`*^9, 3.5749985883883953`*^9, 3.5749986321308727`*^9, 3.5749989584366455`*^9, 3.574999181033437*^9, 3.5749993489365315`*^9, 3.574999684711521*^9, 3.5750001186106834`*^9, 3.575001402196538*^9, 3.575001654573781*^9, 3.57500195566991*^9, 3.575002135990627*^9, 3.575002478255228*^9, 3.5750035682603426`*^9, 3.5750037287378244`*^9, 3.575003822041588*^9, 3.575003956857025*^9, 3.5750040062935114`*^9, 3.575004073264429*^9, 3.575004120688513*^9, 3.5750042457227325`*^9, 3.5750042987472253`*^9, 3.5750044422674775`*^9, 3.5750049354467435`*^9, 3.5750050475173407`*^9, 3.575007795337367*^9, 3.575008039664996*^9, 3.5750081091163177`*^9, 3.575008294678644*^9, 3.5750084936257935`*^9, 3.575008541783078*^9, { 3.575008573014333*^9, 3.575008601671583*^9}, 3.575008659797285*^9, 3.575016027894103*^9, 3.5750166033855143`*^9, 3.575016750166172*^9, 3.5750169778797717`*^9, 3.575017132288843*^9, 3.5800561812996216`*^9}], Cell[BoxData[ TagBox[ RowBox[{"(", "\[NoBreak]", TagBox[GridBox[{ { RowBox[{"{", RowBox[{"1", ",", "3", ",", "9", ",", "13", ",", "14"}], "}"}]}, { RowBox[{"{", RowBox[{"2", ",", "4", ",", "9", ",", "15", ",", "16"}], "}"}]}, { RowBox[{"{", RowBox[{"3", ",", "1", ",", "10", ",", "17", ",", "18"}], "}"}]}, { RowBox[{"{", RowBox[{"4", ",", "2", ",", "11", ",", "19", ",", "20"}], "}"}]}, { RowBox[{"{", RowBox[{"5", ",", "7", ",", "10", ",", "21", ",", "22"}], "}"}]}, { RowBox[{"{", RowBox[{"6", ",", "8", ",", "11", ",", "23", ",", "24"}], "}"}]}, { RowBox[{"{", RowBox[{"7", ",", "5", ",", "12", ",", "25", ",", "26"}], "}"}]}, { RowBox[{"{", RowBox[{"8", ",", "6", ",", "12", ",", "27", ",", "28"}], "}"}]}, { RowBox[{"{", RowBox[{"9", ",", "1", ",", "2"}], "}"}]}, { RowBox[{"{", RowBox[{"10", ",", "3", ",", "5"}], "}"}]}, { RowBox[{"{", RowBox[{"11", ",", "4", ",", "6"}], "}"}]}, { RowBox[{"{", RowBox[{"12", ",", "7", ",", "8"}], "}"}]}, { RowBox[{"{", RowBox[{"13", ",", "1"}], "}"}]}, { RowBox[{"{", RowBox[{"14", ",", "1"}], "}"}]}, { RowBox[{"{", RowBox[{"15", ",", "2"}], "}"}]}, { RowBox[{"{", RowBox[{"16", ",", "2"}], "}"}]}, { RowBox[{"{", RowBox[{"17", ",", "3"}], "}"}]}, { RowBox[{"{", RowBox[{"18", ",", "3"}], "}"}]}, { RowBox[{"{", RowBox[{"19", ",", "4"}], "}"}]}, { RowBox[{"{", RowBox[{"20", ",", "4"}], "}"}]}, { RowBox[{"{", RowBox[{"21", ",", "5"}], "}"}]}, { RowBox[{"{", RowBox[{"22", ",", "5"}], "}"}]}, { RowBox[{"{", RowBox[{"23", ",", "6"}], "}"}]}, { RowBox[{"{", RowBox[{"24", ",", "6"}], "}"}]}, { RowBox[{"{", RowBox[{"25", ",", "7"}], "}"}]}, { RowBox[{"{", RowBox[{"26", ",", "7"}], "}"}]}, { RowBox[{"{", RowBox[{"27", ",", "8"}], "}"}]}, { RowBox[{"{", RowBox[{"28", ",", "8"}], "}"}]} }, 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->{ 3.5749961186236286`*^9, 3.5749962105698195`*^9, 3.5749962789759398`*^9, 3.5749963553224735`*^9, 3.5749964039477587`*^9, {3.574996459983057*^9, 3.57499648977911*^9}, 3.5749966392429724`*^9, 3.5749983906424484`*^9, 3.5749985883883953`*^9, 3.5749986321308727`*^9, 3.5749989584366455`*^9, 3.574999181033437*^9, 3.5749993489365315`*^9, 3.574999684711521*^9, 3.5750001186106834`*^9, 3.575001402196538*^9, 3.575001654573781*^9, 3.57500195566991*^9, 3.575002135990627*^9, 3.575002478255228*^9, 3.5750035682603426`*^9, 3.5750037287378244`*^9, 3.575003822041588*^9, 3.575003956857025*^9, 3.5750040062935114`*^9, 3.575004073264429*^9, 3.575004120688513*^9, 3.5750042457227325`*^9, 3.5750042987472253`*^9, 3.5750044422674775`*^9, 3.5750049354467435`*^9, 3.5750050475173407`*^9, 3.575007795337367*^9, 3.575008039664996*^9, 3.5750081091163177`*^9, 3.575008294678644*^9, 3.5750084936257935`*^9, 3.575008541783078*^9, { 3.575008573014333*^9, 3.575008601671583*^9}, 3.575008659797285*^9, 3.575016027894103*^9, 3.5750166033855143`*^9, 3.575016750166172*^9, 3.5750169778797717`*^9, 3.575017132288843*^9, 3.580056181301622*^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[{"{", "}"}]], "Output", CellChangeTimes->{ 3.574996118639229*^9, 3.574996210585419*^9, 3.5749962789915395`*^9, 3.5749963553380737`*^9, 3.574996403978959*^9, {3.574996459998657*^9, 3.5749964897947097`*^9}, 3.574996639258572*^9, 3.5749983906736484`*^9, 3.5749985884039955`*^9, 3.5749986321464725`*^9, 3.5749989584522457`*^9, 3.5749991810490365`*^9, 3.5749993489521313`*^9, 3.5749996847271214`*^9, 3.5750001186418834`*^9, 3.575001402212138*^9, 3.5750016546049814`*^9, 3.5750019556855097`*^9, 3.5750021360062265`*^9, 3.5750024782708282`*^9, 3.5750035682759423`*^9, 3.575003728753424*^9, 3.575003822057188*^9, 3.575003956872625*^9, 3.575004006324712*^9, 3.5750040732800293`*^9, 3.575004120704113*^9, 3.5750042457383327`*^9, 3.575004298778425*^9, 3.5750044422830777`*^9, 3.5750049354779434`*^9, 3.575005047532941*^9, 3.575007795352967*^9, 3.5750080396805964`*^9, 3.575008109131918*^9, 3.575008294694244*^9, 3.5750084936569934`*^9, 3.575008541798678*^9, { 3.5750085730455327`*^9, 3.575008601702783*^9}, 3.5750086598284855`*^9, 3.5750160279097033`*^9, 3.575016603401114*^9, 3.575016750181772*^9, 3.575016977895372*^9, 3.575017132304443*^9, 3.580056181315623*^9}], Cell[BoxData[ RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{"9", ",", "1", ",", "2"}], "}"}], ",", RowBox[{"{", RowBox[{"10", ",", "3", ",", "5"}], "}"}], ",", RowBox[{"{", RowBox[{"11", ",", "4", ",", "6"}], "}"}], ",", RowBox[{"{", RowBox[{"12", ",", "7", ",", "8"}], "}"}]}], "}"}]], "Output", CellChangeTimes->{ 3.574996118639229*^9, 3.574996210585419*^9, 3.5749962789915395`*^9, 3.5749963553380737`*^9, 3.574996403978959*^9, {3.574996459998657*^9, 3.5749964897947097`*^9}, 3.574996639258572*^9, 3.5749983906736484`*^9, 3.5749985884039955`*^9, 3.5749986321464725`*^9, 3.5749989584522457`*^9, 3.5749991810490365`*^9, 3.5749993489521313`*^9, 3.5749996847271214`*^9, 3.5750001186418834`*^9, 3.575001402212138*^9, 3.5750016546049814`*^9, 3.5750019556855097`*^9, 3.5750021360062265`*^9, 3.5750024782708282`*^9, 3.5750035682759423`*^9, 3.575003728753424*^9, 3.575003822057188*^9, 3.575003956872625*^9, 3.575004006324712*^9, 3.5750040732800293`*^9, 3.575004120704113*^9, 3.5750042457383327`*^9, 3.575004298778425*^9, 3.5750044422830777`*^9, 3.5750049354779434`*^9, 3.575005047532941*^9, 3.575007795352967*^9, 3.5750080396805964`*^9, 3.575008109131918*^9, 3.575008294694244*^9, 3.5750084936569934`*^9, 3.575008541798678*^9, { 3.5750085730455327`*^9, 3.575008601702783*^9}, 3.5750086598284855`*^9, 3.5750160279097033`*^9, 3.575016603401114*^9, 3.575016750181772*^9, 3.575016977895372*^9, 3.575017132304443*^9, 3.580056181317623*^9}], Cell[BoxData["0"], "Output", CellChangeTimes->{ 3.574996118639229*^9, 3.574996210585419*^9, 3.5749962789915395`*^9, 3.5749963553380737`*^9, 3.574996403978959*^9, {3.574996459998657*^9, 3.5749964897947097`*^9}, 3.574996639258572*^9, 3.5749983906736484`*^9, 3.5749985884039955`*^9, 3.5749986321464725`*^9, 3.5749989584522457`*^9, 3.5749991810490365`*^9, 3.5749993489521313`*^9, 3.5749996847271214`*^9, 3.5750001186418834`*^9, 3.575001402212138*^9, 3.5750016546049814`*^9, 3.5750019556855097`*^9, 3.5750021360062265`*^9, 3.5750024782708282`*^9, 3.5750035682759423`*^9, 3.575003728753424*^9, 3.575003822057188*^9, 3.575003956872625*^9, 3.575004006324712*^9, 3.5750040732800293`*^9, 3.575004120704113*^9, 3.5750042457383327`*^9, 3.575004298778425*^9, 3.5750044422830777`*^9, 3.5750049354779434`*^9, 3.575005047532941*^9, 3.575007795352967*^9, 3.5750080396805964`*^9, 3.575008109131918*^9, 3.575008294694244*^9, 3.5750084936569934`*^9, 3.575008541798678*^9, { 3.5750085730455327`*^9, 3.575008601702783*^9}, 3.5750086598284855`*^9, 3.5750160279097033`*^9, 3.575016603401114*^9, 3.575016750181772*^9, 3.575016977895372*^9, 3.575017132304443*^9, 3.580056181319623*^9}], Cell[BoxData["4"], "Output", CellChangeTimes->{ 3.574996118639229*^9, 3.574996210585419*^9, 3.5749962789915395`*^9, 3.5749963553380737`*^9, 3.574996403978959*^9, {3.574996459998657*^9, 3.5749964897947097`*^9}, 3.574996639258572*^9, 3.5749983906736484`*^9, 3.5749985884039955`*^9, 3.5749986321464725`*^9, 3.5749989584522457`*^9, 3.5749991810490365`*^9, 3.5749993489521313`*^9, 3.5749996847271214`*^9, 3.5750001186418834`*^9, 3.575001402212138*^9, 3.5750016546049814`*^9, 3.5750019556855097`*^9, 3.5750021360062265`*^9, 3.5750024782708282`*^9, 3.5750035682759423`*^9, 3.575003728753424*^9, 3.575003822057188*^9, 3.575003956872625*^9, 3.575004006324712*^9, 3.5750040732800293`*^9, 3.575004120704113*^9, 3.5750042457383327`*^9, 3.575004298778425*^9, 3.5750044422830777`*^9, 3.5750049354779434`*^9, 3.575005047532941*^9, 3.575007795352967*^9, 3.5750080396805964`*^9, 3.575008109131918*^9, 3.575008294694244*^9, 3.5750084936569934`*^9, 3.575008541798678*^9, { 3.5750085730455327`*^9, 3.575008601702783*^9}, 3.5750086598284855`*^9, 3.5750160279097033`*^9, 3.575016603401114*^9, 3.575016750181772*^9, 3.575016977895372*^9, 3.575017132304443*^9, 3.580056181321623*^9}] }, Open ]], Cell[BoxData[{ RowBox[{ RowBox[{ RowBox[{"Clear", "[", RowBox[{ "c", ",", "v", ",", "p", ",", "Q", ",", "P", ",", "v1", ",", "v2", ",", "nk", ",", "nl", ",", "i"}], "]"}], ";"}], " "}], "\[IndentingNewLine]", RowBox[{ RowBox[{"rpo", "=", "1.4"}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"rpi", "=", "1.4"}], ";"}], "\[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}}], 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[{"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[{"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}}], Cell[BoxData[ RowBox[{"{", "}"}]], "Output", CellChangeTimes->{ 3.5749961186704288`*^9, 3.574996210601019*^9, 3.5749962790071397`*^9, 3.574996355353674*^9, 3.5749964039945593`*^9, {3.5749964600142574`*^9, 3.5749964898259096`*^9}, 3.5749966392741723`*^9, 3.574998390689248*^9, 3.5749985884195957`*^9, 3.574998632162072*^9, 3.5749989584834456`*^9, 3.574999181080237*^9, 3.5749993489833317`*^9, 3.5749996847427216`*^9, 3.575000118657483*^9, 3.575001402243338*^9, 3.575001654636181*^9, 3.57500195571671*^9, 3.5750021360218267`*^9, 3.575002478286428*^9, 3.5750035683071423`*^9, 3.5750037287690244`*^9, 3.5750038220727882`*^9, 3.575003956903825*^9, 3.575004006340312*^9, 3.5750040733112297`*^9, 3.5750041207197127`*^9, 3.575004245769532*^9, 3.5750042987940254`*^9, 3.5750044422986774`*^9, 3.5750049354935436`*^9, 3.5750050475485406`*^9, 3.5750077953685665`*^9, 3.575008039711796*^9, 3.575008109163118*^9, 3.575008294709844*^9, 3.5750084936881933`*^9, 3.575008541829878*^9, { 3.5750085730767326`*^9, 3.575008601733983*^9}, 3.575008659859685*^9, 3.5750160279409037`*^9, 3.5750166034167137`*^9, 3.575016750197372*^9, 3.575016977926572*^9, 3.575017132320043*^9, 3.5800561813356237`*^9}], Cell[BoxData["0"], "Output", CellChangeTimes->{ 3.5749961186704288`*^9, 3.574996210601019*^9, 3.5749962790071397`*^9, 3.574996355353674*^9, 3.5749964039945593`*^9, {3.5749964600142574`*^9, 3.5749964898259096`*^9}, 3.5749966392741723`*^9, 3.574998390689248*^9, 3.5749985884195957`*^9, 3.574998632162072*^9, 3.5749989584834456`*^9, 3.574999181080237*^9, 3.5749993489833317`*^9, 3.5749996847427216`*^9, 3.575000118657483*^9, 3.575001402243338*^9, 3.575001654636181*^9, 3.57500195571671*^9, 3.5750021360218267`*^9, 3.575002478286428*^9, 3.5750035683071423`*^9, 3.5750037287690244`*^9, 3.5750038220727882`*^9, 3.575003956903825*^9, 3.575004006340312*^9, 3.5750040733112297`*^9, 3.5750041207197127`*^9, 3.575004245769532*^9, 3.5750042987940254`*^9, 3.5750044422986774`*^9, 3.5750049354935436`*^9, 3.5750050475485406`*^9, 3.5750077953685665`*^9, 3.575008039711796*^9, 3.575008109163118*^9, 3.575008294709844*^9, 3.5750084936881933`*^9, 3.575008541829878*^9, { 3.5750085730767326`*^9, 3.575008601733983*^9}, 3.575008659859685*^9, 3.5750160279409037`*^9, 3.5750166034167137`*^9, 3.575016750197372*^9, 3.575016977926572*^9, 3.575017132320043*^9, 3.580056181337624*^9}] }, Open ]], Cell[BoxData[ RowBox[{ RowBox[{ RowBox[{"Do", "[", RowBox[{ RowBox[{"(", RowBox[{ RowBox[{"c", " ", "=", " ", RowBox[{"connc", "[", RowBox[{"[", "k", "]"}], "]"}]}], ";", " ", RowBox[{"(*", RowBox[{ RowBox[{"c", " ", "=", " ", RowBox[{"Take", "[", RowBox[{"c", ",", " ", "P"}], "]"}]}], ";"}], "*)"}], " ", "\[IndentingNewLine]", RowBox[{"v", " ", "=", " ", RowBox[{"Table", "[", RowBox[{ RowBox[{"Join", "[", RowBox[{ RowBox[{"t", "[", RowBox[{"[", RowBox[{"c", "[", RowBox[{"[", "i", "]"}], "]"}], "]"}], "]"}], ",", " ", RowBox[{"{", "1", "}"}]}], "]"}], ",", " ", RowBox[{"{", RowBox[{"i", ",", " ", "1", ",", " ", "P"}], "}"}]}], "]"}]}], ";", " ", "\[IndentingNewLine]", RowBox[{"x2", " ", "=", " ", RowBox[{"t", "[", RowBox[{"[", RowBox[{ RowBox[{"c", "[", RowBox[{"[", "2", "]"}], "]"}], ",", "1"}], "]"}], "]"}]}], ";", " ", "\n", " ", RowBox[{"y2", " ", "=", " ", RowBox[{"t", "[", RowBox[{"[", RowBox[{ RowBox[{"c", "[", RowBox[{"[", "2", "]"}], "]"}], ",", "2"}], "]"}], "]"}]}], ";", " ", "\[IndentingNewLine]", RowBox[{"z2", " ", "=", " ", RowBox[{"t", "[", RowBox[{"[", RowBox[{ RowBox[{"c", "[", RowBox[{"[", "2", "]"}], "]"}], ",", "3"}], "]"}], "]"}]}], ";", "\[IndentingNewLine]", 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"}], "}"}]}], "}"}]}], ";", " ", "\n", " ", RowBox[{"p", " ", "=", " ", RowBox[{"v", " ", ".", " ", "Q"}]}], ";", " ", "\[IndentingNewLine]", RowBox[{"p", " ", "=", " ", RowBox[{"Table", "[", RowBox[{ RowBox[{"Take", "[", RowBox[{ RowBox[{"p", "[", RowBox[{"[", "i", "]"}], "]"}], ",", " ", "3"}], "]"}], ",", " ", RowBox[{"{", RowBox[{"i", ",", " ", "1", ",", " ", "P"}], "}"}]}], "]"}]}], ";", " ", "\[IndentingNewLine]", RowBox[{"T1", " ", "=", " ", RowBox[{"ArcTan", "[", RowBox[{ RowBox[{"p", "[", RowBox[{"[", RowBox[{"1", ",", "3"}], "]"}], "]"}], "/", RowBox[{"p", "[", RowBox[{"[", RowBox[{"1", ",", "2"}], "]"}], "]"}]}], "]"}]}], ";", " ", "\[IndentingNewLine]", RowBox[{"U", " ", "=", " ", "p"}], ";", " ", "\n", " ", RowBox[{"T", " ", "=", " ", RowBox[{"RotationMatrix", "[", RowBox[{"T1", ",", " ", RowBox[{"{", RowBox[{"1", ",", " ", "0", ",", " ", "0"}], "}"}]}], "]"}]}], ";", " ", "\[IndentingNewLine]", RowBox[{"p", " ", "=", " ", RowBox[{"U", " ", ".", " ", "T"}]}], ";", " ", "\[IndentingNewLine]", RowBox[{"T2", " ", "=", " ", RowBox[{"ArcTan", "[", RowBox[{ RowBox[{"p", "[", RowBox[{"[", RowBox[{"1", ",", "2"}], "]"}], "]"}], "/", RowBox[{"p", "[", RowBox[{"[", RowBox[{"1", ",", "1"}], "]"}], "]"}]}], "]"}]}], ";", " ", "\[IndentingNewLine]", RowBox[{"U", " ", "=", " ", "p"}], ";", " ", "\n", " ", RowBox[{"T", " ", "=", " ", RowBox[{"RotationMatrix", "[", RowBox[{"T2", ",", " ", RowBox[{"{", RowBox[{"0", ",", " ", "0", ",", " ", "1"}], "}"}]}], "]"}]}], ";", " ", "\[IndentingNewLine]", RowBox[{"p", " ", "=", " ", RowBox[{"U", " ", ".", " ", "T"}]}], ";", " ", "\[IndentingNewLine]", RowBox[{"T3", " ", "=", " ", RowBox[{"ArcTan", "[", RowBox[{ RowBox[{"p", "[", RowBox[{"[", RowBox[{"3", ",", "3"}], "]"}], "]"}], "/", RowBox[{"p", "[", RowBox[{"[", RowBox[{"3", ",", "2"}], "]"}], "]"}]}], "]"}]}], ";", " ", "\[IndentingNewLine]", RowBox[{"U", " ", "=", " ", "p"}], ";", " ", "\n", " ", RowBox[{"T", " ", "=", " ", RowBox[{"RotationMatrix", "[", RowBox[{"T3", ",", " ", RowBox[{"{", RowBox[{"1", ",", " ", "0", ",", " ", "0"}], "}"}]}], "]"}]}], ";", " ", "\[IndentingNewLine]", RowBox[{"p", " ", "=", RowBox[{"U", " ", ".", " ", "T"}]}], ";", " ", "\[IndentingNewLine]", RowBox[{"mk", " ", "=", " ", "p"}], ";", " ", "\[IndentingNewLine]", RowBox[{"ml", " ", "=", " ", "p"}], ";", " ", "\[IndentingNewLine]", RowBox[{ RowBox[{"mk", "[", RowBox[{"[", RowBox[{"1", ",", "3"}], "]"}], "]"}], " ", "=", " ", "rpo"}], ";", " ", "\[IndentingNewLine]", RowBox[{ RowBox[{"ml", "[", RowBox[{"[", RowBox[{"1", ",", "3"}], "]"}], "]"}], " ", "=", " ", RowBox[{"-", "rpi"}]}], ";", " ", "\[IndentingNewLine]", RowBox[{"U", " ", "=", " ", "p"}], ";", " ", "\n", " ", RowBox[{"U1", " ", "=", " ", "mk"}], ";", " ", "\[IndentingNewLine]", RowBox[{"U2", " ", "=", " ", "ml"}], ";", " ", "\[IndentingNewLine]", RowBox[{"T", " ", "=", " ", RowBox[{"RotationMatrix", "[", RowBox[{ RowBox[{"-", "T3"}], ",", " ", RowBox[{"{", RowBox[{"1", ",", " ", "0", ",", " ", "0"}], "}"}]}], "]"}]}], ";", " ", "\[IndentingNewLine]", RowBox[{"p", " ", "=", " ", RowBox[{"U", " ", ".", " ", "T"}]}], ";", " ", "\[IndentingNewLine]", RowBox[{"mk", " ", "=", " ", RowBox[{"U1", " ", ".", " ", "T"}]}], ";", " ", "\[IndentingNewLine]", RowBox[{"ml", " ", "=", " ", RowBox[{"U2", " ", ".", " ", "T"}]}], ";", " ", "\[IndentingNewLine]", RowBox[{"U", " ", "=", " ", "p"}], ";", " ", "\[IndentingNewLine]", RowBox[{"U1", " ", "=", " ", "mk"}], ";", " ", "\n", " ", RowBox[{"U2", " ", "=", " ", "ml"}], ";", " ", "\[IndentingNewLine]", RowBox[{"T", " ", "=", " ", RowBox[{"RotationMatrix", "[", RowBox[{ RowBox[{"-", "T2"}], ",", " ", RowBox[{"{", RowBox[{"0", ",", " ", "0", ",", " ", "1"}], "}"}]}], "]"}]}], ";", " ", "\[IndentingNewLine]", RowBox[{"p", " ", "=", " ", RowBox[{"U", " ", ".", " ", "T"}]}], ";", " ", "\[IndentingNewLine]", RowBox[{"mk", " ", "=", " ", RowBox[{"U1", " ", ".", " ", "T"}]}], ";", " ", "\[IndentingNewLine]", RowBox[{"ml", " ", "=", " ", RowBox[{"U2", " ", ".", " ", "T"}]}], ";", " ", "\[IndentingNewLine]", RowBox[{"U", " ", "=", " ", "p"}], ";", " ", "\[IndentingNewLine]", RowBox[{"U1", " ", "=", " ", "mk"}], ";", " ", "\[IndentingNewLine]", RowBox[{"U2", " ", "=", " ", "ml"}], ";", " ", "\n", " ", RowBox[{"T", " ", "=", " ", RowBox[{"RotationMatrix", "[", RowBox[{ RowBox[{"-", "T1"}], ",", " ", RowBox[{"{", RowBox[{"1", ",", " ", "0", ",", " ", "0"}], "}"}]}], "]"}]}], ";", " ", "\[IndentingNewLine]", RowBox[{"p", " ", "=", " ", RowBox[{"U", " ", ".", " ", "T"}]}], ";", " ", "\[IndentingNewLine]", RowBox[{"mk", " ", "=", " ", RowBox[{"U1", " ", ".", " ", "T"}]}], ";", " ", "\[IndentingNewLine]", RowBox[{"ml", " ", "=", " ", RowBox[{"U2", " ", ".", " ", "T"}]}], ";", " ", "\[IndentingNewLine]", RowBox[{"Clear", "[", RowBox[{"v", ",", " ", "v1", ",", " ", "v2"}], "]"}], ";", " ", "\n", " ", RowBox[{"v", " ", "=", " ", RowBox[{"Table", "[", RowBox[{ RowBox[{"Join", "[", RowBox[{ RowBox[{"p", "[", RowBox[{"[", "i", "]"}], "]"}], ",", " ", RowBox[{"{", "1", "}"}]}], "]"}], ",", " ", RowBox[{"{", RowBox[{"i", ",", " ", "1", ",", " ", "P"}], "}"}]}], "]"}]}], ";", "\[IndentingNewLine]", RowBox[{"v1", " ", "=", " ", RowBox[{"Table", "[", RowBox[{ RowBox[{"Join", "[", RowBox[{ RowBox[{"mk", "[", RowBox[{"[", "i", "]"}], "]"}], ",", " ", RowBox[{"{", "1", "}"}]}], "]"}], ",", " ", RowBox[{"{", RowBox[{"i", ",", " ", "1", ",", " ", "P"}], "}"}]}], "]"}]}], ";", " ", "\n", " ", RowBox[{"v2", " ", "=", " ", RowBox[{"Table", "[", RowBox[{ RowBox[{"Join", "[", RowBox[{ RowBox[{"ml", "[", RowBox[{"[", "i", "]"}], "]"}], ",", " ", RowBox[{"{", "1", "}"}]}], "]"}], ",", " ", RowBox[{"{", RowBox[{"i", ",", " ", "1", ",", " ", "P"}], "}"}]}], "]"}]}], ";", " ", "\[IndentingNewLine]", 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"}], "}"}]}], "}"}]}], ";", " ", "\n", " ", RowBox[{"p", " ", "=", " ", RowBox[{"v", " ", ".", " ", "Q"}]}], ";", " ", "\[IndentingNewLine]", RowBox[{"mk", " ", "=", " ", RowBox[{"v1", " ", ".", " ", "Q"}]}], ";", " ", "\[IndentingNewLine]", RowBox[{"ml", " ", "=", " ", RowBox[{"v2", " ", ".", " ", "Q"}]}], ";", " ", "\[IndentingNewLine]", RowBox[{"p", " ", "=", " ", RowBox[{"Table", "[", RowBox[{ RowBox[{"Take", "[", RowBox[{ RowBox[{"p", "[", RowBox[{"[", "i", "]"}], "]"}], ",", " ", "3"}], "]"}], ",", " ", RowBox[{"{", RowBox[{"i", ",", " ", "1", ",", " ", "P"}], "}"}]}], "]"}]}], ";", " ", "\n", " ", RowBox[{"mk", " ", "=", " ", RowBox[{"Table", "[", RowBox[{ RowBox[{"Take", "[", RowBox[{ RowBox[{"mk", "[", RowBox[{"[", "i", "]"}], "]"}], ",", " ", "3"}], "]"}], ",", " ", RowBox[{"{", RowBox[{"i", ",", " ", "1", ",", " ", "P"}], "}"}]}], "]"}]}], ";", " ", "\[IndentingNewLine]", RowBox[{"ml", " ", "=", " ", RowBox[{"Table", "[", RowBox[{ RowBox[{"Take", "[", RowBox[{ RowBox[{"ml", "[", RowBox[{"[", "i", "]"}], "]"}], ",", " ", "3"}], "]"}], ",", " ", RowBox[{"{", RowBox[{"i", ",", " ", "1", ",", " ", "P"}], "}"}]}], "]"}]}], ";", "\[IndentingNewLine]", RowBox[{ RowBox[{"tpo", "[", RowBox[{"[", "k", "]"}], "]"}], " ", "=", " ", RowBox[{"mk", "[", RowBox[{"[", "1", "]"}], "]"}]}], ";", " ", "\n", " ", RowBox[{ RowBox[{"tpu", "[", RowBox[{"[", "k", "]"}], "]"}], " ", "=", " ", RowBox[{"ml", "[", RowBox[{"[", "1", "]"}], "]"}]}]}], ")"}], ",", " ", RowBox[{"{", RowBox[{"k", ",", " ", "cj"}], "}"}]}], "]"}], ";"}], " "}]], "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}}], 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[CellGroupData[{ Cell[BoxData[{ RowBox[{ RowBox[{"Clear", "[", "conn", "]"}], ";"}], "\[IndentingNewLine]", RowBox[{"conn", "=", RowBox[{"Table", "[", RowBox[{ RowBox[{"Drop", "[", RowBox[{ RowBox[{"coco", "[", RowBox[{"[", "i", "]"}], "]"}], ",", RowBox[{"{", RowBox[{"2", ",", "2"}], "}"}]}], "]"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", "oj"}], "}"}]}], "]"}]}], "\n", RowBox[{ RowBox[{"(*", RowBox[{ RowBox[{"conn", " ", "=", " ", RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{"4", ",", "23", ",", "8"}], "}"}], ",", RowBox[{"{", RowBox[{"5", ",", "24", ",", "21"}], "}"}], ",", RowBox[{"{", RowBox[{"18", ",", "26", ",", "19"}], "}"}]}], "}"}]}], ";"}], "*)"}]}]}], "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}}], Cell[BoxData[ RowBox[{"{", "}"}]], "Output", CellChangeTimes->{ 3.5749961187016287`*^9, 3.5749962106322193`*^9, 3.5749962790383396`*^9, 3.5749963553848734`*^9, 3.5749964040257587`*^9, {3.5749964600454574`*^9, 3.57499648984151*^9}, 3.574996639305372*^9, 3.5749983907048483`*^9, 3.574998588435196*^9, 3.5749986321932726`*^9, 3.5749989584990454`*^9, 3.5749991810958366`*^9, 3.574999348998932*^9, 3.5749996847739215`*^9, 3.5750001186730833`*^9, 3.575001402258938*^9, 3.575001654651781*^9, 3.57500195574791*^9, 3.575002136053027*^9, 3.575002478317628*^9, 3.5750035683227425`*^9, 3.5750037288002243`*^9, 3.575003822103988*^9, 3.575003956935025*^9, 3.5750040063715115`*^9, 3.5750040733424296`*^9, 3.5750041207509127`*^9, 3.5750042457851324`*^9, 3.575004298825226*^9, 3.575004442329878*^9, 3.575004935524744*^9, 3.5750050475797405`*^9, 3.575007795399767*^9, 3.575008039727396*^9, 3.575008109178718*^9, 3.575008294741044*^9, 3.5750084937193937`*^9, 3.5750085418610783`*^9, { 3.575008573107933*^9, 3.5750086017495832`*^9}, 3.5750086598908854`*^9, 3.5750160279565034`*^9, 3.575016603432314*^9, 3.575016750228572*^9, 3.575016977942172*^9, 3.575017132351243*^9, 3.5800561813656254`*^9}] }, Open ]], 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", "}"}]}], "]"}]}], ";"}]}], "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[{"Do", "[", RowBox[{ RowBox[{"(", RowBox[{ RowBox[{"c", " ", "=", " ", RowBox[{"conn", "[", RowBox[{"[", "k", "]"}], "]"}]}], ";", "\[IndentingNewLine]", RowBox[{"e1", "=", RowBox[{"c", "[", RowBox[{"[", "1", "]"}], "]"}]}], ";", " ", RowBox[{"e2", "=", RowBox[{"c", "[", RowBox[{"[", "2", "]"}], "]"}]}], ";", " ", RowBox[{ RowBox[{"c", "[", RowBox[{"[", "2", "]"}], "]"}], "=", "e1"}], ";", " ", RowBox[{ RowBox[{"c", "[", RowBox[{"[", "1", "]"}], "]"}], "=", "e2"}], ";", " ", "\[IndentingNewLine]", RowBox[{"a1", " ", "=", " ", RowBox[{"dc", "[", RowBox[{"[", RowBox[{ RowBox[{"c", "[", RowBox[{"[", "2", "]"}], "]"}], ",", RowBox[{"c", "[", RowBox[{"[", "1", "]"}], "]"}]}], "]"}], "]"}]}], ";", " ", RowBox[{"a2", " ", "=", " ", RowBox[{"dc", "[", RowBox[{"[", RowBox[{ RowBox[{"c", "[", RowBox[{"[", "2", "]"}], "]"}], ",", RowBox[{"c", "[", RowBox[{"[", "3", "]"}], "]"}]}], "]"}], "]"}]}], ";", " ", RowBox[{"d1", " ", "=", " ", RowBox[{"dc", "[", RowBox[{"[", RowBox[{ RowBox[{"c", "[", RowBox[{"[", "1", "]"}], "]"}], ",", RowBox[{"c", "[", RowBox[{"[", "3", "]"}], "]"}]}], "]"}], "]"}]}], ";", " ", "\n", RowBox[{"\[Alpha]", " ", "=", " ", RowBox[{"ArcCos", "[", RowBox[{ RowBox[{"(", RowBox[{ RowBox[{"a1", "^", "2"}], " ", "+", " ", RowBox[{"a2", "^", "2"}], " ", "-", " ", RowBox[{"d1", "^", "2"}]}], ")"}], "/", RowBox[{"(", RowBox[{"2", "*", "a1", "*", "a2"}], ")"}]}], "]"}]}], ";", " ", "\n", RowBox[{"L", " ", "=", " ", RowBox[{ RowBox[{"u2", "[", RowBox[{"[", RowBox[{"c", "[", RowBox[{"[", "2", "]"}], "]"}], "]"}], "]"}], " ", "+", " ", "rlo"}]}], ";", " ", "\n", RowBox[{"\[Beta]", " ", "=", " ", RowBox[{"ArcSin", "[", RowBox[{"rlo", "/", "L"}], "]"}]}], ";", " ", "\n", RowBox[{"If", "[", RowBox[{ RowBox[{"k", "\[Equal]", "3"}], ",", RowBox[{"\[Gamma]", " ", "=", RowBox[{ RowBox[{"3", "*", RowBox[{"\[Pi]", "/", "2"}]}], " ", "-", " ", RowBox[{"\[Alpha]", "/", "2"}]}]}], ",", RowBox[{"\[Gamma]", " ", "=", " ", RowBox[{ RowBox[{"\[Pi]", "/", "2"}], " ", "-", " ", RowBox[{"\[Alpha]", "/", "2"}]}]}]}], "]"}], ";", " ", "\n", RowBox[{"v", " ", "=", " ", RowBox[{"Table", "[", RowBox[{ RowBox[{"Join", "[", RowBox[{ RowBox[{"t", "[", RowBox[{"[", RowBox[{"c", "[", RowBox[{"[", "i", "]"}], "]"}], "]"}], "]"}], ",", " ", RowBox[{"{", "1", "}"}]}], "]"}], ",", " ", RowBox[{"{", RowBox[{"i", ",", " ", "1", ",", " ", "P"}], "}"}]}], "]"}]}], ";", " ", "\n", RowBox[{"x2", " ", "=", " ", RowBox[{"t", "[", RowBox[{"[", RowBox[{ RowBox[{"c", "[", RowBox[{"[", "2", "]"}], "]"}], ",", "1"}], "]"}], "]"}]}], ";", " ", "\n", RowBox[{"y2", " ", "=", " ", RowBox[{"t", "[", RowBox[{"[", RowBox[{ RowBox[{"c", "[", RowBox[{"[", "2", "]"}], "]"}], ",", "2"}], "]"}], "]"}]}], ";", " ", "\n", RowBox[{"z2", " ", "=", " ", RowBox[{"t", "[", RowBox[{"[", RowBox[{ RowBox[{"c", "[", RowBox[{"[", "2", "]"}], "]"}], ",", "3"}], "]"}], "]"}]}], ";", " ", "\n", 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"}], "}"}]}], "}"}]}], ";", " ", "\n", RowBox[{"p", " ", "=", " ", RowBox[{"v", " ", ".", " ", "Q"}]}], ";", " ", "\n", RowBox[{"p", " ", "=", " ", RowBox[{"Table", "[", RowBox[{ RowBox[{"Take", "[", RowBox[{ RowBox[{"p", "[", RowBox[{"[", "i", "]"}], "]"}], ",", " ", "3"}], "]"}], ",", " ", RowBox[{"{", RowBox[{"i", ",", " ", "1", ",", " ", "P"}], "}"}]}], "]"}]}], ";", " ", "\n", RowBox[{"T1", " ", "=", " ", RowBox[{"ArcTan", "[", RowBox[{ RowBox[{"p", "[", RowBox[{"[", RowBox[{"1", ",", "3"}], "]"}], "]"}], "/", RowBox[{"p", "[", RowBox[{"[", RowBox[{"1", ",", "2"}], "]"}], "]"}]}], "]"}]}], ";", " ", "\n", RowBox[{"U", " ", "=", " ", "p"}], ";", " ", "\n", RowBox[{"T", " ", "=", " ", RowBox[{"RotationMatrix", "[", RowBox[{"T1", ",", " ", RowBox[{"{", RowBox[{"1", ",", " ", "0", ",", " ", "0"}], "}"}]}], "]"}]}], ";", " ", "\n", RowBox[{"p", " ", "=", " ", RowBox[{"U", " ", ".", " ", "T"}]}], ";", " ", "\n", RowBox[{"T2", " ", "=", " ", RowBox[{"ArcTan", "[", RowBox[{ RowBox[{"p", "[", RowBox[{"[", RowBox[{"1", ",", "2"}], "]"}], "]"}], "/", RowBox[{"p", "[", RowBox[{"[", RowBox[{"1", ",", "1"}], "]"}], "]"}]}], "]"}]}], ";", " ", "\n", RowBox[{"U", " ", "=", " ", "p"}], ";", " ", "\n", RowBox[{"T", " ", "=", " ", RowBox[{"RotationMatrix", "[", RowBox[{"T2", ",", " ", RowBox[{"{", RowBox[{"0", ",", " ", "0", ",", " ", "1"}], "}"}]}], "]"}]}], ";", " ", "\n", RowBox[{"p", " ", "=", " ", RowBox[{"U", " ", ".", " ", "T"}]}], ";", " ", "\n", RowBox[{"T3", " ", "=", " ", RowBox[{"ArcTan", "[", RowBox[{ RowBox[{"p", "[", RowBox[{"[", RowBox[{"3", ",", "3"}], "]"}], "]"}], "/", RowBox[{"p", "[", RowBox[{"[", RowBox[{"3", ",", "2"}], "]"}], "]"}]}], "]"}]}], ";", " ", "\n", RowBox[{"U", " ", "=", " ", "p"}], ";", " ", "\n", RowBox[{"T", " ", "=", " ", RowBox[{"RotationMatrix", "[", RowBox[{"T3", ",", " ", RowBox[{"{", RowBox[{"1", ",", " ", "0", ",", " ", "0"}], "}"}]}], "]"}]}], ";", " ", "\n", RowBox[{"p", " ", "=", " ", RowBox[{"U", " ", ".", " ", "T"}]}], ";", " ", "\n", RowBox[{"nk", " ", "=", " ", "p"}], ";", " ", "\n", RowBox[{"nl", " ", "=", " ", "p"}], ";", " ", "\n", RowBox[{ RowBox[{"nk", "[", RowBox[{"[", RowBox[{"2", ",", "2"}], "]"}], "]"}], " ", "=", " ", RowBox[{ RowBox[{"(", RowBox[{"-", "L"}], ")"}], "*", RowBox[{"Cos", "[", RowBox[{"\[Gamma]", " ", "+", " ", "1.0472"}], "]"}]}]}], ";", " ", RowBox[{ RowBox[{"nk", "[", RowBox[{"[", RowBox[{"2", ",", "1"}], "]"}], "]"}], " ", "=", " ", RowBox[{"L", "*", RowBox[{"Sin", "[", RowBox[{"\[Gamma]", " ", "+", " ", "1.0472"}], "]"}]}]}], ";", " ", RowBox[{ RowBox[{"nk", "[", RowBox[{"[", RowBox[{"2", ",", "3"}], "]"}], "]"}], " ", "=", " ", "0"}], ";", " ", "\n", RowBox[{ RowBox[{"nl", "[", RowBox[{"[", RowBox[{"2", ",", "2"}], "]"}], "]"}], " ", "=", " ", RowBox[{ RowBox[{"(", RowBox[{"-", "L"}], ")"}], "*", RowBox[{"Cos", "[", RowBox[{"\[Gamma]", " ", "-", " ", "1.0472"}], "]"}]}]}], ";", " ", RowBox[{ RowBox[{"nl", "[", RowBox[{"[", RowBox[{"2", ",", "1"}], "]"}], "]"}], " ", "=", " ", RowBox[{"L", "*", RowBox[{"Sin", "[", RowBox[{"\[Gamma]", " ", "-", " ", "1.0472"}], "]"}]}]}], ";", " ", RowBox[{ RowBox[{"nl", "[", RowBox[{"[", RowBox[{"2", ",", "3"}], "]"}], "]"}], " ", "=", " ", "0"}], ";", "\[IndentingNewLine]", RowBox[{"Plota", " ", "=", " ", 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[{"Plotc", " ", "=", " ", 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[{"Plotd", " ", "=", " ", RowBox[{"Graphics3D", "[", RowBox[{"{", RowBox[{ RowBox[{"Opacity", "[", "0.5", "]"}], ",", " ", RowBox[{"Lighter", "[", "Red", "]"}], ",", " ", RowBox[{"Sphere", "[", RowBox[{ RowBox[{"nk", "[", RowBox[{"[", "2", "]"}], "]"}], ",", " ", "rlo"}], "]"}]}], "}"}], "]"}]}], ";", " ", "\n", RowBox[{"Plote", " ", "=", " ", RowBox[{"Graphics3D", "[", RowBox[{"{", RowBox[{ RowBox[{"Opacity", "[", "0.5", "]"}], ",", " ", RowBox[{"Lighter", "[", "Red", "]"}], ",", " ", RowBox[{"Sphere", "[", RowBox[{ RowBox[{"nl", "[", RowBox[{"[", "2", "]"}], "]"}], ",", " ", "rlo"}], "]"}]}], "}"}], "]"}]}], ";", " ", "\n", RowBox[{"Plotb0", " ", "=", " ", 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"}], "}"}]}], "]"}]}], ";", " ", "\n", RowBox[{ RowBox[{"Show", "[", RowBox[{ "Plotd", ",", " ", "Plote", ",", " ", "Plota", ",", " ", "Plotb0", ",", " ", "Plotc", ",", " ", RowBox[{"{", RowBox[{ RowBox[{"Axes", " ", "->", " ", "Automatic"}], ",", " ", RowBox[{"AxesLabel", " ", "->", " ", RowBox[{"{", RowBox[{"xl", ",", " ", "yl", ",", " ", "zl"}], "}"}]}], ",", " ", RowBox[{"AspectRatio", " ", "->", " ", "Automatic"}], ",", " ", "\n", " ", RowBox[{"Boxed", " ", "->", " ", "False"}], ",", " ", RowBox[{"PlotRange", " ", "->", " ", "All"}], ",", " ", RowBox[{"SphericalRegion", " ", "->", " ", "True"}]}], "}"}]}], "]"}], "\n", RowBox[{"U", " ", "=", " ", "p"}]}], ";", " ", "\n", RowBox[{"U1", " ", "=", " ", "nk"}], ";", " ", "\n", RowBox[{"U2", " ", "=", " ", "nl"}], ";", " ", "\n", RowBox[{"T", " ", "=", " ", RowBox[{"RotationMatrix", "[", RowBox[{ RowBox[{"-", "T3"}], ",", " ", RowBox[{"{", RowBox[{"1", ",", " ", "0", ",", " ", "0"}], "}"}]}], "]"}]}], ";", " ", "\n", RowBox[{"p", " ", "=", " ", RowBox[{"U", " ", ".", " ", "T"}]}], ";", " ", "\n", RowBox[{"nk", " ", "=", " ", RowBox[{"U1", " ", ".", " ", "T"}]}], ";", " ", "\n", RowBox[{"nl", " ", "=", " ", RowBox[{"U2", " ", ".", " ", "T"}]}], ";", " ", "\n", RowBox[{"U", " ", "=", " ", "p"}], ";", " ", "\n", RowBox[{"U1", " ", "=", " ", "nk"}], ";", " ", "\n", RowBox[{"U2", " ", "=", " ", "nl"}], ";", " ", "\n", RowBox[{"T", " ", "=", " ", RowBox[{"RotationMatrix", "[", RowBox[{ RowBox[{"-", "T2"}], ",", " ", RowBox[{"{", RowBox[{"0", ",", " ", "0", ",", " ", "1"}], "}"}]}], "]"}]}], ";", " ", "\n", RowBox[{"p", " ", "=", " ", RowBox[{"U", " ", ".", " ", "T"}]}], ";", " ", "\n", RowBox[{"nk", " ", "=", " ", RowBox[{"U1", " ", ".", " ", "T"}]}], ";", " ", "\n", RowBox[{"nl", " ", "=", " ", RowBox[{"U2", " ", ".", " ", "T"}]}], ";", " ", "\n", RowBox[{"U", " ", "=", " ", "p"}], ";", " ", "\n", RowBox[{"U1", " ", "=", " ", "nk"}], ";", " ", "\n", RowBox[{"U2", " ", "=", " ", "nl"}], ";", " ", "\n", RowBox[{"T", " ", "=", " ", RowBox[{"RotationMatrix", "[", RowBox[{ RowBox[{"-", "T1"}], ",", " ", RowBox[{"{", RowBox[{"1", ",", " ", "0", ",", " ", "0"}], "}"}]}], "]"}]}], ";", " ", "\n", RowBox[{"p", " ", "=", " ", RowBox[{"U", " ", ".", " ", "T"}]}], ";", " ", "\n", RowBox[{"nk", " ", "=", " ", RowBox[{"U1", " ", ".", " ", "T"}]}], ";", " ", "\n", RowBox[{"nl", " ", "=", " ", RowBox[{"U2", " ", ".", " ", "T"}]}], ";", " ", "\n", RowBox[{"Clear", "[", RowBox[{"v", ",", " ", "v1", ",", " ", "v2"}], "]"}], ";", " ", "\n", RowBox[{"v", " ", "=", " ", RowBox[{"Table", "[", RowBox[{ RowBox[{"Join", "[", RowBox[{ RowBox[{"p", "[", RowBox[{"[", "i", "]"}], "]"}], ",", " ", RowBox[{"{", "1", "}"}]}], "]"}], ",", " ", RowBox[{"{", RowBox[{"i", ",", " ", "1", ",", " ", "P"}], "}"}]}], "]"}]}], ";", " ", "\n", RowBox[{"v1", " ", "=", " ", RowBox[{"Table", "[", RowBox[{ RowBox[{"Join", "[", RowBox[{ RowBox[{"nk", "[", RowBox[{"[", "i", "]"}], "]"}], ",", " ", RowBox[{"{", "1", "}"}]}], "]"}], ",", " ", RowBox[{"{", RowBox[{"i", ",", " ", "1", ",", " ", "P"}], "}"}]}], "]"}]}], ";", " ", "\n", RowBox[{"v2", " ", "=", " ", RowBox[{"Table", "[", RowBox[{ RowBox[{"Join", "[", RowBox[{ RowBox[{"nl", "[", RowBox[{"[", "i", "]"}], "]"}], ",", " ", RowBox[{"{", "1", "}"}]}], "]"}], ",", " ", RowBox[{"{", RowBox[{"i", ",", " ", "1", ",", " ", "P"}], "}"}]}], "]"}]}], ";", " ", "\n", 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"}], "}"}]}], "}"}]}], ";", " ", "\n", RowBox[{"p", " ", "=", " ", RowBox[{"v", " ", ".", " ", "Q"}]}], ";", " ", "\n", RowBox[{"nk", " ", "=", " ", RowBox[{"v1", " ", ".", " ", "Q"}]}], ";", " ", "\n", RowBox[{"nl", " ", "=", " ", RowBox[{"v2", " ", ".", " ", "Q"}]}], ";", " ", "\n", RowBox[{"p", " ", "=", " ", RowBox[{"Table", "[", RowBox[{ RowBox[{"Take", "[", RowBox[{ RowBox[{"p", "[", RowBox[{"[", "i", "]"}], "]"}], ",", " ", "3"}], "]"}], ",", " ", RowBox[{"{", RowBox[{"i", ",", " ", "1", ",", " ", "P"}], "}"}]}], "]"}]}], ";", " ", "\n", RowBox[{"nk", " ", "=", " ", RowBox[{"Table", "[", RowBox[{ RowBox[{"Take", "[", RowBox[{ RowBox[{"nk", "[", RowBox[{"[", "i", "]"}], "]"}], ",", " ", "3"}], "]"}], ",", " ", RowBox[{"{", RowBox[{"i", ",", " ", "1", ",", " ", "P"}], "}"}]}], "]"}]}], ";", " ", "\n", RowBox[{"nl", " ", "=", " ", RowBox[{"Table", "[", RowBox[{ RowBox[{"Take", "[", RowBox[{ RowBox[{"nl", "[", RowBox[{"[", "i", "]"}], "]"}], ",", " ", "3"}], "]"}], ",", " ", RowBox[{"{", RowBox[{"i", ",", " ", "1", ",", " ", "P"}], "}"}]}], "]"}]}], ";", " ", "\n", RowBox[{ RowBox[{"tplo", "[", RowBox[{"[", "k", "]"}], "]"}], "=", " ", RowBox[{"nk", "[", RowBox[{"[", "2", "]"}], "]"}]}], ";", " ", "\n", RowBox[{ RowBox[{"tplu", "[", RowBox[{"[", "k", "]"}], "]"}], "=", " ", RowBox[{"nl", "[", RowBox[{"[", "2", "]"}], "]"}]}]}], ")"}], ",", RowBox[{"{", RowBox[{"k", ",", "oj"}], "}"}]}], "]"}], ";"}], " "}]], "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, 3.574662530957185*^9}, {3.57466257958247*^9, 3.574662598115303*^9}, { 3.574662628457356*^9, 3.574662634525767*^9}, {3.574662668783427*^9, 3.574662705069091*^9}, {3.574662754053177*^9, 3.57466279008924*^9}, 3.57466293250189*^9, {3.574662992858396*^9, 3.574663053807703*^9}, { 3.5746645474167266`*^9, 3.5746645481187277`*^9}, {3.574664974841877*^9, 3.5746649970095162`*^9}, {3.574669718180088*^9, 3.5746697769141912`*^9}, { 3.5746825528806562`*^9, 3.574682567201482*^9}, {3.574740851185335*^9, 3.5747408518093367`*^9}, {3.574743192827448*^9, 3.574743240033131*^9}, { 3.574786709740143*^9, 3.5747867108789454`*^9}, {3.5748289004747596`*^9, 3.574828999285333*^9}, {3.5748290986419077`*^9, 3.574829104507518*^9}, 3.574829273221814*^9, {3.574829709913381*^9, 3.574829725653809*^9}, { 3.5748301056548767`*^9, 3.5748301059356766`*^9}, 3.5748301718301926`*^9, { 3.5748303463632994`*^9, 3.5748304057682037`*^9}, {3.5748330513144503`*^9, 3.574833084667309*^9}, {3.5748331563338346`*^9, 3.5748331720586624`*^9}, { 3.574834293545832*^9, 3.5748342981478405`*^9}, {3.574852477253499*^9, 3.5748524786887016`*^9}, {3.5749566231382055`*^9, 3.574956635290627*^9}}], 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}}], Cell[CellGroupData[{ Cell[BoxData[{ RowBox[{ StyleBox[ RowBox[{ RowBox[{"k", "=", "1"}], ";"}], "Input"], "\n", RowBox[{"(*", RowBox[{ StyleBox[ RowBox[{ RowBox[{"Clear", "[", "conn", "]"}], ";"}], "Input"], "\n", StyleBox[ RowBox[{ RowBox[{"conn", " ", "=", " ", RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{"48", ",", "22", ",", "5"}], "}"}], ",", RowBox[{"{", RowBox[{"21", ",", "25", ",", "54"}], "}"}]}], "}"}]}], ";"}], "Input"]}], "*)"}]}], "\n", StyleBox[ RowBox[{ RowBox[{"rlo", " ", "=", " ", "1.125"}], ";"}], "Input"], "\n", RowBox[{ RowBox[{"tpso", "=", RowBox[{"Table", "[", RowBox[{ RowBox[{"{", RowBox[{"0", ",", "0", ",", "0"}], "}"}], ",", RowBox[{"{", "hj", "}"}]}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"tpsu", "=", "tpso"}], ";"}], "\[IndentingNewLine]", StyleBox[ RowBox[{ RowBox[{"rlo", "=", "1.125"}], ";"}], "Input"], "\[IndentingNewLine]", "coch", "\[IndentingNewLine]", RowBox[{"coch", "=", RowBox[{"Table", "[", RowBox[{ RowBox[{"RotateLeft", "[", RowBox[{ RowBox[{"coch", "[", RowBox[{"[", "i", "]"}], "]"}], ",", RowBox[{"-", "1"}]}], "]"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", "hj"}], "}"}]}], "]"}]}]}], "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}}], Cell[BoxData[ RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{"9", ",", "1", ",", "2"}], "}"}], ",", RowBox[{"{", RowBox[{"10", ",", "3", ",", "5"}], "}"}], ",", RowBox[{"{", RowBox[{"11", ",", "4", ",", "6"}], "}"}], ",", RowBox[{"{", RowBox[{"12", ",", "7", ",", "8"}], "}"}]}], "}"}]], "Output", CellChangeTimes->{ 3.5749996848051214`*^9, 3.5750001187042837`*^9, 3.5750014022901382`*^9, 3.5750016546829815`*^9, 3.57500195577911*^9, 3.5750021360842266`*^9, 3.5750024783488283`*^9, 3.5750035683539424`*^9, 3.5750037288314247`*^9, 3.575003822119588*^9, 3.575003956966225*^9, 3.575004006402712*^9, 3.5750040733736296`*^9, 3.575004120782113*^9, 3.5750042458163323`*^9, 3.5750042988564253`*^9, 3.5750044423610773`*^9, 3.575004935555944*^9, 3.575005047610941*^9, 3.5750077954309673`*^9, 3.575008039758596*^9, 3.575008109209918*^9, 3.575008294772244*^9, 3.5750084937505937`*^9, 3.575008541907878*^9, {3.575008573139133*^9, 3.575008601780783*^9}, 3.5750086599220853`*^9, 3.5750160280033035`*^9, 3.5750166034635143`*^9, 3.5750167502597723`*^9, 3.575016977973372*^9, 3.5750171323824434`*^9, 3.5800561813976274`*^9}], Cell[BoxData[ RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{"2", ",", "9", ",", "1"}], "}"}], ",", RowBox[{"{", RowBox[{"5", ",", "10", ",", "3"}], "}"}], ",", RowBox[{"{", RowBox[{"6", ",", "11", ",", "4"}], "}"}], ",", RowBox[{"{", RowBox[{"8", ",", "12", ",", "7"}], "}"}]}], "}"}]], "Output", CellChangeTimes->{ 3.5749996848051214`*^9, 3.5750001187042837`*^9, 3.5750014022901382`*^9, 3.5750016546829815`*^9, 3.57500195577911*^9, 3.5750021360842266`*^9, 3.5750024783488283`*^9, 3.5750035683539424`*^9, 3.5750037288314247`*^9, 3.575003822119588*^9, 3.575003956966225*^9, 3.575004006402712*^9, 3.5750040733736296`*^9, 3.575004120782113*^9, 3.5750042458163323`*^9, 3.5750042988564253`*^9, 3.5750044423610773`*^9, 3.575004935555944*^9, 3.575005047610941*^9, 3.5750077954309673`*^9, 3.575008039758596*^9, 3.575008109209918*^9, 3.575008294772244*^9, 3.5750084937505937`*^9, 3.575008541907878*^9, {3.575008573139133*^9, 3.575008601780783*^9}, 3.5750086599220853`*^9, 3.5750160280033035`*^9, 3.5750166034635143`*^9, 3.5750167502597723`*^9, 3.575016977973372*^9, 3.5750171323824434`*^9, 3.5800561813986273`*^9}] }, Open ]], Cell[BoxData[{ RowBox[{ RowBox[{ RowBox[{"Plota", "=", " ", RowBox[{"Table", "[", RowBox[{ RowBox[{"{", "0", "}"}], ",", " ", RowBox[{"{", RowBox[{"i", ",", " ", "1", ",", " ", "hj"}], "}"}]}], "]"}]}], ";"}], " "}], "\n", RowBox[{ RowBox[{"Plotc", "=", " ", "Plota"}], ";"}], "\n", RowBox[{ RowBox[{ RowBox[{"Plotd", " ", "=", "Plota"}], ";"}], " "}], "\n", RowBox[{ RowBox[{"Plote", "=", " ", "Plota"}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{ RowBox[{"Plotb0", " ", "=", "Plota"}], ";"}], " "}], "\[IndentingNewLine]", RowBox[{ RowBox[{"Ok", "=", RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{"-", "1"}], ",", "1", ",", "1"}], "}"}], ",", RowBox[{"{", RowBox[{"1", ",", "1", ",", "1"}], "}"}], ",", RowBox[{"{", RowBox[{"1", ",", "1", ",", "1"}], "}"}], ",", RowBox[{"{", 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}}], Cell[BoxData[ RowBox[{ RowBox[{ RowBox[{"Do", "[", RowBox[{ RowBox[{"(", RowBox[{ RowBox[{"c", " ", "=", " ", RowBox[{"coch", "[", RowBox[{"[", "k", "]"}], "]"}]}], ";", "\[IndentingNewLine]", RowBox[{"(*", RowBox[{ RowBox[{"e1", "=", RowBox[{"c", "[", RowBox[{"[", "1", "]"}], "]"}]}], ";", " ", RowBox[{"e3", "=", RowBox[{"c", "[", RowBox[{"[", "3", "]"}], "]"}]}], ";", " ", RowBox[{ RowBox[{"c", "[", RowBox[{"[", "1", "]"}], "]"}], "=", "e3"}], ";", " ", RowBox[{ RowBox[{"c", "[", RowBox[{"[", "3", "]"}], "]"}], "=", "e1"}], ";"}], "*)"}], " ", "\[IndentingNewLine]", RowBox[{"a1", " ", "=", " ", RowBox[{"Abs", "[", RowBox[{"dc", "[", RowBox[{"[", RowBox[{ RowBox[{"c", "[", RowBox[{"[", "2", "]"}], "]"}], ",", RowBox[{"c", "[", RowBox[{"[", "1", "]"}], "]"}]}], "]"}], "]"}], "]"}]}], ";", " ", "\[IndentingNewLine]", RowBox[{"a2", " ", "=", " ", RowBox[{"Abs", "[", RowBox[{"dc", "[", RowBox[{"[", RowBox[{ RowBox[{"c", "[", RowBox[{"[", "2", "]"}], "]"}], ",", RowBox[{"c", "[", RowBox[{"[", "3", "]"}], "]"}]}], "]"}], "]"}], "]"}]}], ";", " ", "\[IndentingNewLine]", RowBox[{"d1", " ", "=", " ", RowBox[{"Abs", "[", RowBox[{"dc", "[", RowBox[{"[", RowBox[{ RowBox[{"c", "[", RowBox[{"[", "1", "]"}], "]"}], ",", RowBox[{"c", "[", RowBox[{"[", "3", "]"}], "]"}]}], "]"}], "]"}], "]"}]}], ";", "\[IndentingNewLine]", RowBox[{"\[Alpha]", " ", "=", " ", RowBox[{"ArcCos", "[", RowBox[{ RowBox[{"(", RowBox[{ RowBox[{"a1", "^", "2"}], " ", "+", " ", RowBox[{"a2", "^", "2"}], " ", "-", " ", RowBox[{"d1", "^", "2"}]}], ")"}], "/", RowBox[{"(", RowBox[{"2", "*", "a1", "*", "a2"}], ")"}]}], "]"}]}], ";", "\[IndentingNewLine]", RowBox[{"L", " ", "=", " ", RowBox[{"(", RowBox[{ RowBox[{"u2", "[", RowBox[{"[", RowBox[{"c", "[", RowBox[{"[", "2", "]"}], "]"}], "]"}], "]"}], " ", "+", " ", "rlo"}], ")"}]}], ";", " ", "\[IndentingNewLine]", RowBox[{"\[Beta]", " ", "=", " ", RowBox[{"ArcSin", "[", RowBox[{"rlo", "/", "L"}], "]"}]}], ";", "\[IndentingNewLine]", RowBox[{"(*", RowBox[{ RowBox[{"L", "=", RowBox[{"L", "*", RowBox[{"Cos", "[", "\[Gamma]", "]"}]}]}], ";", " ", "\[IndentingNewLine]", RowBox[{"If", "[", RowBox[{ RowBox[{"k", "\[Equal]", "4"}], ",", RowBox[{"\[Gamma]", " ", "=", RowBox[{ RowBox[{"3", "*", RowBox[{"\[Pi]", "/", "2"}]}], " ", "-", RowBox[{"\[Alpha]", "/", "2"}]}]}], ",", " ", RowBox[{"\[Gamma]", " ", "=", " ", RowBox[{ RowBox[{"\[Pi]", "/", "2"}], "+", " ", RowBox[{"\[Alpha]", "/", "2"}]}]}]}], "]"}], ";"}], "*)"}], " ", "\[IndentingNewLine]", RowBox[{"v", " ", "=", " ", RowBox[{"Table", "[", RowBox[{ RowBox[{"Join", "[", RowBox[{ RowBox[{"t", "[", RowBox[{"[", RowBox[{"c", "[", RowBox[{"[", "i", "]"}], "]"}], "]"}], "]"}], ",", " ", RowBox[{"{", "1", "}"}]}], "]"}], ",", " ", RowBox[{"{", RowBox[{"i", ",", " ", "1", ",", " ", "P"}], "}"}]}], "]"}]}], ";", " ", "\[IndentingNewLine]", RowBox[{"x2", " ", "=", " ", RowBox[{"t", "[", RowBox[{"[", RowBox[{ RowBox[{"c", "[", RowBox[{"[", "2", "]"}], "]"}], ",", "1"}], "]"}], "]"}]}], ";", "\[IndentingNewLine]", RowBox[{"y2", " ", "=", " ", RowBox[{"t", "[", RowBox[{"[", RowBox[{ RowBox[{"c", "[", RowBox[{"[", "2", "]"}], "]"}], ",", "2"}], "]"}], "]"}]}], ";", " ", "\[IndentingNewLine]", RowBox[{"z2", " ", "=", " ", RowBox[{"t", "[", RowBox[{"[", RowBox[{ RowBox[{"c", "[", RowBox[{"[", "2", "]"}], "]"}], ",", "3"}], "]"}], "]"}]}], ";", " ", "\[IndentingNewLine]", 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"}], "}"}]}], "}"}]}], ";", "\[IndentingNewLine]", RowBox[{"p", " ", "=", " ", RowBox[{"v", " ", ".", " ", "Q"}]}], ";", " ", "\[IndentingNewLine]", RowBox[{"p", " ", "=", " ", RowBox[{"Table", "[", RowBox[{ RowBox[{"Take", "[", RowBox[{ RowBox[{"p", "[", RowBox[{"[", "i", "]"}], "]"}], ",", " ", "3"}], "]"}], ",", " ", RowBox[{"{", RowBox[{"i", ",", " ", "1", ",", " ", "P"}], "}"}]}], "]"}]}], ";", " ", "\[IndentingNewLine]", RowBox[{"T1", " ", "=", " ", RowBox[{"ArcTan", "[", RowBox[{ RowBox[{"p", "[", RowBox[{"[", RowBox[{"1", ",", "3"}], "]"}], "]"}], "/", RowBox[{"p", "[", RowBox[{"[", RowBox[{"1", ",", "2"}], "]"}], "]"}]}], "]"}]}], ";", " ", "\[IndentingNewLine]", RowBox[{"U", " ", "=", " ", "p"}], ";", "\[IndentingNewLine]", RowBox[{"T", " ", "=", " ", RowBox[{"RotationMatrix", "[", RowBox[{"T1", ",", " ", RowBox[{"{", RowBox[{"1", ",", " ", "0", ",", " ", "0"}], "}"}]}], "]"}]}], ";", " ", "\[IndentingNewLine]", RowBox[{"p", " ", "=", " ", RowBox[{"U", " ", ".", " ", "T"}]}], ";", " ", "\[IndentingNewLine]", RowBox[{"T2", " ", "=", " ", RowBox[{"ArcTan", "[", RowBox[{ RowBox[{"p", "[", RowBox[{"[", RowBox[{"1", ",", "2"}], "]"}], "]"}], "/", RowBox[{"p", "[", RowBox[{"[", RowBox[{"1", ",", "1"}], "]"}], "]"}]}], "]"}]}], ";", " ", "\[IndentingNewLine]", RowBox[{"U", " ", "=", " ", "p"}], ";", "\[IndentingNewLine]", RowBox[{"T", " ", "=", " ", RowBox[{"RotationMatrix", "[", RowBox[{"T2", ",", " ", RowBox[{"{", RowBox[{"0", ",", " ", "0", ",", " ", "1"}], "}"}]}], "]"}]}], ";", " ", "\[IndentingNewLine]", RowBox[{"p", " ", "=", " ", RowBox[{"U", " ", ".", " ", "T"}]}], ";", " ", "\[IndentingNewLine]", RowBox[{"T3", " ", "=", " ", RowBox[{"ArcTan", "[", RowBox[{ RowBox[{"p", "[", RowBox[{"[", RowBox[{"3", ",", "3"}], "]"}], "]"}], "/", RowBox[{"p", "[", RowBox[{"[", RowBox[{"3", ",", "2"}], "]"}], "]"}]}], "]"}]}], ";", " ", "\[IndentingNewLine]", RowBox[{"U", " ", "=", " ", "p"}], ";", "\[IndentingNewLine]", RowBox[{"T", " ", "=", " ", RowBox[{"RotationMatrix", "[", RowBox[{"T3", ",", " ", RowBox[{"{", RowBox[{"1", ",", " ", "0", ",", " ", "0"}], "}"}]}], "]"}]}], ";", " ", "\[IndentingNewLine]", RowBox[{"p", " ", "=", " ", RowBox[{"U", " ", ".", " ", "T"}]}], ";", " ", "\[IndentingNewLine]", RowBox[{"nk", " ", "=", " ", "p"}], " ", ";", "\[IndentingNewLine]", RowBox[{"nl", " ", "=", " ", "p"}], ";", " ", "\[IndentingNewLine]", RowBox[{ RowBox[{"nk", "[", RowBox[{"[", RowBox[{"2", ",", "2"}], "]"}], "]"}], " ", "=", " ", RowBox[{"L", "*", RowBox[{"Cos", "[", "\[Beta]", "]"}], "*", RowBox[{"Sin", "[", RowBox[{"\[Alpha]", "/", "2"}], "]"}]}]}], ";", " ", RowBox[{ RowBox[{"nk", "[", RowBox[{"[", RowBox[{"2", ",", "1"}], "]"}], "]"}], " ", "=", " ", RowBox[{"L", "*", RowBox[{"Cos", "[", RowBox[{"\[Alpha]", "/", "2"}], "]"}], "*", RowBox[{"Cos", "[", "\[Beta]", "]"}]}]}], ";", " ", RowBox[{ RowBox[{"nk", "[", RowBox[{"[", RowBox[{"2", ",", "3"}], "]"}], "]"}], " ", "=", " ", RowBox[{"L", "*", RowBox[{"Sin", "[", "\[Beta]", "]"}]}]}], ";", " ", "\[IndentingNewLine]", RowBox[{ RowBox[{"nl", "[", RowBox[{"[", RowBox[{"2", ",", "2"}], "]"}], "]"}], " ", "=", " ", RowBox[{"nk", "[", RowBox[{"[", RowBox[{"2", ",", "2"}], "]"}], "]"}]}], ";", " ", RowBox[{ RowBox[{"nl", "[", RowBox[{"[", RowBox[{"2", ",", "1"}], "]"}], "]"}], " ", "=", " ", RowBox[{"nk", "[", RowBox[{"[", RowBox[{"2", ",", "1"}], "]"}], "]"}]}], ";", " ", RowBox[{ RowBox[{"nl", "[", RowBox[{"[", RowBox[{"2", ",", "3"}], "]"}], "]"}], " ", "=", " ", RowBox[{ RowBox[{"-", " ", "L"}], "*", RowBox[{"Sin", "[", "\[Beta]", "]"}]}]}], ";", "\[IndentingNewLine]", RowBox[{"(*", RowBox[{ RowBox[{ RowBox[{"nk", "[", RowBox[{"[", "k", "]"}], "]"}], "=", RowBox[{ RowBox[{"Ok", "[", RowBox[{"[", "k", "]"}], "]"}], "*", RowBox[{"nk", "[", RowBox[{"[", "k", "]"}], "]"}]}]}], ";", " ", RowBox[{ RowBox[{"nl", "[", RowBox[{"[", "k", "]"}], "]"}], "=", RowBox[{ RowBox[{"Ok", "[", RowBox[{"[", "k", "]"}], "]"}], "*", RowBox[{"nl", "[", RowBox[{"[", "k", "]"}], "]"}]}]}], ";"}], "*)"}], "\[IndentingNewLine]", RowBox[{"If", "[", RowBox[{ RowBox[{"k", "\[Equal]", "1"}], ",", RowBox[{ RowBox[{ RowBox[{"nk", "[", RowBox[{"[", RowBox[{"2", ",", "1"}], "]"}], "]"}], "=", RowBox[{"-", RowBox[{"nk", "[", RowBox[{"[", RowBox[{"2", ",", "1"}], "]"}], "]"}]}]}], ";", RowBox[{ RowBox[{"nl", "[", RowBox[{"[", RowBox[{"2", ",", "1"}], "]"}], "]"}], "=", RowBox[{"-", RowBox[{"nl", "[", RowBox[{"[", RowBox[{"2", ",", "1"}], "]"}], "]"}]}]}]}]}], "]"}], ";", "\[IndentingNewLine]", RowBox[{"If", "[", RowBox[{ RowBox[{"k", "\[Equal]", "4"}], ",", RowBox[{ RowBox[{ RowBox[{"nk", "[", RowBox[{"[", RowBox[{"2", ",", "1"}], "]"}], "]"}], "=", RowBox[{"-", RowBox[{"nk", "[", RowBox[{"[", RowBox[{"2", ",", "1"}], "]"}], "]"}]}]}], ";", RowBox[{ RowBox[{"nl", "[", RowBox[{"[", RowBox[{"2", ",", "1"}], "]"}], "]"}], "=", RowBox[{"-", RowBox[{"nl", "[", RowBox[{"[", RowBox[{"2", ",", "1"}], "]"}], "]"}]}]}], ";", RowBox[{ RowBox[{"nk", "[", RowBox[{"[", RowBox[{"2", ",", "2"}], "]"}], "]"}], "=", RowBox[{"-", RowBox[{"nk", "[", RowBox[{"[", RowBox[{"2", ",", "2"}], "]"}], "]"}]}]}], ";", RowBox[{ RowBox[{"nl", "[", RowBox[{"[", RowBox[{"2", ",", "2"}], "]"}], "]"}], "=", RowBox[{"-", RowBox[{"nl", "[", RowBox[{"[", RowBox[{"2", ",", "2"}], "]"}], "]"}]}]}]}]}], "]"}], ";", "\[IndentingNewLine]", 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"}], "}"}]}], "]"}]}], ";", " ", 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"}], "}"}]}], "]"}]}], ";", " ", RowBox[{ RowBox[{"Plotd", "[", RowBox[{"[", "k", "]"}], "]"}], "=", " ", RowBox[{"Graphics3D", "[", RowBox[{"{", RowBox[{ RowBox[{"Opacity", "[", "0.5", "]"}], ",", " ", RowBox[{"Lighter", "[", "Red", "]"}], ",", " ", RowBox[{"Sphere", "[", RowBox[{ RowBox[{"nk", "[", RowBox[{"[", "2", "]"}], "]"}], ",", " ", "rlo"}], "]"}]}], "}"}], "]"}]}], ";", " ", RowBox[{ RowBox[{"Plote", "[", RowBox[{"[", "k", "]"}], "]"}], "=", " ", RowBox[{"Graphics3D", "[", RowBox[{"{", RowBox[{ RowBox[{"Opacity", "[", "0.5", "]"}], ",", " ", RowBox[{"Lighter", "[", "Red", "]"}], ",", " ", RowBox[{"Sphere", "[", RowBox[{ RowBox[{"nl", "[", RowBox[{"[", "2", "]"}], "]"}], ",", " ", "rlo"}], "]"}]}], "}"}], "]"}]}], ";", " ", 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"}], "}"}]}], "]"}]}], ";", "\[IndentingNewLine]", RowBox[{"U", " ", "=", " ", "p"}], ";", " ", "\[IndentingNewLine]", RowBox[{"U1", " ", "=", " ", "nk"}], ";", "\[IndentingNewLine]", RowBox[{"U2", " ", "=", " ", "nl"}], ";", " ", "\[IndentingNewLine]", RowBox[{"T", " ", "=", " ", RowBox[{"RotationMatrix", "[", RowBox[{ RowBox[{"-", "T3"}], ",", " ", RowBox[{"{", RowBox[{"1", ",", " ", "0", ",", " ", "0"}], "}"}]}], "]"}]}], ";", " ", "\[IndentingNewLine]", RowBox[{"p", " ", "=", " ", RowBox[{"U", " ", ".", " ", "T"}]}], ";", " ", "\[IndentingNewLine]", RowBox[{"nk", " ", "=", " ", RowBox[{"U1", " ", ".", " ", "T"}]}], ";", " ", "\[IndentingNewLine]", RowBox[{"nl", " ", "=", " ", RowBox[{"U2", " ", ".", " ", "T"}]}], ";", " ", "\[IndentingNewLine]", RowBox[{"U", " ", "=", " ", "p"}], ";", " ", "\[IndentingNewLine]", RowBox[{"U1", " ", "=", " ", "nk"}], ";", " ", "\[IndentingNewLine]", RowBox[{"U2", " ", "=", " ", "nl"}], ";", "\[IndentingNewLine]", RowBox[{"T", " ", "=", " ", RowBox[{"RotationMatrix", "[", RowBox[{ RowBox[{"-", "T2"}], ",", " ", RowBox[{"{", RowBox[{"0", ",", " ", "0", ",", " ", "1"}], "}"}]}], "]"}]}], ";", " ", "\[IndentingNewLine]", RowBox[{"p", " ", "=", " ", RowBox[{"U", " ", ".", " ", "T"}]}], ";", " ", "\[IndentingNewLine]", RowBox[{"nk", " ", "=", " ", RowBox[{"U1", " ", ".", " ", "T"}]}], ";", " ", "\[IndentingNewLine]", RowBox[{"nl", " ", "=", " ", RowBox[{"U2", " ", ".", " ", "T"}]}], ";", " ", "\[IndentingNewLine]", RowBox[{"U", " ", "=", " ", "p"}], ";", " ", "\[IndentingNewLine]", RowBox[{"U1", " ", "=", " ", "nk"}], ";", " ", "\[IndentingNewLine]", RowBox[{"U2", " ", "=", " ", "nl"}], ";", "\[IndentingNewLine]", RowBox[{"T", " ", "=", " ", RowBox[{"RotationMatrix", "[", RowBox[{ RowBox[{"-", "T1"}], ",", " ", RowBox[{"{", RowBox[{"1", ",", " ", "0", ",", " ", "0"}], "}"}]}], "]"}]}], ";", " ", "\[IndentingNewLine]", RowBox[{"p", " ", "=", " ", RowBox[{"U", " ", ".", " ", "T"}]}], ";", "\[IndentingNewLine]", RowBox[{"nk", " ", "=", " ", RowBox[{"U1", " ", ".", " ", "T"}]}], ";", " ", "\[IndentingNewLine]", RowBox[{"nl", " ", "=", " ", RowBox[{"U2", " ", ".", " ", "T"}]}], ";", " ", "\[IndentingNewLine]", RowBox[{"Clear", "[", RowBox[{"v", ",", " ", "v1", ",", " ", "v2"}], "]"}], ";", "\[IndentingNewLine]", RowBox[{"v", " ", "=", " ", RowBox[{"Table", "[", RowBox[{ RowBox[{"Join", "[", RowBox[{ RowBox[{"p", "[", RowBox[{"[", "i", "]"}], "]"}], ",", " ", RowBox[{"{", "1", "}"}]}], "]"}], ",", " ", RowBox[{"{", RowBox[{"i", ",", " ", "1", ",", " ", "P"}], "}"}]}], "]"}]}], ";", " ", "\[IndentingNewLine]", RowBox[{"v1", " ", "=", " ", RowBox[{"Table", "[", RowBox[{ RowBox[{"Join", "[", RowBox[{ RowBox[{"nk", "[", RowBox[{"[", "i", "]"}], "]"}], ",", " ", RowBox[{"{", "1", "}"}]}], "]"}], ",", " ", RowBox[{"{", RowBox[{"i", ",", " ", "1", ",", " ", "P"}], "}"}]}], "]"}]}], ";", "\[IndentingNewLine]", RowBox[{"v2", " ", "=", " ", RowBox[{"Table", "[", RowBox[{ RowBox[{"Join", "[", RowBox[{ RowBox[{"nl", "[", RowBox[{"[", "i", "]"}], "]"}], ",", " ", RowBox[{"{", "1", "}"}]}], "]"}], ",", " ", RowBox[{"{", RowBox[{"i", ",", " ", "1", ",", " ", "P"}], "}"}]}], "]"}]}], ";", " ", "\[IndentingNewLine]", 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"}], "}"}]}], "}"}]}], ";", "\[IndentingNewLine]", RowBox[{"p", " ", "=", " ", RowBox[{"v", " ", ".", " ", "Q"}]}], ";", " ", "\[IndentingNewLine]", RowBox[{"nk", " ", "=", " ", RowBox[{"v1", " ", ".", " ", "Q"}]}], ";", " ", "\[IndentingNewLine]", RowBox[{"nl", " ", "=", " ", RowBox[{"v2", " ", ".", " ", "Q"}]}], ";", " ", "\[IndentingNewLine]", RowBox[{"p", " ", "=", " ", RowBox[{"Table", "[", RowBox[{ RowBox[{"Take", "[", RowBox[{ RowBox[{"p", "[", RowBox[{"[", "i", "]"}], "]"}], ",", " ", "3"}], "]"}], ",", " ", RowBox[{"{", RowBox[{"i", ",", " ", "1", ",", " ", "P"}], "}"}]}], "]"}]}], ";", "\[IndentingNewLine]", RowBox[{"nk", " ", "=", " ", RowBox[{"Table", "[", RowBox[{ RowBox[{"Take", "[", RowBox[{ RowBox[{"nk", "[", RowBox[{"[", "i", "]"}], "]"}], ",", " ", "3"}], "]"}], ",", " ", RowBox[{"{", RowBox[{"i", ",", " ", "1", ",", " ", "P"}], "}"}]}], "]"}]}], ";", " ", "\[IndentingNewLine]", RowBox[{"nl", " ", "=", " ", RowBox[{"Table", "[", RowBox[{ RowBox[{"Take", "[", RowBox[{ RowBox[{"nl", "[", RowBox[{"[", "i", "]"}], "]"}], ",", " ", "3"}], "]"}], ",", " ", RowBox[{"{", RowBox[{"i", ",", " ", "1", ",", " ", "P"}], "}"}]}], "]"}]}], ";", " ", "\[IndentingNewLine]", RowBox[{ RowBox[{"tpso", "[", RowBox[{"[", "k", "]"}], "]"}], " ", "=", " ", RowBox[{"nk", "[", RowBox[{"[", "2", "]"}], "]"}]}], ";", "\[IndentingNewLine]", RowBox[{ RowBox[{"tpsu", "[", RowBox[{"[", "k", "]"}], "]"}], " ", "=", " ", RowBox[{"nl", "[", RowBox[{"[", "2", "]"}], "]"}]}]}], ")"}], ",", " ", RowBox[{"{", RowBox[{"k", ",", " ", "hj"}], "}"}]}], "]"}], ";"}], " "}]], "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}, {3.57467048205103*^9, 3.5746705596923666`*^9}, { 3.57467096030107*^9, 3.574670965371079*^9}, {3.574671247216774*^9, 3.5746712771688266`*^9}, {3.5746714284734926`*^9, 3.5746715738501472`*^9}, {3.574671616063822*^9, 3.574671780534911*^9}, 3.5746718110797644`*^9, 3.5746721941540375`*^9, {3.5746722378497143`*^9, 3.5746722899070053`*^9}, {3.574672371073948*^9, 3.574672409106815*^9}, { 3.5746724505248876`*^9, 3.5746724544404945`*^9}, {3.57467249738737*^9, 3.574672498401372*^9}, 3.574672534031834*^9, {3.574742024385396*^9, 3.574742025524198*^9}, {3.574830761168028*^9, 3.574830777984857*^9}, { 3.574830820947333*^9, 3.5748308292933474`*^9}, {3.5748311210138597`*^9, 3.5748311809803653`*^9}, {3.574831455806048*^9, 3.5748314566796494`*^9}, { 3.5748315927430887`*^9, 3.574831592899089*^9}, 3.5748317545777726`*^9, { 3.5748342338445272`*^9, 3.574834240209338*^9}, {3.5748532222016077`*^9, 3.574853232684826*^9}, {3.574936230277812*^9, 3.574936231073414*^9}, { 3.574936287982313*^9, 3.5749363005247355`*^9}, 3.5749363785248723`*^9, { 3.5749504137517133`*^9, 3.5749504242193317`*^9}, {3.5749505024534693`*^9, 3.574950554619961*^9}, {3.5749552745158367`*^9, 3.574955306979494*^9}, { 3.5749553440451593`*^9, 3.5749553449343605`*^9}, {3.574955521651471*^9, 3.5749555381563*^9}, {3.574955673002937*^9, 3.5749557212694216`*^9}, { 3.574955813839984*^9, 3.5749558159459877`*^9}, {3.5749558985949335`*^9, 3.5749558987977333`*^9}, 3.5749563537257323`*^9, {3.574956510194007*^9, 3.5749565110520086`*^9}, {3.574956664275478*^9, 3.5749566713110905`*^9}, { 3.5749567598256454`*^9, 3.5749567604184465`*^9}, {3.574956856077815*^9, 3.574956870773041*^9}, {3.5749983708148136`*^9, 3.5749983805336304`*^9}, { 3.5749985717431664`*^9, 3.574998577249976*^9}, 3.574998626499263*^9, { 3.5749986925653787`*^9, 3.574998726323838*^9}, {3.574998758678295*^9, 3.574998775401524*^9}, {3.5749989018397465`*^9, 3.5749989480470276`*^9}, { 3.5749993387809134`*^9, 3.5749993433829217`*^9}, {3.5749999477903833`*^9, 3.5750000464293566`*^9}, 3.575000106427062*^9, {3.5750009586877584`*^9, 3.5750009886398115`*^9}, {3.5750010233966722`*^9, 3.5750012139978075`*^9}, {3.575001356223257*^9, 3.5750013923061204`*^9}, 3.5750019485094976`*^9, {3.575002078052125*^9, 3.575002111436184*^9}, 3.57500247390282*^9, {3.575003526327469*^9, 3.5750035432846985`*^9}, { 3.575003700782575*^9, 3.5750037181610055`*^9}, {3.575003777175909*^9, 3.5750038126815715`*^9}, {3.575003892054511*^9, 3.575003905751335*^9}, 3.575004228578302*^9, 3.5750043535813217`*^9, 3.575004421987442*^9, { 3.575004716609559*^9, 3.575004854607402*^9}, {3.5750048890678625`*^9, 3.5750049115943017`*^9}, {3.5750050010760593`*^9, 3.5750050298113093`*^9}, {3.57500772908405*^9, 3.5750077787389374`*^9}, { 3.575008008324541*^9, 3.5750080296029787`*^9}, {3.5750080922214885`*^9, 3.5750081031103077`*^9}, {3.5750082757558107`*^9, 3.575008285599428*^9}}], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{" ", RowBox[{ RowBox[{"Table", "[", RowBox[{ RowBox[{"Show", "[", RowBox[{ RowBox[{"Plotd", "[", RowBox[{"[", "i", "]"}], "]"}], ",", RowBox[{"Plote", "[", 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", " ", "->", " ", "Automatic"}], ",", " ", RowBox[{"SphericalRegion", " ", "->", " ", "True"}]}], "}"}]}], "]"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", "hj"}], "}"}]}], "]"}], "\[IndentingNewLine]"}]}]], "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}, {3.57467048205103*^9, 3.5746705596923666`*^9}, { 3.57467096030107*^9, 3.574670965371079*^9}, {3.574671247216774*^9, 3.5746712771688266`*^9}, {3.5746714284734926`*^9, 3.5746715738501472`*^9}, {3.574671616063822*^9, 3.574671780534911*^9}, 3.5746718110797644`*^9, 3.5746721941540375`*^9, {3.5746722378497143`*^9, 3.5746722899070053`*^9}, {3.574672371073948*^9, 3.574672409106815*^9}, { 3.5746724505248876`*^9, 3.5746724544404945`*^9}, {3.57467249738737*^9, 3.574672498401372*^9}, 3.574672534031834*^9, {3.574742024385396*^9, 3.574742025524198*^9}, {3.574830761168028*^9, 3.574830777984857*^9}, { 3.574830820947333*^9, 3.5748308292933474`*^9}, {3.5748311210138597`*^9, 3.5748311809803653`*^9}, {3.574831455806048*^9, 3.5748314566796494`*^9}, { 3.5748315927430887`*^9, 3.574831592899089*^9}, 3.5748317545777726`*^9, { 3.5748342338445272`*^9, 3.574834240209338*^9}, {3.5748532222016077`*^9, 3.574853232684826*^9}, {3.574936230277812*^9, 3.574936231073414*^9}, { 3.574936287982313*^9, 3.5749363005247355`*^9}, 3.5749363785248723`*^9, { 3.5749504137517133`*^9, 3.5749504242193317`*^9}, {3.5749505024534693`*^9, 3.574950554619961*^9}, {3.5749552745158367`*^9, 3.574955306979494*^9}, { 3.5749553440451593`*^9, 3.5749553449343605`*^9}, {3.574955521651471*^9, 3.5749555381563*^9}, {3.574955673002937*^9, 3.5749557212694216`*^9}, { 3.574955813839984*^9, 3.5749558159459877`*^9}, {3.5749558985949335`*^9, 3.5749558987977333`*^9}, 3.5749563537257323`*^9, {3.574956510194007*^9, 3.5749565110520086`*^9}, {3.574956664275478*^9, 3.5749566713110905`*^9}, { 3.5749567598256454`*^9, 3.5749567604184465`*^9}, {3.574956856077815*^9, 3.574956870773041*^9}, {3.5749983708148136`*^9, 3.5749983805336304`*^9}, { 3.5749985717431664`*^9, 3.574998577249976*^9}, 3.574998626499263*^9, { 3.5749986925653787`*^9, 3.574998726323838*^9}, {3.574998758678295*^9, 3.5749988738688974`*^9}, {3.574999166759412*^9, 3.574999172001021*^9}, 3.575003949462612*^9, {3.5750039800698657`*^9, 3.5750040011767025`*^9}, { 3.5750040562759995`*^9, 3.5750040652460155`*^9}, {3.575004096976471*^9, 3.5750041155249033`*^9}, {3.575004281836796*^9, 3.5750042876868057`*^9}}], Cell[BoxData[ RowBox[{"{", RowBox[{ Graphics3DBox[{ {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.5], SphereBox[{-0.35866821532457255`, 0.552363169767759, 1.1250000000000002`}, 1.125]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.5], SphereBox[{-0.35866821532457255`, 0.552363169767759, -1.1250000000000002`}, 1.125]}, {Opacity[0.5], SphereBox[{2.700368594659809, -1.999836172511759*^-18, 3.0435707808478704`*^-16}, 0.258]}, {Opacity[0.5], SphereBox[{0., 0., 0.}, 0.1786]}, {Opacity[0.5], SphereBox[{-1.0985767769919788`, -2.4667569936032594`, 2.220446049250313*^-16}, 0.258]}, Text3DBox["2", {2.700368594659809, -1.999836172511759*^-18, 3.0435707808478704`*^-16}, {1, 0}], Text3DBox["9", {0., 0., 0.}, {1, 0}], Text3DBox["1", {-1.0985767769919788`, -2.4667569936032594`, 2.220446049250313*^-16}, {1, 0}], TubeBox[{{2.700368594659809, -1.999836172511759*^-18, 3.0435707808478704`*^-16}, {0., 0., 0.}}, 0.02], TubeBox[{{2.700368594659809, -1.999836172511759*^-18, 3.0435707808478704`*^-16}, {-1.0985767769919788`, -2.4667569936032594`, 2.220446049250313*^-16}}, 0.02], TubeBox[{{0., 0., 0.}, {-1.0985767769919788`, -2.4667569936032594`, 2.220446049250313*^-16}}, 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[{0.35867877881947624`, 0.5523563103872077, 1.1250000000000002`}, 1.125]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.5], SphereBox[{0.35867877881947624`, 0.5523563103872077, -1.1250000000000002`}, 1.125]}, {Opacity[0.5], SphereBox[{-2.7002729782070167`, 0., 0.}, 0.258]}, {Opacity[0.5], SphereBox[{0., 0., 0.}, 0.1786]}, {Opacity[0.5], SphereBox[{1.0985368136322615`, -2.46692114562747, 0.}, 0.258]}, Text3DBox["5", {-2.7002729782070167`, 0., 0.}, {1, 0}], Text3DBox["10", {0., 0., 0.}, {1, 0}], Text3DBox["3", {1.0985368136322615`, -2.46692114562747, 0.}, {1, 0}], TubeBox[{{-2.7002729782070167`, 0., 0.}, {0., 0., 0.}}, 0.02], TubeBox[{{-2.7002729782070167`, 0., 0.}, { 1.0985368136322615`, -2.46692114562747, 0.}}, 0.02], TubeBox[{{0., 0., 0.}, {1.0985368136322615`, -2.46692114562747, 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[{0.3587132127382983, 0.552333948809023, 1.1250000000000002`}, 1.125]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.5], SphereBox[{0.3587132127382983, 0.552333948809023, -1.1250000000000002`}, 1.125]}, {Opacity[0.5], SphereBox[{-2.700282828783588, -2.443539835962367*^-16, 4.38279468038559*^-17}, 0.258]}, {Opacity[0.5], SphereBox[{0., 0., 0.}, 0.1786]}, {Opacity[0.5], SphereBox[{ 1.0982536154768, -2.4671128902861232`, -2.220446049250313*^-16}, 0.258]}, Text3DBox["6", {-2.700282828783588, -2.443539835962367*^-16, 4.38279468038559*^-17}, {1, 0}], Text3DBox["11", {0., 0., 0.}, {1, 0}], Text3DBox["4", { 1.0982536154768, -2.4671128902861232`, -2.220446049250313*^-16}, {1, 0}], TubeBox[{{-2.700282828783588, -2.443539835962367*^-16, 4.38279468038559*^-17}, {0., 0., 0.}}, 0.02], TubeBox[{{-2.700282828783588, -2.443539835962367*^-16, 4.38279468038559*^-17}, { 1.0982536154768, -2.4671128902861232`, -2.220446049250313*^-16}}, 0.02], TubeBox[{{0., 0., 0.}, { 1.0982536154768, -2.4671128902861232`, -2.220446049250313*^-16}}, 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[{-0.35868393675176835`, -0.5523529609916594, 1.1250000000000002`}, 1.125]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.5], SphereBox[{-0.35868393675176835`, -0.5523529609916594, \ -1.1250000000000002`}, 1.125]}, {Opacity[0.5], SphereBox[{2.70033260390659, 1.9497101163046863`*^-16, 4.5228834464821007`*^-17}, 0.258]}, {Opacity[0.5], SphereBox[{0., 0., 0.}, 0.1786]}, {Opacity[0.5], SphereBox[{-1.0984554139972769`, 2.466862326236301, -3.3306690738754696`*^-16}, 0.258]}, Text3DBox["8", {2.70033260390659, 1.9497101163046863`*^-16, 4.5228834464821007`*^-17}, {1, 0}], Text3DBox["12", {0., 0., 0.}, {1, 0}], Text3DBox["7", {-1.0984554139972769`, 2.466862326236301, -3.3306690738754696`*^-16}, {1, 0}], TubeBox[{{2.70033260390659, 1.9497101163046863`*^-16, 4.5228834464821007`*^-17}, {0., 0., 0.}}, 0.02], TubeBox[{{2.70033260390659, 1.9497101163046863`*^-16, 4.5228834464821007`*^-17}, {-1.0984554139972769`, 2.466862326236301, -3.3306690738754696`*^-16}}, 0.02], TubeBox[{{0., 0., 0.}, {-1.0984554139972769`, 2.466862326236301, -3.3306690738754696`*^-16}}, 0.02]}, AspectRatio->Automatic, Axes->Automatic, AxesLabel->{ FormBox["xl", TraditionalForm], FormBox["yl", TraditionalForm], FormBox["zl", TraditionalForm]}, Boxed->False, PlotRange->Automatic, SphericalRegion->True]}], "}"}]], "Output", CellChangeTimes->{ 3.574998958842246*^9, 3.574999181766638*^9, 3.5749993496385326`*^9, 3.5749996848831215`*^9, 3.5750001187666836`*^9, 3.575001402352538*^9, 3.5750016547609816`*^9, 3.5750019558259106`*^9, 3.575002136146627*^9, 3.575002478395628*^9, 3.5750035684163427`*^9, 3.5750037288782244`*^9, 3.5750038221819887`*^9, 3.5750039570130253`*^9, 3.5750040064651117`*^9, 3.5750040734204297`*^9, 3.575004120844513*^9, 3.5750042458787327`*^9, 3.5750042989188256`*^9, 3.575004442407878*^9, 3.575004935602744*^9, 3.5750050476577406`*^9, 3.575007796226568*^9, 3.575008040663398*^9, 3.5750081095531187`*^9, 3.575008294819044*^9, 3.5750084938129935`*^9, 3.5750085419702783`*^9, {3.5750085732015333`*^9, 3.5750086018431835`*^9}, 3.575008660000086*^9, 3.5750160280657034`*^9, 3.575016603525914*^9, 3.575016750322172*^9, 3.5750169780357723`*^9, 3.575017132429243*^9, 3.580056181454631*^9}] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"\[IndentingNewLine]", RowBox[{"nk", "\[IndentingNewLine]", "nl", "\[IndentingNewLine]", RowBox[{"MatrixForm", "[", RowBox[{"Table", "[", RowBox[{ RowBox[{"Join", "[", RowBox[{ RowBox[{"{", RowBox[{"u", "[", RowBox[{"[", "i", "]"}], "]"}], "}"}], ",", RowBox[{"t1", "[", RowBox[{"[", "i", "]"}], "]"}]}], "]"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", "n"}], "}"}]}], "]"}], "]"}]}]}]], "Input", CellChangeTimes->{{3.5750165658518476`*^9, 3.575016580625074*^9}, { 3.5750167426781588`*^9, 3.5750167442069616`*^9}, {3.575016969596157*^9, 3.575016970625759*^9}, {3.575017123646428*^9, 3.5750171252220306`*^9}}], Cell[BoxData[ RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{"-", "2.6361677699999997`"}], ",", RowBox[{"-", "2.7138355086000003`"}], ",", "2.7620235215999998`"}], "}"}], ",", RowBox[{"{", RowBox[{ RowBox[{"-", "4.327992291288257`"}], ",", RowBox[{"-", "3.8566888860727655`"}], ",", "0.1620394954366584`"}], "}"}], ",", RowBox[{"{", RowBox[{ RowBox[{"-", "4.548570482`"}], ",", RowBox[{"-", "0.7080047431600001`"}], ",", RowBox[{"-", "0.8206513100199995`"}]}], "}"}]}], "}"}]], "Output", CellChangeTimes->{3.5750166035415144`*^9, 3.5750167503377724`*^9, 3.575016978066972*^9, 3.5750171324604435`*^9, 3.580056181479632*^9}], Cell[BoxData[ RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{"-", "2.6361677699999997`"}], ",", RowBox[{"-", "2.7138355086000003`"}], ",", "2.7620235215999998`"}], "}"}], ",", RowBox[{"{", RowBox[{ RowBox[{"-", "2.3090079454034402`"}], ",", RowBox[{"-", "3.118752809414692`"}], ",", RowBox[{"-", "0.5025299575466627`"}]}], "}"}], ",", RowBox[{"{", RowBox[{ RowBox[{"-", "4.548570482`"}], ",", RowBox[{"-", "0.7080047431600001`"}], ",", RowBox[{"-", "0.8206513100199995`"}]}], "}"}]}], "}"}]], "Output", CellChangeTimes->{3.5750166035415144`*^9, 3.5750167503377724`*^9, 3.575016978066972*^9, 3.5750171324604435`*^9, 3.580056181480632*^9}], Cell[BoxData[ TagBox[ RowBox[{"(", "\[NoBreak]", GridBox[{ {"\<\"C\"\>", "3.8911348065999998`", "1.9621025058`", RowBox[{"-", "0.97732849268`"}]}, {"\<\"C\"\>", RowBox[{"-", "2.1263196952`"}], "2.4029755816`", RowBox[{"-", "3.1252288588`"}]}, {"\<\"C\"\>", "1.5956657371399998`", RowBox[{"-", "1.44165306814`"}], "3.9149453541999994`"}, {"\<\"C\"\>", RowBox[{"-", "3.4032075533999997`"}], RowBox[{"-", "2.9381459847999998`"}], "0.18265713570800002`"}, {"\<\"C\"\>", "2.0715176412`", "3.7272955624`", RowBox[{"-", "1.9073004518`"}]}, {"\<\"C\"\>", "3.9695584355999998`", "1.7812179330799998`", "1.71583341348`"}, {"\<\"C\"\>", "0.44865874692`", "2.4596673615999998`", RowBox[{"-", "3.9368661758`"}]}, {"\<\"C\"\>", "3.852206451`", RowBox[{"-", "0.99970284852`"}], "2.4987846898`"}, {"\<\"O\"\>", RowBox[{"-", "3.2902019386`"}], RowBox[{"-", "0.0247554106`"}], RowBox[{"-", "3.3325318009999996`"}]}, {"\<\"O\"\>", "0.127409106372`", RowBox[{"-", "3.5235830996`"}], "3.019782148`"}, {"\<\"O\"\>", RowBox[{"-", "4.548570482`"}], RowBox[{"-", "0.70800474316`"}], RowBox[{"-", "0.8206513100199999`"}]}, {"\<\"O\"\>", RowBox[{"-", "2.6361677699999997`"}], RowBox[{"-", "2.7138355086000003`"}], "2.7620235215999998`"}, {"\<\"H\"\>", "3.0430257778`", "5.3511371142`", RowBox[{"-", "2.7202605769999995`"}]}, {"\<\"H\"\>", "0.867384234`", "4.3527948684`", RowBox[{"-", "0.3573471866`"}]}, {"\<\"H\"\>", "5.7198226568`", "2.6165146196`", "2.4095896226`"}, {"\<\"H\"\>", "2.3623464726`", "2.7888576308`", "2.5186268128`"}, {"\<\"H\"\>", "1.11393678522`", "0.5345467936199999`", RowBox[{"-", "4.2445135686`"}]}, {"\<\"H\"\>", "0.5914275462199999`", "3.5245279625999997`", RowBox[{"-", "5.694311355799999`"}]}, {"\<\"H\"\>", "5.4917327286`", RowBox[{"-", "1.45590160218`"}], "3.6590764537999996`"}, {"\<\"H\"\>", "3.850316725`", RowBox[{"-", "2.1873578449999997`"}], "0.8157758169399999`"}, {"\<\"H\"\>", RowBox[{"-", "1.8602840689199998`"}], RowBox[{"-", "1.43492564358`"}], RowBox[{"-", "3.7900344656`"}]}, {"\<\"H\"\>", RowBox[{"-", "4.7116538358`"}], "0.020159596967999998`", RowBox[{"-", "4.8225807519999995`"}]}, {"\<\"H\"\>", "0.8398887207`", RowBox[{"-", "4.1275395292`"}], "1.1839700307799998`"}, {"\<\"H\"\>", "0.26354118796`", RowBox[{"-", "5.0850636933999995`"}], "4.3563853478`"}, {"\<\"H\"\>", RowBox[{"-", "6.5569712748`"}], RowBox[{"-", "1.04639797798`"}], RowBox[{"-", "1.1283553946`"}]}, {"\<\"H\"\>", RowBox[{"-", "4.3102760334`"}], "0.84497208364`", "0.51143544464`"}, {"\<\"H\"\>", RowBox[{"-", "3.8185693281999997`"}], RowBox[{"-", "3.9234491212`"}], "3.9376220662`"}, {"\<\"H\"\>", RowBox[{"-", "2.8376125616`"}], RowBox[{"-", "0.75638172876`"}], "3.3705152936`"} }, 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->{3.5750166035415144`*^9, 3.5750167503377724`*^9, 3.575016978066972*^9, 3.5750171324604435`*^9, 3.580056181482632*^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}}], 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[{"3", ",", "1", ",", "1.1894763625428755`"}], "}"}], ",", RowBox[{"{", RowBox[{"4", ",", "2", ",", "1.1895295647912334`"}], "}"}], ",", RowBox[{"{", RowBox[{"7", ",", "5", ",", "1.18949152583395`"}], "}"}], ",", RowBox[{"{", RowBox[{"8", ",", "6", ",", "1.1894589437055105`"}], "}"}], ",", RowBox[{"{", RowBox[{"9", ",", "1", ",", "1.132773045750093`"}], "}"}], ",", RowBox[{"{", RowBox[{"9", ",", "2", ",", "1.1327942973299046`"}], "}"}], ",", RowBox[{"{", RowBox[{"10", ",", "3", ",", "1.1328398942818283`"}], "}"}], ",", RowBox[{"{", RowBox[{"10", ",", "5", ",", "1.1327464891035082`"}], "}"}], ",", RowBox[{"{", RowBox[{"11", ",", "4", ",", "1.1328698839967635`"}], "}"}], ",", RowBox[{"{", RowBox[{"11", ",", "6", ",", "1.1327514143917943`"}], "}"}], ",", RowBox[{"{", RowBox[{"12", ",", "7", ",", "1.1327964716719598`"}], "}"}], ",", RowBox[{"{", RowBox[{"12", ",", "8", ",", "1.1327763019532948`"}], "}"}], ",", RowBox[{"{", RowBox[{"13", ",", "1", ",", "1.2133329545592653`"}], "}"}], ",", RowBox[{"{", RowBox[{"14", ",", "1", ",", "1.213805866079111`"}], "}"}], ",", RowBox[{"{", RowBox[{"15", ",", "2", ",", "1.2135391741149295`"}], "}"}], ",", RowBox[{"{", RowBox[{"16", ",", "2", ",", "1.2136610852352971`"}], "}"}], ",", RowBox[{"{", RowBox[{"17", ",", "3", ",", "1.2137547047420147`"}], "}"}], ",", RowBox[{"{", RowBox[{"18", ",", "3", ",", "1.2136560590884105`"}], "}"}], ",", RowBox[{"{", RowBox[{"19", ",", "4", ",", "1.2135385961650393`"}], "}"}], ",", RowBox[{"{", RowBox[{"20", ",", "4", ",", "1.2136857305401607`"}], "}"}], ",", RowBox[{"{", RowBox[{"21", ",", "5", ",", "1.2135660737016005`"}], "}"}], ",", RowBox[{"{", RowBox[{"22", ",", "5", ",", "1.2136230804750516`"}], "}"}], ",", RowBox[{"{", RowBox[{"23", ",", "6", ",", "1.2135764660463955`"}], "}"}], ",", RowBox[{"{", RowBox[{"24", ",", "6", ",", "1.2137378872389744`"}], "}"}], ",", RowBox[{"{", RowBox[{"25", ",", "7", ",", "1.2136417227611793`"}], "}"}], ",", RowBox[{"{", RowBox[{"26", ",", "7", ",", "1.213668632970876`"}], "}"}], ",", RowBox[{"{", RowBox[{"27", ",", "8", ",", "1.213740016575073`"}], "}"}], ",", RowBox[{"{", RowBox[{"28", ",", "8", ",", "1.213545112937251`"}], "}"}]}], "}"}]], "Output", CellChangeTimes->{ 3.5749961188264294`*^9, 3.5749962107258196`*^9, 3.5749962791163397`*^9, 3.5749963554784737`*^9, 3.5749964041037593`*^9, {3.574996460123458*^9, 3.57499648993511*^9}, 3.5749966393833723`*^9, 3.5749983907828484`*^9, 3.574998589667598*^9, 3.5749986322712727`*^9, 3.5749989588734465`*^9, 3.574999181844638*^9, 3.5749993497165327`*^9, 3.574999684914322*^9, 3.5750001188134837`*^9, 3.5750014023837385`*^9, 3.575001655072982*^9, 3.57500195587271*^9, 3.575002136177827*^9, 3.575002478442428*^9, 3.575003568447543*^9, 3.5750037289250245`*^9, 3.5750038222287884`*^9, 3.575003957059825*^9, 3.575004006496312*^9, 3.57500407346723*^9, 3.575004120891313*^9, 3.5750042459099326`*^9, 3.5750042989500256`*^9, 3.5750044424546776`*^9, 3.575004935649544*^9, 3.5750050477045407`*^9, 3.5750077962577686`*^9, 3.5750080407101974`*^9, 3.575008109631119*^9, 3.5750082948658442`*^9, 3.575008493875394*^9, 3.5750085420170784`*^9, { 3.575008573263933*^9, 3.5750086018899837`*^9}, 3.5750086600468855`*^9, 3.575016028096904*^9, 3.5750166035727143`*^9, 3.5750167503689723`*^9, 3.575016978082572*^9, 3.5750171324916434`*^9, 3.580056181532635*^9}], Cell[BoxData["28"], "Output", CellChangeTimes->{ 3.5749961188264294`*^9, 3.5749962107258196`*^9, 3.5749962791163397`*^9, 3.5749963554784737`*^9, 3.5749964041037593`*^9, {3.574996460123458*^9, 3.57499648993511*^9}, 3.5749966393833723`*^9, 3.5749983907828484`*^9, 3.574998589667598*^9, 3.5749986322712727`*^9, 3.5749989588734465`*^9, 3.574999181844638*^9, 3.5749993497165327`*^9, 3.574999684914322*^9, 3.5750001188134837`*^9, 3.5750014023837385`*^9, 3.575001655072982*^9, 3.57500195587271*^9, 3.575002136177827*^9, 3.575002478442428*^9, 3.575003568447543*^9, 3.5750037289250245`*^9, 3.5750038222287884`*^9, 3.575003957059825*^9, 3.575004006496312*^9, 3.57500407346723*^9, 3.575004120891313*^9, 3.5750042459099326`*^9, 3.5750042989500256`*^9, 3.5750044424546776`*^9, 3.575004935649544*^9, 3.5750050477045407`*^9, 3.5750077962577686`*^9, 3.5750080407101974`*^9, 3.575008109631119*^9, 3.5750082948658442`*^9, 3.575008493875394*^9, 3.5750085420170784`*^9, { 3.575008573263933*^9, 3.5750086018899837`*^9}, 3.5750086600468855`*^9, 3.575016028096904*^9, 3.5750166035727143`*^9, 3.5750167503689723`*^9, 3.575016978082572*^9, 3.5750171324916434`*^9, 3.5800561815346355`*^9}], Cell[BoxData["12"], "Output", CellChangeTimes->{ 3.5749961188264294`*^9, 3.5749962107258196`*^9, 3.5749962791163397`*^9, 3.5749963554784737`*^9, 3.5749964041037593`*^9, {3.574996460123458*^9, 3.57499648993511*^9}, 3.5749966393833723`*^9, 3.5749983907828484`*^9, 3.574998589667598*^9, 3.5749986322712727`*^9, 3.5749989588734465`*^9, 3.574999181844638*^9, 3.5749993497165327`*^9, 3.574999684914322*^9, 3.5750001188134837`*^9, 3.5750014023837385`*^9, 3.575001655072982*^9, 3.57500195587271*^9, 3.575002136177827*^9, 3.575002478442428*^9, 3.575003568447543*^9, 3.5750037289250245`*^9, 3.5750038222287884`*^9, 3.575003957059825*^9, 3.575004006496312*^9, 3.57500407346723*^9, 3.575004120891313*^9, 3.5750042459099326`*^9, 3.5750042989500256`*^9, 3.5750044424546776`*^9, 3.575004935649544*^9, 3.5750050477045407`*^9, 3.5750077962577686`*^9, 3.5750080407101974`*^9, 3.575008109631119*^9, 3.5750082948658442`*^9, 3.575008493875394*^9, 3.5750085420170784`*^9, { 3.575008573263933*^9, 3.5750086018899837`*^9}, 3.5750086600468855`*^9, 3.575016028096904*^9, 3.5750166035727143`*^9, 3.5750167503689723`*^9, 3.575016978082572*^9, 3.5750171324916434`*^9, 3.5800561815376353`*^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[{"1.13", ",", "1.23", ",", "0.002"}], "}"}]}], "]"}], "\[IndentingNewLine]"}], "Input", CellChangeTimes->{{3.574935943705309*^9, 3.574935952815725*^9}, 3.574935986464984*^9, {3.5749360234214487`*^9, 3.574936050752697*^9}}], Cell[BoxData[ GraphicsBox[ {RGBColor[0.798413061722744, 0.824719615472648, 0.968322270542458], EdgeForm[Opacity[0.6789999999999999]], {}, {RGBColor[0.798413061722744, 0.824719615472648, 0.968322270542458], EdgeForm[Opacity[0.6789999999999999]], TagBox[ TooltipBox[ TagBox[ DynamicBox[{ FEPrivate`If[ CurrentValue["MouseOver"], EdgeForm[{ GrayLevel[0.5], AbsoluteThickness[1.5], Opacity[0.66]}], {}, {}], RectangleBox[{1.132, 0}, {1.134, 8}, "RoundingRadius" -> 0]}, ImageSizeCache->{{13.66496000000052, 21.55392000000029}, { 1.3453213882696247`, 99.91558326019299}}], StatusArea[#, 8]& , TagBoxNote->"8"], StyleBox["8", { GrayLevel[0]}, StripOnInput -> False]], Annotation[#, Style[8, { GrayLevel[0]}], "Tooltip"]& ], TagBox[ TooltipBox[ TagBox[ DynamicBox[{ FEPrivate`If[ CurrentValue["MouseOver"], EdgeForm[{ GrayLevel[0.5], AbsoluteThickness[1.5], Opacity[0.66]}], {}, {}], RectangleBox[{1.188, 0}, {1.19, 4}, "RoundingRadius" -> 0]}, ImageSizeCache->{{206.55584, 214.4448000000002}, {50.13045232423131, 99.91558326019299}}], StatusArea[#, 4]& , TagBoxNote->"4"], StyleBox["4", { GrayLevel[0]}, StripOnInput -> False]], Annotation[#, Style[4, { GrayLevel[0]}], "Tooltip"]& ], TagBox[ TooltipBox[ TagBox[ DynamicBox[{ FEPrivate`If[ CurrentValue["MouseOver"], EdgeForm[{ GrayLevel[0.5], AbsoluteThickness[1.5], Opacity[0.66]}], {}, {}], RectangleBox[{1.212, 0}, {1.214, 16}, "RoundingRadius" -> 0]}, ImageSizeCache->{{289.22335999999996`, 297.1123200000002}, {-96.22494048365374, 99.91558326019299}}], StatusArea[#, 16]& , TagBoxNote->"16"], StyleBox["16", { GrayLevel[0]}, StripOnInput -> False]], Annotation[#, Style[16, { GrayLevel[0]}], "Tooltip"]& ]}, {}, {}}, AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948], Axes->{True, True}, AxesLabel->{None, None}, AxesOrigin->{1.132, 0}, FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}}, GridLines->{None, None}, PlotRange->{{1.13, 1.23}, {All, All}}, PlotRangePadding->{{ Scaled[0.02], Scaled[0.02]}, { Scaled[0.02], Scaled[0.1]}}, Ticks->{Automatic, Automatic}]], "Output", CellChangeTimes->{ 3.57499611931003*^9, 3.5749962107570195`*^9, 3.5749962791475396`*^9, 3.574996355509674*^9, 3.5749964041505594`*^9, {3.5749964601546574`*^9, 3.57499648996631*^9}, 3.5749966394145727`*^9, 3.574998390814049*^9, 3.574998589698798*^9, 3.574998632302473*^9, 3.5749989589046464`*^9, 3.5749991818758383`*^9, 3.574999349747733*^9, 3.5749996849455214`*^9, 3.5750001188446836`*^9, 3.575001402414938*^9, 3.5750016551041822`*^9, 3.5750019559039106`*^9, 3.5750021362246275`*^9, 3.575002478473628*^9, 3.5750035684787426`*^9, 3.5750037289562244`*^9, 3.5750038222599883`*^9, 3.5750039570910254`*^9, 3.575004006527512*^9, 3.57500407349843*^9, 3.575004120922513*^9, 3.5750042459567327`*^9, 3.5750042989968257`*^9, 3.575004442485878*^9, 3.575004935680744*^9, 3.5750050477357407`*^9, 3.5750077963045683`*^9, 3.575008040741398*^9, 3.575008109677919*^9, 3.575008294897044*^9, 3.575008493906594*^9, 3.575008542063878*^9, { 3.575008573295133*^9, 3.575008601936784*^9}, 3.575008660078086*^9, 3.5750160281437035`*^9, 3.5750166036039143`*^9, 3.575016750400172*^9, 3.5750169781293726`*^9, 3.5750171325228434`*^9, 3.580056181561637*^9}] }, Open ]], 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[{"If", "[", RowBox[{ RowBox[{ RowBox[{"wxc", "[", RowBox[{"[", "i", "]"}], "]"}], "\[NotEqual]", "0"}], ",", 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}], 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", "]"}], "]"}], ",", "rpo"}], "]"}]}], "}"}], "]"}], ",", 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", "]"}], "]"}], ",", "rpi"}], "]"}]}], "}"}], "]"}], ",", 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[{"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[{"Plot8f", "=", 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[{"Plot8g", "=", 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"}], "}"}]}], "]"}]}], ";"}]}], "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}}], 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"}], "]"}], "]"}], "]"}], "]"}]}], "}"}]}], "}"}], ",", "0.15"}], "]"}]}], "}"}], "]"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", "nb"}], "}"}]}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"Plot9a", "=", " ", RowBox[{"Graphics3D", "[", RowBox[{"Tube", "[", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{"x", "[", RowBox[{"[", "21", "]"}], "]"}], ",", RowBox[{"y", "[", RowBox[{"[", "21", "]"}], "]"}], ",", RowBox[{"z", "[", RowBox[{"[", "21", "]"}], "]"}]}], "}"}], ",", RowBox[{"{", RowBox[{ RowBox[{"nk", "[", RowBox[{"[", RowBox[{"2", ",", "1"}], "]"}], "]"}], ",", RowBox[{"nk", "[", RowBox[{"[", RowBox[{"2", ",", "2"}], "]"}], "]"}], ",", RowBox[{"nk", "[", RowBox[{"[", RowBox[{"2", ",", "3"}], "]"}], "]"}]}], "}"}]}], "}"}], ",", "0.06"}], "]"}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"Plot9b", "=", " ", RowBox[{"Graphics3D", "[", RowBox[{"Tube", "[", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{"x", "[", RowBox[{"[", "21", "]"}], "]"}], ",", RowBox[{"y", "[", RowBox[{"[", "21", "]"}], "]"}], ",", RowBox[{"z", "[", RowBox[{"[", "21", "]"}], "]"}]}], "}"}], ",", RowBox[{"{", RowBox[{ RowBox[{"nl", "[", RowBox[{"[", RowBox[{"2", ",", "1"}], "]"}], "]"}], ",", RowBox[{"nl", "[", RowBox[{"[", RowBox[{"2", ",", "2"}], "]"}], "]"}], ",", RowBox[{"nl", "[", RowBox[{"[", RowBox[{"2", ",", "3"}], "]"}], "]"}]}], "}"}]}], "}"}], ",", "0.06"}], "]"}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{"Show", "[", RowBox[{ "Plot1o", ",", "Plot2", ",", "Plot7", ",", "Plot8", ",", "Plot8a", ",", "Plot8b", ",", RowBox[{"(*", RowBox[{"Plot8d", ",", "Plot8e", ","}], "*)"}], "Plot8f", ",", "Plot8g", ",", "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]", 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", ",", 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", ",", 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", ","}], "*)"}], RowBox[{"(*", RowBox[{"Plot8d", ",", "Plot8e", ","}], "*)"}], "Plot8f", ",", "Plot8g", ",", 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}}], Cell[BoxData[ Graphics3DBox[{ {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{2.0715176412, 3.7272955624, -1.9073004518}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{3.9695584355999998`, 1.7812179330799998`, 1.71583341348}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{0.44865874692, 2.4596673615999998`, -3.9368661758}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{3.852206451, -0.99970284852, 2.4987846898}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{-3.2902019386, -0.0247554106, -3.3325318009999996`}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{0.127409106372, -3.5235830996, 3.019782148}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{-4.548570482, -0.70800474316, -0.8206513100199999}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{-2.6361677699999997`, -2.7138355086000003`, 2.7620235215999998`}, 0.255]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.8], SphereBox[{3.8911348065999998`, 1.9621025058, -0.97732849268}, 0.178]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.8], SphereBox[{-2.1263196952, 2.4029755816, -3.1252288588}, 0.178]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.8], SphereBox[{1.5956657371399998`, -1.44165306814, 3.9149453541999994`}, 0.178]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.8], SphereBox[{-3.4032075533999997`, -2.9381459847999998`, 0.18265713570800002`}, 0.178]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{3.0430257778, 5.3511371142, -2.7202605769999995`}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{0.867384234, 4.3527948684, -0.3573471866}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{5.7198226568, 2.6165146196, 2.4095896226}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{2.3623464726, 2.7888576308, 2.5186268128}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{1.11393678522, 0.5345467936199999, -4.2445135686}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{0.5914275462199999, 3.5245279625999997`, -5.694311355799999}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{5.4917327286, -1.45590160218, 3.6590764537999996`}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{3.850316725, -2.1873578449999997`, 0.8157758169399999}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-1.8602840689199998`, -1.43492564358, -3.7900344656}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-4.7116538358, 0.020159596967999998`, -4.8225807519999995`}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{0.8398887207, -4.1275395292, 1.1839700307799998`}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{0.26354118796, -5.0850636933999995`, 4.3563853478}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-6.5569712748, -1.04639797798, -1.1283553946}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-4.3102760334, 0.84497208364, 0.51143544464}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-3.8185693281999997`, -3.9234491212, 3.9376220662}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-2.8376125616, -0.75638172876, 3.3705152936}, 0.12]}, Text3DBox["1", {1.4715176411999997`, 3.7272955624, -1.9073004518}, {1, 0}], Text3DBox["2", {3.3695584355999997`, 1.7812179330799998`, 1.71583341348}, {1, 0}], Text3DBox["3", {-0.15134125307999996`, 2.4596673615999998`, -3.9368661758}, {1, 0}], Text3DBox["4", {3.2522064509999997`, -0.99970284852, 2.4987846898}, {1, 0}], Text3DBox[ "5", {-3.8902019386, -0.0247554106, -3.3325318009999996`}, {1, 0}], Text3DBox["6", {-0.472590893628, -3.5235830996, 3.019782148}, {1, 0}], Text3DBox["7", {-5.148570481999999, -0.70800474316, -0.8206513100199999}, { 1, 0}], Text3DBox["8", {-3.2361677699999998`, -2.7138355086000003`, 2.7620235215999998`}, {1, 0}], Text3DBox["9", {3.2911348065999997`, 1.9621025058, -0.97732849268}, {1, 0}], Text3DBox["10", {-2.7263196952, 2.4029755816, -3.1252288588}, {1, 0}], Text3DBox["11", {0.9956657371399998, -1.44165306814, 3.9149453541999994`}, {1, 0}], Text3DBox["12", {-4.003207553399999, -2.9381459847999998`, 0.18265713570800002`}, {1, 0}], Text3DBox["13", {2.4430257778, 5.3511371142, -2.7202605769999995`}, {1, 0}], Text3DBox["14", {0.267384234, 4.3527948684, -0.3573471866}, {1, 0}], Text3DBox["15", {5.1198226568, 2.6165146196, 2.4095896226}, {1, 0}], Text3DBox["16", {1.7623464726, 2.7888576308, 2.5186268128}, {1, 0}], Text3DBox["17", {0.51393678522, 0.5345467936199999, -4.2445135686}, {1, 0}], Text3DBox["18", {-0.008572453780000044, 3.5245279625999997`, -5.694311355799999}, {1, 0}], Text3DBox["19", {4.8917327286, -1.45590160218, 3.6590764537999996`}, {1, 0}], Text3DBox["20", {3.250316725, -2.1873578449999997`, 0.8157758169399999}, {1, 0}], Text3DBox["21", {-2.4602840689199996`, -1.43492564358, -3.7900344656}, {1, 0}], Text3DBox["22", {-5.3116538358, 0.020159596967999998`, -4.8225807519999995`}, {1, 0}], Text3DBox["23", {0.2398887207, -4.1275395292, 1.1839700307799998`}, {1, 0}], Text3DBox["24", {-0.33645881204, -5.0850636933999995`, 4.3563853478}, {1, 0}], Text3DBox["25", {-7.1569712748, -1.04639797798, -1.1283553946}, {1, 0}], Text3DBox["26", {-4.9102760334, 0.84497208364, 0.51143544464}, {1, 0}], Text3DBox["27", {-4.418569328199999, -3.9234491212, 3.9376220662}, {1, 0}], Text3DBox["28", {-3.4376125616, -0.75638172876, 3.3705152936}, {1, 0}], {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{1.26008819406, 3.0934814619999997`, -2.9220833138}, 1.1894763625428755`]}, {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{3.9108824433, 0.3907575422799999, 2.1073090516399997`}, 1.1895295647912334`]}, {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{-3.9193862103, -0.36638007687999996`, -2.0765915555099994`}, 1.18949152583395]}, {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{-1.2543793318139997`, -3.1187093041000002`, 2.8909028348}, 1.1894589437055105`]}, {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{3.0080600861784355`, 2.818764772230349, -1.4286513002548884`}, 1.132773045750093]}, {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{3.9291944372452337`, 1.8743177384418843`, 0.32968507865401475`}, 1.1327942973299046`]}, {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{-0.876660252013038, 2.4304885957166347`, -3.5191235109031545`}, 1.1328398942818283`]}, {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{-2.691160692871833, 1.224779072898906, -3.225834569864458}, 1.1327464891035082`]}, {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{2.69078531584393, -1.2271706369808202`, 3.227669799786482}, 1.1328698839967635`]}, {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{0.883109431385156, -2.4520298244712375`, 3.480515722559997}, 1.1327514143917943`]}, {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{-3.959061607807814, -1.855840088464679, -0.30425670919982384`}, 1.1327964716719598`]}, {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{-3.0309570028012223`, -2.829286314053326, 1.4344443025850548`}, 1.1327763019532948`]}, {Opacity[0.5], SphereBox[{2.764958229650529, 4.886357024480412, -2.4875730469204385`}, 1.2133329545592653`]}, {Opacity[0.5], SphereBox[{1.2119553315684752`, 4.173803918470362, -0.800877026878819}, 1.213805866079111]}, {Opacity[0.5], SphereBox[{5.218907659173848, 2.377457777394524, 2.2110408060069173`}, 1.2135391741149295`]}, {Opacity[0.5], SphereBox[{2.822293582705042, 2.500494317395872, 2.2888858000841577`}, 1.2136610852352971`]}, {Opacity[0.5], SphereBox[{0.9235581520614473, 1.0854470207400462`, -4.156475956106854}, 1.2137547047420147`]}, {Opacity[0.5], SphereBox[{0.5505702988553522, 3.219788599397101, -5.191369727088915}, 1.2136560590884105`]}, {Opacity[0.5], SphereBox[{5.022510126809546, -1.325340250983327, 3.3270078997435926`}, 1.2135385961650393`]}, {Opacity[0.5], SphereBox[{3.8508575146671564`, -1.847482354985519, 1.297408502406199}, 1.2136857305401607`]}, {Opacity[0.5], SphereBox[{-2.269512545209581, -1.0313487473205853`, \ -3.6591016880590215`}, 1.2135660737016005`]}, {Opacity[0.5], SphereBox[{-4.304859486585229, 0.007305717558086844, -4.396155141316874}, 1.2136230804750516`]}, {Opacity[0.5], SphereBox[{0.6359850676573969, -3.954693991169891, 1.709358813101996}, 1.2135764660463955`]}, {Opacity[0.5], SphereBox[{0.22458476744018324`, -4.6382204957053865`, 3.9738944925060387`}, 1.2137378872389744`]}, {Opacity[0.5], SphereBox[{-5.98220774791281, -0.9495567051537962, -1.0402967334379363`}, 1.2136417227611793`]}, {Opacity[0.5], SphereBox[{-4.378470175962766, 0.40054744955529287`, 0.13022423897846325`}, 1.213668632970876]}, {Opacity[0.5], SphereBox[{-3.480206142866444, -3.577298769702463, 3.6012056724074393`}, 1.213740016575073]}, {Opacity[0.5], SphereBox[{-2.779960450909751, -1.316591506784272, 3.196369143109755}, 1.213545112937251]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.4], SphereBox[{5.055511027100643, 2.422669483656809, -1.3399288733202923`}, 1.125]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.4], SphereBox[{-2.1074924378660267`, 2.6842137247713205`, -1.8524666652984692`}, 1.125]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.4], SphereBox[{1.9839122225597232`, -1.7667004024743822`, 5.116187152091392}, 1.125]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.4], SphereBox[{-4.327992291288257, -3.8566888860727655`, 0.1620394954366584}, 1.125]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.4], SphereBox[{3.5065450549401946`, 0.7920086220197748, -1.404346040397139}, 1.125]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.4], SphereBox[{-2.777014262703697, 3.183588356973821, -3.9416927188356765`}, 1.125]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.4], SphereBox[{0.8545169562014948, -0.3822109438259822, 3.748650947371719}, 1.125]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.4], SphereBox[{-2.3090079454034402`, -3.118752809414692, -0.5025299575466627}, 1.125]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{0.44865874692, 2.4596673615999998`, -3.9368661758}, { 2.0715176412, 3.7272955624, -1.9073004518}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{3.852206451, -0.99970284852, 2.4987846898}, { 3.9695584355999998`, 1.7812179330799998`, 1.71583341348}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-4.548570482, -0.70800474316, -0.8206513100199999}, \ {-3.2902019386, -0.0247554106, -3.3325318009999996`}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-2.6361677699999997`, -2.7138355086000003`, 2.7620235215999998`}, {0.127409106372, -3.5235830996, 3.019782148}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{3.8911348065999998`, 1.9621025058, -0.97732849268}, { 2.0715176412, 3.7272955624, -1.9073004518}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{3.8911348065999998`, 1.9621025058, -0.97732849268}, { 3.9695584355999998`, 1.7812179330799998`, 1.71583341348}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-2.1263196952, 2.4029755816, -3.1252288588}, {0.44865874692, 2.4596673615999998`, -3.9368661758}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-2.1263196952, 2.4029755816, -3.1252288588}, {-3.2902019386, -0.0247554106, \ -3.3325318009999996`}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{1.5956657371399998`, -1.44165306814, 3.9149453541999994`}, { 3.852206451, -0.99970284852, 2.4987846898}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{1.5956657371399998`, -1.44165306814, 3.9149453541999994`}, { 0.127409106372, -3.5235830996, 3.019782148}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-3.4032075533999997`, -2.9381459847999998`, 0.18265713570800002`}, {-4.548570482, -0.70800474316, \ -0.8206513100199999}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-3.4032075533999997`, -2.9381459847999998`, 0.18265713570800002`}, {-2.6361677699999997`, -2.7138355086000003`, 2.7620235215999998`}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{3.0430257778, 5.3511371142, -2.7202605769999995`}, { 2.0715176412, 3.7272955624, -1.9073004518}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{0.867384234, 4.3527948684, -0.3573471866}, {2.0715176412, 3.7272955624, -1.9073004518}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{5.7198226568, 2.6165146196, 2.4095896226}, {3.9695584355999998`, 1.7812179330799998`, 1.71583341348}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{2.3623464726, 2.7888576308, 2.5186268128}, {3.9695584355999998`, 1.7812179330799998`, 1.71583341348}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{1.11393678522, 0.5345467936199999, -4.2445135686}, { 0.44865874692, 2.4596673615999998`, -3.9368661758}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{0.5914275462199999, 3.5245279625999997`, -5.694311355799999}, { 0.44865874692, 2.4596673615999998`, -3.9368661758}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{5.4917327286, -1.45590160218, 3.6590764537999996`}, { 3.852206451, -0.99970284852, 2.4987846898}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{3.850316725, -2.1873578449999997`, 0.8157758169399999}, { 3.852206451, -0.99970284852, 2.4987846898}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-1.8602840689199998`, -1.43492564358, -3.7900344656}, \ {-3.2902019386, -0.0247554106, -3.3325318009999996`}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-4.7116538358, 0.020159596967999998`, -4.8225807519999995`}, {-3.2902019386, \ -0.0247554106, -3.3325318009999996`}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{0.8398887207, -4.1275395292, 1.1839700307799998`}, { 0.127409106372, -3.5235830996, 3.019782148}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{0.26354118796, -5.0850636933999995`, 4.3563853478}, { 0.127409106372, -3.5235830996, 3.019782148}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-6.5569712748, -1.04639797798, -1.1283553946}, {-4.548570482, \ -0.70800474316, -0.8206513100199999}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-4.3102760334, 0.84497208364, 0.51143544464}, {-4.548570482, -0.70800474316, -0.8206513100199999}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-3.8185693281999997`, -3.9234491212, 3.9376220662}, {-2.6361677699999997`, -2.7138355086000003`, 2.7620235215999998`}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-2.8376125616, -0.75638172876, 3.3705152936}, {-2.6361677699999997`, -2.7138355086000003`, 2.7620235215999998`}}, 0.15]}}, AspectRatio->Automatic, Boxed->False, SphericalRegion->True]], "Output", CellChangeTimes->{3.575016028206104*^9, 3.575016603666314*^9, 3.575016750462572*^9, 3.5750169781761723`*^9, 3.5750171325852437`*^9, 3.580056181633641*^9}], Cell[BoxData[ Graphics3DBox[{ {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{2.0715176412, 3.7272955624, -1.9073004518}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{3.9695584355999998`, 1.7812179330799998`, 1.71583341348}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{0.44865874692, 2.4596673615999998`, -3.9368661758}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{3.852206451, -0.99970284852, 2.4987846898}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{-3.2902019386, -0.0247554106, -3.3325318009999996`}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{0.127409106372, -3.5235830996, 3.019782148}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{-4.548570482, -0.70800474316, -0.8206513100199999}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{-2.6361677699999997`, -2.7138355086000003`, 2.7620235215999998`}, 0.255]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.8], SphereBox[{3.8911348065999998`, 1.9621025058, -0.97732849268}, 0.178]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.8], SphereBox[{-2.1263196952, 2.4029755816, -3.1252288588}, 0.178]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.8], SphereBox[{1.5956657371399998`, -1.44165306814, 3.9149453541999994`}, 0.178]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.8], SphereBox[{-3.4032075533999997`, -2.9381459847999998`, 0.18265713570800002`}, 0.178]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{3.0430257778, 5.3511371142, -2.7202605769999995`}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{0.867384234, 4.3527948684, -0.3573471866}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{5.7198226568, 2.6165146196, 2.4095896226}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{2.3623464726, 2.7888576308, 2.5186268128}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{1.11393678522, 0.5345467936199999, -4.2445135686}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{0.5914275462199999, 3.5245279625999997`, -5.694311355799999}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{5.4917327286, -1.45590160218, 3.6590764537999996`}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{3.850316725, -2.1873578449999997`, 0.8157758169399999}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-1.8602840689199998`, -1.43492564358, -3.7900344656}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-4.7116538358, 0.020159596967999998`, -4.8225807519999995`}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{0.8398887207, -4.1275395292, 1.1839700307799998`}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{0.26354118796, -5.0850636933999995`, 4.3563853478}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-6.5569712748, -1.04639797798, -1.1283553946}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-4.3102760334, 0.84497208364, 0.51143544464}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-3.8185693281999997`, -3.9234491212, 3.9376220662}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-2.8376125616, -0.75638172876, 3.3705152936}, 0.12]}, Text3DBox["1", {1.4715176411999997`, 3.7272955624, -1.9073004518}, {1, 0}], Text3DBox["2", {3.3695584355999997`, 1.7812179330799998`, 1.71583341348}, {1, 0}], Text3DBox["3", {-0.15134125307999996`, 2.4596673615999998`, -3.9368661758}, {1, 0}], Text3DBox["4", {3.2522064509999997`, -0.99970284852, 2.4987846898}, {1, 0}], Text3DBox[ "5", {-3.8902019386, -0.0247554106, -3.3325318009999996`}, {1, 0}], Text3DBox["6", {-0.472590893628, -3.5235830996, 3.019782148}, {1, 0}], Text3DBox["7", {-5.148570481999999, -0.70800474316, -0.8206513100199999}, { 1, 0}], Text3DBox["8", {-3.2361677699999998`, -2.7138355086000003`, 2.7620235215999998`}, {1, 0}], Text3DBox["9", {3.2911348065999997`, 1.9621025058, -0.97732849268}, {1, 0}], Text3DBox["10", {-2.7263196952, 2.4029755816, -3.1252288588}, {1, 0}], Text3DBox["11", {0.9956657371399998, -1.44165306814, 3.9149453541999994`}, {1, 0}], Text3DBox["12", {-4.003207553399999, -2.9381459847999998`, 0.18265713570800002`}, {1, 0}], Text3DBox["13", {2.4430257778, 5.3511371142, -2.7202605769999995`}, {1, 0}], Text3DBox["14", {0.267384234, 4.3527948684, -0.3573471866}, {1, 0}], Text3DBox["15", {5.1198226568, 2.6165146196, 2.4095896226}, {1, 0}], Text3DBox["16", {1.7623464726, 2.7888576308, 2.5186268128}, {1, 0}], Text3DBox["17", {0.51393678522, 0.5345467936199999, -4.2445135686}, {1, 0}], Text3DBox["18", {-0.008572453780000044, 3.5245279625999997`, -5.694311355799999}, {1, 0}], Text3DBox["19", {4.8917327286, -1.45590160218, 3.6590764537999996`}, {1, 0}], Text3DBox["20", {3.250316725, -2.1873578449999997`, 0.8157758169399999}, {1, 0}], Text3DBox["21", {-2.4602840689199996`, -1.43492564358, -3.7900344656}, {1, 0}], Text3DBox["22", {-5.3116538358, 0.020159596967999998`, -4.8225807519999995`}, {1, 0}], Text3DBox["23", {0.2398887207, -4.1275395292, 1.1839700307799998`}, {1, 0}], Text3DBox["24", {-0.33645881204, -5.0850636933999995`, 4.3563853478}, {1, 0}], Text3DBox["25", {-7.1569712748, -1.04639797798, -1.1283553946}, {1, 0}], Text3DBox["26", {-4.9102760334, 0.84497208364, 0.51143544464}, {1, 0}], Text3DBox["27", {-4.418569328199999, -3.9234491212, 3.9376220662}, {1, 0}], Text3DBox["28", {-3.4376125616, -0.75638172876, 3.3705152936}, {1, 0}], {RGBColor[1., 0.75, 0.5], TubeBox[{{0.44865874692, 2.4596673615999998`, -3.9368661758}, { 2.0715176412, 3.7272955624, -1.9073004518}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{3.852206451, -0.99970284852, 2.4987846898}, { 3.9695584355999998`, 1.7812179330799998`, 1.71583341348}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-4.548570482, -0.70800474316, -0.8206513100199999}, \ {-3.2902019386, -0.0247554106, -3.3325318009999996`}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-2.6361677699999997`, -2.7138355086000003`, 2.7620235215999998`}, {0.127409106372, -3.5235830996, 3.019782148}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{3.8911348065999998`, 1.9621025058, -0.97732849268}, { 2.0715176412, 3.7272955624, -1.9073004518}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{3.8911348065999998`, 1.9621025058, -0.97732849268}, { 3.9695584355999998`, 1.7812179330799998`, 1.71583341348}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-2.1263196952, 2.4029755816, -3.1252288588}, {0.44865874692, 2.4596673615999998`, -3.9368661758}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-2.1263196952, 2.4029755816, -3.1252288588}, {-3.2902019386, -0.0247554106, \ -3.3325318009999996`}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{1.5956657371399998`, -1.44165306814, 3.9149453541999994`}, { 3.852206451, -0.99970284852, 2.4987846898}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{1.5956657371399998`, -1.44165306814, 3.9149453541999994`}, { 0.127409106372, -3.5235830996, 3.019782148}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-3.4032075533999997`, -2.9381459847999998`, 0.18265713570800002`}, {-4.548570482, -0.70800474316, \ -0.8206513100199999}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-3.4032075533999997`, -2.9381459847999998`, 0.18265713570800002`}, {-2.6361677699999997`, -2.7138355086000003`, 2.7620235215999998`}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{3.0430257778, 5.3511371142, -2.7202605769999995`}, { 2.0715176412, 3.7272955624, -1.9073004518}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{0.867384234, 4.3527948684, -0.3573471866}, {2.0715176412, 3.7272955624, -1.9073004518}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{5.7198226568, 2.6165146196, 2.4095896226}, {3.9695584355999998`, 1.7812179330799998`, 1.71583341348}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{2.3623464726, 2.7888576308, 2.5186268128}, {3.9695584355999998`, 1.7812179330799998`, 1.71583341348}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{1.11393678522, 0.5345467936199999, -4.2445135686}, { 0.44865874692, 2.4596673615999998`, -3.9368661758}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{0.5914275462199999, 3.5245279625999997`, -5.694311355799999}, { 0.44865874692, 2.4596673615999998`, -3.9368661758}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{5.4917327286, -1.45590160218, 3.6590764537999996`}, { 3.852206451, -0.99970284852, 2.4987846898}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{3.850316725, -2.1873578449999997`, 0.8157758169399999}, { 3.852206451, -0.99970284852, 2.4987846898}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-1.8602840689199998`, -1.43492564358, -3.7900344656}, \ {-3.2902019386, -0.0247554106, -3.3325318009999996`}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-4.7116538358, 0.020159596967999998`, -4.8225807519999995`}, {-3.2902019386, \ -0.0247554106, -3.3325318009999996`}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{0.8398887207, -4.1275395292, 1.1839700307799998`}, { 0.127409106372, -3.5235830996, 3.019782148}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{0.26354118796, -5.0850636933999995`, 4.3563853478}, { 0.127409106372, -3.5235830996, 3.019782148}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-6.5569712748, -1.04639797798, -1.1283553946}, {-4.548570482, \ -0.70800474316, -0.8206513100199999}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-4.3102760334, 0.84497208364, 0.51143544464}, {-4.548570482, -0.70800474316, -0.8206513100199999}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-3.8185693281999997`, -3.9234491212, 3.9376220662}, {-2.6361677699999997`, -2.7138355086000003`, 2.7620235215999998`}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-2.8376125616, -0.75638172876, 3.3705152936}, {-2.6361677699999997`, -2.7138355086000003`, 2.7620235215999998`}}, 0.15]}}, AspectRatio->Automatic, Axes->Automatic, AxesLabel->{ FormBox["xl", TraditionalForm], FormBox["yl", TraditionalForm], FormBox["zl", TraditionalForm]}, Boxed->True, SphericalRegion->True]], "Output", CellChangeTimes->{3.575016028206104*^9, 3.575016603666314*^9, 3.575016750462572*^9, 3.5750169781761723`*^9, 3.5750171325852437`*^9, 3.5800561816576424`*^9}], Cell[BoxData[ Graphics3DBox[{ {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{2.0715176412, 3.7272955624, -1.9073004518}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{3.9695584355999998`, 1.7812179330799998`, 1.71583341348}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{0.44865874692, 2.4596673615999998`, -3.9368661758}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{3.852206451, -0.99970284852, 2.4987846898}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{-3.2902019386, -0.0247554106, -3.3325318009999996`}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{0.127409106372, -3.5235830996, 3.019782148}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{-4.548570482, -0.70800474316, -0.8206513100199999}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{-2.6361677699999997`, -2.7138355086000003`, 2.7620235215999998`}, 0.255]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.8], SphereBox[{3.8911348065999998`, 1.9621025058, -0.97732849268}, 0.178]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.8], SphereBox[{-2.1263196952, 2.4029755816, -3.1252288588}, 0.178]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.8], SphereBox[{1.5956657371399998`, -1.44165306814, 3.9149453541999994`}, 0.178]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.8], SphereBox[{-3.4032075533999997`, -2.9381459847999998`, 0.18265713570800002`}, 0.178]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{3.0430257778, 5.3511371142, -2.7202605769999995`}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{0.867384234, 4.3527948684, -0.3573471866}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{5.7198226568, 2.6165146196, 2.4095896226}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{2.3623464726, 2.7888576308, 2.5186268128}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{1.11393678522, 0.5345467936199999, -4.2445135686}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{0.5914275462199999, 3.5245279625999997`, -5.694311355799999}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{5.4917327286, -1.45590160218, 3.6590764537999996`}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{3.850316725, -2.1873578449999997`, 0.8157758169399999}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-1.8602840689199998`, -1.43492564358, -3.7900344656}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-4.7116538358, 0.020159596967999998`, -4.8225807519999995`}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{0.8398887207, -4.1275395292, 1.1839700307799998`}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{0.26354118796, -5.0850636933999995`, 4.3563853478}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-6.5569712748, -1.04639797798, -1.1283553946}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-4.3102760334, 0.84497208364, 0.51143544464}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-3.8185693281999997`, -3.9234491212, 3.9376220662}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-2.8376125616, -0.75638172876, 3.3705152936}, 0.12]}, Text3DBox["1", {1.4715176411999997`, 3.7272955624, -1.9073004518}, {1, 0}], Text3DBox["2", {3.3695584355999997`, 1.7812179330799998`, 1.71583341348}, {1, 0}], Text3DBox["3", {-0.15134125307999996`, 2.4596673615999998`, -3.9368661758}, {1, 0}], Text3DBox["4", {3.2522064509999997`, -0.99970284852, 2.4987846898}, {1, 0}], Text3DBox[ "5", {-3.8902019386, -0.0247554106, -3.3325318009999996`}, {1, 0}], Text3DBox["6", {-0.472590893628, -3.5235830996, 3.019782148}, {1, 0}], Text3DBox["7", {-5.148570481999999, -0.70800474316, -0.8206513100199999}, { 1, 0}], Text3DBox["8", {-3.2361677699999998`, -2.7138355086000003`, 2.7620235215999998`}, {1, 0}], Text3DBox["9", {3.2911348065999997`, 1.9621025058, -0.97732849268}, {1, 0}], Text3DBox["10", {-2.7263196952, 2.4029755816, -3.1252288588}, {1, 0}], Text3DBox["11", {0.9956657371399998, -1.44165306814, 3.9149453541999994`}, {1, 0}], Text3DBox["12", {-4.003207553399999, -2.9381459847999998`, 0.18265713570800002`}, {1, 0}], Text3DBox["13", {2.4430257778, 5.3511371142, -2.7202605769999995`}, {1, 0}], Text3DBox["14", {0.267384234, 4.3527948684, -0.3573471866}, {1, 0}], Text3DBox["15", {5.1198226568, 2.6165146196, 2.4095896226}, {1, 0}], Text3DBox["16", {1.7623464726, 2.7888576308, 2.5186268128}, {1, 0}], Text3DBox["17", {0.51393678522, 0.5345467936199999, -4.2445135686}, {1, 0}], Text3DBox["18", {-0.008572453780000044, 3.5245279625999997`, -5.694311355799999}, {1, 0}], Text3DBox["19", {4.8917327286, -1.45590160218, 3.6590764537999996`}, {1, 0}], Text3DBox["20", {3.250316725, -2.1873578449999997`, 0.8157758169399999}, {1, 0}], Text3DBox["21", {-2.4602840689199996`, -1.43492564358, -3.7900344656}, {1, 0}], Text3DBox["22", {-5.3116538358, 0.020159596967999998`, -4.8225807519999995`}, {1, 0}], Text3DBox["23", {0.2398887207, -4.1275395292, 1.1839700307799998`}, {1, 0}], Text3DBox["24", {-0.33645881204, -5.0850636933999995`, 4.3563853478}, {1, 0}], Text3DBox["25", {-7.1569712748, -1.04639797798, -1.1283553946}, {1, 0}], Text3DBox["26", {-4.9102760334, 0.84497208364, 0.51143544464}, {1, 0}], Text3DBox["27", {-4.418569328199999, -3.9234491212, 3.9376220662}, {1, 0}], Text3DBox["28", {-3.4376125616, -0.75638172876, 3.3705152936}, {1, 0}], {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{1.26008819406, 3.0934814619999997`, -2.9220833138}, 1.1894763625428755`]}, {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{3.9108824433, 0.3907575422799999, 2.1073090516399997`}, 1.1895295647912334`]}, {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{-3.9193862103, -0.36638007687999996`, -2.0765915555099994`}, 1.18949152583395]}, {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{-1.2543793318139997`, -3.1187093041000002`, 2.8909028348}, 1.1894589437055105`]}, {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{3.0080600861784355`, 2.818764772230349, -1.4286513002548884`}, 1.132773045750093]}, {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{3.9291944372452337`, 1.8743177384418843`, 0.32968507865401475`}, 1.1327942973299046`]}, {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{-0.876660252013038, 2.4304885957166347`, -3.5191235109031545`}, 1.1328398942818283`]}, {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{-2.691160692871833, 1.224779072898906, -3.225834569864458}, 1.1327464891035082`]}, {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{2.69078531584393, -1.2271706369808202`, 3.227669799786482}, 1.1328698839967635`]}, {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{0.883109431385156, -2.4520298244712375`, 3.480515722559997}, 1.1327514143917943`]}, {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{-3.959061607807814, -1.855840088464679, -0.30425670919982384`}, 1.1327964716719598`]}, {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{-3.0309570028012223`, -2.829286314053326, 1.4344443025850548`}, 1.1327763019532948`]}, {Opacity[0.5], SphereBox[{2.764958229650529, 4.886357024480412, -2.4875730469204385`}, 1.2133329545592653`]}, {Opacity[0.5], SphereBox[{1.2119553315684752`, 4.173803918470362, -0.800877026878819}, 1.213805866079111]}, {Opacity[0.5], SphereBox[{5.218907659173848, 2.377457777394524, 2.2110408060069173`}, 1.2135391741149295`]}, {Opacity[0.5], SphereBox[{2.822293582705042, 2.500494317395872, 2.2888858000841577`}, 1.2136610852352971`]}, {Opacity[0.5], SphereBox[{0.9235581520614473, 1.0854470207400462`, -4.156475956106854}, 1.2137547047420147`]}, {Opacity[0.5], SphereBox[{0.5505702988553522, 3.219788599397101, -5.191369727088915}, 1.2136560590884105`]}, {Opacity[0.5], SphereBox[{5.022510126809546, -1.325340250983327, 3.3270078997435926`}, 1.2135385961650393`]}, {Opacity[0.5], SphereBox[{3.8508575146671564`, -1.847482354985519, 1.297408502406199}, 1.2136857305401607`]}, {Opacity[0.5], SphereBox[{-2.269512545209581, -1.0313487473205853`, \ -3.6591016880590215`}, 1.2135660737016005`]}, {Opacity[0.5], SphereBox[{-4.304859486585229, 0.007305717558086844, -4.396155141316874}, 1.2136230804750516`]}, {Opacity[0.5], SphereBox[{0.6359850676573969, -3.954693991169891, 1.709358813101996}, 1.2135764660463955`]}, {Opacity[0.5], SphereBox[{0.22458476744018324`, -4.6382204957053865`, 3.9738944925060387`}, 1.2137378872389744`]}, {Opacity[0.5], SphereBox[{-5.98220774791281, -0.9495567051537962, -1.0402967334379363`}, 1.2136417227611793`]}, {Opacity[0.5], SphereBox[{-4.378470175962766, 0.40054744955529287`, 0.13022423897846325`}, 1.213668632970876]}, {Opacity[0.5], SphereBox[{-3.480206142866444, -3.577298769702463, 3.6012056724074393`}, 1.213740016575073]}, {Opacity[0.5], SphereBox[{-2.779960450909751, -1.316591506784272, 3.196369143109755}, 1.213545112937251]}}, AspectRatio->Automatic, Axes->Automatic, AxesLabel->{ FormBox["xl", TraditionalForm], FormBox["yl", TraditionalForm], FormBox["zl", TraditionalForm]}, Boxed->True, SphericalRegion->True]], "Output", CellChangeTimes->{3.575016028206104*^9, 3.575016603666314*^9, 3.575016750462572*^9, 3.5750169781761723`*^9, 3.5750171325852437`*^9, 3.5800561816806436`*^9}], Cell[BoxData[ Graphics3DBox[{ {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{2.0715176412, 3.7272955624, -1.9073004518}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{3.9695584355999998`, 1.7812179330799998`, 1.71583341348}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{0.44865874692, 2.4596673615999998`, -3.9368661758}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{3.852206451, -0.99970284852, 2.4987846898}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{-3.2902019386, -0.0247554106, -3.3325318009999996`}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{0.127409106372, -3.5235830996, 3.019782148}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{-4.548570482, -0.70800474316, -0.8206513100199999}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{-2.6361677699999997`, -2.7138355086000003`, 2.7620235215999998`}, 0.255]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.8], SphereBox[{3.8911348065999998`, 1.9621025058, -0.97732849268}, 0.178]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.8], SphereBox[{-2.1263196952, 2.4029755816, -3.1252288588}, 0.178]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.8], SphereBox[{1.5956657371399998`, -1.44165306814, 3.9149453541999994`}, 0.178]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.8], SphereBox[{-3.4032075533999997`, -2.9381459847999998`, 0.18265713570800002`}, 0.178]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{3.0430257778, 5.3511371142, -2.7202605769999995`}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{0.867384234, 4.3527948684, -0.3573471866}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{5.7198226568, 2.6165146196, 2.4095896226}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{2.3623464726, 2.7888576308, 2.5186268128}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{1.11393678522, 0.5345467936199999, -4.2445135686}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{0.5914275462199999, 3.5245279625999997`, -5.694311355799999}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{5.4917327286, -1.45590160218, 3.6590764537999996`}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{3.850316725, -2.1873578449999997`, 0.8157758169399999}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-1.8602840689199998`, -1.43492564358, -3.7900344656}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-4.7116538358, 0.020159596967999998`, -4.8225807519999995`}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{0.8398887207, -4.1275395292, 1.1839700307799998`}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{0.26354118796, -5.0850636933999995`, 4.3563853478}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-6.5569712748, -1.04639797798, -1.1283553946}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-4.3102760334, 0.84497208364, 0.51143544464}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-3.8185693281999997`, -3.9234491212, 3.9376220662}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-2.8376125616, -0.75638172876, 3.3705152936}, 0.12]}, Text3DBox["1", {1.4715176411999997`, 3.7272955624, -1.9073004518}, {1, 0}], Text3DBox["2", {3.3695584355999997`, 1.7812179330799998`, 1.71583341348}, {1, 0}], Text3DBox["3", {-0.15134125307999996`, 2.4596673615999998`, -3.9368661758}, {1, 0}], Text3DBox["4", {3.2522064509999997`, -0.99970284852, 2.4987846898}, {1, 0}], Text3DBox[ "5", {-3.8902019386, -0.0247554106, -3.3325318009999996`}, {1, 0}], Text3DBox["6", {-0.472590893628, -3.5235830996, 3.019782148}, {1, 0}], Text3DBox["7", {-5.148570481999999, -0.70800474316, -0.8206513100199999}, { 1, 0}], Text3DBox["8", {-3.2361677699999998`, -2.7138355086000003`, 2.7620235215999998`}, {1, 0}], Text3DBox["9", {3.2911348065999997`, 1.9621025058, -0.97732849268}, {1, 0}], Text3DBox["10", {-2.7263196952, 2.4029755816, -3.1252288588}, {1, 0}], Text3DBox["11", {0.9956657371399998, -1.44165306814, 3.9149453541999994`}, {1, 0}], Text3DBox["12", {-4.003207553399999, -2.9381459847999998`, 0.18265713570800002`}, {1, 0}], Text3DBox["13", {2.4430257778, 5.3511371142, -2.7202605769999995`}, {1, 0}], Text3DBox["14", {0.267384234, 4.3527948684, -0.3573471866}, {1, 0}], Text3DBox["15", {5.1198226568, 2.6165146196, 2.4095896226}, {1, 0}], Text3DBox["16", {1.7623464726, 2.7888576308, 2.5186268128}, {1, 0}], Text3DBox["17", {0.51393678522, 0.5345467936199999, -4.2445135686}, {1, 0}], Text3DBox["18", {-0.008572453780000044, 3.5245279625999997`, -5.694311355799999}, {1, 0}], Text3DBox["19", {4.8917327286, -1.45590160218, 3.6590764537999996`}, {1, 0}], Text3DBox["20", {3.250316725, -2.1873578449999997`, 0.8157758169399999}, {1, 0}], Text3DBox["21", {-2.4602840689199996`, -1.43492564358, -3.7900344656}, {1, 0}], Text3DBox["22", {-5.3116538358, 0.020159596967999998`, -4.8225807519999995`}, {1, 0}], Text3DBox["23", {0.2398887207, -4.1275395292, 1.1839700307799998`}, {1, 0}], Text3DBox["24", {-0.33645881204, -5.0850636933999995`, 4.3563853478}, {1, 0}], Text3DBox["25", {-7.1569712748, -1.04639797798, -1.1283553946}, {1, 0}], Text3DBox["26", {-4.9102760334, 0.84497208364, 0.51143544464}, {1, 0}], Text3DBox["27", {-4.418569328199999, -3.9234491212, 3.9376220662}, {1, 0}], Text3DBox["28", {-3.4376125616, -0.75638172876, 3.3705152936}, {1, 0}]}, AspectRatio->Automatic, Axes->Automatic, AxesLabel->{ FormBox["xl", TraditionalForm], FormBox["yl", TraditionalForm], FormBox["zl", TraditionalForm]}, Boxed->True, SphericalRegion->True]], "Output", CellChangeTimes->{3.575016028206104*^9, 3.575016603666314*^9, 3.575016750462572*^9, 3.5750169781761723`*^9, 3.5750171325852437`*^9, 3.5800561816996446`*^9}], Cell[BoxData[ Graphics3DBox[{ {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{2.0715176412, 3.7272955624, -1.9073004518}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{3.9695584355999998`, 1.7812179330799998`, 1.71583341348}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{0.44865874692, 2.4596673615999998`, -3.9368661758}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{3.852206451, -0.99970284852, 2.4987846898}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{-3.2902019386, -0.0247554106, -3.3325318009999996`}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{0.127409106372, -3.5235830996, 3.019782148}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{-4.548570482, -0.70800474316, -0.8206513100199999}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{-2.6361677699999997`, -2.7138355086000003`, 2.7620235215999998`}, 0.255]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.8], SphereBox[{3.8911348065999998`, 1.9621025058, -0.97732849268}, 0.178]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.8], SphereBox[{-2.1263196952, 2.4029755816, -3.1252288588}, 0.178]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.8], SphereBox[{1.5956657371399998`, -1.44165306814, 3.9149453541999994`}, 0.178]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.8], SphereBox[{-3.4032075533999997`, -2.9381459847999998`, 0.18265713570800002`}, 0.178]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{3.0430257778, 5.3511371142, -2.7202605769999995`}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{0.867384234, 4.3527948684, -0.3573471866}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{5.7198226568, 2.6165146196, 2.4095896226}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{2.3623464726, 2.7888576308, 2.5186268128}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{1.11393678522, 0.5345467936199999, -4.2445135686}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{0.5914275462199999, 3.5245279625999997`, -5.694311355799999}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{5.4917327286, -1.45590160218, 3.6590764537999996`}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{3.850316725, -2.1873578449999997`, 0.8157758169399999}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-1.8602840689199998`, -1.43492564358, -3.7900344656}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-4.7116538358, 0.020159596967999998`, -4.8225807519999995`}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{0.8398887207, -4.1275395292, 1.1839700307799998`}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{0.26354118796, -5.0850636933999995`, 4.3563853478}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-6.5569712748, -1.04639797798, -1.1283553946}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-4.3102760334, 0.84497208364, 0.51143544464}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-3.8185693281999997`, -3.9234491212, 3.9376220662}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-2.8376125616, -0.75638172876, 3.3705152936}, 0.12]}, Text3DBox["1", {1.4715176411999997`, 3.7272955624, -1.9073004518}, {1, 0}], Text3DBox["2", {3.3695584355999997`, 1.7812179330799998`, 1.71583341348}, {1, 0}], Text3DBox["3", {-0.15134125307999996`, 2.4596673615999998`, -3.9368661758}, {1, 0}], Text3DBox["4", {3.2522064509999997`, -0.99970284852, 2.4987846898}, {1, 0}], Text3DBox[ "5", {-3.8902019386, -0.0247554106, -3.3325318009999996`}, {1, 0}], Text3DBox["6", {-0.472590893628, -3.5235830996, 3.019782148}, {1, 0}], Text3DBox["7", {-5.148570481999999, -0.70800474316, -0.8206513100199999}, { 1, 0}], Text3DBox["8", {-3.2361677699999998`, -2.7138355086000003`, 2.7620235215999998`}, {1, 0}], Text3DBox["9", {3.2911348065999997`, 1.9621025058, -0.97732849268}, {1, 0}], Text3DBox["10", {-2.7263196952, 2.4029755816, -3.1252288588}, {1, 0}], Text3DBox["11", {0.9956657371399998, -1.44165306814, 3.9149453541999994`}, {1, 0}], Text3DBox["12", {-4.003207553399999, -2.9381459847999998`, 0.18265713570800002`}, {1, 0}], Text3DBox["13", {2.4430257778, 5.3511371142, -2.7202605769999995`}, {1, 0}], Text3DBox["14", {0.267384234, 4.3527948684, -0.3573471866}, {1, 0}], Text3DBox["15", {5.1198226568, 2.6165146196, 2.4095896226}, {1, 0}], Text3DBox["16", {1.7623464726, 2.7888576308, 2.5186268128}, {1, 0}], Text3DBox["17", {0.51393678522, 0.5345467936199999, -4.2445135686}, {1, 0}], Text3DBox["18", {-0.008572453780000044, 3.5245279625999997`, -5.694311355799999}, {1, 0}], Text3DBox["19", {4.8917327286, -1.45590160218, 3.6590764537999996`}, {1, 0}], Text3DBox["20", {3.250316725, -2.1873578449999997`, 0.8157758169399999}, {1, 0}], Text3DBox["21", {-2.4602840689199996`, -1.43492564358, -3.7900344656}, {1, 0}], Text3DBox["22", {-5.3116538358, 0.020159596967999998`, -4.8225807519999995`}, {1, 0}], Text3DBox["23", {0.2398887207, -4.1275395292, 1.1839700307799998`}, {1, 0}], Text3DBox["24", {-0.33645881204, -5.0850636933999995`, 4.3563853478}, {1, 0}], Text3DBox["25", {-7.1569712748, -1.04639797798, -1.1283553946}, {1, 0}], Text3DBox["26", {-4.9102760334, 0.84497208364, 0.51143544464}, {1, 0}], Text3DBox["27", {-4.418569328199999, -3.9234491212, 3.9376220662}, {1, 0}], Text3DBox["28", {-3.4376125616, -0.75638172876, 3.3705152936}, {1, 0}], {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.4], SphereBox[{5.055511027100643, 2.422669483656809, -1.3399288733202923`}, 1.125]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.4], SphereBox[{-2.1074924378660267`, 2.6842137247713205`, -1.8524666652984692`}, 1.125]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.4], SphereBox[{1.9839122225597232`, -1.7667004024743822`, 5.116187152091392}, 1.125]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.4], SphereBox[{-4.327992291288257, -3.8566888860727655`, 0.1620394954366584}, 1.125]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.4], SphereBox[{3.5065450549401946`, 0.7920086220197748, -1.404346040397139}, 1.125]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.4], SphereBox[{-2.777014262703697, 3.183588356973821, -3.9416927188356765`}, 1.125]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.4], SphereBox[{0.8545169562014948, -0.3822109438259822, 3.748650947371719}, 1.125]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.4], SphereBox[{-2.3090079454034402`, -3.118752809414692, -0.5025299575466627}, 1.125]}}, AspectRatio->Automatic, Axes->Automatic, AxesLabel->{ FormBox["xl", TraditionalForm], FormBox["yl", TraditionalForm], FormBox["zl", TraditionalForm]}, Boxed->True, SphericalRegion->True]], "Output", CellChangeTimes->{3.575016028206104*^9, 3.575016603666314*^9, 3.575016750462572*^9, 3.5750169781761723`*^9, 3.5750171325852437`*^9, 3.580056181720646*^9}], Cell[BoxData[{ Graphics3DBox[{ {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{2.0715176412, 3.7272955624, -1.9073004518}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{3.9695584355999998`, 1.7812179330799998`, 1.71583341348}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{0.44865874692, 2.4596673615999998`, -3.9368661758}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{3.852206451, -0.99970284852, 2.4987846898}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{-3.2902019386, -0.0247554106, -3.3325318009999996`}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{0.127409106372, -3.5235830996, 3.019782148}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{-4.548570482, -0.70800474316, -0.8206513100199999}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{-2.6361677699999997`, -2.7138355086000003`, 2.7620235215999998`}, 0.255]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.8], SphereBox[{3.8911348065999998`, 1.9621025058, -0.97732849268}, 0.178]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.8], SphereBox[{-2.1263196952, 2.4029755816, -3.1252288588}, 0.178]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.8], SphereBox[{1.5956657371399998`, -1.44165306814, 3.9149453541999994`}, 0.178]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.8], SphereBox[{-3.4032075533999997`, -2.9381459847999998`, 0.18265713570800002`}, 0.178]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{3.0430257778, 5.3511371142, -2.7202605769999995`}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{0.867384234, 4.3527948684, -0.3573471866}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{5.7198226568, 2.6165146196, 2.4095896226}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{2.3623464726, 2.7888576308, 2.5186268128}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{1.11393678522, 0.5345467936199999, -4.2445135686}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{0.5914275462199999, 3.5245279625999997`, -5.694311355799999}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{5.4917327286, -1.45590160218, 3.6590764537999996`}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{3.850316725, -2.1873578449999997`, 0.8157758169399999}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-1.8602840689199998`, -1.43492564358, -3.7900344656}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-4.7116538358, 0.020159596967999998`, -4.8225807519999995`}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{0.8398887207, -4.1275395292, 1.1839700307799998`}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{0.26354118796, -5.0850636933999995`, 4.3563853478}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-6.5569712748, -1.04639797798, -1.1283553946}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-4.3102760334, 0.84497208364, 0.51143544464}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-3.8185693281999997`, -3.9234491212, 3.9376220662}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-2.8376125616, -0.75638172876, 3.3705152936}, 0.12]}, Text3DBox[ FormBox["1", StandardForm], {1.4715176411999997`, 3.7272955624, -1.9073004518}, {1, 0}], Text3DBox[ FormBox["2", StandardForm], {3.3695584355999997`, 1.7812179330799998`, 1.71583341348}, {1, 0}], Text3DBox[ FormBox["3", StandardForm], {-0.15134125307999996`, 2.4596673615999998`, -3.9368661758}, {1, 0}], Text3DBox[ FormBox["4", StandardForm], {3.2522064509999997`, -0.99970284852, 2.4987846898}, {1, 0}], Text3DBox[ FormBox[ "5", StandardForm], {-3.8902019386, -0.0247554106, -3.3325318009999996`}, \ {1, 0}], Text3DBox[ FormBox["6", StandardForm], {-0.472590893628, -3.5235830996, 3.019782148}, {1, 0}], Text3DBox[ FormBox[ "7", StandardForm], {-5.148570481999999, -0.70800474316, \ -0.8206513100199999}, {1, 0}], Text3DBox[ FormBox["8", StandardForm], {-3.2361677699999998`, -2.7138355086000003`, 2.7620235215999998`}, {1, 0}], Text3DBox[ FormBox["9", StandardForm], {3.2911348065999997`, 1.9621025058, -0.97732849268}, {1, 0}], Text3DBox[ FormBox["10", StandardForm], {-2.7263196952, 2.4029755816, -3.1252288588}, {1, 0}], Text3DBox[ FormBox["11", StandardForm], {0.9956657371399998, -1.44165306814, 3.9149453541999994`}, {1, 0}], Text3DBox[ FormBox["12", StandardForm], {-4.003207553399999, -2.9381459847999998`, 0.18265713570800002`}, {1, 0}], Text3DBox[ FormBox["13", StandardForm], {2.4430257778, 5.3511371142, -2.7202605769999995`}, {1, 0}], Text3DBox[ FormBox["14", StandardForm], {0.267384234, 4.3527948684, -0.3573471866}, { 1, 0}], Text3DBox[ FormBox["15", StandardForm], {5.1198226568, 2.6165146196, 2.4095896226}, { 1, 0}], Text3DBox[ FormBox["16", StandardForm], {1.7623464726, 2.7888576308, 2.5186268128}, { 1, 0}], Text3DBox[ FormBox["17", StandardForm], {0.51393678522, 0.5345467936199999, -4.2445135686}, {1, 0}], Text3DBox[ FormBox["18", StandardForm], {-0.008572453780000044, 3.5245279625999997`, -5.694311355799999}, {1, 0}], Text3DBox[ FormBox["19", StandardForm], {4.8917327286, -1.45590160218, 3.6590764537999996`}, {1, 0}], Text3DBox[ FormBox["20", StandardForm], {3.250316725, -2.1873578449999997`, 0.8157758169399999}, {1, 0}], Text3DBox[ FormBox[ "21", StandardForm], {-2.4602840689199996`, -1.43492564358, \ -3.7900344656}, {1, 0}], Text3DBox[ FormBox["22", StandardForm], {-5.3116538358, 0.020159596967999998`, -4.8225807519999995`}, {1, 0}], Text3DBox[ FormBox["23", StandardForm], {0.2398887207, -4.1275395292, 1.1839700307799998`}, {1, 0}], Text3DBox[ FormBox["24", StandardForm], {-0.33645881204, -5.0850636933999995`, 4.3563853478}, {1, 0}], Text3DBox[ FormBox[ "25", StandardForm], {-7.1569712748, -1.04639797798, -1.1283553946}, {1, 0}], Text3DBox[ FormBox["26", StandardForm], {-4.9102760334, 0.84497208364, 0.51143544464}, {1, 0}], Text3DBox[ FormBox["27", StandardForm], {-4.418569328199999, -3.9234491212, 3.9376220662}, {1, 0}], Text3DBox[ FormBox["28", StandardForm], {-3.4376125616, -0.75638172876, 3.3705152936}, {1, 0}], {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{1.26008819406, 3.0934814619999997`, -2.9220833138}, 1.1894763625428755`]}, {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{3.9108824433, 0.3907575422799999, 2.1073090516399997`}, 1.1895295647912334`]}, {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{-3.9193862103, -0.36638007687999996`, -2.0765915555099994`}, 1.18949152583395]}, {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{-1.2543793318139997`, -3.1187093041000002`, 2.8909028348}, 1.1894589437055105`]}, {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{3.0080600861784355`, 2.818764772230349, -1.4286513002548884`}, 1.132773045750093]}, {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{3.9291944372452337`, 1.8743177384418843`, 0.32968507865401475`}, 1.1327942973299046`]}, {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{-0.876660252013038, 2.4304885957166347`, -3.5191235109031545`}, 1.1328398942818283`]}, {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{-2.691160692871833, 1.224779072898906, -3.225834569864458}, 1.1327464891035082`]}, {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{2.69078531584393, -1.2271706369808202`, 3.227669799786482}, 1.1328698839967635`]}, {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{0.883109431385156, -2.4520298244712375`, 3.480515722559997}, 1.1327514143917943`]}, {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{-3.959061607807814, -1.855840088464679, -0.30425670919982384`}, 1.1327964716719598`]}, {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{-3.0309570028012223`, -2.829286314053326, 1.4344443025850548`}, 1.1327763019532948`]}, {Opacity[0.5], SphereBox[{2.764958229650529, 4.886357024480412, -2.4875730469204385`}, 1.2133329545592653`]}, {Opacity[0.5], SphereBox[{1.2119553315684752`, 4.173803918470362, -0.800877026878819}, 1.213805866079111]}, {Opacity[0.5], SphereBox[{5.218907659173848, 2.377457777394524, 2.2110408060069173`}, 1.2135391741149295`]}, {Opacity[0.5], SphereBox[{2.822293582705042, 2.500494317395872, 2.2888858000841577`}, 1.2136610852352971`]}, {Opacity[0.5], SphereBox[{0.9235581520614473, 1.0854470207400462`, -4.156475956106854}, 1.2137547047420147`]}, {Opacity[0.5], SphereBox[{0.5505702988553522, 3.219788599397101, -5.191369727088915}, 1.2136560590884105`]}, {Opacity[0.5], SphereBox[{5.022510126809546, -1.325340250983327, 3.3270078997435926`}, 1.2135385961650393`]}, {Opacity[0.5], SphereBox[{3.8508575146671564`, -1.847482354985519, 1.297408502406199}, 1.2136857305401607`]}, {Opacity[0.5], SphereBox[{-2.269512545209581, -1.0313487473205853`, \ -3.6591016880590215`}, 1.2135660737016005`]}, {Opacity[0.5], SphereBox[{-4.304859486585229, 0.007305717558086844, -4.396155141316874}, 1.2136230804750516`]}, {Opacity[0.5], SphereBox[{0.6359850676573969, -3.954693991169891, 1.709358813101996}, 1.2135764660463955`]}, {Opacity[0.5], SphereBox[{0.22458476744018324`, -4.6382204957053865`, 3.9738944925060387`}, 1.2137378872389744`]}, {Opacity[0.5], SphereBox[{-5.98220774791281, -0.9495567051537962, -1.0402967334379363`}, 1.2136417227611793`]}, {Opacity[0.5], SphereBox[{-4.378470175962766, 0.40054744955529287`, 0.13022423897846325`}, 1.213668632970876]}, {Opacity[0.5], SphereBox[{-3.480206142866444, -3.577298769702463, 3.6012056724074393`}, 1.213740016575073]}, {Opacity[0.5], SphereBox[{-2.779960450909751, -1.316591506784272, 3.196369143109755}, 1.213545112937251]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.4], SphereBox[{5.055511027100643, 2.422669483656809, -1.3399288733202923`}, 1.125]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.4], SphereBox[{-2.1074924378660267`, 2.6842137247713205`, -1.8524666652984692`}, 1.125]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.4], SphereBox[{1.9839122225597232`, -1.7667004024743822`, 5.116187152091392}, 1.125]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.4], SphereBox[{-4.327992291288257, -3.8566888860727655`, 0.1620394954366584}, 1.125]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.4], SphereBox[{3.5065450549401946`, 0.7920086220197748, -1.404346040397139}, 1.125]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.4], SphereBox[{-2.777014262703697, 3.183588356973821, -3.9416927188356765`}, 1.125]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.4], SphereBox[{0.8545169562014948, -0.3822109438259822, 3.748650947371719}, 1.125]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.4], SphereBox[{-2.3090079454034402`, -3.118752809414692, -0.5025299575466627}, 1.125]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{0.44865874692, 2.4596673615999998`, -3.9368661758}, { 2.0715176412, 3.7272955624, -1.9073004518}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{3.852206451, -0.99970284852, 2.4987846898}, { 3.9695584355999998`, 1.7812179330799998`, 1.71583341348}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-4.548570482, -0.70800474316, -0.8206513100199999}, \ {-3.2902019386, -0.0247554106, -3.3325318009999996`}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-2.6361677699999997`, -2.7138355086000003`, 2.7620235215999998`}, {0.127409106372, -3.5235830996, 3.019782148}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{3.8911348065999998`, 1.9621025058, -0.97732849268}, { 2.0715176412, 3.7272955624, -1.9073004518}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{3.8911348065999998`, 1.9621025058, -0.97732849268}, { 3.9695584355999998`, 1.7812179330799998`, 1.71583341348}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-2.1263196952, 2.4029755816, -3.1252288588}, {0.44865874692, 2.4596673615999998`, -3.9368661758}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-2.1263196952, 2.4029755816, -3.1252288588}, {-3.2902019386, -0.0247554106, \ -3.3325318009999996`}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{1.5956657371399998`, -1.44165306814, 3.9149453541999994`}, { 3.852206451, -0.99970284852, 2.4987846898}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{1.5956657371399998`, -1.44165306814, 3.9149453541999994`}, { 0.127409106372, -3.5235830996, 3.019782148}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-3.4032075533999997`, -2.9381459847999998`, 0.18265713570800002`}, {-4.548570482, -0.70800474316, \ -0.8206513100199999}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-3.4032075533999997`, -2.9381459847999998`, 0.18265713570800002`}, {-2.6361677699999997`, -2.7138355086000003`, 2.7620235215999998`}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{3.0430257778, 5.3511371142, -2.7202605769999995`}, { 2.0715176412, 3.7272955624, -1.9073004518}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{0.867384234, 4.3527948684, -0.3573471866}, {2.0715176412, 3.7272955624, -1.9073004518}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{5.7198226568, 2.6165146196, 2.4095896226}, {3.9695584355999998`, 1.7812179330799998`, 1.71583341348}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{2.3623464726, 2.7888576308, 2.5186268128}, {3.9695584355999998`, 1.7812179330799998`, 1.71583341348}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{1.11393678522, 0.5345467936199999, -4.2445135686}, { 0.44865874692, 2.4596673615999998`, -3.9368661758}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{0.5914275462199999, 3.5245279625999997`, -5.694311355799999}, { 0.44865874692, 2.4596673615999998`, -3.9368661758}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{5.4917327286, -1.45590160218, 3.6590764537999996`}, { 3.852206451, -0.99970284852, 2.4987846898}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{3.850316725, -2.1873578449999997`, 0.8157758169399999}, { 3.852206451, -0.99970284852, 2.4987846898}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-1.8602840689199998`, -1.43492564358, -3.7900344656}, \ {-3.2902019386, -0.0247554106, -3.3325318009999996`}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-4.7116538358, 0.020159596967999998`, -4.8225807519999995`}, {-3.2902019386, \ -0.0247554106, -3.3325318009999996`}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{0.8398887207, -4.1275395292, 1.1839700307799998`}, { 0.127409106372, -3.5235830996, 3.019782148}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{0.26354118796, -5.0850636933999995`, 4.3563853478}, { 0.127409106372, -3.5235830996, 3.019782148}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-6.5569712748, -1.04639797798, -1.1283553946}, {-4.548570482, \ -0.70800474316, -0.8206513100199999}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-4.3102760334, 0.84497208364, 0.51143544464}, {-4.548570482, -0.70800474316, -0.8206513100199999}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-3.8185693281999997`, -3.9234491212, 3.9376220662}, {-2.6361677699999997`, -2.7138355086000003`, 2.7620235215999998`}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-2.8376125616, -0.75638172876, 3.3705152936}, {-2.6361677699999997`, -2.7138355086000003`, 2.7620235215999998`}}, 0.15]}}, AspectRatio->Automatic, Boxed->False, ImageSize->{871., Automatic}, SphericalRegion->True, ViewPoint->{1.2628504314831868`, -2.451272925955939, -1.9612419101625722`}, ViewVertical->{0.8835411333202454, 0.015785280792262265`, -0.5043882174481743}, ImageCache->GraphicsData["CompressedBitmap", "\<\ eJzsvWd0pFt2nvca3XdGMxyRZphMcmZIUaQoWaJsyQqUTS1pmVrLSzIzKYsy raFIShNu6IycOjdyzjnnHAu5kDNQyDk3Ot07M9KSmbTk55zvK6C6753xH/+8 s/h+9aGAC9TZZz/v3vsU0PxXX7/5H//47a/f/Ma///pX/8X1r7/3H7/x7298 9Vffvc5TV/476cp/MPqqzP1/k/yX/8b/BVy+aS7mcx8/+/GzHz/78bMfP/vx sx8/+/GzHz/78bMfP/vxsx8/+/GzHz/7/9Oz5fb+MzrZ3tNM94BmUdZ74cp9 L0IFqAgVoxJUispQ+XsRQap4N0JvqeKdCBSuirfD5esakK9zwPm+rQE/o8Te /5BmewbUmlGg3Gt8b1SMSq9HqhxVXotUFaq5FqVaFKS6a1FBqreX96L4UfXv Rar+3Ug1GL1jFMFX1b8doSta58eumh9tFmiuDQE/vtDe/1XN8ePb+fH51yNU iIpvRKoMVaLqG1GqQXXXo9SAGlHTdfMymq+bH97CS2p11eY+XlHre7y61ne5 tL0TyZ19LS3fjtBoSoHWO9xQ1AW8ljx7/9/rjHA7ryVcRTcIL3JeS5R9LbWo HjWiJtSCWm9Eqw2134gOUsf1aH5WJ9cuo2vmo26ub6n7vWgUpS6/3jXL6Hon Sp/gGqmutyPViTp4nW3fCtdmx4B9aTUBLzPX3v+4OjMLVHgjnFCxU6jcvMSb hArVoUbUhFpuRtuXx0tTB+pC3agH9SIPCpLHvuY+rn3XHF2x16vq4zV7rKLk MfHs5eV+Uh6uHl5qrxEvtwd18ZK3/aGtCnjN2fb+81pkm4t5zTakN0nPm2QW Mq+53n3NzaiV19yGOlAX6kY9Ny9fbx/qRwNo0Oi6WcPQ9eirGrKBHuQ6xIse dDXwrvmCfsL9V9TPKx9A/QS8/9tGEfJ8ixV8M1w7bsArAl58pr3/CV58Py88 zL7w8v+PF9+OOgNeuAf1oX40cDOGFx3D670RQ5SHuY64uiLvdXMd5eplTaPX zMv22t0Y4TrynqMgDb9n9maIPRlmUcPvWPEt2Y2rGmQ1/ezFXFKBXm3u2VWU Bawow95/Vj2Z+awEh2A1lchZTaRNn4ZbrAa1ovZbrOaWs5pedzXOSoguqxlC w2gE8XJZyFWNch1zNX4j5orGr7Pkievmc9yiaI2zpLHrEDNmM82s1vueUZQR 3+ldA4aXfRp52yhCQ6xsgH2aTcy3KykNWFWavb+i851deA1jReG8mirW9eOq uRWpWlZSj5pQC2rzrwr1IA/qv+WsKnBFXjSKxtD4zVi+58SN2CBN3oi9oilz N8US39I016nXZPZp8rpZ2YRZ7HW7WLPWKxp7zzA0hl2OsbpR7NLL6obZs/5v hOn9zV1nScUBy0u195/TMmlYcTOMhYWrmsXV3IpgaZF2aY232TTUijpuww7q QR7UZ5Z2i81Cw2jklllWLMuKNctiVdxc1STXKTTtKEgzN2Pf0uxNFjtLAH5M s6xthrsZ1jeNzDqnWJdZqVnnBPY7acQSJ6gLEyxyggWOsUDvt8M1/M0wfeAm ZVHA+lLc7fOQlGZtNXb7alndF1V3m5qCmlhXC2pDnaypG/WataGB26wNDd82 a4vVKBpD47fusrS7LOwuC7uraT6e4XGWx1ke54y4f0vzXK9qges8/908AVi4 RQDmb5G4c6z4k3x9NP8t674ZuPYoTdtyNHXNpOsUa56kAJs1j1N6vWzqfGJe QLlz1pvsemI/661mrbWojtXW3zaKZC8jL/ayHV3uZYz60aB/rbdZKxq77ax1 8tY9TaFpxO5xZfu4zqF5Vwv2c4u37xHvRe7N3ZL9yFyvcr3Lc65MDAgEn1wg ZYiGDUaQCQbf/waczlw32TxDizDD4qdZ/BSLn2DxY98K02JSnrPigoDVJ9n7 L2kgM4+Vh7HycDI4gl2OcHc60u50Kyu+zOQYd/WxrD6W1ce6q7+rcTSBpm47 Kzfrvlz1fVZw+75ZMZel2/dZyzLX5Tv35UNB8t2+f4Xbe/o0t/f4pNFdqyWr WBMHGwY3CCYlWP/cDVNS5gjAHJ3SLCGYpQubsSEI1/i3w7Sc5Ox9fsDqE+39 Vbv6OlZfz+obbtG5NbL8z14svi0A414W3ocGeClD7sK9vLQxu/h7mkRTrGkG zd66z8Lva577hVsPWPYDmXU/sOt+wLofsNgHvICVOw+CtHrHfGI1+AF3962C 7PXTfPo+uqcVvrnvzl03JrEX8VgkFgsmFgsA8SktEIx52pB5QjFPAzlHKGbf Ddc0oZh0QhHYajn3Cfb+Z91YhBKHcMIQThAiyH8jE4zIHxCMuwTjrpsF98gC E4z7mrbBeKBZNE8QFm47gTBhCAwCIbARsOsPfqg1FMT1wSe1zlOfM7fovtZM cILv8cUEhGDYgNxxgrHEi1nCYBeNbhpFaZFILBKJBfpZJxrhmjGReDtUy8l5 Ac2cE4j4gKSoJxCNt0wQwoNsFL5ADCKgIdJ6QQfqvohDrI3DsI3DPeJwz02I +zYhTBxMDOZMHG6bODwkDg+1dOchL/8hy3ioleCHbHnwI6xijeu6qw2jkEeE YyPkISmySWjM3WaICRFX84kH/EcbhGidEPm1FnzP5tA9/YgNk4/Xt2wVo2VC tEytWiZES4RoiV5wkRAtEKJ5QjT7Tpimvh2q72y5RTAnIEZx9v4tPafGOzEK o0sJJ0SmWJgQfT4gSCZZYqxtOEG6+0aQ7rtBenCZKATGBuiOCdAjAvSIBTwi QI9sfExiPArSeshjs2qum662QhGPQVwfsYlboY/snasrXB6akNlocd0IiJSJ U5BNqb/KD4slWjEoWj4i5btpIhWpZaK0TJQWr4VrgSjNvRuqqbcDopQdEKUn bpSe2SiFMAaE2ii12Ci1Wo9pc6PUeRGl2IsoDREdJ0r33Sg9cKP0kDR66Ebp 0WWEgp0IOTl0xckhgrFhA2LCc/UiQOZxO/RxkHa4uWJuuXtkZZ4juNvcft4+ sU2ebYc+NLFDD/hO9/me/jQjcMF3CV4soUO3jWK0QtBWSC8fQfO5QVsiaIsE bZ6grafmfThg/7M7aQ8Nr2lkZF2jaHxkQ9WlXsXFNiohtlmJRjHNSopuVnJU k5Ijm4I0PbjBIqb713Wy+9x+k3/uUjwMxSbuLWRoi6G4jbD/5EeE3dS0jwr7 gx8c9uDHhP0xYX9MuBGh9Yd8M+SJNkOfEOonJppPTFyf8JJ2wp5ol7vdsMc8 sgXm5qr2nA/94mmzCzvE/Sds9LeJ/FboA5u8G27kTdqahHUiT9RvR19EfoXI rxB5H/Pzso18mObeCdVaaq4NdlZA4P9He/8jGvGuadS7rocPmhT3kCA/bFHq w1alowyU9aBVOSgX5d03alP+PXS3jbQpiG2j/yiIblVBVKvyI1F4i3LDmrXQ v6G5vnX9iv05X9Fabx+7EsKuhMJBGNsRznZEoA/T4GF9/aA5hEbw/te35aG7 LY80z3Ys2m15bLfFbMlq8BO25Alb8oQteWK3JMhsiE35J3ZDdsLiZIIdxx7s sjV7l3pL+9x82X64z/bsXegRX/rIJcYPh7s1BowQ11EsGA4cq3ditMrWrAZs zYrZmuu0Zu+F4iQh+q7fRTID9uZv2/uv6uDgmbyja3rwsEFPHjcr4XGLUp6w NyjrSZtyUN7jNhWgQlSMSh61qczoYZvKUcUDxJ5VsGcV7Fk5qmDXKmJQNB+z Z+URKKxFpSEtKrrTpEXPus52nv9j+zL+mrX8RrN1QNXG9gVuXUfA1nWzdb2s vQ8NsnXDbJ2X+j6GJtgyZ+seafaOu3Vs2+XWPfnw1lmS4oh1HDGPs9u2GxZ3 hc2IYzf3w+PYIkdXdBAed5ULyB2EcTF79+nLnQt1ds/uGtoIdXZtLYQdC7kX ZLft086msZDV22bTIrXKpq3eCHc27Vqo3bSZd4I/tF9/yx0ovKOrevi4Xk/i mpQYh1nFtSg9nr2Kb1MuykeFqCSuTaWoHFWgKvaxGtWwf7VG7F8de1dvxP7V 3zes1bODP6Q69q+O/atj/+rYv9pI/rsIFNaqmpBWVd1plifby7C6qn/o5tFI Zi6bF2I3rx322tnADjaw80ObF2s3b+DNzbvzfTYv2GzeE+yQzQsxmxendTZq A20id/OwtLB4tmiX6x7aR2av4q/oMDz+KhcD4hHXQ6sn7j6GP6YHNBu5z9aZ bdxxt3DT3UILHVoNccELjr0E77YD3iqDurOHYXYPF94L0VlXX8BpjLOHv2jv f1RjY2t68qReCfFNSopvVmpCizIS8MAE9i+R/UMlqIyPK1AVqkG17Gsdaogz e9XIlWmCPW1mP1uM2NNWI/a0lT1tYU9b2NEW9rOZ/WxmP5vZz6YoxH42hqPQ VjWwp3V3WlR9o1G+7jX9ffs6P2mhbL4ZrFagbGdfO9jTTndPg2yr/kVnTylv l356Hz99oFE0zp5OsqfTdk8fs6ePtRCwpxZI9tPZ03jiHU/c47XF5m0js6Vm Q4O0Fx5vaYw3W2oVZPaVLT2MiNeRUbjVFfvBW86H9lNxjsLj7H/yBIQO2fT9 cMdzLbFoK4wtD3tgt3wNrX5oy9nuO9EB2JotD8NvafevhdDbBl92a+kBe/4L 7mnc2Niq4uLY84RGJSey54nseSJ7nkQ9S2pTESpF5agSVaNaVE8eNKAm9r8Z taI2cqA93uRAh82BDnKgk/3vZO+7jNj/Lva/i/3vZP872f8O9r+D/W83Igfa YLqNHGgL43uSAy13WtV0q1l11xu1Qg78T/Z1/4y8cN0K13b/6XbM/ndhyl3u oUW3W097aW362P9B9v+S68v9n2Hf5+z+P9Ei++5neuVi/+OcvQ99fe93wxLY /QTcNjzBWnACW47sR0cRfOLYXE6cS7z5MJ5OjFvu4qycHHjip57vRBlm/y3q 4Y/Yd4P6Q2ffQ+9/9N6bfWfJ/r1fMXt/PZTmM0Qb6Tm/7J4i7x881zDtpde7 oXv3mvTwXrOe3GtRPEpESXdblIxSY1uUFoNzR5MFUS3KjGxWZkSzMsIaNTuw oVl6ztOdZzaD/reAbPrr9v6HNTbqU0JcrRITGmw2pSXxPciknGSyKZlsQqWo AlWhGlSX3HbV/NqnPqF2EqoDmf91kVDdJFNPfFuQesmnT8hDPnnIJ88jV+RT 30M+7SGpfli9pFUvadVDWnUbkVpdpFUXKdVJSnWSUh1YStvtFrXcaFL9u/V6 vvX8l9xK8QJXacFV2sgqJ6PCLzKq+7WMwlXIqn6yaYhsGnEzaoLKMEVGTbsZ Ne9m1JLNqLiAjHIcxXGTBLY7wWSTMZMEjMPkk8mmg4hEMioxiBRJNNmTSABO uJJRjiITdOrcB+mUDz5hnzIJdqFIm2j4C1n2Ke1HmPyiBSTHttFWmJNj62gt zMmxIJthP/QDcizceovvegizc7C+u72rf+CeqnlH11VeOaqHj0iuR62KR0ko BaXZlrpNWSib3cpFtp0OaKnz2a8C9quQlrqIlrqI9qw4graM9qwotFldOSNa 8KzbhPtnAcn3c24LUls9qOSEeqUkNpJ4JG1yi7JJvLwUvlcKiYfKURWqQfWo ETWjlmQn6zrcxy4srifJufckGkvrIx+vqJ+MHECD1uYG49quaPCJuZCWP6IB knLAJCWr62NlHlbmYWW9rKqX4tZLFvaQhd3Breq81aK29xrlTR3S881n+tvu sDCameOkIMWt85ZJwQhSz0nBnjdSsI/hYAANMxx4MbRx0m8STd1xCtscKbhg UzBOyyFOCq6GxF8WNVJvy03BnbBEW9ASbUFL9OefLhMQI4tMvEqucTmLTLxi ss6kXrx5t9j1s0N0gIyX7V7kGnmGNsi3NXJtNdQc/5FsP+TYWUhsQKq5acbC /am2fD1Ym+k5+nsupybNKqtG9fhJM5WrFb9ppdtsUyrukIECp4N8dzooYmOK 2ZgSVMrmlLE5ZWxO+T1nKign9crdqaCCjaok9SrDEZ1lJZNBJZNB6a0GLfeu 2ZT7lYD0+1l7/9M6Pnqm5PgaKmgD6ddk0y+L1MtFBamkcio/A1WiGlSHGlAz akVtpGEH6kpx0q6XVPSgPtKw303FQVJxCA0bkZAjCW2flDcBCxyJNwk4QhyG 0RBrHnSTcYD19rPOftbZx/r6sMNe1tVDZ9WFDba+Xa8XW8/kdPKfwAd31Hrj jtpJwk58sIu96L4dGWTfB/jKRf6Zwuoh9/rJvUE0TP6N+nOQ3Jtx828+2Nig k38+cs/k39ob+Xdhg+EJNgMD84/ss+53HJFEZp5Emusp1zMrk63uNSrR3j2N NC56xvXLNjdP0BE6RDYz0R5OuIO2Ix6TmY+1QXYaF1y1Mk7or7h33anW32UF picueAMXvH4HF9zRL7nvkB8ePldV9QiDULPi4ymvDEHJbFUqymCT3hyIiuLc oYiULTdi6yqNHhmHqWYDf1Q1bGENKVvLNtayjbWkay3pWst21pGudWxpHd5S T+NcR9NUZxvnZtXcbNRA5rDOt585ufpPAvL2Z+z91zQ5vsKLq1V6cgM520TO tiiHfM1HheRlaRpMoGpUixpQE2pJa1cbn+9AXagntV0e1JfSbnN1gNwdQsNu 7np59PLxaHK7xqw6NG7E11/liouOJ5PJY0mmmI+S4V6T4YRo+ImT0UMEY4gw DBKCQZbfD6V9oS2kYrM632vQVufq37SL+pQ2ejy4aLA6SWKbwLciyNwom8N+ Fw2yOfzliyweIntH0BgZPEH2TpG9M8hx0Tgt2QyOu8hg66L+DCZjjYPu8rgX EZjBSWQf4vGYR+OhScY0uZxFJbHwpzz7NOpCb3FJ1E/xNOkcRYmPSrApfHyR xqQw2kO7NoWfaCvcSeN10ngt/M0UvuemcewbacygAN2rBGgZ2p8SMKcE/aKO jp6rpsbLTNCM6A6ZB1LYjzSUgbJRLipARaiYfSpF5exVJaoinatRLftWh+rZ u3rSucGIPWwknRvZxybSuYm9bCKdm9jPJv8MSDo3k87NpHNLKI+kczNu1cwc 0EhKD6cP6/m204X+44CM/pq9/0k11AwoPbGWbG5QZkqTslOblUc2F6ThwmRu GapENem8LtSImtPJZjK6A3WhnrQO9aZ1qi+1UwNoMLXDZvFISoe8aDTF+Xg8 rTNIE3zhZzSZ1oU6rabSO1C7pq3aNJ3RZh+njPjRk2lk+mSqyfQJ/J7E1xiR HCWKXiLoJWojRGuESA0TpSGiM0i294c0q+dGg6ZSh37RHYRab9ymVwhW180w N8sjX8vyngCv9pDl/WS4yXQvWT52+/FFps9ar47TYojx6nh6Bbw6NIEsT7BZ br3aZHm4P8uTyPIksjzJZHmQTfOrNsmNSZ86crLcuHPyRZYHOXl+zu1Pc020 GW/t2+R7pNPaHiFr2WjfzfUdN983I4xlPybXH33YskPfyHeT67ddy2ZWXCFU 89dvO8Xub9tUr60ZUWJiEwMLQxDDSgpKY0MyMKJslIsK3FG4BJWxURWoClWb 448E9/gDmcMPe/ThP/4IOPpoYzPbSPs2NrSNtG8j7dvY2DYz9kZdjr7tRqR+ B6nfTqfYTuq33WpSy7UGedNI/S0n9f9hQOp/xX0/8/jwHDOv5LXXYuQNpH4T Zk76k/qFqCS9VeXkYBWqRQ2oCbWSp+2ok7ztTu9UL+ojn/vTum2aD6V2aSTV uR9zHyfSezSJzP+mMno0ndmjGatuzWR1mzfrs7r0Rc1md6FOPkLZHTwatWs2 s52vRX42DBcgEQjEGDEdJaajxHKU+I0Qt2Hmg8HwZrrfBs2kD+kF3fPPu0dD L6jEbdiZ9X0ayJ4A3w+yPPyUS8R9l4iHdNAP6V4eOUTcMUQ8YYiDCGiYh4bF 4HiHCEhYM0Tg8xvI0LDtJyLCJSLCJSLS8X0Hh2QZy082MCSb7OdyDhAwEJ1k OXjG4zP3McjcBVkwfvQCjVN0go5A5BD5sTBlYAdtR15i4ZSBSzScZvvTl1hY NNwywHSxepsycMspA9/b3vlFd5yrrRkCiUZwaFFqskGiVelsTSbKRrmoABWn ODN9Oao0cz2I1KC6JOeEqDHBPSViK1tQK9vZBh7tqOMxNmiOh65eHg45B0TO kcBn7AAf+L9u4OgGjm7aHDNGdZnaf71RbQzzm52rFoZ/EADGT7vD4fHRudIB IxMwslPqgaJRuWnN1ASGy3QDBlCjapKxLqNdDag5o0OtqCOjU13pXepJ75YH 9ZP0g+m9Gkrr1QiPQfaV0b6ke4CiT5MZfXxk/vdpEr5Pszl9mkPzuUYeLRjl mcde1MN9TxA33fos1y4t5HRp3ghm5lxWZjI/zMgEAZ4gsOMEdNzlwxvbouHI Zg2ENKjnvVq9hA3ncObnNZaZrY4bplKEqtuyEWl/BS2wUvRQKXrdStEXyAZc GDYmDRtwMQsT82gRLpZDL9mwlSI80a0USXCR9AYXyXCRDBfJlosTMDi1fPjR ML9Lx/U8OhkaDCPm+jVLxvNohxBDzWtgRCfoGCgcOAAD7QHIrgUjTltuzViP cGtGeGCrH9Aj2UnU9EiAcYeacZuacZs2/6bTH/2C218cUzSSE+uVypSXxpSX zoSXgTLZmGyUi/JRESpxDx0q3YOHWgipRw1sXiNqRi1Q0sZGtqMOCOk0YlO7 IaTbENJjLr2PzBlYL5iY4y7PfXdKdB6D7MnXZ9RrThti3XML6oqHmuKJaJUH XDzBplVuUvf1BrW/bXPDIvL3A3D5KberOAGXjIQKZSXXKAdccsElL61JBel+ XNpVASLVqA5EGkGkOaNLbagzo1vd1IPejF71ZXg0ABZDYDGc3i9vRr/GMgY0 njmgSTSFprMGNJM9ACYDmss1GtR83gBYDARpMX/gipYKuFsq6DeXPmBeKvBo uaBXS/lGPVrM69aiISe3E3I6NJd9SY2tLlAzRfCnCPYkQZ40xDxq1di9Fnmj mzQU2iDP9Rq93DrXz7ljcBt9VeeNENtX9dykityKMrQ4ReSLF6D0AkqvC8sg oAwDySiQjKPJO3GXsIT4YUlwYDFFJNxfRJLobfywJAMKslAYVD7pwGJAQWdR KeQ+ik6BkxS+5jw65QpYpOiKReW5qyv2+hX7nIHmqauzaKCJfqOaGGgsMPFu NYkDmCfasMAEQgMwYfcDGi2ACQGY4GgXGqearNwK1gLx+3l/Q147pLSkRiBp dkFpVZYLSw7KQwXIHJGUogpU5T8mYd8aUBPQNKNW9rAtyTkn7kT2nDjBnhPb Y2JPnDkQfmIO6/owxX5XVzXw2IzSdjKFpH6/4Kn/gQOMOSUZAKABas4A8AwA Tn9YC113kzy3GjHUOk0k9zuk/L0PUfNVZUJMDsTkptSxpgblW2KaVQwxpRmG mA6I6YCYLjXSJbWgNjqmzsxeiPHIQ+Hog5ABCBlCIxmDGkVjmUOaQJNZw5rO HtZMzrBmc4c1lzes+fwRLaDFghHwKBwO0nLRMMv1cfUVD2uleMgoiMsgebtS PKCVIqN+V33yFYJTYS9I9YBTNwKlPD9K7Q5KYDQDRtNsxTThnyLck49bNfGg WaMxjRoJr1ffjWq9AqGfdedI04y101SYgtNjCs7NSBejDxcch6OHjCeP4Ogx RQeObl9yNANHc/CzEJKgJfjxoVUYWg83HCXBUdIFR4ahfZeh1wrOBUMuRw5D FqEgg9AnLDNf04uYZL1wOTL8nF+ww1CDTuDnCB1GG3YSKDgJ2oOhnSiXnUjD zhOn4ES8wU/gkOIvOMFuwbkDO7fpxCg4P3dRbJ6pqW6IYbaR1qsZbmCHTj6b zchBeSgfFaESVO4Ot/a4Bn7qUaM5ZkxpVytqS2bIRZ1J7epO6lBPYrt6kSeh XX3mvRZzxH1FA/HtGnR1RUPxHUEajm83lzb9mKXF3A3FORp84hA09Mg9pXHn 1mHTrse0aiiqRUPhTRoIblTfzTrNpA5Qfs4DfhvHAekn3TOplloPIFUpL6WW SlpPl9aoQgNSRqvK/CBldqkegBqBpwW1Z3oAqU89lBQP6s8c1GDGkIaRN2MY iEYoOyNA5NVUtheIvEA0CkSjQDSqhYJR+BnTUtGYlotHze/ncr2qlZJRrZb6 5Q3SWplXX+Y6orVSo2FXQ2hQayUDWjUq7kd9AOYBMOAq7LFgLQLWQm4H3V07 3R1wAdYsezWDt83gZ1NPWjT5sFnjdxvljahT/60qF6ivabOnlw7ujluT/ECZ PySIdYG6hy5h8gCTH6gRF6gJYJoKNkDFA1SCFkINUInyAZMFCjkd3BtFyYXJ FCVoOYkyBeeUq5+ky0pE6YlJ0afAJwWUAmQ+NliB1zN0HmMPAwDqy05JQsd+ tChPl1jFO30c2ogMwCrCYOUfdPxl6W5AWQKrYIOV28fdoo/r7XXD+VWanGcM ynUMyo32jCgbrHKMaLRzUT4qRMWoFPkH5xq2q85/EprarpZUcxIKVuDVmdKh ruRO9SR3qTepU55EBmnUn9CpATSIhvh4OLHzikaSugiTl6uXL3XUoVHkTXIO UUfNoWlSmzNiOKf8n7Gn/OaEyAttXmjz0gN677bKG9OikcgmDYc1aPBOnTzv Wj+2ZP3dAMq+7P5yU0tNr3KTKqGsBsLqVJjWwHqboKzFpawTyrpVR4lqgq6W zH4oG4CyASgbgrIhKBvWIFQNZ3rlzRyFslFNZI1pMntM0znjmskb11z+uOYL xrVQOKHFogktFU9A2IR8JRNaKZ3QatkEOE1AVjmX9fJx/bQ2KsbRmDYvNIq8 2ig3GkHDfOWQ1suQwa7UYEc9AzlfkYtbweu4zdMOzrN/c9jhbFKrZuJbNPWo SRN3GzQaWcvg1e8civ+CxjOy6f6CmZPc7u9mlEsapevW3e9D2mMNWdKeMCvF aQLCptAMZWsu1CUtLIA0CNs0ZSvCkJYMacmMLX7SUgxnjDUpFrXTqFRAQ9Gp AJNqWEs1JYvL85jUq+BlLylktZ8uW7h4fAplpzGmaCVd0kXh2o82dCVo19IV b+naROsQdlm03mz87gUQFu0SFuEWrmCd9/b631Y4OX6mzOQ6wGoEqmaG7Vag arVg5aECVIRK8L8y//AdcCrVmMYAjlrTOtSe2qHOVIbwFIbwlG71JjOIo74k hvEkhnE0hIaNkns0ktwrb7IZzEdTehkhx1J7UY/GXTkwjad2yzlmGE/ptLJP m/clfhjw2jVGWRxLcA6hxmBujA5yHN7GHjA63G2h72nCohs0HFKnAXqf97cd 1n4pgLUvuQnVUtMNaxXKT6mm1XVYK0pvvGQt07DWA2seKlo/rA3QGg7C2hCs DcOaF9a8GoKvkcwxjWaOU83GNZE9oamcCU3nTWo2f1JzBVOaL5yCsyk4m9Jy ybR8pdNaKZuGs2kQm9Z6Baqc1gbaNKqaCtKWc5mk5diqmtA22qoadzWmrcpR 5OXrR+AQ/irgrnwQ/gZgj1JXAnfFl9wt5XcyknVokRK3wBbPs/1zzMqzCc2a ftSoyXv1MFcDl31fc+247fotdTFxXVQ2w9xNt7pZ5u6jBx/B3BON3PEzF/cD mEtymIOz7fBL3vbh7MDUtKOo1wubw5o+CjYS5yXXlxDnKsji9xVb+pziZtBL DugZk1z0El9DzxS3rSgHvQ2LnoPfaoSLXvgDFz8XvVAXvRAXvWDQuxOihVu3 9DX318BPYS8L9txDriCAaw1SPtvweRVyLc5wuCsn8SoDpviG9A41oZb0TrWl dakDdaUxzcNMLwx5oKk/hYkeDab0aQgNJ/dphEdvSr/hLbXf8JbWr3Gm/QlX k8w0V8yxmHNSdpXbXk2m99rj48n0bufpH4HITk3A4QQITgDgRKJzwmXm9UkK 3iQz+8R90xs1aSyqQd6wOg3RHwGeQ9vfCSDvi+6x1+nRU+UmlkFelQpTa2mU 66nofvI6IK9LVfSPtfSODVDXnDWoNgatjqwRddMrerJG1U9FG4S2kcwJjWZN ajxrShM5U5rKnabCTWu2YAbqZrRQNAN1s1A3K1/ZrFbKZ7WK1ipmIW4O4uag DVXPaat61vxeds1skHZqZsxlGvZ2aqe4M5p0BYs149quHkMwWOWFQxisHKYG OgyuweDKm/zlwV42yoQ/2JtndJhLaNLM4wbYq4O9Ku15lr7qnpt3XL8NewFj mv0TYqfWBXE175P2uNz1wp0H7gYC2Qt26x3czcCcw14i7CXBXhJZbNhLpt7B XkQge9Q6WAM9t9al2loXZOm7avmDPohKfQPAt/QyNtWF0FWsaUINhZ8LaDFd CtEpOqEQHiFD4UEAibbFRBcURvopNHroL4JBFsNPOhCGxjgQhtBhBtNhAuHS 7dv6qlsAm2v7lMP8kpvaYI/O8tNbUKsKMozaLkA0BwN+EGvs4UCnGjK6ALEL ELvVBiMdsNKV1queNA8g9qkPzPoBbpA5aggNo5HUQfBDaYMaSx8EwEHzV8MZ g0GazOQyRV5/WdNcp7MdmUO3GXP4ltXP80Z9ms408qBe+6bOFK9gChuYMm9q UoanGB2nQXMaNKfjWzX1mB6KcWXqfqMmYuo1FlGr4TuV+mDnPPAX+p37L7hI nhyeKTehRAXJFSqkIBbRfBokS0Cy1CLZDZIe1VAI6ymCzeDYBo4doNgNir1Z 4yA5oUFQHM6ckjdrWuPZ05rMmdFU3qxm8mc1VzgHjnNaLJ7XUum8lsvmwXFB qxULWqtc0HrVgjbQZjWqWdAW2q5dMH8PVLegT3Cd166rPaP6OR7ngriZNX8k UTeDpq1266a0WwurtRPwOo4uWd2A03Vq5RqcrpT10/P20fsaTru1TI1cokYu ZbVpkexYsIw2avZxPYzW0ltU6v3dp3Lew/ib9jyl4/oddRtQbwSCSoG8eddi 2nOLInkLUG+9ASqQjgCpBTXEgJpAkTSgJmohLNEpkuF+UN0iaUClOO45BTIA 1FQH1OiLhtRCeu5ACnhpMqSmXTGkfsKC+jVnAgTR567O+fgSzSSL5nF0IJqJ 2os2aCY4aEYZNN3+NNJFMzywSN5/vUiGRjtshsBmMNPf7Tv6ivs3aqZA5sJm Xmq9e0jXwisuhMyfViFTQhEqQaW4Z3lmhypRDR1aXUY3bPaoGbVSw9rTPepM 71MXRa4nbUAe1AeDA2gwdQguhzSSNmzfth1NH4HLEUaLEU3Yc4gRmPRCotHI Fc3kjARpNpe7udzhIC5D+qw9DJ/LcQ7HZ7P7YbYPXj2agU/7ZiuvaAanmIHN WWbPWdicTWC2iWvG65s0/aBBU7F1mqDX8gZXwOVTh8X/4UNc/ozaaFLzk8pg slLFlMqStEYGX4fJcn5QpWVygCZ1SE28/FZ47IDHbnjshcU+yuIgLA5nzcDk jMayZzWROweT85opmIfJBc0XL2ixZBEmF+UrX9JKxRI8oqplrVcvw+IyfWjt sqmNdctguKzd+iXzN0tc39Jew5L2rRZ1YNS4yOcOGhfMn1U0zvMcapzjkbq6 3zBDLdirB9N6EK1zEN2upaWtGYV+Ly4wQnEeokgP0ib3U7g9Wi7qkY8Supzb qeXsVi1lNGsxpVHzCQ2gWQea1XyNx6Hy09rs7lXndUbFG4yKN9xR0ZROP5U3 DZUPTBV9qC8AJlDeMlA+sVB67xgo4y+hDA2EMsmFMtmpngZKQLyEMhUgUy+A PDEVMqBwxhgu0wyPFkeZypkGhGn28WVs2lXL5l/TK1NKXb1Az61MI+tyGusv n8k69pfQmABGo/2Mxmsjys/oE7d8ProsoeFuIxsWwGioqaFOI+u7c0envb0/ 5XYlp8fnyk2udo4A050jwCJqRBGgBllIv2IxLbOYdlIzOsnPbmpGjz0WbM7w gGmf2uk/O9MH1E1J7EWetCH1g+Rg2oiG0HCaF0S9IDqqsYxRBqtREB0D0TFN 2YOMMc3korwxzaI5o/wxUnQ+fyxIC/mjV7h4yTVzEj+fP6z5vCFHBl/znlZO v+ZAdy7bozle2Rw0zYHtHNjOpbRrLonxKL5Zs08aNfOwXtN3azUZVS1vaLlB NuBPrRxiP2/vf04zY/PKTyxRYXI5xFZDbD3ENtuR0k9stSV2WI2YTQsraqdy dkFrD7T2QesApA5nzcqbPaexnHmIXdBU/iLELmquaEnzJUvyPOxR/m89UP4/ flv1/+Rtdf6vb2vuZokWkzzarF0B2BVwXdFO/YpBtWGF2Oxx3Wtc0X6jee6g yWf+LIbrYdOyDputgrgs0fUeNi+iBT5lNI8guHEWUWUbqLDgu1M/qa26CX7c uDbAd73aq9WqYQxkiF57AHydDthHZfXR/fpAdzmjCXQbQLcON6zRxL1KHQ4u Ofn1d7T1GrqRb6ALtjcppjcf2ILaA7c9cNt3wW4c7Ma/wW6i5sIMu0latuwm O+xGGHZTLLs7fnajAtiNfr2YPo3xF1QLr55B7PMAcs1jkOHXXED+lbkYdn/i dXpNlY019KZ8BL1JLr2J2nXp3Yp2CabKuvQGGXyDLLef4nrfITcMcsNcckMh N8SMoMF66unVT/rRPTLoVjlnHenmrMM5Vyy26BYHoNthzz4qmcJq7PlHL+j2 qZnWrzXT/Ptcg+rMGFJ3xjDojsiD+tO9oDsKumNU1zF508c0muGeh5Dck/4z kdxJkJ0E2UlwNWcjk5o3KpzkNSxw/Sktcl0055KulgrHtVQ0bt8FsO8GFI7y vFeLBV4tFJi32obRkBbyBoF7QPOAvQDUC1m9WsB6FhidF1KZuZKZuRKbNR/X qLlH9Zq5D9DRVYyspfo+NP+i8uILVUj9Lab+llB/S2lNzNlYOeNAZYZDci2t QwN1t5ma2wbFnRDcA8EeCB7ImtNQ1rxGshc0lruoibwlTRUsa6ZwWbPFPkj2 yfPIowf/6F0V/PJ1tfzKTQ396k3N/qub8v3mda38xjVt4pXb9WvaaViHXtS0 rn2rNR00r4HpWpCOWuxllY0+al3R8YV8aFnHLct81hTto5ZFfV5HBu3meb4H PXTTrHbBehust0B6E6TXQXoNpFepxis0zD63GvuKzXsnPS7OLeDcqKWUenCu Bedqjd0t00+5M8VWt0dd10Pg2GX5hp/lu6+zfPMhclmG44E7LstwPBZiWE7Q VKjLcmiSwzIMW5YjXJYjky9ZjgpgOdqwnAbLabCMYPWpbYYNyVcuOH4eaz6C 4isG4ivwm6afNbcXBfjFhxAOKMDcH/FoEUYXCKMtf6Mc5SJsFViEHzgYh99z MY5xMY50MA4O1vkFxp9Qe30/CAcemjSDbUuQZferXNtVltWpiiwSNKtH1VBQ Z89R+iF4AIIH1U6z2EnP253hVS/FtY8iOwCxg+njGk6f0AgazZjUWKZ7rpI9 Bb3T0OuereS75yv+Mxb3nGWxaCZIS8Uz5p+XKTbHLtM8TtuPpuizfCWTdHOT 9o2G5eJxOjYX6iLzNh9AF5r3zIe1CMyLeQMMYv1aokIvsYQleFtKb6d0tFLh mrUQTwmh85t9UK2pmAqTk5bbvxnA8Ofcijw3Pq+CxGIVU5FLUmtURg9dZn/r sksVjAxVhKWGalxHj9GIWbWy5A747YZfD/z2Zy3QQy9qJGdJo7nLGs/3abLA p5miFRhe1XzpKgz3K/of3VTaL4ep5p9Fqe9fxmjmd2O1/gcx2v+jSB39SYgO /vCmtnKG4G2T/Ntv3qR5PuB62LIJs46OWzf43HHbhvnF3bZ1nRi1rxkFcVnl 0raiL3H1IZhuXdJhK013y4L2W5iJm+e0A8/b8LwFzxvwvA7PqwzAK5RnX+WI fBWwbAdfj1ua22G52bK8mFIHyzWaflSh5dKen3Q76kuUw12Uoz8K5SDL8Rcu Sb4dd0lycIJLcuJFVV60JCcFkJxyWZWjTFVO/SiSgyzGb1mQbUGOTacopwNy uply+cignA66joIumf7sRzCd+lpZPjOlOdbh+qIs01jvxRimEwOYdhrrtSjz TzoYoj/z+gmxn+nwuw7TtjzDdGg4TIcYpr/sHrO313kCDl0aVEKPVJrJkOfO u6VZHTBNsmbRPgJDdVafarP67dloEyy3krxtFKHOTC9Mj8L0mPqovgNwPJg+ CdNTGsmY0mjmtMYoThPZM5rMnbUHM9P5TGWzBXOEzJzPzBc5ZzRBWiw2zy2V zMEsKjXP+bh+gtyZ04rVrKPSGR5Bf6VsmkvpFE2PYd28mWg5Lx6DdYfxJfhe hu9livUyfC9TqJco0kvpHVpKZbJLpj1MqNfCk1rNPaii6y7T0eBCwB/FB7L9 15VPfS5KKlVJSpXKmEnK01pUwfeyXFM3Dde1cN2QOUF9nqLTnqE+z1Gf5+m0 F6nPSxrOXpY316ex/BW4XtV00ZpmS9Y0V7quhfINpf5Osu79cozy/vkjNf8a 2fxvErT0R2TDt+J19M4jnbwTq9Nvh2o/mExp2YbFbbro1m3zzwi0beu4fRty raC3Y8u8l8H1tGNTp53GCc46NsxlHYs/61jjE6t8LaUbHbXTnIP5Ppjvgfku mO+A+BaIb4L4esOU1kB8hXLto1z7qgzebvdtS3UXeLc5eJNZi8mENb5Kkw9L 9cH+0y+7f5uzbfC+Bt7XA/C+Efsa3kG2Tn/FEt77Gt/xGrGV+k2+qdThbqWO COA70vCdSqVOpVK7fEcbvtMuKvWpqdLRaQGAp/mPsEyHbZrtqw7Id9NcoA3f d233nYY9WsDv+vvu1O8Dt1OwD0zBduE2U/MWuoCbvvtDBTviAm7ThsdiRJbt MJftENju8+hL7lv6cxNLzulNWq1K0pkFcdlSanaZOyWbYl0G2BWAXZlFRwnY tVkDqs8yJzrDagHsNjK4g+m3i3a6J2NCHopzP0APpk9rOGNaI5kzGqVa2dOd nDngnmdedE54ZgsXnFOeokUtFC8G2aOeT9rDnmVz4FPmaMWofNEeyAaZI9kg rVUsmH/EqWJea+VzPGUcwLxt8jmtls/Yty5XrKbwBYd2X8m4/UWd5SKvli9I H9ByjkfLrHE5o0PLELqUTNfIALgQV625hxWaului7+yfWbL/RgDln3WPWeeZ qYsSi1RCBS9LqVV5apMq0tohvYcuvE/VjCM1xKgOyhszp6jgM1TweSr4AhV8 CcqXNZTt00juikbzVjVesKaponXNlGxA+QaUb2qpYksRvxyrh78Sr6J/lar2 38/Q2B9naembGdp+hxx9L0En1x7p7L0YnX07RPs42mHbLojvgirq2IXuXfN3 BZ27hvHOHZ11OQrS065tc9kyl01Af9q1wWc2+Crqe+ca//WqDjtWdADw++3L 2mtb0g7AbwP8FsBvAPx647RWAX6Feu6jnvuqvJewl5gxuxPYGbGziC6lZCG5 WjPx5Yzj3Q7of8WC3n0t9PuAfj/I9uNfdjryWwGcU8OHggM4D3U5h3E/50sX nKd8NOfRfs7dOh7jdORBlvIrIOoU8Wex/iL+1mURv+sv5uYr4Rz8X/nxB3MU ZIv5T7i0pwbQnqITf3se69BuyvlujJ92Snm0oT3+ddojLe1BFve/wtWt5OFU 8vBA2kMN7Q7sf0sF/kOf9DqV4rdlVPKyTFpNcxwG6OUWdA+g96kKyGuAvD7L fxA0CuhjgD4B6JPqIZE9wN2fMaNBNJQxC+hzgD5/cSg0mbdABV9knFzSbNGS czhUvKyFkmUtli5rqWxZy8hXbuSDblThA+ZlrVYuw3Plsn5a6+akt2opQIta r1y078isV81zjwfAv6F/rQL2y82vLpCJZXBf6nBvfjXPB/c+uPflk5G5lJ9s ustMJsV0JsWUBi0n1mgxrorxu0zr5d3fl/eCuHwVJ5aolAwuT22wf+xaSbde mU7YMgZVw+BShxfWE6LmzFmm7nmq+iJVfZmq7tNA9qqGc9fkzVvXWMG6Jgs3 NF28qdnSLc2Xb2uxclvLVTuK/F/i9OhXM1T0u7lq+Xd5GvqTXM19K0cb72bq 8HqqTm8k6OmNh3p2LUpHEWmU431I3YfzfchFXfumfnO9qqfd+2hP5z2oe48B s2fXXHbMn9T1bKMtnXVT97s3ddK9oeOudR11Mb13rmq/c0V7HT7tQv4O5G9B /ibd/DrkrzXRXdHJ++om36DeTOPmXJz45rYQ53q6qBrNJ+OncfjpwdmXAsq7 Q33E69TfuPfh8g7yvbeefAj70cDyfoF9cgD2l+V9y7bv/vKepkMwP0LH/kHc HcKfxjrl3aL/Udhf4G9swmD/eYu9ufPL3wHYao/O775R6Q37sabSJ7vsJzns xzjj+WUbH2fb+Cemjbf8P3Sr/X0H/oi7tti/Dr8t9V90K31HXY89JypNY8bE AMoyGgC/2cJvfqWhgnG8AvArAb86iywG/DrAd86OxoB/AvgngX8K+KeBfwb4 ZzWQMaehzHmNUM1GsxeB3zlHmsz3nyX5gN+nuWIf4K9ooXQF8FeCtFy+ql8g WVa1UrkK747WqlaBGlUbragnrESV/8c76v21dzT5629r7jff1npksXnbRxvV RktoETlvzzqGQGJWzuIjM/gKyWmbgAAjYJT3FTBm5mECOcYEGDHTm+WjRV9O qtZifIVmH5foeGQh4N8+ckzgJ1wvnR+bU1FCoUqTTNGvU0VqiyrTOjEBWvt0 YwIjqmXSqSNcjZhACyFqz1xSFybQm7Wi/uw1DeauazhvQ6MFmxov3NJU8bZm Snc0V76jhcpdLVXtAdWeov5pih78yzxl/16hav+gUL1/XKDJb+Vr5d0c7d3I 1OktKsrtBD27dR8zYJxnvSedRxjAEVAbHVLHeg6ZSM65nvce6Jlfnn0ejfa4 R727fH5XT3vpDXq3dYovnKCjnk0d4gsH+MI+vrBLN7CDJ2zjCZt4wkbrgtbw hFU6AZ/fD2rxAzPV24meUBcT6gLa/dxGuoBaLaZVaja5jM93fck9lHutA7ge 6AV3HT+48fqB3GstwJ1LLxgPSfzoFiDcbQHwgA3rBakXXrD/hhecUO5P0Rl6 amd34wSfsF7w3JXxghdO+b9i+4Cr1hJe3fXLnNjhAV+5dICPqv6xl73+vtvv 77jD/EX1xwFWGeZXox5fdgDGBSIDHCDCdYBwHCAsXL5Qp9n3/xrF2dFTFRHw UnqAsnQaVRr+cnqACnoAe6aOBVTS4FeCfzW1vyaLHAb/evBvskdPk+TwNJP8 jLrJ6V7qfV/GvAYyFzRkjqCylzSas6QxcwyV58MCfJouWLk8iioxx1FrWixb 01L5mpYr1tl8VLlu3K1qXT+step1uHe0UUNxTKUP+aM4lf/adfX8+k3N/PYt bf7+LZ18/YZe/PE1nd1+ZN5MMm8B++j9N2vNO8J+S1jk2y3wjeexGPLywg78 fQH5WeS3gj7XCsjP9CasoFbLyZVM+2WaeVT0fW2g4EmuSugFyrCNipRGVaa2 qyqtBwvoV3X6MDYwhg1M0gvMqAkLaM1cxEV99P6r8mSvqz9nQ0O5mxrJ39JY 4bYminc0Vbqr2fI9zVXsabFqX8s1B4zQB8r4t1WK/d/zlfw7RSr7v4rV/kfF 8n6zSIvvFmjrRq6Ob2fqPJg0A4IXt++RYtnU8xOd9ZxAP+o9Jod7j0nSZ55j Pes71nPPkZ73HVHa+g7N5YB24FnfPllDu4AdnHl2derZ0Ql2cIwdHGEFB1jB PlawhxXsYgXbWMEWVrCBDazTGqxiAytNc44N1PttwEz+5j03BoFiBoF8WoIc 3DazSvNp5ZpKLP6S+57Glt8CrhkLiAL5mMt24MZ9xwJuBFjA7ct2YNC0A+Bv LQD8Jz+yHUjRClqzFpB6YQG7H2kB7iRgW4J02oF0fzvgP8l7fvfSBS4sIKD6 X1jAj16M/I4FpAZYQMobTUDiGxaQcGEBtgkIsvR/2uX/gesBH83/0z7PF9zI dtEBlKRUqCyNvpUOoIJZvyKj1f6ySmVmj237DfpVVP4aKn8t2NdljdP+T9rT qTZzOgX23WDfQy73gf0A+TwYeEqVt6Lx/FV7UjVVuAb65rRq3TmtKtvQYvkG 6G+A/ibYb2qlalOr1ZtwarSl9RqG0I3aLf1VbdZtqvpPEpT/ayFq+o1IeX8v Ritfv6ujb8bqg2sx+i93IvSnwbd1zlRj3oDarl81/3pt3Yo+a81gAytYr13S Ws2iVrABHzbgu7ABOoKyAAsoxALyTTfQJV8WFkBofDRKyynlWgDv9cp2h/uf D/CAH3fngbPDExXF56s0sVzlyfX4ADFN7cIHPHjAEBrFBybwgWl8YI6ZYJFu ykcsV9WDB3hyNjWQu6Wh/G15C3c0VryryZI9TZfva7biQAtVh1qqOQSkI63W H2k4dVEx/yJPj3+zWHm/X6qGf1+qvm+WavrdYq3dKNTBnVydh2TqeWiKXoY8 0cvbsTqtmoP/M1PEPGcUsfO+U0A/BXnUb3SiF/0nV7gcm78JGMAX+g/1DJ33 H5BF+zrrZ7To29Nx366O8IRD/OCgd0t7+MEufrCDF2wxLmziB+u0BWt4wUoL cb9oCSbcU0Dzhh3jQSnjQSGdVz52m1OjpUy6rtRiHY/P+38V90NecD2wHbj/ Ee2A8YI49dMKGC8Y9rcDrhdM4wOzaB4fWETLxgsijRekOl4QFegF5lTA9YMY vxe80Q4EXVjBFeMABv10h/8ft6O/qfjPbN8P8nc/Anl0EBtQ9WMCqn60W/Uj 49wj/B8KqPou9ZEu9RGG+qhA6uW8SfyPbNUvoeqXpVaqPK1WFVT9yoxmkKdU ub84aaZ9g331BfYTNP5TVP1pqv4sVX+Oxn8e7Beo+kvqz1wGex/Yr2gkxz22 yl9jlF23R1fTxRtgv6n5sk0tlG+B/ZY9wlpmtPVVbcPjtlZrtmFzB+RR7Y42 6nZgHtXvqDuyRtm/Hqzy32DDf/eBpv8wTlvvJOr8TqL+M1b4Z/ce688f3tNf 3AvRToN5U8q8/fx5bTeQg/jAZj05WOfTWt2yVvGBFTzAZz2AulQJ/xXTDv+l o/aPXn2F1KZ8alNOp33j2IyrvvQqLaWWao4u/7uHp4H/cGUg/39LnZUtKomn JidWqSK5SZUpBDa1R9VpTFLpI2gM/qfgf1YNGQvwvwz/K+rMWof/TfXlbmsg b0fDBbvyFu1pvGRfk2UHmqk41FzVkRZqjrVUe6yV+hOtNZxqvelU2V9v0P1f K1HavylXxR9WqPMbFRp7t0zLN0u0E1yos7BcPQ/P1Euy/FXYIz17kA/553B/ Ts72PzWVi+uLAUdBXM+oU4On5h+2HDzR80EaBHSOETwdONQZOsUITjCBY0zg EBM4wAT2MYFdTGCne5PmfV2bmMAGBrCGAazSEFwawJRrAOZdPsy2HLMtwWwL Wwk8wc6t1HxGqSaSCr7ovnli39V7L8SB/5oL//U3GoGbrzcCHtTvNgLDwQny XsCf5MBPOCz8EQb+5NcbAYDftvCnaR/ovw/8TFIGeT/8lPvnbvl3ZU3gLbfm P+d6aQAf0fYbA6Duf9gAEi4MIMg2/p9xW/8fZACRWsEAljGA075eh/+/oe66 bpVSx8op+xWU/Ura26qMNrjvctjPdNivotOvodzXUu7r4L6Rct+cNUeqztOy LlD2l2B/mbLv0wAT7FD2qkb8x1j5G5oo3ID9Tdjf0kzJlubKtu1x1kLFjpYq d7RctQuDu7C4C5N7WkPraKNuz/z/X6jfo3g37OnnlPUbIcr/zUg1/fYDef8g Tr5vEqPbtFIxmfp/nmTqz5PT9BdpifrL1Ps6rRzRbtMW2tRO04a2Gze0iRVs YATrGMEq7cAKRuCjEfBZE6AJqJp1DKA80AAoSPkUpNwOTKCZJoD+P6NCixSk 9Zr27wf/P1DRkxyVJpSqPInIJreoKqVL1al9wO8W/vRJwJ9B88C/pJaMFdx0 TV1ZG+rJ2Qb+HQ3m72m4cF+jJQcaLzvUVPmRZiqPNVd9ooXaUy3Xn2ql4Uxr TU+10fxUo0T//r8sVtzvVajg31Wp6T9WafAdhumbFdoMLtVxeJGeR+bqZVSG 3o9M1PuhD3RetwT3z/Rs4BnV/RmQPwN3NGQez3k0eqpX6OXQmV4MmWbh+dCp mQiGTnSOGZyh08EjnWAGxwMHOsIMDvv3tI8Z7GEGu5jBNt3AFt3ABkawTjew 2u7TijUCAt+E8zYwEdSZiYCgVxL0coJeTBdQSBeQX63FbAautEJ95+j0C+7J 1cvtHXVeGEHkpRFcDzgUuPEDjCDEGEGixowRhL3RBUS4XUCAEWxGukYA/HsX RpCuYwzgxBiAcYKroJxurMDK7wZ2HrCtwFt2FvhxawMv0GtG8FHNf+ybJ4Af 7gQcI/ghxwiiMIIovxHcc4wgMsAIwsO1hBE4LvBbenp0ptKkEpWnVqiCzrYy vQEXIF/tX8b3IgbWTNMBjKJxnICChQvUU/2bsszguuCcX+EAPTiAx5xhMcQO Zq9pOGed5n9Do/nOOdZk0ZamS5yzrNmyHVxg155nLVbt4QJ77P0+LrCPC+zj AgdU6gNt1B8A7gEWgBoPAPlAPdENyv7NCFX89n31/p9xmvmTZG1dJ+IRWfre oxz9aUqe/jwnT39RkKW/LCDPS5u017yDtrWDtpu3tIUxbGIM643rFM81OFpl Kl0hB5cxhQBDqDSGMI4hUKBKhsjHPvKx23l/OpdpILsaQyjVfEr+h83gx/yH gt5pFcflqyyhUhVJjRhCu6pT6ARS6QTS6ATSCGz6FJpTXcaiGjN8amEKaM/c UFf2lnpzdtSft6fBggMNFx1qtPRI4+XHmqo80UzVqeZqzrRYd6blhqdaaTzX WvO5NlqeaavtmfL+uEWPfqtCGX9Qrar/UKPud2o0cbNaKyEV2g8v1XlUEQ6a q/dJ3u/QQr2IK4LvwRfmt1G4vhh6oZfD5qNXw8+DuDzTz3DFFNCL4ad6jp4N n+l8+FRP0RmmcDp0rGMM4WjwUIcYwgGGsIch7Hp2tePZ1hadwSadwXoXwb8w A4LeQhvWZI4HcOBaAl5NwCvpCMroCEpovwrrtJxXrvmsYp1Mzfs7AmMC3e+5 JnAtwASu0w1cDzSBR3YU8NhRIE4DmMBQiNMNGBOYQFMYgD0acE1gCQMwRwOr wL9uTMDtBnZeMwH3aMAxAvi97AjMTOW+UWAF/OZogN7gqm0MbFfgnBU6JwNB 1hZ+3DWGNOdUwI4IqT/YGKLf6BCizcGgczgYZG3hU44xRH0/YwjTYmiw/L9D 2l3bpbLkUlUwHlQyHlTRHlTbv/HsxhAoZJkUskwvmnBNYYb2YE4NmQt2km3F EMyJVhcdbS+G0Je1poHsDQ0x1Y7kbmIKW5jCtiaKdjRVsqtpc7pVtqc5ptuF yn1M4UBL1QdUZ3PKdUjFPqRtP6R6H1HFjzCFIwzhKEjbTUf6Bbg+UuZvRajg t++q+ffiNPr1ZPneydBhSLZe3cvTf0nM159lFegvCgv0l+X5+q/lGTqrn9J+ 6572Wne1i3ZadrSFP2ziDxvNm9TVDa3iDyv4g+MN/oZhwfWGKccbykZIT5pX +090uKdYeXV4Q7mWMmi6J+cC/oHxQGv4u1oYnVFpXLHKE/DeJHw3uRNrILyp hDcNz02bxBZm0ILq0pfVlLFKaNfVkbWFNeyoN3dP/djCYNGRRkqONVp2oomK U01VnWm25qnma8+1WH+u5cZnWml6rrWW59pofaHt9heawJsf/nq5En6/RkV/ XKeWb9dp+EatFoJrtB1RqdPoMr2MLdQHd3P0HVLwu6TS88YVPOEV6L/CAtDI K/Mu18hLvaX3vS/RC6tX3ud6iUhn7zPTK4wwZIw81dORM51hF6dYxcnwiY6x isOhIx3QO+xjFbtYxQ59wzZ9wyZ9wwY2sYZNrGITKwwPK63EvpnYN045/UIN sa+iX6igXyijXyhp1HJhlRZzizWRmus/Meh4NxiLCLu0iGsx38cinDcPjEX0 3Yl3LcI5PbQWEfa6RdjTwzcsYiPq8sTAWIR/aHjNIvw2Yd9A9E8O5ld777rv Ity17yzedWziqjWFH/vwucHdQFNIuTSF2EtT2ArsFhxTCLKtwqfdZuGBK78n xDieEBEpH54wHxr8OXdiODs6pVcoUkVKmSpTq1SV1kAv24ol0NvaXysfdC1h HFHOMmdVy5RQhx000iM0Ywd2wKW0dWMHHnrdfgbdwZwtDedty5u/o7HCXSxh V5PFe1jCvmawg7mKA81XHmIJh1jCkZZrjpxDr7pjrdUfa73hGEs40WbjiTnp azrBvrabT+D5RD2xLcr+nVhV/i6+/2+TNfuNDG3fytHTmDx9L65Qf5pepD/P L9ZflBXpL6vxh6osHbQf6qDtQHtot418xCO28YdNtIFHrOMRq/jDCv7gwx98 tnfAG+qMN9A3VNPPVtLPlpOfZfSzJeRnkXuqVUDPkFeNNxRrzv3/KfZhX/gl FT7MVFlcmSoS6p3/fynJtAsptAupTrtQnTZt24Wa9EXVp6/gC2v4wia+sK3u nF158g40UHiooeJjjZSeaqz8TBOVTzVdfa7Z2mear3+mxYbnlNsXrOWF1ltf arPtJb7wSjudr1TwjQ49+dc1yvrDetV+q0G91xs0FVyvtYgaHcZU6vm9Mn1w n378Qba+dy9Z7yfhFcMf4AfI+wGW4H2f0vw+1/dHX+kDZB5fjb7USytai9Hn eo5FPMMgzr3nOvM+1SkWcYJFHGMPR9jDAfawTyexhz3sYA3bfXvawho26CDW GSdWGSdWOpjl2gl9K6FvNqME3UMd81sN3UMVllyBJZdhycW1Wioo1UxWvv/N 78m0XHUZW3gvwBauGVu451iD3xZuPsYanPGhj86hP9gcJCY4bypgC/YswdpC coAtMEJEBhwkXthC2utnCTHmLMGOEUHOHHFmjw/c+QHW/XOEmR6ML3zO9gvP 3QnicopIe8MbPuJIITb5tUniDW/AF6LtIBH9OMAb7r/uDZGONyzjDZt5OXLM 4Xe1ND7PsFuiypQKVaXWkqDNmIP5d+pI3IwBZ4jIHEOTiIKGMdRiDHX0CY2Z /n53DXNYV0/Wpjz0vQMMwkMMwiP5uxot2NN40b4mGIanSg80w0A8W3GEMRxp oepYi9XHWq49YedPtMJgvGZkTsUaT7XRdEazf0ZxP9N2yxnGcKaZ3Dll/E6M Cn73kVr+TZJG/yhDK9dydBRRoPcfFum/pJToz3JL9eclpZhCif5rTYFeNfbr sONYBx1H2kd7HWRlO0MJRrGFUWy07QHSDkV2Wys0ESsMGb6mQIOgx62hx62m x60kSyvI0rIh50/OzKlXkdPj+uhxl7Ly9b2TU2sKf+1DBvF3VPwoV+VxVapM aFJVEnFOxoBTaBpSaRpSiXHaLFrAIHwYxCrmu4H5bqsze1fdefvyFBxqoOhY QyWnGil7qrGKc01WP9N07XPN1r3QfMMLLTW9hKhXWm15pfW297XZ/r62Oz/Q btcHmirc0ePfqVLSv6tXyTca1XatSd47jVoMrye9anV2v1IfPCzVdx+xDszs P91N1MuWDXzhu6ZhGP0OTdv7XN8f/UAfjH1gH98fe1+vrGgs0Iuxl3qOWzzD Lc5xi6ejz3CJZzrBLY5xiiOc4hCn2Gfm2MMldnGJbVxiC5fYwCXWcYlVXGLF ugTxv5gxaB7qadxqaR5qMOcqBroKBrrSei0VlWsut0BHU7NfcP/Nna2uPlwi FJeIcE4c/S5x7SNc4vabLuEeNAS4xHS4e+IYYWaMlNffbojyzxhpFwcN+9Yl 0v0uYRuIk9iLBuKyf7h64RGmdUgzlsHFGMIPv/E2Q/JrM8TehywhQesfYQnR WEL0w4+whCitRERoCUs46++7sITShHxVJJeoKqWSVKxH9Arppldwfvm1OsMZ H6ozpxG1DDuoxQ7q6REasYMWrMCOwNS1nuxt9dHvDuTuaohReKRgX6NFBxov PtQk4/B02ZFmKo41x0i8UHWixZpTLdWegtwZdnCm1fqnWmt8ih08xQ6e0uOf a6vlHDs4p76f0/+fq+rtfGX/3gNV/+tEef7vDM19O1fbwQU6v1es/5RYqj/N KtefkR5/UVGuv6zFHmrydNR5qkN00HmifbTXeaxdrGEbbdFHbGIP61jDGr3D KtawgjX4ml1baDS2sMxrXHBtgbSsIi0rSMvyAayhl5SkZyhuwhaqsIUiPZ2Z /ZAl/KjbM8yPTKrkcSG2wCyR0KLqJGKd3I8tYL0p9AypxDmNOKctqTZtRQ0Z 62rO2FRb1o46c/bUk3+gvsJjDZScaKjsTF4sYazymSZrXmi67qVm619qofGV lprfB6MPtNr2gdbbv6PNju9ou+u72u3+rvZ7vquid7oV/2/rlf0fmlX3rvkH 1ps1E96k9ZgGHd2v1ctHlfru4xJ973Ge/vOjdH0nrQpD+N4V+P9eEGbwXf2c Phj/rt4f/45eWdFToBfj7+v5+Cs9wxrOsYanYy90hi2cYgvHWMIRDcQhlnCA JexhCbtYwg6WsIUlbDJTrHu2tdaziSUw03Uyz5mmoc1tGhqx43ovlsAcV03c qzrYhyYtl1RpoaBQJ7Oz8vvBi61ddb3j+sF7fj+IvfSD6/jBjUcXf+prDx7x gz63a/D7gX+geP0dCMcPfJFvnjmkXZw57Ltdg/MuhOsJsRdnD04DccVpIO46 Mi6QbqeLIMceTLfw2YC+Ie2ib/h+p5D+tyKMUWwbo4jBKGLi/UZhfcK4RJD1 iU9xDWgeomIvnMKHUyyEheo7uzv6rHvY8PTwVGWJhapMLiNLa1ATmUpRS+91 mocMut4MMjhjCqegsGVS2JgoanGKepqGJjK5lUxuz2QqpgPupcj1kdEDFLph stpLJzxWfETzcKypsmOc4kSzlaeaY0peqDnDKZ5que4pGXCu1YZznOLZ/8vY fUBHdeXpov9WCWx397w16d6596558+b23Lnv9YR2txM2DiAkoruNCQ6AI842 ORmbHI0BZYmMEMoqZamkCqpSzgmUc845Z4HX+/Y+p6QSNjOXtf6nSkII1a6z f+f773OqhMqoblRFd6NaLKSxa66N7dGgTteDf0P+7WJcIRTeW5wR+74XMr+8 gbKDd9jh+WLgkj8mvIIw5R2EmYAgzGoD8SDMF73RqWgxcgc1dKLJ0IFGVoOh ncdSNiqEo5ZwVBONKqJREdfIydXAZpdgxAow2GhEVXAn5U4bwZ02jDutljut ljttcIZyZW0gM0QAM4RfLMFghmDSvX/9Oh6jxbO4n54Pf87CwMth8jdwhrgw qLmyg3Ojyu5U2SOfxXH2LKEW5YjwqqIWtdBxbPU3G2HyboHFp41adCAloAvp lCIrpBc5oX3Uoh+FEQO4HzWI4pghRvMhlMcNozJ+GNX6EdQaR1BvGkVjwijy fRtxeWsY3D+Lhv+uWMQfikXG0ViUnI5Gw/kIdF0MxdDlIHZrdzF2+QbFcMdA XC2xGKMQY3akYlSAkT2CAVnD6Jc1hD5Wb/YguglHF6uTeHQQjnbC0UY4WglH M+FoYpZoTO1APTuOOqJRSzSqiUYV0aggGuUmJUOUigwRR6xjC/icEOtINnjh bPBCOfYhHPsg5jd/LYp8fIl+LKwLlPHEwrjnmILFXhss9v3C6oMVi7nVB5sF SkIhVx+OqW0GoSi2xeLk41cfrG1Gy5k5MDQyQSxecMaiU+k2xEsbFCZkqPAU Kzg2vYVihOKEMKJ17lIl6zULrqoTztKJql9wYi5NCCdO2TpximnoJBuMYyg8 euTvVHSLswoR6OKDYLdA7p4MEx4ME548wHlZlKtprjD3XmHuvcLd9so9aK8U s0oRysY4/EoViahmg1yL+Kt1JKKeRDQi8WYTkm83I/VOC9KZhTN54Mv2b0du QDvygzpQENyJeyGdKArtQnFYN0rYNJexaS6P7EEFG+cqNs5VMb2oie3VsAno w1+hPq6Px/8+BO25i2tbLiNkmycsn9xA4Z47qD3qi64fAjDiFozJGyGY9gvB TEgIZsMDMRHKY4yJwrSYusUbWZi4V7IaKUa9kR0LtailFjWUoopSVLLzKI9v 4qSiEro6Ho5rWFYluJeGM+mGMVKEstPQZikvsQtmpAgyUQlGCv9IKhGEktu3 2GW02fwCOlsknkFRegGR8EfQ5QgiQZBdCLIrR9uNo+1OjN0L+UwUsTjSnhVE opqdRh10Nxqhv9VEJFphuduOJL9OItGN9OAeZGn7kBM2gLzwQRRGDuF+9DCK Y0d4KB7h4xnlYxtl5B5DnXEMDQljaDSPo9kyDr99Frh8HI2bO3SIOBCHxCNx KDilQ/X5GLRdjEC/UyhGnAMx5uyDcadrGDzvRiAmeEAazB5nQz3E7VD2GAZz ZGkwkDOK36I/ZwR9OcOEYhg9BKObYHSxOrIH0E4w2ghGKxuQFoLRxOajkSmj Ia0ddcSiNoVoJzWhKrEBFZY6lLPhKGO6KDUQ6ng1XcTwKYjiUxDJpyCcT0Eo m40QNhuBbDZ8/ZF3+wasy5TZHrdg3H1MWY/Ye4pFKPaefTwUcplS7TS+t12P eBSKR9YjbKB4tNNoOr1gTYJzW0kXihZ2UouOs4oWGuGFzBZPcuMpft+YqoMU wmYFYv7NBh65qEGmCKsQl/8TIc7OCVF64gRbzWOo4g6sELEFfjw6BLn4cucM 5o7JBOERRyJ4VPOyXnCjJogr3GmvFEketFfKSUQVs3CNPLrFXq1H/LUGGMlD AnlIvNWCZGbiVB7pMtgqZzEX5wR0IC+wkzx0oZAt831tN4rCeshDDw/PvSiL 7EU5W+fK6D7y0I/q2H7U6PpRy/a5Ln6APgwg/045vLZewp1t7tB9eB2Z39xB 2bd+VDQQA84hGL8WikmfUEwHhWImTIvZiEB0GarRlsC9MYF7I6s5gXskq5Fk NBCLOlMnj6ydqCEY1cSi0tCKCn2LhKLMCkWsgIJ7aBR7j0j2HuE8nIXnqy/U URfNQng4C9JzD42Wh7MSH/YdhfmPQWIJDP6xCLgYRCSiiISeSJBkV/Ycbhxv N/Yc7vdYxXw+ONaeHGsvjjUJ1t1ogv52C0x32mBhikjy70JKYA+R6EVWaD9y wolExBAKo4ZxP2aESIzy8DvGxzOGSv04H+c4H/MEkZhAo2UCzYmTuMce0OWD SHh8pUPAvnjov9cj6ySz/Hkdmi7GoNspAsMuWoy5+mPc1RsTTlfQH5hBECYx JGsCQ7kT/HiCbuSO458wkDuGflZf7ih6iUUPq5tgdOUMoVNCMYg2potWYtFC LJqJRSOhaGCqqCcUtYSihqmiKqkRlYlsA5koypgoSo18CvQlNomCT0EUW5AI tiDhbEFC6XRwBEr8A1Fw59b/UA+E1fpE6IURe6xGnFaNeGQ1wuaSB7PNmuV/ vBqx8OLHypMLu485J04LJ7zmViVkqFCcsJNM/HqeCWtZw4Us9WVUYnmiU27I xd/L0xm2axStpxee52w48wtXQkk0Lv0CGgTj1DkVjdNKpDh+gk3WUbTOLVK8 hACnWwh2YdvhFsqdlE2zBzOF5/yFOiFezBReIlPcZ5WwyohGJdGoJhp1PNpx R77aSDSaYLzRDDPBSPRuQ7JPO1LvdiCDR76sgE7ksJnOY0QuCOnBPW0P7of1 opgNdUlEHydiP8HoRwUb68qYAVTFDqCazXVtHCt+kP3BEOpZgXsDcG2bK7Tv X4Plc28U7vdD3YkgRmQtRjzDMHE7HFMB4ZgODcdMJHfyaL0GbeYB8Vtlzdw5 Wc3mPjSZuYPSjwbaUZ/QjVraUcOqphuVxnZU0I1yulGmulEq3ajmDspwEaW2 IBE8soWLq3ety2g8soUwXASLIxvbDx7Z6uJjHmPGs7h7/gbNCKEZMQh2MtIM Gu3KzsOVnYcbh9udw+3O4XavQJiHOtTXG6CjyXqGChOH18KhTWKoSA2iGSF9 NGOAZgwiL3IYhdEjuE8vinXjnGDjfDwT9HCCj3MSdQmTaDBPoTFxCs1JU2hN nkbAoWS4fqbDrd16RB42IPmEAYXn9Ki5GId2pxgMukZgzJ0uu/th0u0mhi96 0ogpO2IxxYQ/lDuJwTxRE/RiAv154/RiHL10o4dudLO6ckfQSTc66EYbzWhl wGihGc00o5HhooFm1DNc1NKMGgaLquRmetGoBAszg4XJGiyY7XTMdrHsQKLZ gUSR7AiSHU6ytVEoCQxG4V1vDLa1KWb8A+J3HWWuOE4z1AZE5gq1ATkwv1qR 8O3C1Yq5BsRmteI/bEDmznOI1z4KMZ6SXjScVpoQJVsoXrQo2UIz34ksmkND vZU4yJUMT3mvQ76kUoLB7sNOOvF/2TQf6kXTZ1x+fs0k40XFaasU1kWKp+aj xSm1+aAUpZSi6PhxPsijChJbUZSRh0AnbwS7svlwi+BeyX7Zeimvp5osvHik 82Ky8GIc9iplVUDLOBzGVBF5pZ5QNBKKZuivt8B4sxXm2+yd73Qg+W4n0nw7 kcGjX1ZgN3K5N+fxCFjImHwvrA9F4f0oZi9dEjmAMvbT5dGDqIgZJBJDRGII NXFDhGKYs22YSAwjz6cKnttccOe9K9B9fBuZO/1Q/n0QWs5rMeAajvEbEZj0 jcRUSCSmIyMwExWCLmM92i3cLS3cLVktlgFGblH9jN/9nC29qGfVUYwailHN pFFl6kAFtSinFmX6ZmrRyJlWz12TCSOWh7doHt6i2IpE8vAWWaBc4RfOhBHG 3TXUzF2VR+VgtiEBQSj2uYHHUuF7/jYCfwxF0CUOuhMH3TmZXFBmV8rsxgF3 44C7l7EqEeZZw8GuQwz7Dx0l1jNamKiwxa8LSYwWqcF9SNf2IytsEDkRHKyo ERTGjJKKMVIxwbk1SSomyeAUqZhCnXka9ZZpUjFNKmZIxQzuh7TD9eMYeO3Q I/CQEYbjJmSfNaD8Rz2anOLQ6xaNUY9wTHgGYdLzLrm4hoGQbA2G8mbEZprB Im8K/wsDBKOf1Uc0elk9RKObYHQRi05i0UEs2olFK7FoIRbNxKIpk24Ti/p0 5r20DtQwXFSntKCSXUiFDBc1NuGCTsfRaR3zXSydjqbTUYl8Jgx8BmJQEqzF Pb87aL2Xx85VDLYdwkKCEK6WBhEhwXaIDAkmIZHBwXB95yPcXP8Bbq//CKEf 7SMnNoz8QnuSQEbMh51k9LBeRSHbk7l1DNe59kQufMr2xGPuRIhGNCjCEW4E I0+owcPaoLAoQ6t4G5U28RYr7fKdFtqFFGesWnSIvxDBwk69hEop8cUeGrl4 8d/mmhOhh6gGm5dbW5c55wQ5TUFO/0JzckppTkpPnkIxm5N7FKQ9KXEuZ5Rk FiDI6Q73WjYnbmxO3NlNe7Cb9uDe7JkuL/SROcOLYdmLBz6vclYlCakhIXXc qxsRQz5017hX3+BefasdZm+GZh+GZt8upPl1IyOgB9lBvcjlXp4f0o9Chuj7 DNFFEYPkY5BP/hDKoofIxzAqY4dRxY67Om4ENfEjqNWPMmeMot4wCnfycfV9 T2g/vIXEL31ReDCIkmrRdTkcw1eiMH4nGpNB0ZiKiMJ0dARGYhM4nokj4nfh JA4zXokaQgurOXEQTZSkkZLUW/o4oXpRa+5BNRWpSuhEJRUppyJlBuYNfRMn IPNGHPOGjnkjlge8aB7wonnAE68cjGTeiOR+HJFKSXjAC+N+rGWPEhSCEl9v DLe32vxGcltEXiAid4hIGIIvsSd04rA7M965ZLKotiuH3I1D7sYhd68iIhT7 agMRaYLudisRaYeJQlv8u4lIL1I5tOnMGlnhQ8iJHCEio0RkDPeZNYrjJjnv pqjiFBGZ5uOc4WOe4WOfJSKzaE6eRWvKLNpTZ2FmtnH/Mh639xsRdcSElDMm 3L9gRK2THp1uOgx5cqivsA+8EoApL2+MOl8lH7MYyp+Vt8Qkn6IM5k+LLiV/ Cv2svvxJQjKBbmLSlTeGTlYHQWnPHUYbMWkhJs3EpCmrDw3EpD6jG3VMHTVM HdWprahk6qhIakC5hV1KAiExMfQZ2KXEk/E4Mq4j47HsUqIZ+CIZ+MJj+SSE 4l6AD1rv5/9GfcO/8tISaciZY0ewdeMbeG/jery/cb0GH/DOInzI7Ycb1uMj pTT4mHd+gy/WrMOxp1/FiaeX4dQf7FkOOPVHR3hv+pz1BUI/PTwHjEYS818l Msr6h3KmNWNBb+O28LUd6vpHOcva28g1kFMe8/2NfMumRvn2LnPUyDdKbZG8 kBuhjSyN3C6W5Ah8ZKn37aQzf8mv8JDM2K6Ttjza2MydVxHgOCnnVU6LK7sF N7+xAeeHBeCUMa6UnDiF+wQn/9gxDDXUq+BsIziFBOcu93At92w2NuIVCPLK QnbmntzzPXPViwR4+PRU8koI84rWqxZhXg0Ep4ngtEB3vQ36m5wBtzthvsPD 6N1ugtODNP9eZAT2EZx+5IYMID90EIU8rN7nrCjmobWEXXspU3g5O/cKJvFK 3SixYbF7r9WPoc4wRmzGYbiYBo/3PXDngxvQfXoXmXsCUXZMi5YLEej3iMLo rRiM+8diMjQWU9FEJzoMnaYm4jrGGkWbrBG0slqShnmYHkYT5WmkPPWJA6ij PLWUp8bSgypzFyqpToVUp02qU6pnbolnbomv5c7NHT6WR85Y7vDiJUrizGBU Nnd00ZZzhw/nDh/GDickFCUBd9FxL/cx4jwHv/M+FCeC4hD6y2aqw3F3Zk50 IfKu7G5chTgcc3dmRC8Cf43A32xGHJtHvU8HTIwsFoKeFNRHcQaQzrHN4rjm MLLkRVOc2HGKM4Hi+Ck+hmk+nmlqOoNq8ywf7wM+9gdoTHqA5pQHaE19gPa0 B+hIfwB3djlX9hgR9F0CjKcSkPODCRXswJrd4tHnGYuxK5GYvBaCqWt+mPa8 gaGwXCnNA9HmFKj68HawYIbozKC/YJroTKNXwMPqyh8nOuPoIDztTDFthKeF 8DQTnqZs5sksopPZg7oMdp1MMNVMMJUpAp1GlCfWoYwJpjSB8puYHQ2UP57o xBEdHbNjbDKfkwQ+F3wO2OTeC/JFW1H+U+obRQl0IrRB2GYFZ9N6fMD6kPXR JqGMxGc7t5/Mlwafyg0FehKHltir+ixnrZD6nHpmJU49u4qjcOq5Nfh7eL/9 Nbzf+WYu4lg7pYXndRlxji2MOGIFtlTVx3Z1pebUzwWyrrJopEGL5hRSSyMZ krFnDiSJkZ30ZhE/6SHvtSrqaCQ7v3rkhaU2byozl3Ks6PyFgs5ponP6ArL2 HoZh++esz6Df/ikC39wIr+XL4bF8GU6vsMd7b75hh/fffIP/8w9HjyCKYTEq OAgVJSV/qXIUcPE6G31/7v5h3PXFBY3G+QsaPZQLGkM8eSD2LGYxzXtWsmqg 9azj9GgkR82IudYK3Y126G91wuTdBbMPp4dvL1L8+pAW0I+MoAFkBw8iVzuI /LAhFIYP437ECIp5kC7hQbqMSb+cSb9CN4aquHFSNI4a/ThqDROoM06gnuX6 vjuufHAN2o98YPk6AIWHtag9G4FO52gMXef0uKvDeIgOk5E6TMVGYyDWgvbk CXQkj/NW1BjaWK2yRnnAH0ETqzFpCA1Jg6gjSbWJ/eSojxz1oJIkVZCkchND kLGVu3wzpzNDUDxDUBxDkI7H31hOhVhx7RKnQozo+jOUrj+SUyGcbVRoBEOQ P7qK8h/D0fPwO+eLQJIafFFPjngYcOK4O2ezyJGL4IiHAFeVI5E3rzcimh2U TnB0V3DUDQs7qKTgfqRqBUdD5GiEHI2SozFyNIH7DD/FDD+lBnJEiioTZlFN imoTH6I+6SEakx+So4doTXuI9vSH5OghLMy4HjsM8D6UgOgTZqSeN+P+ZRPq 3Azo9IrD8FVmzevhmLoehOlrdzDufg3DBQ/taNAD/DOGCh9QolkMsPpZfVSp lyL1FEyhmxp15vOpoUjt1KiNGrVSo2Zq1MQI1MgIpEjUjRpGoOq0NlSxl6pI bqJE9SizqBIlMIMa2UvpmUH1HP64TD4tHP4YdrFRcSgJj8D9YH9KVLBYfetZ IdHZ40ewbRMl2vQzifAxa7sQ6ROx+ZQf2eEzbj/bqJQdPuf2f+MLbvcuX4Xj T7+GU08vx2mSdPqPDixHfPuHldj7B0d88zRL3H9mNb4lUHfe3TG34Jtie1Lo qPI6t/zHXH5mDUVVC4LR/MJv/WmbcKS4ZEdQ5l2SCWmx8Egj/fkbNe+o16af dlffymLha9vrbc4EzV1TojZa2fuOwPDJ1xpcd1hD3284rGat5EeOuL7CAVft V8DLfjnclr+GHX9et0imyKfw8ZscXNtazwFf/waiKVJ0UJASUV9F4KUbFCmQ e38E93xxBSXbAnd2Y+7qFZQeBfICiBBPHqg92Rp4VrFqKVIDwr2aKFILRWpD 3M0OitQF051umO/2UqQ+pPj3Iy1wAJnUKDtkiCINU6QRFHLGFEWOojhqDCWc NWUx4xRpHBVxE6iKn6BIkxRpkiJNUqQpxF/KhNsHV+HzoTd0nwcgc5+Wz1UE mi9Fo89LhxHveIwFxmOcCkzG6jARG4n2hFa0p0yig9UuawJtKRN8TlLG8X+j JWWMII1yMo4QpGFOzCHUEqYaolRt6UUlc1IFUSpP6ECZqY17PjOSgZ2ZnhlJ zxkRx4wUZ3P1VGyesroQw64sil1ZpJ4ZKYoZKRBdJYWP7cj8zvkRpEgE/0iQ LiUSJYLkJEDisLswk7rwIODGg4CHaIDrCVKTAhK7Mf1dHgD8BUi9EqQUZs90 5s7MSAHSGPI4rIU6AdIUQZrmzz9DkGaJ7QM+xocKSMSoMeUnNKf+RJB+Ikg/ oSPjJ3Rm/gSPr+Jwbb8JwcfMMJ21IPeSGRWuJrR6GdB/jQeAG1GYuqnF9E1/ zFy7hWF2pkMFDzkfhgof4n9hkCoNsPoLKRKrt3CGIk2jmyp1FfCpoUrtzEht eaMUaQTNuRQpZxCNzEf1zEd1md2ozRAitaOKTVlFCkViU1aayIxq5vgnMKOa mFGNHH8Dx1/P8Y/j+MdSpOh4lERE4F4IRSoWvxtOWdmpIEnnSNJ7JEkjQbJT ONrM2cHSYPtmkY4okgTpM6U0+HzTmxp8ITZfbnrTDl9ufBP/gK+4Pfb713BS oPQ0UWKntu/3K7Dz31lPO2AHUdpBlHb8cRV2PrMKO4jTfuJ0YdVWxHx9TM1K zo9cA/fzrCRhIkQVcjmoSiwHibhkpwYmD/Ih/qKB26dIigdpYZ1WqlkUP245 I28Xyzt/bfOphSo1zl3l5vqLKpk/2QnTJztw3XEd/8urJOnX3K5SWVql0LTC EddWrMAVe3t42i/DOccVcxlzkciYvPemCJqfcSvufbperTfewCesmKAgPKWe WA28dItCBXMqRFEoThM3HrfdxMWcmcrVFx7Wqy84VTzEVKlm1UHr0UihmhF5 tRUx19sRR530t7th8umFmTol+Q0gJWAQaUGcMsHDyNaOIDd0BPnhbCsixijU OIqjxzmlJ1DG43q5bhKVPLZX8dhezarh8b2W7UadaRouH3jhyoe3oN3uB8uO EBR+H47a89FyAWPwph4jfgaMhRowEa3HpE6HPlOphjSJJYuO1CnipFQboSJS 7FQmKNQ4Y8IYhRpFA6s+eRh1VKomaQDVSYxNib2osHSj3NyJsoR2zgTGJiNj k4EzRM/YFM/YFG9zuVYcuzhdtrJsEZNIpYzsIKJRqg1Gd+n9x0ems/4I/CGK QrFzviiESqdQPDA4cdidGVOdhVDKQSHsKjvmG80UqlURylcI1QMzu7ckdm+K UMMLhCoQQhH8YgMjk1GNTFIoRqYkq1CMTKkPpVBtNkIlXquC124j7nxvRszp RKRdtKDIxYx6TxO6r3HYb7BbvhWB6dvBmLl1F5NXbiySOP0Og/ceqjg9IE4P iNMseghUN4HqIlCdBKqdQLUxMrUSqBZGpiZGpkZGpgZGpjpGplo2b9XpHahi ZKpg81bO5q2UzVuphUNv5tAnECcTh97IoTcQp3jipOPBIYY4RUbiXmgA2koK 5EBbYXqfML2/WSwRbRZHcatLQqVPWJ+yPpP1Jj7fLEjabCXpK4HT1+Le12Tp H7F/+Wqc+D0buKftcfjf7bHz3+wVmH7vQJwcsZMw7VRh2vnsauxi7SFOe1mX V29D3NfH55aRrOvUtqfIF+AkU5M7aXJHtfwtr8Knv57zyWpUgyylqRNONZ6Z t6pZvT9/687Pi99C2XTGXS5DuavvBuImrXMjPApSripSLijYdxyhm7YxG62D F2nyIkqeDqs1vLOKX36FkekKbbrK2CTi0zURn1aI+GTP+LQMe954XQRPkTvf 5P8ocucXG5TiEWCDTKTU6gu1+NF6cbD4/A0+IVTr8vdHUFVSslh994ugi96E S8sZEkO8OHtcOXvc0pQrQtytV4SUyCtCQjw4gzxqWQ2EqwnhjFWRjFUxNzoV uLx7CFcf4RpAkv8gUgKHkEa0MkNGkB06itywMcLF433kBIqiJgjXJGf6JMp0 Uyjn8b8yfppwTaOaGaDGOINazrK7ByPh+uF13PnoLnRfBCHjQDjKTkWj+bIO vVfjMexjwEiwEWORRkzo9BjTxcgV245UserakTqD33I7zc9No42KtaVOUq5J tFCvZurVSL0aUihXygjqkilX8iDl6qdcfahI7EG5pQtl5g5OE+YrE/OVkdPH oOYrPTsOcXW6/tG1jyROHxP1imW+0qIo8CYeQ9cX8DtDus6TrguCLnbZl5hp L+cqdDkJusoX0BUh6LrdRro6EO/bBWOALV0ccEnXKLKZWfN4RCjgEeEe6SoS dPEoUJ5Auizs9hIFXQ/4wB+gkWw1s9NrYZfXlsGOL/MhOrN+Qlf2T/DaEY9r 7PhCTlqQcCERec4WVHomoPWaEf034zBxOxrT3mGY8Q7E7M3bGInJxxDdGmaJ W2kYq5/Vd4+GsXroWDcd6yqcpmE8rBTQMLZ+0rA8duEMWY05NIwhq44hq5Yh a86w1BaUJ9sYZqFhZh4+EmiYiYYZefjQp/HJoGGxeuZ3GhamGHb++PfSrg82 vyHp+nDz+sfhpRFycdqQLnyp1leCsa/lp0kYvpkvDXYI03ZwRj6F715wmPNs 178tx256tptBazc92/0HRw12PbNSIyX7r9KyfawDz6/BwefXwpsd4YJ3OZFB y1U976a85VHpCTc1bInLA206wVPKApVGimZHbxTP5nPXYjTQLGmateQJNnFP savxjFJ2UrCnpGBzfp1yVf06gZCN28jVWo0EbDG8HMmY42q1VvKzKyH+zpHf wot+edEv4dkVtoEedOyso4PIqeKYsFjEVA2+2iAw+4p8fSlKwsUtDxvrxeYN 8fEXf34DTgpf/O7KybritBwa5sMpE8qpEkvDjDQsSbk23k2cdi5Qr1AplVeo iEWTEPc6Fg3zbKZhrexX2hFzswtxDF76O70w3e2HxW8QSQFDNGyYho0iUztG w8aRGz6B/IgJFEZxSkWzZ4nhtIqdRlncNCriObX0s6gycHoZZ1HDPibbrwVO H16F10fe0H4aCMuuUBQcjULNhVh0eMRj4LYBwwEmjISZMBZjwHhcPHpM5fTq gXCMhKXNCsLSZtAui4ylTTFkTJGwSQaOCTSljqMhdYwzeRR1KcMkbAjVyQOo ImMVDGDlDGBllk7OEAawBBJmYotoImFGtigGtigGtigGm0WT+EzOnmQ+rAS2 KDoGsFAUBd9+HGHsD0/7qYRx7H/k2F8kYZdI2GUeO5x47HApV8ZdLBCqhEV5 tyHWRxDWTcIYdoP6kRjCY0aYIGxkjrBcQRhb7nt6hbASElZGwiosMySMY5w0 ywc9ywF4gKa0ByTswRxhHVkPSdhDJN2sxJV9RviwR4w5xwTmZEGxBxPYVSYw EXy9mcB8IjHjE4LZO76Yun5T9IcE658f4euhwte9R/maVPjKH1P5GiZfgwv5 Yo9Yld6u8MUesTSJT0AijyEWHkMsPIaYeQxJ4DHERL4M5Cue6ZfHs+LoKES5 XcQ7a+zJ1RsaadaTj41cAi2Zt8T0UciSJd3S4Bv5Fzu4pVeyFmGn4GvXJiHX vrV/wol/X45vqZYilz12s1XczZZRyrX7mZX4W+x+dhVLCWL7nlfwOvTCWnzL Or7kdRnKcuXylcvPACs+YXNu76QIToKwxRKwqlPziNVKyOrkbza1hYwlLXuC G3f8RgJVP1ciZBGpU0rQCtn4Hg1ax3C1Fp6Oa/nIPenUX3ArlFollVLKkUWl HFbAc4U905cDO8IVcF2+HHvfeF2m1sUisNL9DeKecOlrpqqX8RVh+oqp6ivS 5PwdaSouQUl6Lkm6y90/jLu/+nIdl2SyZL0SpkC5EsatVFk2ca9RSWqE1qsF 4VfbEHW9AzGMVHGMVHpGKhMjlYWRKokcpQSNIi1kDJnkKDtsgiRNkqQpkjSN ophpFMfOcNeZIUmzJOkBSXpAkh4wUj0kSQ/gcygazh/dgs92f8R+pUXGoUiU nIlFkzPpuW7AoK8Jw9oEjESRpDjypIvRiHNSwqIHohlMn0X7XM2w2ZmmR9No oUnNaZOchhOcjuOop0l1qSOoTREeDaIqmR4l0SPGKumRmR6Z2RCa2RAmsCE0 8YhuvSDG+MiSSXwKH5OZsSoOpZFhKA7xfgxHS+B3ihydI0c/kKMLNhxdIkeX BUfqYcCLHF1rRMTNFnLUjti7nYj3UzkKJkfaQSSHkf+IEWRECY7GJUf5Vo6M KkfmaclRVSJja/KMytEsx2GWHM2iLZOUZz1AR/YDdOY8QFfOQ1zZHYfr3zFV nWGqusRU5WZB1ZUEtN00YsA7DpM+0ZjxDcPsXaYqb2+M6PI1GLr/QKxYcTvA 6mcpgYpN4T02hfemFZEKVZEKrCKNKiLlUqQcIVLfQpHSWhWRkilSEkVKpEiJ FMlCkcwUKYGp1sh+XE+RuDvsf+8dbFy2BO+utecMFRA9gY/fIkVqfcL6jPX5 W5wlX7wliPnyLUWhr5WSDmkEQ3bYKUUS/OzarNRi7OZHT8oYdUQApEK0hxDt IUR7/ujI/3cPJWJ8okR7nlstS0r0AmOUKtF3S9bhe5bn2vekRsrV065sDRdq VGqjkbJ2JQKV3ZxG862ispRVe3pOJ2ERQVrEjYhMdafc+Dk3aRBDGLd2qOHW sH0nDRIrUWL75JxHQiMPWaulSZ4Oq+TXrJRf48hygAdNcqdJnjTJjcnp6Lo1 UDtokT25ZebcoZZGbBdhh8xS33D7DbPUNzJLfSPM+oZmvYRvaNbXwqw/vYFr J88h6Edfzo1wWhXHCMV90kW94MaVc8ZVXLXHLsRNXUBxo1Vu9WwBmxBqtYrt X8ytblrVq1o1CLP/EK0aQUqw1aoJWjWJXDqVHzlNq2Zo1QytmuW8foAyOlWh f4hKw0+oMv6EatNPyPJvw6WPbsDr47vQfhYM894I5B+PQbW40Fcs73qbMBiU gOEIWqWjVfF6dJoqNPKElZ08ZSXOoosSn5vVSK3+Aa30qiWdVqUrVjWm0ao0 YdUoalOHUU2vqpifKpP7UJ5EqxK7OBnYAprbFKvM7D4SaFUCu4+ECuX0t+0K ij6VXrH70MWzBQxHUeidx2WnJbh70heBZyMRfN6gYPUjsbqY9whWHHSveoQS q/BHsQrsRULwwM+wyoohVrpxiVWhnv22cRIlCVPEaoqhkH120rSCFTvkBgbL Jg5NS8YsWjOJehb75+xZFasHSL5dgasHmZ9OmhHLFjDdlfnJy4yGG8xP3nqM 3o3FtB/zkx/zk68vpm/dnMdqlljNEqtZ9LF678/MY3VPxarQBqt8YpVnxWoA ddnEKquHWHUpWKUTq1QVq2Tm1yRilUSsEomVRcXKlA7dDW9stn8Zm5cvxSZi tUViJZh6Yg6pT+ehEk5pJFOL8RW3X7O+ESWSkoxPO4VY5Ik6SbH2cPLt2Sxq g/iI936L4/++jLFpGbVarmrF+iPFesaRUq2c1+p5avXCaqmVzE1LFK2OsI6y XNdsWyDW/IWX1vykNoEnbZtA1imRp6pOuWuIlrswy5341nJbS5/krfi0+ICf JlS1BEu91Uip7JC//yT8mZs8KJXd3HYtjVorrbKTWv2Gn1slpVLK6hQz04rl cOPt5eXL5OgpSDFpyqD5JHaSqWXYSZt20CZr7RRFp3aIIlI7SNSOP7M5f9Ue m3+/BJ4H3Dgb4kmU+efXA4qrc1zZYbiSJ9da8tSg8tSK8GvtiBQ83e6Bjp2d np2diZ2dOWBY5WkMadpxZAiewgVP08gnTYXRM7gfM4tiHXmKEzw9JE8/KTyR puqEn+B9KBZOH9/BnU8CEftNGNIPR6PkXBwaXQ3o5szo9zdjMNSM4RgzRuJ5 WDdm2clTV/+s0JQh6oFanHSymKYyhE7T1GmKk3ISjekT1GkcdWlCpxFUp1Kn lEHq1E+deqlTN/d8pikLdbKwu7Nwdpg5O8TFOeZKdW2Es8Nk01zoqRMbzdIY 6hTm8xicPoDxTgICzxCnc8TpB+J0gTj9yKPCRRUnZ+LkVr0Ap0jiFEOc4vx6 YAjsW4BTqsRpTOKUI3CKV3C6T5yKEyb5swqcpojTFHGaJk7TfOzTHIMZNHNs WjI5PlnsgiVOs+jKZSOWN8vmLg43jiZAe94CszPTlCfT1HWmKW8O+12mKT+m qQCmKf9APLjrjdH4PPo0q+o0Q51mqNOMotP96V/QaQKtFErRaYQ6DS3UKZM6 ZXSgIoM6pXH8U5hmU6hTcpWiU5KqkzkHutt+2LziVby14hW8Zb+UQi2Zi09C JY106QlbmZT8pLCkkS5xRnG7UxT9ETBtYHMmNntkghIq7bXWW8qtRt77J+zj dh//5cHX/4RDc1oxXz1tq5Uj9j5HrZ5fJbXaS632L2G2Yh2iVodfXIvvX6RY rGMvKjlLv+P4vFjHf56z5tVyo1puSuO3SFmRPzVXKl3VUiTytAjVBIofyo/k p6tPCaiMn+yGm8PrcGct4nYd/prbtaw1aq2GO6lyJ1QeslbyviPLgSWgsoeL /XI4M1QdWP+nuaZYI5xaLBLpIhlElXC6m2ztUj4Sq1U75YUfu6jWrjcVufg5 uvUiti+zx9t/WIK3n34JX63cqoplvZ4wT7mAx8UqFqeOq7IWFeLZjNArFIuN X+TNLkRLsfoo1gCMfkNSrEQ2fslWsRimssKnkBupikWt7scKsR6gRIjFMFVO rSqNilgZ/u34kU2f53Y/hHwRgoR9kcg7EYuqS3q0XjGi1ycB/SEUK8qCoTgG Kr0eHcm98kyWQKs94yexnp7xUCPF+p/oEF1NptUsER5oFqspY4rzdRINdKuO qaqWblUzVUmzUmgWU1UZU1VpIs1KZAeYyA4wkXPGQrMstT9fELG2Hwa2H0x4 pbERKAq/+xizPkVRcikCTkci6KweIedp1g806wLN+pFmXbI1q+6xZpnY/Vlo VlLYkDQrXQaqMZo1hrz4cRQaxnHfNEGzJvizTrKjnURl0iS73CkaPUWzxBgo 49GSNY227Gm058ygg9WVy/STN4PkOxW4dpih6gxDFTvAdA8LSq4xVN02oecu Q5V/LGYCIzEbGIIHAb6YuXMTQ0UzGGRJs4qEWdM0a1ox6/4UzZpC5z2bRFUw 9p+bJRJVOlNtqmpWCs1KFmYV83kpgOfJs3jLYRnedngVb9Ost1coZv1yilpv axV+hpX83K63FKwYm8Q9qrRYovSP2P/2BuznPevtYfu1SqCy4WkvedoreVop idr7wqqFPJGmb1nfCaJeWoujL63DcdaJF61EqQtTc0S5ouiEaNgEUnaSqNKT ygq7RsYrO1ScUkOWDFjcLiJVbqJFdGWrVslt5SkXBGx8H67UyJUWiVs32fK5 ilVyN2WzRmxW41fcrmKtZDnKciVKLkxNAiMn1sH1f1YyJ2mTfbEgaLMsjVRp kfLhpg2S+j1iCW+P/Oq5XLpJlp3VMIK1W5Q8Syi2z0u6PuF/9u4f2cz/cSne +cPL+GbV+wuvN3QWXJUqbYiLlatGctWCUPZ+C7jy6Ve48hdcjShchYwjleFK csXeL0dwFa1yxXBVRKpKGK4Urtj/mR6Sq4c4z77vsghXnwYhZmc40r6PRvH5 ODS4G9B5y4S+ADP6wy0YjDVjSE++jFkaWvWQCSuDG4GTIGpWISpTLMIo8WGO qAyVqPRxSVRNGolitKpMGbAhio1fYodCVBKnSKJ6XU9ilbpCUqyskJiVpqPU SKLoZqkuAvcfS9QnuM+p5X8qAkFn9IxWiWQqnUzZEOX0c6IiSFQ0idKx59Or RJm1A5KoFEFU9AgyY0aRrRslUWMoMIzhnnEcRQnj/DknSNQEIyOJSpkkUZMK URyHpswpEjWFVjLVTqY6chh7chl/8khK/jT7Ph1unGC0+pHRyo3R6qoF1bcY rXyMGPRntApktAoKw4OgQDz0Z7Qy5GKgaJo8schSX9EUiZoiUVMqUZMkapJE TaCtcGyeqHwSlTeE+sfEqjJBVBrHP5Xjn8rxT+H4JxfhwPZPydNy8rQM75Co dxzmifpPeFJ0WjSnE11SbRIb2mQnE5OdkpjeVlhaLLaLcIB3n2IUclTi09PK 0pRi00rFpudXaSROf419S8jTi+SJJB0iSd++pNB0hCwdEzwtJU8vvS55yj3m IolamKIET0RKI0KURvK0yJqjrCXylNy4LqJXrhBbF/hseA8utIhlx806bhxJ kavs5FwZj1wpkatcd3KV606u1MhFauRAiVbgEoE47ej4SM6UCXORiJVPcPOm 0g6/RGvWY89Gm6IznzJnbX2WHfgzS1mvUBoeR55+DZ4HA7mjF1CYIhaFca6k MDUURqwu2QrTichb3Yj27pXCxPsOSmES2L4lMgzNCRMuhJmWwuRJYWZUYWYp DAORQRGmgrpEOuXjh49vwWO7v3ynfdOBSOSeikWlkx4t10zo9k1Ar9aC/mgL BuITMGjQoy25245B5wGFyZQbsZ6UKdaTFFqmF9KSYaVlDNVpIwotqaQlhbQw VpUmkZYk0pLUptAiLhlMEusZomMoJy+kxVLIIi0JpMVEWgwKLffCfX6+nqS8 2ehn8DsRjqDT8Qg+S1fO0ZXzOYw/hWzZhCvlC1wJU12JoiuxdCU+oBdG1ZVE 6cow0qKGkREzQldGkBs/SldGcc80RlfGUGIZZ/s5joqkCca7CdSkisgnXJ3k QEyiOWsSrdlTaMthJMllNGF15bHoSvLdclw7YoDPOcYfZwvSvRh/bjL++DD+ +DP+BDL+BDP+hGjxIFi8uetN9LO16qcnfbIm6cokXZmkK5N0ZQIdrPbC8TlX mq3RR7iSK1zppyu90pVKG1fK0jn4aRz8NA5+ahkOfPIZ3na0xzuOy1l0xXHe lS2rXlVNeZOmvPloeyZJ2SFrA1HZINMOpxpJEaKwNspGbKNkZSNZ2UhQxEdi K1zZiAPvzJUGB9/ZuIgboc1+oY1IQmJZ6RmH+RT0vExB/LZ05m8pzWockNqs kdIcFtJQmKOsY0Kapa/jJG/jbbSxBqI5cU7YhqLFsnez/VMmBRJ/FqOM2JSd FOWCrL0n4E1yNHBaIdoyZ9LjzBjk5LgOzo7Ux1no4+worsd0oT4ujquUoj3O shzhTHkuMwv9SHlOrXScR0eus6nDKD+izk8KnO1kP8stc89etTRWl9bjOeyl Rd+sW4Ntz77IWkqPXmG9So+W4d0/LKdFWk4OOuRUNu+Qusod4tUK7dV2hN3o RMStHjrUh1jhkJ9waBgJTDnSIe0EHZpEOpsy6RCbMuFQQewM7ulmFIf0wqEH KDc+oEMPcJYp5+J2H3h/FoToXeFIPRqNogtxqPMwov12AroDzeiNoEM6MwYM RnQZM/nAWtl/CYpEqFFKM8/R/0S7WCARTQerlSy18AjfnCmO9JOkaQL1GeOk iY1Z+qhCUxppSiNNqf0oSyFNyaQpmc1ZMmlKJk3iYpvkOmUxI7lcbQxUmsw2 NMVFMEWZHiPTS/A9ForAU3EIZsMTcpYR8xxl+oEy/bhQJq0qU/jPZOpDgraf Mg0iOWIIadFDlGkYWbphyjSCfMpUaBzF/YRRFFvGKNMYKpLHKdM4ZRIUi8c+ gcbMCSlTSzabpBwmEVZHLlNJnnhF3JS88vvaYaae0yZoLzH1eCQi/7oFVXeY evyYeoLiMRkSjVltOB6EMPUEeWM4LFojSfote7IJ9BZNEKYJwjTBsDNOmMYJ 05gK06gCU74NTDl9qLHClKnClKHClK7ApPOLIkoriJEC07uE6V0VpncI0/uv O8yhpCxlL1JR2kCUNgiQNEIkPCFJ2s0As5sACZAER3vfJjb7xEblSACkYqQR WztBEb/nwXc34hDroFJ2OMRP/z32CJxsVpCsMWjf80p7Jmyy5qADL1GnlxSd vluq6CRkOv6y0GmdqtMx5FClOaGoklUojTRq8ZxSosSfYilWyQnRlIk/JSdd 525LqFPGnhPU5XV+zaUV6/hQLvP+ZQdR60TZ4bLQyclxjR03q/lNnEiTE1kS dXmFI/+Zg8rSSsX0+RZWSYl2cznRJivuF1FzXqh9m9fLol+bRBu27bkleO+5 pbx9hfUqYVqGrc/wCf6jPWEKV1ByIkrOajhyV1G6ZoPSHaLE1ivebwhGtl4C JYsVpTAFpcxIgRLDUcy0glIcUYoXKM1y/s6izDSLcKc8nPv4Ntw/8UfQV1oY D0Uh54wO5c56NF03odPPjO5QC3pjzOjTJ6DfEI9meiHPHClnjzRSJDuZihSK ZsQLrInR/0OS2GiIhoMUNbMkSZnjCkkZKknpNiSlkaRUkpTSzSJJKSQppYVF klLq1LUKkpRMkpJIUiJJspCkBJJk1KOEJHVVlTyGpPdgvJ2MgJM6BqYEspRK ktj1/sBM+mPxPEmeCkmhKkmRPp2IIUlxAT0wBCkkWcIGSNIgUqMGkR4zRJKG kBM/jDzDCEkaUUgyj/LnG0V50hibTKbCVLE2xsfOlNjIx9+cNUGSJtCaw8Yo V7zohIEmT7wsTrA0iRS/Ulw/ZsDdCwxMbgxM1xiYvM1o9GVgCmRgCtFhJpSB KVSLh1oGpoCb6EtvpEqKR733x2nSOLpYnffGaNKYatIoWgpGaNKIDEsNtiZl swnLEia1oyJTmNTEqqdJNdD5xyoerVyBd1fas+ZNetfhZZr0Era/uQ6fv82Q 9LYw6au3xRT4+u05jzAH0tsKSHve/jlIajTa/46NRYKhd+YIEvUraZIdvv3z G9grLhpgRtJIiP7ONiPNU/TiPEWHBEVk6LuX1aD0skoR6yzDkpFBKZsELeDo mIuGHrnwJyk84UKPWLzlHw1ZchHdmgvnv/hTRHlEpVGfy/Z/4hf8SH0W4yK3 Fx2stRaXHMQVSpcEQZdke3aJBl1yECXas0s06An+I0dctHfABbZmJ6nQgfVv CMZFu7rRzporOVzWbLlIDt7i+Vxpc7tYdrGL1NW2N60lrdJIop7Fe88vwfvP L+XtK6zXCNUyIrWcQNljyx9XwOtg1H+AUxcibvcgSsUpjjgZbHBK0o7b4DSF 7GgrTtMqTjPEaUa+JKzMNIPTH9/Ahe13cfuzYETtiUDKsRjcuxiPWk8j2nhw 7gwiTpEW9MQRJyM/Z0yXMLVkzjA0kaNFaM1STiC1KflII1wSmymJE7sVkQuy BE4TxGniP8BpcB6nVOKUSpxSiVMqcUolTqnEKbWaQBGnFOKUTJySVJzMVpzC 0VFV/NhOriixHP7HYxF00oTg0ykIOZNFoPLZzTGoXi5TzncSp5CrxOlGC8K8 24hTB2J8u6AjTvrgXpi0fcSpH0kRA0iJGiBOg8jUDSI7fog4DaPANIx7CSMo soygJHEE5cmjxGmU7apYERuTj7shcwxNWQQqexwtOeNozWWHlSveNWBCvjqu s2ACXaxrR3S4eZaZid2c+Qoz0y1mJjbSbYFGDIQwM4XGYDaMmSksSP7+npHw aMI0rsI0xrA0RpzGiNMocRolTqPEaUTFaVheFtCQN0ic2MVJnLpRJXDKake5 wCmzCaXESRcQh7dXOqgwKThtIU5bVi7DFonTKxInAdOXLMHS17IIE2vH27Jz Y0raSJg2EqaNAiaNEIm7kJxdb28iSLLsOJ02sU17d9MiErSJ0+/Qlk34lve+ 3SI++lb8xbe06UkcFjbJ/k09yWbjktK8/RX20qV99Gg/o9F+mnSQddhqEz06 ZmPTGVqVcdQJmUed6ZOz8EkjgXoKecdFYnKmUEqJP4UnnJmenOmUs0ZipTRw /BDOZOkHewagCyvWaXBBnvS/QI5+VMuO2zViI0LRj+ToR2L0Iym6wDpPjo6T ot2ytd0jMNorMOJA2dmGSbXEgMmWVja3IjId5IAfUEsjt0seNQn7GZykRS8w 6b7wCk16jbWMHi1n2bOrW6F6FDtvkccjFt1SLIqxschkY1FK2ATSIiZp0SQt mkJuzBTydVMojJvG/fhpFBum5Yu/tE65OL2dIenTAAR+HQrDt1HIPqtDmase jTdMaPc3ozPMgq5YM3oMPDob4tCsnMHWyIWiRbIvEyuurVaHRDL6rYSoXbQl oiRHzARZol0Zl1OwkVOxPlNMy1HUZgiOhlGVPojKdGaldHKU1sdegRylkaM0 cpRGjtLIURo5SiNHqeQolRylkKNkcpSYRo4sbOHiURwfjvbKop+vLCm/J3cT /I7GIPAELTqVjJDTmezh8hiW7iPkEi1yqVReGXS1AdobzQi73YaIOx2I9u3k fOyGPqgHRm0vzGF9tKifFvUjLWaAFg3QokHkGoaQbxyiRUMoMg/TomGUJY2g IkUsnY3QolH2rKO0aBSNWWMcEFY2m6kc8V4BY/IVuu354/L9AzoLxpHsX4Lr Jw3wuciw5MGwdINhyceMhgATuoMZlkIZlsIZliK09IhhKfgmetPr0VM0RotG adEoumhQ570RdNCgdlZrwTAtGqZFQ7Jxa8i1WtSrWJTdqViU1aJYlFmvOuSA d1eJ4i660l4jIfq1pGgLc9K21ctkPlIo2mDD0EbsFOzskuyoCkmE1Gi0SRy7 qdABa71LjQ4qBnErHBK1WEhEfXj319xu5If8Vi9xwopW7VnFoT02bRoN0kiE /gr7ljIisQ4JhkjQ9ypDSkRaKym69vo2pJMhK0VZcxw5C46c+ePkqQQJkjRi yw3ZUQDyfvM9nLNfJ2oRzguAzktyfuD2B4c1sjRy+ytuVxOm1bxdhR9WiFqJ czToLA06amsQnVJDpAr2xrkUKYZMo6j9i1HyCfGJxdKmF1WX3pyr/eKZWuWI D+jQB3TogxdeYy2jRctZ9rRoBS1ywFaObYjTL2eicGaiSNUhHR3SBwzToRGY Q2wdmkAGHcqKnqRDk3Rokg5N0aEp+SJUi18zTnx8Ez8wD936PBiReyOQfDwG hcxD1VeMaPZJQHuIGR1RdCieDhkNaGGgaFLP0jcTIIHRlB2R4UaI84/csveg N62yxqU7Yqo1sRo59epZdRkjtGeE9gxJeyqs9qTTnnTak0570ttZtIf9R2m6 ak+aak+qak8S7bEIe+JQFBf28zeV/Fv1XZRNtzIQcNyIoBNJCDmVwRyUS3fu IeRiqeoOh/lKPbTX6c6tVoTfaUcU3Yn170J8UDcMIT1ICO1FYkQfkqP6kBrT j4zYfmTFDSBXP0h3BlGYMIj75iEUJw7xBxtGecowKsWloGl8sMx89XzAij2j dIcNU454N4BR8cJbxsf8MfwtOgoYXdhPhbll4OZ58Qs6LEi4log8b8YgP8ag YMagUMagcMagyHDSwxgUdgcjkVGSnJ77I2RnhBFoRFxocW+Y06+tcJjsDKGF 5DTnD5KdQbLD3uwRdiqyVXayGnHos69JjaMgh9TQnL/g1pqAXptj58M/rSQ5 Gx4hZ8M8Ob96lBzse0fUpnlzJDUHhTp0xk4wo8Hhrcw7wponxF18x3vidu6+ /JotovnYs3QVdj+jEvQ8CZIxaA8B+hvsYQzaS4FECYP2C4PozbcvW6PQWhq0 FsdeWYvTNCh4206k0Z/0I1aHWMecNMg65sRHks2t+JPD2xz1fu5xJ+SeUO6f txeLQmfsRe45u2Ita50s5SNuic85cnROUiS2v+F2NekRtYpftZL/2hGnJEOr 5hbW9ry1iSO3SfZkfNzWuCgW0TY9JZBepLatYg1NgCNKxiKN1OY5fCWsWbIU Hy55haVY88ELy1n29GYF3n/OAe/Rm11rv34k83QssCbaxhqjtGYUidoxJIex B4sYpzUTtGYCOTETyJPWTKovuZqE+6EYnNzuDVfmnYBvQqH/LgqZ53QocTOg /qYJLQFmtIVb0KFj7mHe6TDGoTFdPb2coSw+i9UejWitNKLHspPCLEYrW4o2 lrhtyVYO6xpqM4r/LqdafeYIvRmmN8OP9yaD3mQw62TQmwzVm3R6k05v0oQ3 Bcw72ao3ZnqjQ6FO+xhu/sxWqBL+RwwIPJ6E4JPpJCeHbZc4gVasXDvkrlzv qL3WJNeEZNt1l22XfyfiArvITTdMoT2whPcgKbIXKdF9SI/tQ2ZcP3L0/cgz DrDtGsA98yD/r0GUJA2hLHmIUYePL20YNcx04jGLx96YNYKmbLY/OWyDxFsi 5Y3KNyJpy2d7VMA2iSXeUuH6aUady2bEeFmQxrar2JdRJ4hRJ9TANkuHaRoz G8WoE8mooxVRp5bWDNOaYUacYWozxIgzRG+G6M0gvRlkuzVAbwboTT+96aM3 PaiW3nTQmzaUZ7cgLsioEdgIaByYLraSm62PYPPuipcfhUYjpbET1sx1WBpJ za9soNm4ABqRaw6KRPOuOHofEoyoDdbWeWEkP7/Gd1s5z77buhF/h0NvvoFd RGa3zDgKMoIYAcyel0QRmaWi1uLAy2tw0IrMK2rYeUWB5oeXX0fsN8eQQmBS jxAWoc2Tc7nH+ofmSHKyiItGfsYOl4jLSdJyyn6teF86gvIEt+vkvdNztUbc 2ok7Gm5En3WasJwmLCcJy/HlDti/4Q2O0SaJikayskiGQCvJ+5VEIz49N2BK aeSoLVIS4btztXiuObWTDD23gCFRu9evozrz+ny4ZBlrOT58YQUFYj3vQIEc mXoc2RG5LdAnlPqEUZ8IVZ9Yv0HEBwxRn2EkSH1Gqc8Y9RlDetQ4MqPHqc84 9bG+4HMCCb6NOMqUc367L258EYLwfRFIPBmD/EvxqGTKaWTKadFSn2gL2vUJ 6GTKabSUyRPQGnke3k6uMTdnKks6dqKbIkPk5gmJTqvoIVgCnxZxbM8aFf6M 0J8Gzr/6TM7FzCHUZAyhOmMQVRkDqMjoRzmrLKOX3gh/Omz8aWDVsqroTxmr aN6f5FT6k4AS+tNZW/Ezf/6LvL8Uvt/FI+BYIoKOpyHkZDbtEevRRep6tLLk o73aCO3NZoR6tyLCpx3Rfh3QBXZCH9zFNqubbVY37emhPb1Ii+1FRlwf26w+ tln9yDf1o9A8gPuWAdozSHtoqrg2M3VIGlvLxyoed33WMBqzxfuJiLdhG5bv LdKaN0J7WAVsiQqU1ijMIx03LpjkG5Ym3EhEro8FlYEJaNUy74THYyIyBjPR zDtRzDsRzDvRUeJ33FEcO9ozxO8xSHsGxXnNggGOe3P+AO3pRyPdqac7dbm9 ij05XahU7SnLbmZb5ShzzhZZTNyyFH+20p+t6nLPe6uX/5/Zs0jOKTGb5IwS 00bMo8Xz9GzZLOtbFvXZutmO3GxeRGk2Q6KD76217TG3WzfawiTOlQmYdrP5 2k2YdhOm3YRptwrTHhWm/SpMIgEdfkXFSU0+Xuu2IfF7JyQRpmQBUwo5WoRU bgVRacdkaZB+THw6ftcxXF7+J5xbzv5t+VoNTtiLfHOCHJ0gQydWKB+Jv1gh ztGfpEQnee8Eb0/QoxP2K/nvHHF45Wrs4yNQIuImyZFGjJtGZehdZU1M5EMr OltUuH8l4BZNKYOmWBh7VuJz6N0NSqn0CHY+evEV1musZfhIsLPEXtLz4QsO pMeRAUjQsxJeR0y/yE6UDTsGyc4ILNoRJIWNIiViFOmRY2RnDNmxY/K1UgVx 4yjUj8PlUDSOM/C4fBoI/x1hiPs+Gunn2aa4G1B7y4SmQDOaIyxoZeBpN5rQ rNehPp2wNGRw05g5IQzhhu2TxMZO+CLujYrfF8bjuRCmScwvVkMW5xurLnMQ NaxqGlNJXyoy6UxmH8oy6UxmF4vOZNKZzGYWnclUnclQnUnLpzVZdCZFOlNk ikV7TdljnHkfhhtZzDlmBB5LRfCJLLZVtkvL6nLOFbGc0wTt7RaE+7SxrWpH bEAH26pOGLSdSAjrYlvVzbaqm21VD9J1vciK70WOoY85pw8FCf1sq/rZVg0w f4mrn/jYUvkY0/hYmeVqaWo9fRVj0Jg9JN+7SLzBWnMee568YVrDKhimD8N0 sxnXzxpwx5k556oFqXcSUeRvRn2ICV3hzDmRzDm0ZSZGS2v8MRN2C93pNTRm kMYM8HsM8HsNUJl+tLCa8/voTB8a8nrpTC+d6UFNTrfiTA6dyWnFt5/vWGDM h39ai095GP7w9TVzzsic4/AqPvrTql9av7Eio5HH7scYIxqCzZwpm63GzPPC v/tu22ZpjKxtm39FTjYvlqb8mtuNQhWJyr6XV2Enj8S7mHN2LRGcrJKU7H6J mWL3UvHK9z0UZN/LatR5Zc2cKGI5+fzS13F36w6YqYmFmiQKTZLEJllmnWQK kqLWlfXbcIGOHKcjR5avJZJHJSTHCMhRWaJROirCzFH71XwMR+1X8QtX4jvi ceD11zVSDju1vVSapF/yQ3aWi9Wkd9jaS25Rk57oJPm3bCft5KLWb7jdMC8J 67Ply20UEfftKYkocXpQOPL/MchQkhdWYhuHTSgScq2dO32nVCTcWyjSjxi/ AcQFDFKRIZhChmEJHaYiI/LK27SoUWREj1KRUSoyhvy4MRjuNuA7Bpez2/1w /csQhO2PhPlkLHIvx6P8mhF1vgloZHBpjqEiDC5tJrZSyW3ykkFxvqlBVOa4 CDHcLpaLv03WdU917dNOrERohCcaicn/4JbTKEtMJ04rVm3mAEkZQDUpqSQl FSonZVk9KM0iKVntrFYWSclSScmsJCmlJOU+SckjKZkkJRklFhPuGaN//ktK FU/+DR11vfD7zoSAIykIOpaJ4FN5CDl/T7nw0Poi1ivsUK8zu9xqRtidVkT6 trFvamcf0QF9SAdMYZ2wRHQhKaoLKTHd9KSHfVMPsvW9yDX20pM+9k19KErs Y3YRlyvRydR+9k18kOwLa2hnbaby4BuyB+WbcDTlDtIUVt6gXEdpZWkowRD+ HWFezC4XTQj2tMB0i9nF14KKYGbKMCP6I5ldomMwHRtOU4JoCrNLbKRqST+/ Q79qSZ+0pJmONLIa8nroSTdqWTW0pCqnk560M5uZaclKaclW1od/Xofd77/H 2kpT/jzvieNr8hTVvCUbF64FL+bc2SQ1kTNHtUQjNBGndLcoYWUOk61qWIHC yeFtStkJSp4QlNjhiPz4yHub5b0j7wmQjmzj5BPGPMUv3IjDb67HvldXYycP uTuX0JcXV2EXbdklbNm1VCyI7KYpe1n7WAdeUXw5Kk9TvY6zS9fB8P1lGFmm I+KNqxO4XQzz0cuwWOvYZdz9YIdYYFkurh08vIxJZ/lc8Qe2F9B8b7+G92xr tdBg+SpG+m8pzAFHhqf1bzx66k6JJ2LF/F2loVSK0nKk7ORQLZLJTgyVuD28 ZbNYwqK0323dZOVm60Zl9UospG+Q2siiNN+sWSml+ZjSfExpPqY0H7+4QkNq HPDP3PIZXyLWclZKbHb9eSdCrirQhN7qRph3LyJ9+iQ0OkKjDxqEKXgIZu0Q EsOGkSwvxR0hNCPIihlBjm6U0IziMqPKkY/vwPnTIPjuDIOOUSX1hzjcY1Sp um1CPaNKY6QFTXFmtDCqNCZkiGuSNfIKwMW0ZozWKOd4xcmlxrkFGJqTrax1 ysAiFiGyxcJkc/aw+IIhysRJ9t9ozQCnm5h2/bSGU5HGVGb1oiJLcaYsiy1S VqeNNU2selYNralgldCbe7Qml9Zk0JokFFn4w+em/9wa5ZdQvwvj9Vz4f5eM wKMZCDqRi+CzhY9cs8Pscq0BITeb2CO1IOJuK6L9W6ELakN8cDuMoR0wh3cg MbITydFd7JG62CN1I0vfTWd62CP1sEfqZY/Uy+zSxx+qT165rVjTz4zWLx9w XZa4qHhAvq5KvF9ZY+6AXDdpZrXkD8h1FLGeUmRqxLXzBni7mhF9ndnFJxH3 +czUaU3ojDBgOFq8QzmzS6yW1jC7RNxCV3oVjenjvxfVS2NYtKWJ1ZjXTWe6 mVm6UMOqzqUxue2oyG2TmWWLcGY1nWHt/uB97Hp/G2srPnnEmY//tFo6Y2MM FGSeUuYOZ4yovfOBhbWZyCjzhnuJ1Zhv1TosvRHCPKkEl21vkRFrbcb3qjK/ Et4sEthohDUaYY1GxpkncIgRa/drq7GDE2UnQ8zOl0St1mDnUvGeabsIzB7W Ts6nb55bgb3Pso36/XJ8/S+vYN/TK3DGfjPOss6xfpD1Fi7w9sLyzTjz8noc /N2rrFdwjJYdfH4FDiwVb1Z2aLm45uYQsRH3RPEhcvuX3K5mrcIBUctWYv8y jio9nL9A4Occ73tnsxwpuzljNHKo7BYM1mIxXHYy2NnNxzwFXdUbDpT1nJ2V GsnMS3z2XppjRry3wYsOGsnM7/DhiysVaFheJyzQXrciw76IyET79kPnP4D4 wAEYgweRoB2U1/uLq2pTI4eRHj2MzJhhIjOCOxczceijWzjNJHP1Sy20ByJh OhWLbCc9Sphkaphk6kItaGCSaWKSaTbpUZPUKs/YiitmxFlbcbq6PkM5fdSQ yczSkDViJxc37WRyacpWirCwCfh7fm5Q6tKYNSB9acgSU01MuT4a00djemlM D8ppi/ClLJtZJpvGZLM9ym5h0ZhsYUw1SxhTTGMKmWlyaEw6SpITGSP0aKut fJwxv8N9UzV8v01EwPfpzDM5CDpdgOAfihC84HQ388wN5pnbTeyPmhHl18L+ qBVxwW3sj9rYH7XDEtlBYzqRGtvJPNOFzPgu9kfdyDN1M8/04J6lh3mmhz9U r7z8ujyVeKbxQab30RnlAdeKARBvOJ3TL9djG3P7NXKR5K/IgtLOiAq9kobr l00IumKB0TsROf6MMyF8TsKN6IuOx3gs44wughWEmWgfDMdGaqQtv+W3UWRp oiqNTC4NVKU+rwu1eZ0UpoMcK7rEh1hTzEqZYj7duAG7VGF2vrdVWYFRL7Z5 l13RL6QYOWd2ca7sXqDLZhlh5IzZovRCB+U6C+eLzC8ClbfELHnLTmLC7Xtv 0Q+lNHLLPkP9+KhST3AjptlRZpojtrVNNBRCm7+RrdPhDeux57U1bJtWYgej zQ6K89WzK/DF06/hs399GV/+2yvYwdr7r69iP+vgv76Gb1mXVrwFJ5bzCv5U LrzzBFy5PfkHBxz9l9dkHfmXV/H9v7zKx0BymM9+9zIOEq19LzliL3nZu1zE lz3LVnHO7yUuuxzXKK8pl4O1ichssgKjESO1MMZsVgZLJUbV5ZCaYuSwLZIi 2+pibSmfVDzetmmuhDxiGUvcauS93yijY1sqRp8vt5cIbX9pGcse2+cR+vhF R/wTlVqpQMTavX4XEepA6M0uHo/ZVvn0Isq3D7H+/YgL7IcheAAm7QAsYYNI Ch9ESuSgvLw/M2aIbdUw9n94g+2UDy4z5fjsCkf0kWgkX4hDgYcB5bcTUBPE YylTTj1TTqPRiFpTGqrFe2WksTeqSR/huItT1uLUdX2mtYY5Kg1ZTDNi5WGR bJwa5+AZFEgNaCQ9f8cv7pNvmyWu0RdVRXwqCU854SmTJfDpUAFiM5XdyKpj VRGgcgJURIDyCVAWAUpDUZIF+Qlx0pv/bWOP8guh/l/cOWCA3+FU9lLZCDqZ j+Bz9xH8YymCnaznn2jPddpzq5F9VBP7qGbmmxbmmxb2Ua3MN20wR7Szj2pH ckwH800H800n+6hO5psu/t9dzDfdzDfdKE4S9jCopfQo9qQT14xe2sPHSmhr xftIZ/fRnj4OR24fXmD8UJZOmv5/wu4COq4zTxP+c0pOuqd7eqdnmpJ0ErMl o5hLVSVmBltoSWaK45iZ2ZaZZVnMzMxkZhCauZN0z+zs7J7v7Pb3vO8tyXKn ezfnPLfKsiKrrur+7vO/t+rqqjL63KgZwJm9rDfH6lB4vh7NKfSV405fXi1e FVXhz6Vl+K+yIvzP8lzak4b/VXgBL1sf6NF5q68zbxR0WGX6CU4f00N0HhKd +5efY818fa1xVWrNwplhEp6lhGcB8ZglX10jao0Gs/9OrZHgDKGj31F/y/9v xUxlR62SW9InytwU/iFrIob6zCjZZdYRFn2nUQmBRkluDLAxSo9OlMCIy59z wc2S/hhIcn7Dzw5SjtcwYqYSm9Y37BJLzDRYMNkOi6baYSmR+UZAw6yaSmSY dcx6ZiOzx8oTxxxD+U8cdwxV4QTvjsIRe39spUb6qLCV7vwWWyjPJmYj4dnA rDe0w7pJ5GeamtA5YpmXj7w42Ecuf+Dmo+ZHnxWeR33EszxUtVoCo3SaEBkx aoYo68vgQ/MbMmeUxGaUnpvAoSh1xwxLPNw+lsXGkbo4YYE6AnPt/BHHeTLW htMWE8NE0etTWxuQc54tJ/ENcXmHwuT3KEn7E3H5Ewfv74nL96jL/YG4/ICm wh84Sv2I9pIfcWFfO75ju9kal4aTbDdZqwpRtb0UHYcrcetsDR6y3fSw3fSV 1GGA7WaguhIPGp7qXxvyF/kCPHHCtld/krpff8JooOPPBuKorhDmRwNZYn4p LRmQ+ZOMvDSoFOUdRRFnVt/iATW5T01UuNf9Cr/C3W6OTd0cm7qpSvcgRelj HlKVux+pcrulBTca6/DgSif+ASt2eNX3PZJXNXJ06kDGpivI3HEDWXtvI2v4 1cS9rDT9rDQDyLk4yDX5mJXmCUoznrLSPENV7nPU5j9npXmBxuKXrDQv0Vb+ ipXmFSvNa1aa16w0b9it3uBmwxvS8pa0sJ+1kMrWd6SFbLbzwXaItxW8kw++ r+s9+rvfk5f33P7fy8Ox4jDKY447T5ic0y04e6gG6afrUZnUgM70etzLqcOT wmq8L6nAf5SV4L/KC2hLFv5XySX8ubyAohOTP/JLvf6Ik15yIkh5dOUFu8xz 3Lv8TH90l13GzUWysjQ6mqREYQlZCVdesCdZmemkISmB7DKBI1gJGu4xKrm1 /EzZXvSkfDcr+MPGEq50GaKxJkIUFZYZrI0c9kS2GVliuFDw4Mc2RQV/KhjB lz9pMGuCfLFc64Rl1hp8wy3lW2stvhMx1WC1yFQ11jICjg3MJmYzs4XZygg5 TjKnmNPMGWaviTN20pCdUzQq7BCQbCck/4JtXG4jJFs4OG0mJFum8WtN12CT sQYb2JBWOrp/QCQkaNja5XLFCGVHfVgpI8dHcXYoRKwVGZW0Q79qwvXRdz7V iM4nQZFtj8OkSh63kneH50t5UGu9rHjSGL21CjAmxEP9MS42ThKWBQ5RWKCJ RrwdgeFMOJuJsXXF8gC2l3Ov2PLfcG/7FgXJ71Cc+g5l6e9RkfknVGf/CbW5 f0JD/vccob5Hi3ihffEPnLzPcXRKxn62lotsLYUbS1DP1nL5eDXuXKzFA7aW R2wtvWwt/WwtD6pbcL/5z/JM7MPWP8s3Gogzsr1tyhlocWa2r4OciFNFo+RB zgH90ZcB0VVoi0rC8jk/Q/zyh/d6YsSW9pZbnCBGnER9jQfdr3GfwNwjL/e6 X+iJ4eTUzcmpm5NTdy+Z4eTUeYfM3CQzV3CntQM3m5txtaEGT3sf/pSZP+h/ W1PlqWtIWd3GyakbGVuvI3M3pybxYr2hV8+cEu2FzFwY4PocZHt5jOL0J2wv T1GZ8xTVec/YXp6joeg528sLtJa9YHt5ic7Kl+iufkVmXuFa3WtOTq/JzGvc bnqDO80cAVtoZysNbXtLZvhgO5QHLV4l19f1Tp5F7u8WR2cZzjqD8kjKO1yr 6cPpfZW4cLwOBRfq0ZjagGvZ/Lnk1+JlcRV+KCvDf1YU4b8qcslMGv6r6AKe td7l13glbFERl5ds771sKo+Yh1eek+FnkpdTe47rTx65qKQvv8YSCrMgLFSe r56lF2ams5alxV0K8/dKy4e9MZ/vK+ReWMElhLDI/GNbIpWe8sGWT2RHIS7R IQQmRN6q5L1RH31sk14glb7IRAWRgrXBvlihc8K3ghwbcsOs4na0mlnHbGA2 MVuYzRZabDXVYhuzhUOTCtsIzyjs4PKQlZdk57RoMcKeX0h5dg2F4uxkdjDC oB3idxdNF7/rkTJtN9Vxb7rdhB8y0WG7/PWPGmzhX6929BixzoK5zoIlP8pK MxjCR0YRaJS+6Cm9ZY3QhmtPVpdRw6vtF8IYsRb1h8RnDLMiQFnq4a7nRIt4 chJPTubZ+ZGTSMnJXHWg5CSWlMxmopmT2xv49GdfSXpDTt5yL/sWpenvyMk7 VGW/R23Oew5D4rXyf+Iw9D3O7GnDNzGJ2BybjuMLcpGxqgjl28vQyp5ynT3l bip3/ewpD9lTeqo4EFVX4HbdIDn5kaX+R3nS9WErhxrxCjoD+VqWXpkfxEVt O34QpnwvrmCrH3REVFKPnyt+dCiGiE1JvCFQOCJfeNrNp/99IvLfFEa4V73L p/3dy2wrlzkDdXMG6u4hJZyBOm+Tkuu4034Zt1rbcb2pCV21FVKOST9RZBJe 9n6PSyuakLqmE+mbriJjx01k7uUMdPA+so4+QpYoK2coyfl+zpQDXI0DXI2D KMl4zLLyBFWUpCb/KcvKM5aVZ2gufY42StJR8QJdVS9xueYlrtS+pCSvcKPh FW42vsatpteU5LV8/8S9tjeUhGkX7398I99q1NP1hvMkH/uXxEQcflUOwQ7o D5ZknWnG6cM1SDtbj4rkBrRn1uNOXh0Gi2rwtrQC/15egv9RUcBkcR66hO/L 89F35aX0Q+jRw9X3iHlIPe5LQZ7izuUnWD1/sUoyYjB8VFccexl61d0s/Zuc It05FoWwozCLQ4QiQR86SmiwSm4On+LbmfqpR78hrPx/CyL3uwYCDwM9HhtH QPHPcvmlsEKWlXXBfqwEzrRBg5W2WoY+MGuZdcxGW0dsYrZyY9nG7GB2Mbut ddhj7Yi9zD7e32/FP09XY/cEGxyaYIdjzEnm1DgbHJ9oq8IebvqjsNdCh73m /N/MeWvmaIA9YrHbVKfCbvrwC+w21mEXP3XnDI1EZC2VGJJheGWIQygrJQhS 1A+1RDWsgiwiYm6JVPqHPp/oDz1x7SiHo5TbT2UxUWa/9froj3ILOSbJSiLc iB/hxhxbDyxkDVlIN+ZpZiLOjm7Y0Q0mhoYsD1xKN1hFLr5mO3+NopQ3KEl/ yznnLeecd5xz3qEu7z3deM855z0WR5/nfJOMvXOycGFZAfJYQWr3VqDrRDVu soLcZQW5zwrykBWkhxXkXu0tFe42/cBBWLxW437LD3gg0vqDfD+28IMdo6ed i14Jhjw6qY+Q5L34i3di8ZZtuFfZZiQV8nWjrBz39ZWDEw6f6r8a9uIOvbhz eQB3uvuYh7jTdQ93Om/hdsc13GrrwvWWNlxurMez/l78BI3P9GjcqBpE8sp2 pK67jPQt15Gx6zYy999H5uGHyGL1yDrVi6yzRONCP/Iu9aMgZYDVYxClmYOo yHnM6vEEtQVPWD2esno8Q0vZM044z9FR+ZxovCAaLxQ06l/iesNLovGSaLzC 7eZXrB/sU218gG10sf010RDvB+ID73zNVcY18Ef0snb1iVxWcqW6B6f2V+L8 iTrkJdajPq0BV3Pq8aigFs9LqghEGf57ZRH+szKXaKThP4sv4HHL7Q9QcN3d 57q7d0V4+0Suw5LsajnVfCLF+KU0QvQM+VZI9ow5/j7DSiwJGSmEMsWIgyAj iZBMyOlllWznq5X95FBUwgk+pSNDZTsPxfqoUG4C4ggFl4KLUMlFKJFQohJL seAmsplwjJN8iHubooNl1nl7Eg3uzu20jA5rmHXMemYjs9mOeBCQ7cxOWwWP Pcw+Zj9zgIAcZA4JTKbZYc9YCxwZY4kzX5sh5Wtz5Iw2R8EYcxTx43ljLHCC 9eGgBdE4aO6owgEzRz5193O5b2RMGRMRcSHp/cYCln1sJXuIylYrZ6z28Rsx +IXIbjZSVgP9ypJTzPCBJP0UEyKdGKZDweRTPbXyvHxUsLxVKWfN1kfqFTHA Uk93ffMQ35cwxIDtwx/zHcKwUBfDjwlDxugVcUE0k33+BbITX7J8v2L5fo3i tNcoy3iDCvHy0ey3HGbecph5h83fFrCuJmIjW8dRto7U1UUoYetoOlyFK2wd t9g67rB13GPreFBZgwdV5bjd8D3n/u8593+Pu83KSzTut/xJJc5pqPCwTTAh Tm08aleikgcaR6GnQzncSD1E2FEoyB/kFVFk4ehUBJGvAKUg9ynITxvHE70i g0w/FenB7e4HuN11B7c6b+JmxxXcaOvE1eYWdNTVKHIYjlDkc3l/IipP3ELy 6i6kbryG9O23kLHnLjIOPkDmkR5knqAip6nI+V4q3If85D4UpvazdgygLGuQ A8wga8dj1BVSkeInaCp9SkWeoq3iGRV5hq7q5+iueY4rdS+oyAsq8gI3Gl/g ZtNLKvISd1pesn6QyDY+SHmNKqbjlbjsZOcrse64AnqY3m7xMbH8PTLONOFU Qg1S2DvK2Dta2Ttu53OoLK7B67IK/LmihIwUMFn4T/aO9+wdgo4HXGmSD/2K u83c5Mo7vueoIGSUEEQpGQaSD3HpmQg3UTwEIL/4OyUj6Kc71ll81osN4RPp h9ypSjlCsSZSYLA2MvQf8iFO6HAp9NBnlCTEgFyEYnNMqLxVyXuj9B9TKOGt Sq/LxhDWEVsHKsJdP0VZq5dkAxXZxEhNmB3MTmY3s5eq7GcOUJODzF4TO+w1 5hwy0QY7x1liJwU5ONqColgibbQ18sdao3y8NeomWqFpkiWaJ5qjfrwZMo1s kTjNAcdncG5JELocNhe6HOLyEFU5OBTqckhGbMWHaMzPcJDGHKAw+6YrwoxU ZSTGqz/C+O/78okA5Z+Ug0pymtsQpRw5MZC9ZIr+9E/gMCXDhcTGGfEsHvF2 Iq7ExBWx9qSEieHHdiw6SUpecJB5yQb+kg38FQeZ1ygXrxDNfoOa3Dd8et7H /KjzWB6dgt3xWTj7TQGyWUSqWETajlfjGovITRaR24XiquQsJFVVuFnN7bXh PW41vud8/16eHb3bzHZxr4WL+63vxVVZuXzYpmQUMWHteMSx30AO/o9EZWf4 sY7XcuNRybfJ/ZueDoWNOzJKy1a2gEGmn+nFre5HzD3c6rqNm53Xcb39Cq62 dqCrsQlP+/v+gR6GcnC5uLwVyWuvIHXzDaTtvIP0ffeRcfgRMo5SkJPMmR52 kF6utl52kD4UpfWhJLMf5dkDqMoVggxSkMcU5DEFeYKW8icU5Ck6qp6is/oZ BXlGQZ7hav1zXGt4TkGeU5AXuNX8ArdbXuCOePN3Gx9n+wsqIq6PIC7g8pLr 5mHnC66Srhf4HQvNQ5w4UImzJ2tJWT1q0xtwmZzfL6zF09IqvK8ox1/YPv6j Khf/vSId/1FyAYPiEqcjuLjFFXaDre06V5p4s7N8O5CBrB7/przrWX8lhgh3 FyygF8MDCq34YEcwvgnTj+szRUKwgs90/TNeebIbfHiiy/O9dMNAuKESZCha GHykxRAVm/RMCCR+PkQFmVjj5CxNWGenVUkQJmCDvQ6b7EmCvULC9pEk2Dlh l6kdBws77JpmhZ2GZtjN7J1khX2TbHBwki32sEzsJwcnR9vi0hg75I1Xo3yS GvVGarRNsUcXy0j3VBvGEu1TLNA43QY1k21wcZw5jk+wwrEpdjgywwFHLZwY anGETowScCCBShwRMeWHE8jEJ0ggE4c51xwiEjutnbHO1+//BoNYF1xp0toP 3hoMi/s3pe1nyoqUK1Q5rTXyVjVsiYEsJ1M/mnNExCGSpZ4eP9Fkju3fiGI/ JArHm6AlLCfP+Wx8Ll9vXpjyUr4+tCzjFcebV6jOeY31ywuwIOoi1s/OwOEF ebi0qgiFLCV1LCWdLCXXUupwg8/iWywld1hKblWU4Xq98jqLmw3vKMo7cVnD pncche80v2Ntf0dUlIiTFPdb3xrIQ4i/JixvGXGtyKEorV7sk+Vl2kTkO/7F 2+H0qgzL8pT/CreUf1a2kyuD3FYGmH6mBzc54dzsvosbXbdwveM6rrZ1o5sT TmtdrcTEaAQsX8j7E/Cq90ckrehA8vprSN12G2m77yH9wEOkJ/Qg4zhzirCc 60FOYg+Hm17kp/SiKH0Iln5U5Q2gpmCAsAwSlkHC8piwPEZrxRO0Vz0hLE/R VfsUl+ue4kr9M8LyDNcbn+FG0zPcbH6GWy3Pcbv1Oe608SG2PafF7c8NxKVX uL46n7OHpJ1txIkj1bh0rh7FKQ1oyarHDfaQXvaQl+UV+L6yFH+pKsC/s4f8 e1ky/pR/ToorELmpR+Qac4UjoLhqQpi8aoKzSn+hSfmuZj0n4vKc8f4++iry cywiI4v/DifLJSfiqCkt+ZkiSrj+qGnEiE3koyrygRQ5uahGQCKHmGFIjLEl Rt85mHUEZR1BWc+SISTZOFITZru4b2aLrWZ22DrdCluMzLCd2Wmkl4TZzxw0 NEcC1Tg6yQFHJjhg/xgbji/2OD/GAZnjtSg21KFmig6t03To5rZ/xUSLq6YO uGpij6vG1rhir8ZlGzt0WtoiaZIZEieY4dw4M5weY4YTLCgnqMxxC0c+omPC mGPU5ec4RluOmelwlLQc5Rc8QlgOsnls8PPn2uI6WB0RqpK1bZS0ZIQk4sio ss6EBaGChtBPRxCsDH/yWJFK4mHwESeq4UbCH9CGqI8VWR8ZOHxgVUU/nPg1 hSBzhgSxd1FJQr6QgMTYOyP73FP5hhXxAnPxws+i1BcozXjBSvISySfvID7i PJZGpWBHXDZOLStExsZSlLOKNLOKdCfW4iqryPWCetwsq8XtyipcrryGq3Vv iQjT8FbFof8t7bjV9JaF/S0NYeQloETeGOBe6xv+9f1WcTLitcyDtteyy9/v EEdLuTv+pdwh3+sgGZ3i3WzPlZetdZON7qdSjVsySh3nv3hlgHX7JjeNmywm N+jHDc411znXXONcc6X9Krpbu9De2Iwfv//+J378Ue/HdRaIpJXdSN54Aynb 7yB1732kHXqEdI416RxrMk5ztDnPYnKxB7mXepCf2otC4UdWH8pz+lCZ14/q gn7UFg2gvmQQjaWDaC4fpB+P6cdjdFQ/ph9P0F33BJfrn+Bqw1Nca3yK601P caP5KQ15SkP4+Fqf4XbbMxUh4UK8b9KIlIiLpjyVaau8h2MHKnD6VC0y2Uuq 2Es6Kfpd9pJB9pI37CU/Vhbjz+wlf2Ev+Qt7SW81f2jdA7jWrfBxmUnYfVh/ ARZnKYjwI9hRJ+8H6bQI1GoQonOGp6UGXow348v4WWgx08EFs109EevmiTg3 T5XsJZ98aCXhekcixPNX2TTENqAIIgcXsVtdHxXGZzQTHSYkCZMbRBgBGQ4n mZiwURKTn0lMtswOlbcbQ/2x3tmZU4qGkGjFURNyYoUNVmqsJyIbmTVGpljP bJpsiq2TzbCD2cXsmWyO/UYWOGhkiUNGVkgwssYxQwecnOSC05NccWw8iwMx OTFGh6Txjsg1dEb5VBfWEVd0mLjimpkLrls447qlI6PlfTWuu7rghrMTrnMF pk+3RPo0C6RNMUcK8UomMklE5gKROTOW0Ey1IzK2OElkTjDylsqcpC8nRGjM MRqTMIOPzd//Ay0GH9EiLTYYdkUcCvkwCAo2okM/EcB8KmRRDkl/Ig9Ab/go 8rBrpDg5LzBZJiqJtU5fRz4MOCrJyWhpSZyadURNTdTO2LH4GLIuiJeRP2Ul ecZZ/zkryXOK8hyrluZjTkQS1kRn4MD8PCSuKkbe9nJUs4q0sop0s4pcyanH tWJWkooaXCkrxeWa17hS+4aivOH8/4aivMEN5majmFVuNb1ha2jmwHKn5TUf jbyunLyY0yuZe61i6hfHBj7nJvNS9nuRux3P9a+uJyFdeka6SQhzU8/IjaGq fqVf7mmvX+5jernZPOJmcx9XO2/jSscNdLddRkdzO25du674MXmEJV/qh5yy Y3dwcfUVJG++iZSdd5G67wFSD/cg7RjDASfjLLvIkCXJtCSNXSSjl5b0ojy3 l5b06S3ppyUDaCwboCUDaKkcRFvVINqrB9FZQ0/qHqO7/jGuNDzG1cYn9OQJ PWGan+BGCx8cc0uklWl7QleeiEvAtj3hov0Jh5yUMw04xk6SeK6OdbIBjewk Vwvq8JCd5FlZJd6xk/zATvIjO8mP5cl4y05yhYgIQLq6e9HZ1YuDOw8hkGAE aLVQLvHo76Dh01H858edra+NOLnpa6XhzONnpYU/E2ClQxATzIQwodaOCOPz Loy3M5kYnRvmeXhhPrOST/pVzGpxUEQ5MCIpES+hF9tCVKheE4bP/A0yYXIL CJMncj+QohJLcUBEWLN5dpi8J29ncysSuDhgcxhpsXPAOis7rDGzwVpmhZEx vjMywWpm7WQTbJgsWDEjK+ZkxQK7mb2TLbF/shUOcmI5zByZbIujk9klJtvj 1GQnnJvqhfNTvXHK0BVHxjri9HgXpPB+/hR3VM3wQLOpB7otPHDDygM3bdxw y8YVN7kvv8kJ4ZavN275eOKWlzuy2I+yTG2QZWKNTGMrZM6wQga5SZ9qjjRy kyK5MUUiuTk71hRnp9riNLk5TWZOW+hwypwx05IZLY4Za7DHRhyyWhMR+qHh /UNVDEYeZBoufIxERhyPEq0lWjnRNTT9KAdRPsECnctPRh3FlS/pigtdcUHs kCuLjnJnq7x0XLyEsyDlKYrSnuHCsVuIDr+ARZGp2Bqbg+NsKKkbSlG8txL1 bCjtbChdGXW4zIZylQ3lekUluip70FXzira8oi1MHXvGtfpX/KavN7zCjUZx dpNpeiVPVtxqfiWQeWUgDzaKpXLA4E6bOCtzp/056+Ad7o/vdHA/3UlIurjf 7tJj0v2Y3WNQRTkGONqItn7tSh9vh9KLq6wnV1lPrnTdw+XOW+hqv4aO1m40 1TdJQqaM4OQreX88yo/fw8U113Bpy20k77qHlP0PJSepghOONemCkwusJ0kc b1IEJz0oyiQn2b0oIycV+b2oKuxDDTmpK+lHQ2k/msr70VLRj9aqAbRVD6Cj ZgCdtYMkZZD1hGkYJCuDZGUQ15qY5sdk5TFXwY2Wx+yTN1vpZiunExmOcG0c mcrv4MjBCpw4WYu0pHpUsJq0iWGT1aSP1eRFeTnes5p8X5mL71lNvi9JxP3q WjQ230dl9S1k5HbCx94evmoH+NEQf7VGmW5+RUj4IVs1AeGHZQQiWiKiVRCx FojoJCICkFmyEYdz+Ski+ISLZKJsGd7GO7phkaf3Pyglw4TI8YbtY5gMgyEq pBSKFzosdtZgubMWywynY7nhDHxnaIxV9EJYsYZOrGM20IpNtGIrndhOJ3bR ib2TremFDb2ww2FxZGOKPY5NVePEVFaRaQ44NU2DczPccdE0AElmgbhkEYTj E1xw1tAdaZM9UTDdC9Wm3mix8MFlax9a4Y3b9l64o/Zg3HCHZf8Op787Qf64 E+iHHGsH5LAe5VjaI8fcHtnmdsgxtUW2qTWyORdlzbBEJh3JoCPp/H5TJ5ki ZaIJksaZ4MIYE5yfYoMz/H5PCz9ox3ETDfbZOCtHTT4hG2Fci2Gy1A0VO4FH 2CdD1U4YLC0O1deSGKmIHBmHX2ejtJQhRZgN0UpTUcmuMv2jAymyqVgPtRSK Yjc89gxrMpuaRNs7IevsILIvDCLn4mP5ys2C1CfyqRUz6xK+i8rE3vn5OLuy GFnbylFxqAqNp2vQnlyHTjaUbjaUK+XV6CpvRkfVS3RWv0QX013zEpdrX1KU l7har5z3vNbwEtcbX5IVpklEsHGz+YVKHn78Vy6fy2MFt1qfi57PDYdppyEd InSkk4500ZEuaYnS28nJVWJylYhcYQy47BUXMiUml1lQLnfdR3fnHXR23ER7 6xU0N7Xjhx9+/AkoX+tBKTtxH4nrriNp6x1c2nUfyQceISWhBynHiQrnnDSC kjEClDyCUkhQiiUoPSgnKJUFvagu6kVtSR/qS/vQWN6Hpoo+dpQ+otJPVPrR XtNPVAaIygB7ygBRGSAqTCMfTxMfF0OLmwe4C7jO5fUWfVqZtgFcPFOHBNaT c6wneawntawn3fl1uMd6Msh68qqilKAU4n1FNt6XJeNV3jmJSEZOJ9JzOogJ xRCYqDVKHRH3KYlsKQHWGlaIQGuOOgIS3oYwQ4jMstbpAfkEEbaOiLTVA8JE 24pDuTG24i1ldmLmjuUHlnh5Y0VQANZGSU9oxvpoLjbIEiI2gY0xSgzkpuCL TR/1jzAsdNJiESGJtTTHLEMjRDCxzLeEZSVhWU1Y1nKeWcuNcz0x2UBMNhGT LcRkGzfMncxulo59nC8OTLXHoWlqJBCSY9M1ODFDi5PMaWMdzjBnTRxxwdQN KTahSLUJQ5rdTJyc6I5zk72QNt0HBca+qLbwQ4u1Hy7b+eGW2g93HXxxT+PN eOKeC29nheHezFDcCwtGnp0j8mx1jBZ5Nhrkcd3mEZs8SzVyLewZW+SwSOUQ mxxjS+TMsED2dHNkTRFngUyRMckEqeNNcGmsMc6PNsY5zmQnJllhP1fs8LGU KOV4LEneINasUu82SlaUw06/GjYlRJqiPxSrHFP5iSUzhg+hrAzypSNKM4kf eUpHOKK3RDqidkLmmX5knhtAduIAcpMGsX1DvXxqzZuVho2zc5CwtBBJbCT5 eypRfawGTRdq0Zpej/b8enSW1qK7vBItZQ84xj9He9VzevKCnrxgQ3mB7toX uFz3Qp79FOcurjYo5y+uNT6nKUzTc9xofm7AxTP8Wh51vNnylLthhs3+Jiv9 TQpyo4NydHJ33cXddpeY+rm1DU3+l0V6mR4DdJOPn6G7m/2o6yFzDx0dt9HW dh3NzV24evWGosbUEYKM1gtSKgW5gYvb7iJp9wNcOtCDZAqSTEFSTimCpFOQ DAqSTUFyKUhBBmtJVg9Kc3pQlteDCgpSRUFqivtQR0EaynqpSC+aK3vRUtWL 1uq+YUU6ailJXT+66vvR3SDCx9FIDRkVrjT14Y+40szH2MK0DqUPh1hHjrCO JF+sRwnrSLMYOFlHHpZU4QnryOuKYrytyMPbsnS8KUpEa3YR0ihHaraih6wi aocPwww7iHLhsiBrcZ3a4L9lg21doBFhI8hwJBeOggtqYadooUIsyfgUcVzG 2zkPZ6GTO1YGBxoMq6EST23FCgvMpw0LmBgLc4ROMsLMSYoPUUyM4WTEGU7B PMOpLB/CCRph9MGIjfRhE8vGFmYbB4HtU8UpGnv54rH9MxxwcIYGCcbKMc3j JjqcNHXkDt4RZ0ydcNbMGeeZC+YuSLRwQZpDBNK1EcjQRuL8DH+cm+aDVGM/ 5JkFoNIqAM22geiyD8QNTQDuav1xX+eHBzpvPPALwoOoCDyIDMe14GAVCtTO XHC//BkKaEeBnQ4FtCOfduTbOCDfmnZY0Q1LO+SZ2yDXzBq5plbINbZALu3I nWaGnCmmyDI0QcYEYySPnYHEr6fjwJdTsEmrwSpGf4jpgxZyjY5Sjitt0p/o UuDYrER+WMyIISos9fcywFI/LxWiHHQw5lLL7V9Eg7kuzlji7Y65GifEmGn1 Zjj/xIxYmhFDM7YtTODI38+Jpp9u9CM05Bwiwi7JJ9LOufk4+V0x0raWo/hg NWpP1aLpUp08O9BWVIeOsmq0lDSiuewZ+/oztFY+Q1vVM7RXP0MH01nzDF21 z2jHM9rB1D+TpyeuNjCNIk/FLrbpKbd0cahRHBqQaWHY26+3Me2i11/rGGSl uNpJLLpE+ocn/W5O+t1Eo+tyjwqdckEzPuX0/wgdnQ/Q3nEHre030NRyBdeu K79QZNoINMbI+2NRcuIBzq+7icRtnGf2PEIS0bhENC7p0UghGqlEI51oZCWz ehCNfKJRSDSKiUZpnqgePags1MNR0kM4etBQ3oPGih40EY7mKlYQCUcf4WBq +9BRx9T3obO+l4+zq6GXm29XIx9TE9MsAOlu6cNv0U0wcjK6cJCV4xQrR1Zy AyozaXdeHW4V1aC3tBLPykvxqrwQr8qy8aokBU9zziGFWBw8lKqAwXrhK27t 1EOXOAxm8w6mFiGMSmrx36QXM0d4EfmRF47kwlF2C4FFLDeTOCbennrEs9b/ DHO4nDsy/LRFFGSVvMKz6Bx2cs/4rb8X5jnSDiZoohFCJip2hDNRkyYjZtIU doxp9GMG5nBbmmdohvlGFljJ8r/W0BzrjfR+TLHG5qk22DLVFlun22H7dHvs nKHGLmMH7DXW4ICJVr46I4FuHDVzxAkzJ5w0d8ZpmnGWOWfpivPMBUs3XLRy RxKT6hCETJdoZLnGSFPOTvfFJQ47uRaBKLMOQoNdENr5OVe1Qbip4yDjyEFG 54O7MTG4FxON+9HRaPMLVKFI48b+WKRxZVxQpBZxZpxQqHZEob0OhYIXOw0K BC02avJij3zSkm9hg3xza+SbWSHfxBJ5M8yRJ2kxIS3GSJswnZVoMo5ON8IB IyPsIL9bdFqs9/f6e83uU6m1wUfNzkB/Tl1cb2mZvzdidPzhOoornzg6GSBW x3uxWnEaO1bjyOgQ6yDDD1ObyfzhaxBlqkYk13QUR65oc+X6TLPpzdB8M2RM +uleZJzrw6Y1tQgJSUR8WJp8Ch5YUsTtrgxZuypRdrQGtefr0JBWj2Y+r1uL a9FWWoG64ntoLH3CGf4Jmiue0JontOYprXlKZ5iap6zyyinQrrqnw6cxLjeI Q4pXGp/wIVxpfMxazzQzLYMqXG0VpFxhk7/SznQoudxJVshLN9PV1Sc06VWh o5uNpF260k5X2joforXjHprbb6Gx5Sqq69ukJdNHuDJW3v8NiujKubU3cGHr PSTSlYt05SJdSaIrl+hKMl1JoStpdGXVsgSs+SYB675NwIYVCXCl2e702oPx VIsj3V5c/hzeXPowCyMXYc/6I9grsuEIfWE5qeH321rLRVtdDx93e30POhqY RqZJPJbmXvazjpZeTmO92H+gAodO1OJCYj3yUxtQly2mmFrcLa5Gf2k5npUV 43lZHp6XpONZ/gXUZxRg1fKtBvCxU3P6COATNoj7Q8FIiIw4uhpKRn6hEGIt CNGREN3f8OE4xIdK+vGJxEPQMUetZK5avGp+HpcumM+Pz2ZdD2c9j7Gxg/8E IwQywUwY2QifOBmRE6cgetJUsjEdsZOMEU8m5hhakA0rzDe0wQIjW3mdkZVG VljH0WQj2dhENjZPs8UWsrF1hj22Gdtjh4kDdppqsMdUi31mOvmi0t38817u TPeba3GQT3LxUrAjFo44a+2Gc9buuMAk2njgIpNk64FLTKqDH7I8YpHlFYts JskyGIlmgciwDEKhTTCq7ILR5BCMdm0wLuuCcEUXgMuhUbgaHYvrMbG4FTMb BVoPFMm4o1jGDSUaNxWKCcqXvOvCe84odnBCkYPjB1K4XRbYOaCQhbCQnBRa 2aLQ0gYF5KRAcmIhOcmZZorMycZIsZ2OSw5T+RAmU0QjTmRGODjZCDtJylbq vCHASxjyiSTk55KQTSOGQ3ERyPme7pjt5MSwO8U6idcdxnEZ58hdg5OYSOMF KfGClHitWGjEC+Xi6Uk8y0u8WoSAmCmQRJmKvVEk1/hXiLTQItJKeQptW3AY 6Se5Ez7Ti8DAc5gVnIyls7IkJEdWlCBpcwXyD1Sjgq26NqkO9dxBNhbUobmE 5aWwHrXFj1Ff8hgNpY/RWPaYoDwmKI+JCVP1mDvmxywvonB01DzmxtNZq5zH 6Kp/zFZPNLobB7nxdDcN4nIzsWhR0s1C393GtDMdIn3o6uQ+nenoEuHGxrR1 i7CitMpFl/CkhZY0dzxAU/sd1LdeR1VDB95//8NPPFF+r8e/4UX/X3CGnpzb chcXdj3Ehf2PkJjwCMvnJuDb+QlwtHaBs40LXDknujEeNMST8aIh3vaudMOV g4OripODqzgb4sqfVACXAQ4uMgZy+U8IoC/7Nh5hEtBc24MWatJKR1pEaElL Uw9XU0tzD36Hlhb+SNI7sfdwNY6eqUNqUgNKM+rRlFOHqwU1uFdcif6SUjwp KcST4iw8LriE3ozT+O6bzfC2tYcXE8DnaTAlCZFx4NcOtdYYcG7R8psZYiTi J4x8aCCifsjXGHCHM+THXNHk5zk4syOHkY5ZTBCf777jjeDPBDOhEyZj5oQp CJ8wFZHcpUZPNMHsiWYkxIKEWGHOJBsSYsfmYY8FUxywaJoWi2fosIQTyMpp Nlg/lYxMJyMzSAj52GpCRrhP3G6mwQ4+gXeRiz2kYhv/vIVP781mamxltpuT GQsyw+zlU3y/JWmx5ITDn985G7YQO09csvdCsr24wH2K2gs2SHcNRZZfHENW /EmKbTBZCUSmTRCKbAJQbh+EWraSBk44tV4zUR8eh+aIOLRHxqHEje1F64l8 nRcKdJ4oZIqYYp0HSnTuJMYVBZwZCrmrL6QlBdw0C7hpFnJDLeLHivjnIm6m RbSliD2yiD+zIlJcZK3YUmhOV8wskWtijky6kupkjgxPc37PJkhzmo4UzVR+ v5PZtIxw0tgIh6caYZeVObZxctwY6KUcyRayfCI9+SbQRzIS68Qq4SxOxsQ5 82cZ7yx2CnOc+SN2UqLCXCcxs851dMRc3YhoRVhV5vIBTMRcfvtz+XBE5vyN NMIZ8duIIvijmGXhgDmOMTiz7SbmxeYgKDBR6rIqKhd7FhXJ+2k7K1GYUIOK s3WoTqUqfJo3FNWiobgCVQUDqC4aoDSDqCsZRH3pABrKBtBYPoimikE0Vw6i pXJAntpQyZMbrBQ1g+ioZeoGOAYwDSL97B5N/XxCd3EK6OQM0MkJoLNNVJL2 Pq6ljg6i0qmkjRGccIPsYlNp7hLHTpo7OXV0PkIjdWlou4valpuobOiiLj8q pMwYwYtyHaVfofh8H0U9iJnuC+HIcuxs6QIXK3LCp6UbWXG3cYWnrSu87EgJ 42svfvWDn71gxJ+0BOijQqBafCyIyyAHJQZiKRbi1+EF0ZelUYuQmliORnaU RrrS2EgWGwnLb9BAWLLzLmPXvgrsPVaL0+frkZWijDytubW4VlCN+0Xl6Csq wg/Ht+N/bI/F/1lih4veVvC2tkOAlR05sZecCEocVKREo2IpGa4mek8i/7aW DE00alYTgYklnzROCJlhiVD64W9kDM+xRvBh/MaxhoybTEemIGz8VMwcPx0R nPgjJ5gieoI5YiZYInaiNR2xZRWxx1wjB8yfosGC6TosNOZUZOqMxRauWGLl hqWsDt9yRW+YQUuM7bCFjmylI9v4RN1uTktoxA76sMvSUb49dw0NWW+uxiY+ YbfwibvNUvw9vbHSYg8f3j5r5d00hzi8HWaOMGfs3bifpykO4ncZpmi88AVS tV5Idw9BmnsQsnib6cZbUWGMHZHCZJi7IsfaE6nO/LhbCO2JRmHwbGQ4BSCN KmVovJGl9UY2k0tbsllXsthO0tQ6ZDBZ3PByHLQq5HLLG4N8Bw3yNQ6kRU1W yAm3zmLyUsz7xdwui9UOKGa1LLa1Q7GNLYqsWFssrJFLWjJtrZAeqkZGsC0y A2yQ6WvJdmXOb9sEmc7TkaadSi4nI9HKCKdNjJAwzQi7rc2xQU2+1WrhyAhG PiUj3EOMyDwZ/tTnyf4yn91lHlWZ7yhO180T1WWeAGWeRiz4aH7FpYYNVWjC IYi9MVJoIn/PogbhTBg/vnluLQJ8z2NmQAoWh2bpX3wwEZn7qlF0vBbliXWo TK9HNQeeuqIqVOR3oTy/DxUF/agq7Kcm/dREOTlaX9pPTfqpST816acmTFU/ Wqr70VrD1A6w9vejrb6fxZ9pYBr70N7EsPe3y9bfg/a2HrSJtDMd3LEzLZ3C D4HGL8kGN8YRaRDpeIT69oeobbuH6pZbKG+4/IES4580lS9QkJ2JXZs3IDLI F36O7nDi3O1iTkpIihuf6R5WpMSaISleJMWH8SUpfow/QQlgAhlByEyXYER4 RiCGe7/Z/nGIDYhDhFswZjn5fIoQB/EiwhCyEkxUBCx7NyWglqDUsqiUVd1F es5lXExrx5FTddhxsBoHTtYhMbEBeSlc75l16D6fhZ4jx/Gfqxfg/6yJxl9X B+Gv33JW9zBEIMtzMDUJsbKnI2rhiINwRANPGqJlN9HKfqJYovSTIUtm2zsi joSEW9gjcLolvCfNgOtoI7gzXmOIyJjJ8B87GYFjpyBk3HSEjjPGzHGmCB9v jsjxloiaYE1EbDF7kj3iDNWYM1mDuVN1mDfdCfNNnLHQzBWLLNyw2MoDi209 sYRlYamDD5ZpffGNox/WG9tis6m9LBzbCMV2S41EYgf79E5rJ+yydsZ6fmyN pQPW8XYDs5mAbOXj2c7s5GPaLd5EM/T2PFsnHOLjO8zbBHavI3x8J9mzkjSe 3PoICZPh4IFsIpNDXnIcRHnJ1Yhf2ZxkbINzLEqXWIYy7T1VyFJ7ghsvDclm km29OD554gIfRhIfhmg8F+nVOf5TF/lPXSLJKZxv0thNMghGFpPDfXyuVoc8 rRb5Ws48Mpx7eFvMj5fw70sISwk31hLCUmIvYFF6SyF7Sy5hyfAgKNFOyIzU ITNcg6wwNbJD7JAdaIMcf0vkeHNO8jBBlut0ZOim8nuYgovWnJNMjXBkuhGN NsZqK0ssdBA7mrnit97PE4v5sqnMZ1NZICJFWeCouEJT2FDma4Ur8wUp8zUE cr5Qcj41GYcYvScRLI0iQ5bMDkxHoM9FxPpnYOWsPOyaX4Tjq8qQtK0K2Ydq UHS6DqWX6lGeVYeq/BpUFpTLg5Mlub0ok6b08WN9qCrqQ3VxH2pKlLMbdWW9 qC/vRUNFLxore9FU1YemalaN5to+NomWuj601DMNDDlpaWLdICetLbJytIrj DC3kpLldSVOH2I/TFAMpRz1T1yE+VSw/RV37IyryENWt91HZfBul9UKSP0s8 TBRI7smbf0Jz6wN+/YfE6hE6+C/s2VWE/btKcGh3CQ7zNoFR4cjOUhWObi9h Kzq6rQRX2B1k2CSeD7yDrfxiX6MgJ1NiJBIV5IdoJibYD7O8vGSXcbdwhgdx 8iJMXoTJmzD5ML6EyY/x5+cE2OlRYsKcgxHpE4do3zgFJiaWOMURp3iRwDiE C6BCCdRXEqgQtYLUzo2HsWd3Ks6ntjMdOJfWgS27y7EtoRZHTtcjmTgVbj+P roVr0L98BX5YuQT/35p4FPjYYY+VIfy+/C1sP/sN3AyN4DvDTJhEkhwkS7Nk tAi3Fq89Dedm/OH4S4iZHXymWMB/qgW0XxrB6SsjuDIeXxOk0ZPhO3oK/MdM Q+CYGQgea4LQsWYEiZPTOGtEjLMlSHaImcgnoqEGsZM5vE9jC5/B3aeJK+ab u2GBpQcWsC0s5Na82N4HSxx8sUTrh6WO/ljmHIBvXAOxnE1jDb+rTWwvW/Uo bef3ukOCI94T7IStzDr+ebWVBmv5d+sJ7UZxYRJx4YER7x/ebau8428fsd3P HLDT4Si1OEaYjhPjU/zYBfFC8yzWlFHI1igu5fJPuRovFfI04nrVSSa2uDDd FskWTsIjlQDJADlqb85cgrAc9qUMunTaylm88B5H5JzmhDO06QL/tSQSn8yk aYRNtIRbdja38Bydjp1IizwmX0ebdCw3OifOW04o5d+XsvyU0qfSIZvs7FFI m3KsbZAxywWZczyQGe+GrFgXZMc4ITuKXSpCg5xZauSG2SE32Bp5AZbI8zVD nqcJctymI8txKo2cgks06pyZEY7OMOI8asw1bon5Ls5YIKOotFCUnYVOYmoW NC0kTCILxCHgBaLvLCCiZIu8LuC3ucBBHJURywl0ykG2nggThhU1nAlibQ3w OI9Z3ilYEpiNTdEFOLi0BGfWVyB1dzVyjtSi4HwdijgzlebUsulUoSCrg+lB UXYPinPFaRQhVS/KC3pRWdSLKipVXdKLmtJe1Jb1IOl0ObavP4IdG45wIzoC Dw23V62rCt5acezCh1Osj84FvjrxJy5V8NWKcWPP9gTs2ZGA3bytI1G1Ih2c lWraBUnV9KWKJFW23EdZ0220X3+Ed3qSTBWSbsmbf8aTp+/Ymx5hz15StI8U 7S/FUeb4/jKc3FeG08wZ5hxzfm+ZCol7y/i9XNxThou7mV1lXImJO8vo6oUd ZbiwnZ+2tRTnt5Ti7KYSlCS242rDI+4ZlePHD+7e0YPFEKvoYAWt2UwsE8fE i497e7MxucGbgPmwXfkSMF/i5Wej4BVgK4cy8vXPH/DyjkPUCMBi/wawOQpg oxAm5jahmBeC7Z3hywrhwxkkxj8WO/ek4WRKB4e0OmzcW40Nm/OwN+4gkiM3 oG7uOtxZugqJnu4IHzcG8eO+xsJxXyL0y99B99m/wfYPv4XdH34HxzGj4W9s 8ZFcAdwmPYzM4WlkAbvPDaH+whDaPxrCiXGlXB5fTYHXV1Ph8/V0+H1tjIDR ZggabYGQMVYIG2NDsexYo7gbnchB35Df6xTWsWnOiJ3hinhTN8wx98BcS0/M s/bCfFtvLFD7ch/uh0U6fyzmbLPEORBLXYOw1D0YyzxD8I13KJb7hmGFhz82 WVIuyrRNqGWjlZdBEW823GXnjK304Dsxaa7iX/xeXjllPYESV04ZervydiK1 gxlCSzSqo6TkGHOC//tJ3p7i7RlWnrNMuoMn1fJm3fGWcuVpvQ3Yd7z5vE02 tUPidDukWDpJr3LUUisDTlvCuzx2QXEvy57FSlzg9SJdNcM5K86CnA1P8fYk b88Kx+z1jnHWTdXSMiaDRmXSsGxHuuNIxxw1KHJ0pmEuimFaR+lXGUkQhhVz yCqwY3dy1SBzkR/jg6wFnA3ns+PN80DOHDfkxLkgN9YJuTHsbVEa5IWrkT/T Fvkh1igItESBnxkKvEyQR8uynabywU9Gso2RtOyYsRH3AJbcI1hikbBrkbRL CLZIb9dCYddCnaMBFopitZDf3WguNfzZcu52cODP2QGxrPLhhGsW52tvI0OE WC5jK0vAqpA87JxThGMrypG4uQoZ+2uQIy7wcbEeBel1rFI1LBFlyE7vQW5G D/IJVwHhKpIVi3jlc9wgXOWEa8vaI5gTuYjbHIlS0SiFJxdJlK9OHjXRcavy 17mOQoCOggVwrY7in13grx2OCjsp1qeoZPmpaH2E8paHKGu+j+KGW2i5+lAC pVCB6/JmDFrbxFnvR9h/oAiHDrAjHSROzKmDZTjLnGcSmSQm+UAZUphUJo2A pYsQrgwRupVBtTJFKFcG5cqgW+lUK41qpW5jtvL/31yKpI2lSFxXjBv1j5Sj SqMkXLu3bCBYviIqqdaov3WLlZl3foF5wf6Yz8R6+7AgucGXhPmRMH8RG4Wv QFuupSAK9gkVomBan2HBYiiYShQwDvgEbJTkK5qb7kyixagEYSpJmAFCSJh4 ja54wb9KYvZryVmkXywSLnVg6eIUBFuvwbceG3AsdCPWssC4jx5PWtjMx44l YaPxzfivED76D3D6/DfQffFbFdSf/w6+sP/iC3gYmlG0abD7bBLUjObzSdB9 zq71xWS4fjEF7n+cBs8vZ8D7S1P4fmUO/68tEfi1NfWyRchYe4SNc8CsiVpE GLK3TXFC1DQXxFCt2abuiDX3RJylF+ZYe2OurQ/mqf04PPhzbx3AzSAQC12C sIhz8WKPECzxCsVS7zAs9Z2JZf5M4Cx8E8SEhMv3Im2xoWBEarudVnK0gwLs 5KrZyX66wlaD7+QFoLRYxazh56zj7dBbq3eRtX1UQxkIOQwyRwRhZOs4FTzJ nOLXOs2cYc4xSVz5uVrBlw/1YnQ+nNbEG0EL+FEDpNCypBl2SLUUkxPZUkm/ DFjSfOS9fHnYKtHGmbXsoi2/IHOJ/1CyDMdD3l6kpef5jZwhyad4/xyL4AWO jEmsZsnkKpVJpxOZjoI1QZozChw56esEaxwXxdgoR0aN5Czf3h5ZcT7IXBaE rGWByF7qj+wlfshZ7IucRfR4gSdy53sgb64b8ua4ID/OCfmzdSiIZt2LUKNw li0KQ61RFGSJItJW6G2MfPfpyHGewqqo0HbenDWNtG0dos1J0OYo3ua5iN/S IgosohJLLrQcExdpxJi4UOPAqOmaGnM414ZMN4PHuM8RP8EV+6YEcYcRjZzY QzizugIp26uRdagW2RwRczgi5mXUojCnCumcQDJSepCV1oNsmpabqXeNpm1c mYC48EVw5+QiipanKFsaV1G42LfIGDOEmDhxxGWgPqwajuJj4n4Q7wXpxGYb KJwLlIUskF8rgPF3cMa2LYeQX38T9/peSNAsFNCuyJvf4ikbV2ZWC0ErxKFD xThyqATHDxG0wwSNucBcZC4xKUzaIULFZDJZTA6hy2XyiFz+ATayfCr3a+TT uPy9+tC4fBqXR+PyaFwOjcumcVk0LmsLv9RmfsmN/NIbSlFzrh2vB94rr13+ BLs3r5fGxcgoxUwlift0uJzNCfHDXGYeQ+VYokndL7GQy0VMPNGLcvEkSlwn BC/QRmKHIBE7NwTbiSvNh9iL3y06i70twiPiw9BJ7mK8IhDlJl47OlMUNVLH TwzTiC+kk9L5W+mkdn4cXIR3Kundr+BlpkGU63cImL4CgZZzOE7aweHLCfD+ eiJmjpnIwjYBSyaOx3dGYxHJJ5aW2qkI2m8RCocvvoLmi9HQkjjHz1jMPjOC y2dT4fr5dLh9bgyPL8zg9UcLeP/RCr5f2pA5OwSOViN4nAYhE3QIM3TErMnO CJ/misgZ7ogy9UA0eZtt6Y1Yax/E2foiXu2POZoAzNUFYp5TEAeYYCxwC8FC j1As9ArDIu+ZWEzeFvvP4sTBBIVjCXlbGhqBpTOZ8Ah85+GNTbYOpIvc2ZM7 e1KndmScsINPvlWkbTn//juSt0ZeZEaLLeRQjpjiChLUZC+zn8IcZMSxryOU 5igjqDth70LqXEidC86ondnYyB1vL3CjyeJ4KZmT8UWhjA/jjVRTeyQZ2yOd P/Q8yiaE41OTA/PPUCC00yjJsPegeS6UzYXiiReBXLITXSKZ/14K/61U/luj 5NIcF/n9nqd4Z+3E6KvDOQcdEjlkJlG1FBKSzmRRuhyWjDzeFpCXQq1OfySe YrEg5XiycX4bhsxvQ5H1bQiylwcjZzkx+SYAucv8kbvUD3lLKPJib+Qv8kT+ Ag8UzHNDwVwXFMY7oTCWXy+GRTHSHkXUrzjMGsXBFij2N0ORjzEKPKYhl/pl ao2QMkK/LdYWHFItsJjwLXYU3C3md/sll1os1ipZpNUwRE+rlvCFmhjB12g0 XMewaU/yxQWLcNT4xONu/GK8Wf0tbu45g+wjdcg+W4/sZMKXUYOU89VIPHEX qZd6kEb4MlJ7kLC/HGtXJMBNzcIltPsXeudK71yld8I6Udv8FO8Q6sVt0D8C MaHc/piogAiEewdL5IIke8GOhC5YVLsgQV6QVmyRQeROsBfIZ10ofwKzPbxw cP0GPLpzByOLXLe8+Vy6l53dQvMKceRwMY4dLsHJBI6JzIUEmsckM6lMOpPJ ZDM5TB6TTwsLmEIaWMQUMyV0sFSEFpbuF6NoKRn8F5QSwRIiWEIES4hgMREs IoLi+hwFRDCfRS+PEOZu4tffQBTXlSJtTTFu1z6Ccjm/f5GNLzpoSELf4aoX S/XimPiQv5EwhMWFWchwV8flP2ExOVyiz1ImhiwGcAsJJItBNgqJXLN2So/j j4IoirDbqcVvKwzjUvinzyjJID9V7axHUBzQ8OUyCj6E0JsMeptr4GvmAD9O A5rPLDDld+Nh+vlEaP44CT5fGWHWWCPMmWiEpZMNsWraRHa1z9nrfkMGOcV+ 8Tkcv/ia8E2G22cz4P6ZCTw+49T6uSW8PrcmgLb8GvbwG+0A/7FaBE5wRLCh M0ImuyBsmhtmEr5wE09EmHsh0tIH0dZcdbbcidgHIFYTiDhdEOKdgjGH8M11 C8U8jzDMI3zzCd8C31lYQPgWBoZjIeFbGBKBRYRvEeFbNCsSiyOYSCaKf46O kFfN2WzngC32GmxVE0O1ll1Phz2c+DbZC/g0suMpV9jSYROj9D0n9j0n7OHt PuYA0TvE6pUgEXTBMUIkEDw5jKALzjLnuB0JBBOZdI2nSgr4T4p/jr4cJH1k 0szscclYjQz+lPP17hmgQCMcLORSjLXCPukf/zmhX7KdcDDFXgxMqVymiahF nPkBB2cVF07CQ1p/jtaf5e1pPtzzDlpcpCOpWvEtOSOLQ648iUAj82hgHg3M oYGXwryQtGIWUpj0FTORuSIM2StCkbMiBLkrgpH3bRDylgcif7k/8r/xQ8FS +r7EG4WLPVG40AOFC9xQNI+tco4TiuO0KJ7N4TjKHiXhtigJs0IJPSwJMEWx zwwUekxF3rCHhvTQEEdMDOmhOT00lxYudtRKDzWYglhbc/hOGQOX8b+D67jf wmX0b+D69b8h8DdfYsW4GWy9zni8dBn+fet3+N9H1+Dthf3IPif8Y/lLq8SR 7U04uLYd52ng/t3liApZBFeuP9on6XPnluPh8DF+ougFuPhgpm8EIoMJHhMd EjcMYCwTF8Y/E8KZbj5CPvYVnesnyr1g/u+/IIIuksAg8hfl6oEFfn58DpMB ER9fHFIoHHnMrVN/EOzZ07fIyWnBYSFhQjGOJ5Tg1BFKyFw4ylGWSWHSmEwm m8ll8o9QL6aIKWZKEoR4ZVx+inLKWHFISSVFrBIR7bCaLP4rqshiFVGs3KMP YawgjBWEsYwwlhLGEqJYTBSL2Q4L2Q4L1hPJtaXIWlWMOzUPofzyXj6NczL1 IA7lA4oqyeLP/gZGv2EYBYv80XM5itWGKIYoMC4VNXKZWHwTLP4u1tUT4Rp3 IukikFSM/FYaKYpjiFqJUDLUQRipOBnKn7CYioMJpJ81G6K1TvLow3gLIC01 bIYOCLDk3taSw6kFY24Ph8+/hum/fg6T349nC5wMn6+nInz8VMwxmopl06cg bsI4hI35ip/3O2i/+D2H3zFw/mI8PD8TMNrA+ws7+Hyphu/XxJcw+o13hP8k ZwQa0fip7gie7sG9uxfCzLwxizCGW/shwtYfUYQx2iEQ0dpgxBDGWOcQxLmG Is49DPGeMzHHexbmEsa5/uGYRxjnBUVwdTKEcT5hnE8Y54dHYkGkCP8cLcLP i+H/M3smAfXHRhtbbOfst0PtgP1UYz9b1AF6spuSrGVLXEskP1zUdOi4Htuk gNJOQOnMtuhMKF1wiElgjnILO86fhWyLalec5jo/w9tzvD3PXODPIZG3SbwV Ohbq/KijrwGK+QcDpJupkWyiRo6dp5iXNb4qaaMBWxs/j/cy1eIvkmzFlJXE n3yyPin8N1Pla3TS1BwN0uQr/NK4FabKiBdWpWrEa1xSuEzhkJzKpJDDi3zg F7iXOM89wzkxWA+d4+DKyGAySWkmh+QkT+4Bvo3AqRUROLciHBe/C0fyyllI YzJXzkT2yjDkrgxF/nchTDAKVgQxASj81h+Fy/1Q+A13A0u9UbTEE8WL3FG8 wBXF8zmMz+UwHs9BnHSWRNujNMIGpTOtUBpijtIAk2E6c50nk05DDtKGOGc+ CYeNJ5FOM3xjacLH5jrh96wnbqTSbcxvZNxJZdTvv8L8L0fjm3FjcFxtiZ7v YvHXs+vw14z1+GvROjRmZOHiqSrsW9OBNfNSEeQ0G06WjsNMuvEHN8ykg55J xkejUBnsEYzwoDhEBOmpZGJCRlCpcPkzQSQ3/RDxvwxFoyA5kzVyob84YLbQ Ty6J5EJfXywQUK7boJay/AJNLQ/R0vIIrUwb0y7S/AgdIk0iD/Fs8N1bhdN2 efMZiyU5zW5GwuECHE0owokj5PQoOT2q5/QYOWXSmUwmh8ljCphCppifU8qU MRVktZKpYqoJa00CCa09zEUdYf096slq/QF9KGs9Xa2nq3UidLWWrtbS1Rqm mrZW0tUKFs5y2lpGW0tZOEtYOIvX8d9fXYqc74rwtu/dGP30vWfL+mFWY0Uk qXGS1J/2TcGqn2RVJWEdJWFdog9pJakhCqkGWB7sPwrfEtdPsYhrPd7di/GW t8F8IgTbC2T5bPgFl67KmV1uXYEcyXyIpnhVfJC1g7wNtFJjpo29eNUIF7P4 pzlETY1wxvZ3v4XVv/4Blr/+A1ulIbzHTMdM8RL2CYZYMG0qoidMQvykSUT2 99D98TO4spWK8x++ozXwG8tGO94J/hNd4G/oCv8p7giY5oFAY36Lpt4ItvBF qJUfwmz8MZNwhjsEIYJwRjqGIMo5FNGuYYghnLMJZyzhjPUNR5wfExCOeMIZ H8wQzjlhkZhDOOcQzjkR/DPhnMNWGU8446L5/0WHYe7MADZRHywI8MJyNs0N FjbYamyBPbZq7KMj+9UCUUfGmWO440eIKtdzdeLY7YRtzE56s5vZSzj3MweZ w8TsCCE7xghIT3KdC0jPcEd2lpGQCkSZi0wSN6YiR+Lo5IdipkTEUcQX2VY0 zsRBlkzBqMDUj5Zq/QSh4ijLJcmnG4dsNxLqxvFaxJX6iVEjzUEwKyxN47+U KuMiS6UBl2w3SNEqZ1FS9IccUzlkp7J4pjsohyqT+IgTbXQ4z91JEnv3JXsH JNmrsScmGDuXRmD/N5FIWB6JE1T1zHcRuLAyHJeY1FWzkMFkr5qJ3FVhyF8V ioJVIShcGcwEoui7ABSt8EfRt3zUy31QvMwLxUs9UbLYHSULXVGywBklc3Uo jdegNFaN0mg7vayWKA02YykVsk6nrFMoqxEyNJNw0nICZ5+vEDThD/Bk4fQY y4z5Lfy+/j3mfj0GyyaMxeop47DReDy2mI1HUoAN/ppHTUtX43+XLsOhTU2Y E7QDWlMtdCJmWjha6ODK9SklVX+QdFhRjTJtS0kDFUkj/1ZTJpaJDoj4VEr6 i2FJQzSKpLOc3DDXyweLKKn4fWn6W/YpP3F4bhGXi3z14Sa+0NsX5RmZyhj+ Bzx+8g6tbcS1vQe79pRgz95S7GUO7CnFIeYwc2R3KY6SsGPk6zj5OsGcZD08 ub0Up7YxW5kt5HVTEa41PsK1hkd4PvAezxWR2+TNaORkNXDEz8OxhEJqXIzT R0tw9lgpzjNS4+PUmMlkcpg8poApYkr492VMOVPJVDE1lLmWqaPK9UwDZW4U OSyuAc7Q5maRg6IQNx8oM0DzfnGauok8N5Hmxr3iLxoI9C9Rx8dWy8dVzcdV RZqrSPP/T9h9eEdxpe2if1ZLGE/4Zr4zd8aJIHI2UTnn2MpCkSByFgIEAoNt wBgnkjJKgCQEKOecMwIhRDZge8ZpxvbMOev8B/c+765qSXjmnOu1nt1SC4O6 uvv97bdqV3Ujp7wNnPLWsSzXHqlFVVINetL7oF3FwQyf6HVZarKBT1Mg/x7T PoDN/7EmB41Pd3er+rxH7RWQ6e4+PazLESG8bz/H/eEhSOStQUZzHJDhIL+X MRgHOYvTb83UF68h2sYWMZzYxdjZa7GVSDm2dcAGfslybKMllmU7YOFiOLzx F5bnN2H7pzdh9yeW379MQ+TMOdg8Zy52LFqA+MVLsZUl2nnam3Cd/janF0vg M3spgjmHDTGV4uX+CF1pROjqQIRZBSHcJgQR9qHkIgyRzuGIco3gq3QtYjwj EesdhTjfKKzzj8Y6YzTWsxTzxY0NoQxL8caIOGxkKd4YFYf46FjEx/A+luON cTHYsI5/fl0k4uLCsT0skHPfAOzy90aiN7sAL4knEj09cYiF6MOVlji10gof rbTGpyxAnzu6qfmtlGYpy8nqov1uLM1uLM3u46X5FEuyVpo98SnzOYvkOea8 w0RpTmOhzGAyWShNpTnH2ZvzW2/kuXizLHvjKlPOzp9l2SB12YBad5njlEuh ZVmuVHNa3s2CzAmwi1h+hcX4qhTkXxdlvSB7y6zWm1/x3W/OUcqxlyrJhXIQ lVXZoIqyVpYnl+RilvFidj/FRCl/jT1y19gh29IOl63s8KmbG3ZtjsbBbTE4 tisWJ1maz7I0f5EYh0sH4pBxiJNeJj8pBgWHY1B8OBo3mdLDUSg/HInKw2tR dTiC745wVCeFovpQCKoPBqPmQCBqEo2oSfBHzV5f1O72Ru0uT9TucEfttsnl 2Y7l2Ybl2ZLleRXL83JUGZcixXkeklbNIP5/QdCcvyCQZTlq1nTsnj8Ph5bO x/FVC3DKegE+spuPM47zUMAS///WH8TA+Ti4rHCG60oXg6rFf9aqMePBijy5 GvtLNXaaVI2ZYG7SSGPsv1Xk2KBYRPuFs9nn0xDh6o3XVSWWmqwyaW670ccP 2wKM7GVDVEcbEoQ9weMxwx6W5CnYw4K8mwV5NwvyTv9APH/wEMv1VXyy9qb4 Zj8++bwGn3JS+TnzBXOeucgalsKkMRmmtTisZJeZbNayHFbqHFazHFazXAkr Wh4nnPmsavms1PkfMCfkcHYNrhyrRkNOH0bbnuHHr375q1awe3QbvvvuZ5SV dLFgl7NgV3L6XK0V7FT+Dcw1FuaiNBZspoQpYyqZaqaWqePPG5gmpoVpZdpY uDtSpO52snS/jm4W7h6mV0+fhEW8jwW8/3zdFPSf4zS77ws5mNXLR9/LR93D R9xtquF8tO1Su/koW/koWzidbuZ0uukY/+1k/g5JrNsHqvDLy1+mTSrb8eNl exPL9u//D7tu/3PZ3iOz572qckvFTlCRKs2arUq1QUq1fKjg2hBW5/H8FofW yt2HWLjjXZzZ6ttJDIiztzcg1t4BaziyNNtJnFTibJ2wztYZgYuWwPHNvzBv wP7Pb8CZcWV833wbO5YsxIFVi7Fj1XJsX7MSfnNnwnXmO/Ceswi+81cgcCln 6lKaLYMQZh2CMFvGPgxhTnw1u0Qgwm0tIjwisZYz5SifKET5RSOaM+UYzpRj gmMRy/IcFyY7xeIQtzYO6yJjsS6K30fHIC6GiY1GbGwkomPCsTWU25Az5J1G X0HMxxuLObI0myKl2ttTlepkPuJTLNMfrbLGmVU2OLPSVi/Tptmzq16m3Vmm 3fUyLauPPFimPXGGZflj5lNGlWmWywvMJZbMVCZdyrSTVqYvO/sgm8ll8lx8 kM9cYa4yt9zkkHuNezBfjrUcaz2CUMdiXSFnkqxw0nY/sEBXy9S52iWY790a jjWuwazWPqzWjIOPOoHNRybHjnJqvY+aRquCzcFFq9oGvVC7soXi6IECV9Zp U/R6Lftsi7kJ8i0dkbfaHvmrbRkb5K6yQtaKNWxmfLAu2MjpYQg2bYjE3i3R SNoRgxN7YnF6Xyw+5ZT6POt26sE4ZCVxWn04FldZt4uOxODGkWiUMGVHolBx JBJVR9ai+kgEqg+HoYa1u4a1u+ZQkKrdtYkBqE3wQ+0+1u49ptrtxtrtwtrt xNrtgJr1tqiJtUK63zI+TXOwZcV0hMx/g/kLNsyfhsSli3Bs9SKctFnMGr0Y Z10X4VP3hTjrMQ+RUtutreC50hGuUq9Zqt1MU+fVrnDXC7YUaz/HScXaaaJY GxCsDn2EUN5QFy1yJMr7Nb6yvfHaeEmO8fBRZXlvKKdZocFT1BevYS8LtJTn vZLg8Vu+vVWJ3ssSvScwEHv0Mn0h+Ri0Q+Jv4Nvv/omBwS/x+Rc1+OIcJ8uc aZ5nLjCXmFQmnWUrU1+RlM3ilcvksYDls3hdlbCAXWMKWLYLWMgKzrDWFX4k 89FCWYDEil3Eeeh11rTrnIteZ9W+/h5zrAZFydVovdyLsZan+For293qZjq+ Z9lOOV/Ckl3Okl2JzJRqZKfWIJcl+0paLQpYmouZW0wpU8FUpXOOzdt6poFp YlqYNqadZbuT6WK6Wbp7mF4W7z6m/xJ/44FLMqse5Dh0UctrMpph6IKU7UGW 8gFuDVZyVciljJvKdwcfdQfLdzsfbhsfagtLdzNLd+PhWtQdqEZvau/bvyrb m8bL9m//f8r2eMnWJtrmkybaIVKyJyo2/3op2apgq1LOcm2myjXHyBAk8ask 3k5VozkSgv1Zte2wzt4e6xxYvdc5OPBBr2NFW8cKLomzZ+Vm17vOztmA9ZyB LkLQ4iVweftNuL31FnwZtzfehMebb8LrrTcRPGM6DtksRZL9Cuyws0TEsoVw tZgGr3nz4bt4FQJXuauiHc45dbhzBMJc1yLMPRJhnFOHc04d7huNcM6pI4wx iGDhXsvCHck5dRQLdxTn1VFrYxAVyUTFIDI6molERHQ4NvEdsImv+u0B/mw9 fH25TXx9Wbl9feQrKd+JHBN9vMdL+AGW7w9XrsFp1qMzLN0fsz59vMoOZ9c4 6rNr+Sw9lm/OrLXSLZeJlsNy/P/kM1n00n1WlW5vfM4yq0o36+YlJpV1M531 M4PJYrlWpZtlOtfFVyvdrizbzDVXrXRL4ebs2kPez3UcTaX7lq23qWybqYLN 6s6SLftDruol+xr/OSnahY6+LNe+Msfmwy5ylsFFVW/+e0WuEvmuUJYBSfH+ Awu3hyrg48Xb1Y1/mHFwR94aB06yJXaqcOevtkb2Kkva5WjAVgJohW0cN/my JLGOb+IrasvGSCRsjcaRXTH4gPPvMwmx+Jw1/CJrePqhOGSzhucfiUUBa/j1 5BjcTOb8O5nz72TOv5nq5AjUHAlnWMcPh6I2iYyxjtceNLKO+6N2v9RxH9Zx L9TsdEfNDlfUbHVGethqJLsuwJY1Fghd+BZCFr7Bbm863ls9H+/z1fiR0zKc dVuKz7yWIpnz8fDl0+DEubhx1SqEs6cMsnKAP593r1VyMrvbKr7UpWy/Di9r d/g66IXbcVLhdpLC7S1121surSF1W8VLJUxV8zBnbzV6IVrKtq/s9d8XJrss w+RdnMDSLV+p29BgcynoMhfj1GNfiBZ+J1V8X5CU8kA5hrCH5fvS0WNqlr1A X3M1yPJdUjqA8+drcZ6l6gJzkbnEpDLpTKa+/iqHxSuPyT+nLyr94leLSj9l IZTVpH9Sa0lvfixXe2FYzG+ytt3U11ndYo27xXJewnJeIssMjjPHalFylDlS rT7h/RFL+k8vfn6hVfUufaFE+a12pF0oZUUvZ0WvxOXUak7Ea5DPin6NKWIF v8GUMOVMpVR0po5pYJqYFqaN6WBV72S6mR5W9V6mP1Um5QMpUrwHOQ4xt/UM M3dS6804SKW/y//tbqoWc3Xfn9QfGZ4kwCC33cB5reD3mAo+N0wnN0oHN0Y7 N0QbN0BLci0aD1ajel8Ffnn+yxv6wtrJxZ6lXg4gcpAy/7pe6INfWVrxq7l5 iJqbqyJvmpurWp4YEcoir8WMRV7GQxwPRYaysofKx2tGhprhcKT84DDfmHLV ILk1qNGMFd0O6x3sVVjWWfXNODpivZwq4uCkvpMD2BscXLDBXkvIkqUwTp+O sGnTEDttOjbNnIHImdPhM40MMLstF+M99xXY62qNiBWL4TprGtxnT4fvsjXw fdeSZZ6l3kNKfRTCOD8PZakPZakPZakPDWKCmZAYhIUx4dEIi+DPIvnnIiMR EhmB9UEhDJH098cemQNJ+Kba5+snJV/OW0zw88N+ia+vhJvLjwgkCgJS/n+r ADjs7oZTq9bgzGorFn0bxo6RjxxyUAvHjti5GVTVnz5e94+z1k/UfS+97nvj M9bnL1iAz3OKfpEFOIW1Po1JZ63PdPZl3ffFZdb7HCaXNTiPNfiKqy/rvi+u ufmgxJ11zSNEVX3WfAPqPaQE1JGCW7Y+apJukJpvUCXfnGMISpyM+lzdV6bq viw/hU6q7qOQ/1yRxMVXL/pTx8v+eNy8UagiJarQTSngRgFUKICbHFN0QZ6l E+PI6buD2tWSv0afvnOrZZDNrd7sAKT+r8R2jjuYndy4u7y9sdXPlxYHYktU KLbFRyJxezSO7o7BSc7qz+6PxbmDsUihBpmH45BDDa4kx6KQGhQfjcYtpuwo Z/VHOas/yll9MjVIDkPtEWpwOEQXIRA1Bylmoh9qEnxRs5fSRtsi2XMJttjM QeiStxGy+E0ctV2M9+0W4fCyOXhv+WycspqHw7Zz4b7gLXgseBP2Fn+Gz7JF BkTYOXCgA1OxVq5HQA2M1CCQ8V3tBB9bD/ip47L+HF9DgOP4pVlUgiRO6got goFcpyXKXebp/mquvj1QFsmw0ssQwj+wn+N+Fn5Jgn5rPhkFCqCH/0sIa39C sEzjE4ICsY8K7OU0fk+AURkwRy803333C4bowIUL1bh4UU6xvCjlLIVjKpPG ZDBZTDZjWpImy3CvMYX6UtzrLHM3JCx1N8nBLaZESChVJJSx8pXpS2/LSUI5 SShnFSzXV52Vk4RyklBxQltkUckpcCVJqDxSg4rD1Sg7VIknzU+fayR06nuJ Kkva+cuVIpMkXCYJ2alVyEur0Sb56ewTWOpvMqUZ/JuZKqaWqc+oRyPTnF6P Vqad6UxvQDfTk9aAvrR69DMDrOxDEtb72/x+mLmT1mDA3XQOIzLcy6g3x2gm H+hoRp18Wyc/kLUlgoTQIDDc1mGQTkB1AbIjhyD0cLN0c5N0cVN0CAhsbpr5 cOsTKvDPF7+QaNPU/yg1MCoNzIQCNkimKf8rC+3WUgNGFjjsZvaw6O9dK9V7 nyJBKBAI9qv7EtfKnppxCUwOGGQ0CARS9EWDqNDXcITvySnY4u7CAm+HDY72 jAM2OsoJ0Rs4mnN0Ypx5n4vEgI0OrvgN4jnGvrsS6yxmYT/zocVsHJ03Bzvm zcKehbOxbeEseYPMfJvG73NchmQ/SxYDe7jMmg63OdPhvWw5fFda8Q3jjRC/ aISw8ocYoxEcGI2gYCYkGoGhUQgMj4IxfC0CwsMREhyCaGMQp04B2OHlj53e /vw7/bHbW05V38P3F1tfX38KoCVBogjwNxcHzKT+cwP5+XCulOjnrRA4KqtF Vluy/FvjLOf8Z1n+z652YBxxfKWDlH8cYd1PZo6y9h9jzdfqvxdOMqdZ988w n5jqv6PUfx9cZN2/JPWfBTidUfWfhThb6j/rfR6Tz6j67yb131dqv4GFP4Sz gXqOUv1N0ab82u6ZWhfWDqn9r6FUqr+Dryr8Mt3XS7/M9n2l5MtXrvKVm0z+ 3ThDLdQGL63YvzZe6HNs7ZBn7cQCL+GUPt/SHr9XdT5vjRUur1qjJvnbWNC3 S1jcd3j78DnwwS4fhre7ffiP7OEXS7Gdm112mm2LDsWOzZE4uCMa7+2JwamE GHySGIvzh2KRmhSHLHYAuaz3V1nvC4/G4AbrfcmxKNZ8dgCs91VHI8Zrfs2R EHYB3ARJgahmB5C23gnJvsuxxW4eQpa+g+Clb+GYy3IckX5zxQK8t2oeEpZb cOIhpyn+BS5z34TDbH690AJr2cqutXNEpJ280iNZ619HFGt9lLU9oiVWdojm QzdNxGJ8+OqJ9WEzGceXmRm2St0ND1GRtVwhLNXhIVPUsS3OMML1o1zhAnai rPTar5YlhAnn+8OCsD9Ui5mM/GmIHNPcz7KeEBw4Udg5uX/x4OEsvabLxZQv XaxmEa9F6iXW9FTWn78gjWM6k8FkMdmMrATJZ2W6yhRcnFhmXMxKdZO59etT K1jXK5hKVq9Kdfiw6qwU+CoW92p9SXE1i3s1K1o1i3v1pNVzNSzutSzutSzu tSzuckix9nANag5VoSqxAs+anj7TCny7/pFY33/7D6SeK0bmxRIW+HIW+Erk pEmRr8ZVFvhCppi5xaJexlQyNUwdIwW+iWll2jMa0JHRiK70RvSkN6GXt/3M YFoji3sji3sjhvn9Hf6Zu8xIZiPuZTaxsDNZTbif1Yj7lxsNGLvcwCo4drke D7K1jGXX4cFl6QrGOP4ZY1l1/ON1YoJooDAY0fsFoWC8N5AdQtyofdyYvdyE PdxwXdxgHSdq0Xa0Go0HKvCvF7/8aZIAm14R4DUKEPjqjp+1QSKAQZX/3+gA BCsAJPuYhLUmAEJZ/qXWs/7L3p5QVfXN9Ol/VKi5Kvh/xBG+LZMnh/cmhgSw 0NuxyNszRMDJEfFOTryVEAAnF34vi1nlUqK/R7yjKzY5uiFKrhU9axYOUIFT s+bgwsIFrBZLkG61BInvzsWBFfOwY/lcAwJmvYMZSPRYjkNBtvBbNg+uc2bA be5MeHMS6c0iY/QORmBgJAKCI+EXEgHfkHAEGoMR4ReEML8AbHb3wxYPf2z1 9Mc2ZjsR0CAI0CDwkVYgAHsIxF5GQeAnOCT4yTm1CWwViAH2+6vwzecvHzLm 78t3fyJnqSKD5CSL3UeqHbDVTbA3KBDMFQlJls5kQUjwMNAET7xBEbx0Ebwn RGAn8Bkl0ETwpQi+SKEC4yK4iAh+yHb1owh+FMGPIvjhipufSQRNg99qGnhK grVQhM6gjWr/j7QCgkGdK5/tOlepP6XORhQoFWQfQ6GTn3ggg4ufuXggFJhQ kMn/b1DozhbA3UuPJwqYQncP5LFO5tjaUwapk/lWTkKCtADEId/SjjxYI4d6 vs9m0USDYsHHRAP/sd0+vrDiE+OLvd6MfrvPi/H2w07/AGxnKdweE4pdW9bi 0M5oHN8bg9P7Y/DpgVhcIBVpZOIyW4M8MnGNTBSRiRtkouRYJMqYCjJRdTQc VWSimkwkB6zGEf9VCF42HSHvTsNmmwVIclmFvSuX4uDqxdi1Yi5cZ78BN8Zd MucNODP25CGS/W4kH3aUhDxE2zmohQay6iCWRMRa2yHWyk51xLIUTTb4bo57 JIoDomAmJpiJCbIYLUQjwUztk02cvPxB3ReMA4zcTtGwSAwL0p2QrxJDZV2c jFP5Jg1SWOwnE/vJRAKZ2Gc04sXDh5ihO/E95/4psjTwUg3SUmrNkM4CZYEM jlnMZSabyWXymauTFmAXs4zdYG7qp6KU0ooylrQKppJlrUpCL6pZ3mpohZyA Iqef1LHU1dGKOlpRp6+yrqMVdSx9dR+qhdsfyO7/enpRTy8aTmhLUBrU4cxa NLAhaEiqRl1iJVu4MjxreIwnk9GYjbRz19mulPBXL0NOagVy0yqRTzCupdco MG6wKpcw5XpHUEMg6jPZETAthKLNhEVGE3oymtHL9DMD6c0Y4u3tjBZC0UIo WghFC+5ltRCJFgLRQg1aqEILH8aDnBb57KacZjzM1WLAo9wm3vcor4lfNfK2 Ub7LbeAz8TCnganHQ00TgyLkj+OISC8xnPpqHzHALdzPrdoneHArdn1Qi473 qtF8iHC8/AX/rctRXVKs5NgcbsT4biQOosbvsG3tuBvjXcNuArFnEhr7CEWC wkLYmKLgkLbhoCmRYappCIP4EYakqDASIvfJaEZDwqhJmLqdQkXCDIoScxzl uM3DRUES7+QgXjjKNWWdnRDv7IxNypBNcinqTU5uWIzNHOWDSeKJSBLz0Zy5 uLh4AXLWLEGhw3Lc8liFPM+VOGi5AAesF2Lt4pkInPsOjHPewQHfFQizXca5 3Qy4SubNhPuyxXBbsQx+NnYIpQ4bWWs3ss5uZG2NZ23d5O5PSfx1SQKwzYsF iNlBRZQkFGS374Qie/3kQOo++WQnYUTUCDARor6T7sLfDws5aoacWqX1E8qP NfZaP7HGkbdOOLHSkSTa47CNHEvwYDzZU3gpQT6gGuOCUA9NEF8K4ovz1OMi H0kKb9P4aDKYTOaySRA+slwm300T5BqtLGDqPEMZKTQCiDkaOI5uTsS9jYls JkIMyo4pCo56iZskdIIOOdbrp3Yf+Ysf5EN+wNFcEJEFO+5sOdx9yIWKmbLk Df7bmiZXnGWpJBVhGc2zYW9h7awcybfSdyaxlOZb2iCX/n/AXnMb1djO7FCC +IogtN1XIbLHx08aDNm1t5fjvomw1PKLBUjwISgBnBmwbu6IDcXurWuRtCsK J/ZF46PEGHx2MAYXkmIISgxBiVGgXCUmRUejUExIbrHnuLjFC4cDLbHH810E L5+OYAKyyX4Rdlivwq7V7DdWLITz7Lc4e3kT/rPfQQjnNZGzpmGtxTSC8iai CEMUEYmWEJEYOUASaydH0uLoSBwNWccWI44PfLOnp9ghB/JClBt8ZIRD28kb HjLuh7lY8Vs5mGdQVpjhQLimxgHVYsj4XxyJRbiOBnNAx0PQSAwJRKKgocNh QmOajkZlWS+7iGoqUYuMVKKRycI0HVkcs5kcJpfJZ66makvMi5jiSWftlLCE lclZOxe0cxerzuvnLZ7TzlusIxx1hKOeaWCJa5BTdD6ZOEWnUQ4TN30ke1ka T2uryRtP6vlQW7rYJMtg3teWwrTQj5ZjtWpXezPtaDpYhYaEcgxe6sIvz3/G I82PNt2P6tI2XL54i36U8pGUs9moxJX0KhTQj6IMkx/1KKcXVZkNqGUamCY2 DS1sGNozm9HJdNOG3oxW9DEDGW0YzGzDbWY4sx13mZGsdty73I5R5n52O8Zy 2vEgt51WtIsVee0GPM5v5xZ/kt+GJ1ckrRIDhxYzPL3SLD+70sSfN+ExMXmc 1yDG1HOzPMyhI7REehKh5B4huctO5E6avkNKjlJwqw9yS/dzy/aS4+6TNeg8 XoWWpHL8TwLyB/0Jf/boIQEJUICQDzPVd/xhovNQgkze9xTyfxRkv/QZwsdr E4BEanudhA/iYRA9FBzKDZEiTD7SOiYMRxn5jrdmpCOMU/GDcgFh4rHJyYFq SBwZZ2xWcdGuQL6coxvjji1MzCI6Mns2jjAfz52LlKULkWspl6BZjlKvVSg3 WqI8zAYXfekI38sHHRcjcN405h1ErZzN39uWfkyH27wZ8F4wHZ5zp8HR4k1E 8O/dwIq7kTVwIytgvCvj5q8M2eQRQEMCJgzx1g3xEUOMNMRIQxg/Iw4YQ3Ek eC2SQ9ZSEX+1B1gpwgQILxypiBytFkrmIZld12m2IGdW22i7pNbohKxxYpxx kIQcWOGAg6scFSHJ5EMYOUE6NEZ88BHzsTBCPhQjfCDnnYURPzYifoqRdMWI Py6zrGfrhOQJI3yAV9yFEX+UeHBiIY68TkNC0eAVqhSRfJV4Cj9/eImNSIhA Ig0IO00BxAw3nAJQ6OhPRKQDK3L2l4X3kxQp4rYschNCi/gPTlGcaJhoKWRI kIc0KR5y6LSA4zU3D2SrnTaCyhvItSUjNi4aK9Y6K1ZsTqxskWdpjcur12ik kJMdZGSnzskuQrGbZMiRIxFlL1vHvWwh96n4TaEk/pijPFG7EX39VHYZ+Ryz xO6Moy3baMtuky3Rui3RypasI9HITY7i/Nwa+wOtEGk1F4HLZzDT2TSvxPrV qxC7YgkcZ7/NxuMtOmKBUCZ89gysmzUD2y2YmTOwkTJGy8dVxhCV3yHW3glx shLDTuKA9exJ1tOT9exJ1tOTHUZ/1YfsjXh173BCBN+l6jNcOKrjhbIyRJ6k yTO+KTJOlaUiShkNmd8pVg6ETUqoJBAHTKRIH6Jz8pZeXX74/hdyUklFapha c2SxRP0B2RxzmFwmn7nCyHLLQqY4VTtj6VaKdgJo2SXtBNDKi2Sh+oK0D7Ws bXXUpF5CURpY5xqZJooiJ302S1j3WtQurJazchzXdJKSrIJneLcaCMzv1crK 1pPaEp020tJOVtqO16KNrLTJSqTDrJsHKtC4txT/ev7zQ02UVnXz3xSllaLc RE5KCUUp4wOq0EWpnhAlU0RpoChNFKWJojRRlGa0ZraYq4sJ/xH9mR1EpAO3 szrUPXezOolIJxHpxGh2J+7ndGIstwsP8rrwkHmU34XHV7poRCcf5NOrnWZ4 dq1TKnpBB75UaZcYOLThbXx5rZVp4R9qxrOrzRSmiWmkLw2UiMljg0JeHuRo u71MsIyYYOHzcJubf4gbfZAbuv/jWvSeqkHXiUq0HRZUfubcQ+tKPv3gqAaK 6kq2/IcjGsH/V1UMypXfmFRRqLzSl5hYiZLXcpLqQ6QbORyt9SEGNZopUJJ1 WKZotByLkR/s8HQlK/Z0w0HaJrYkVtji4sK4YjOzxcWN0UzZ4uyB2MVLsJWm HGXOzpuHtGWLWGaWodh5BUq9V6OC7+2KCBuUx9ihfIMDTvksxyGXxYh6lz3K gmnwpy9xzkthXDUPHvPpyvwZcJr1NqJXLEb8ylXYwHL1qi0BtCVAs8XTZIuR thhZvowsX8ZXbDkcEomTkRtxMmojTjEnImJxKEi97QOMEFGMChg9ZkIMpipj jlLTjyY3KUoYWfBCXww4uNKBk8MDKxzZqcjqJy+9SxFefDReHHzxMVlRvDgJ L37kxU/jhY8njUlnMvm4sphs1vpcJo+kCC9XGeGlUo52e8oTWu/FiUQDv5yq mpWfP0zBzydTUOsSovoT2sIeRapWg5s0mmUugQoXoaVILgkqushSJn/NFlfl jpscFiriv1NEzsbjoYwRWdSgVriSFyEm11Ea1ByW2v+HoyNy7UzEmJjh99Za 55LH+pyzxpLE+PL58WPXwv6Dt8LLLt6qPZIkRXgxKGDMNGI4R0jwkWYyQR1P 2M8+M0E/ZGUmo5k6cvUOdgb6890i4PBdsi2C4EQSnCiCE8X67oztAdaIZ3Ps v3wmAgiM/7vTEW1jjdDl78KOuDjOeRtefPEGzJ6LIN5utViA/RbzcWgmJ0sz Z+HI9FmIt7Rhg+IoV9ePk4+FYt+yno9+PR/3BjYsGyVEZgOR2ezkTFxCxZZQ OacndEIUaKSY1qEoTKbI4ccp+orDg/oyxINrTef68D4Kc5C+HFRXXjoYJvu4 Dootui8H6Eui2s+l+fKGfu7ondtPkZlSxf6kBpfTahnZV5+tDtHmcMxl8tJ1 YBhZHCpr+gWZm6YTsQhNuZwWywJXxdQQm1oWujp1pYGG86JH0znt6gLNTItc YaBVnWrVSmja9BjUObHmaCc3HRMxyB0cPpbhjOjVcVpbI9RJcTopTicbmc4T teg8Vo2O5Cq0JVWgNbEUwxc78ECjpkW/LmB1SSuyLxYjl9TkKWrKcTW9chI1 9aSmgdQ0opq81LJJaWCaM1tJTRubl3Y2L5ovfZmd6nYws4vmdOFOVrf6/t7l HnrTQ2t6aE0PHub30JoeWtPD3uRqD99FT6/1UBktXxb24LmkqNuAF9rQJUMn t8+Log68KGSKpOl5XtjGJ+55AR0qaKFFdOgaDbpKg65oBj2iQQ9yNX9GL0/y Rw6v8Gm5zSdjiNAPfFKDvtPV6H5f7CkTe343aYfYZr2f0ej5DckJfPVg+tpf H0wXcvao1+Orx1JebWgiX5UnKSpU9TLmei+jOhfFy9HYMAWNho2MU3EozDhO zhYXR8ZJkbPVRS6UJOD8WZGz1cWDtx6IIznb58zBMebT+fORvnwxrtgsww2X lSj3WYOKIJKz1gYVcfaoiHdExVYnXNlgh0NuS7BxzRz4L5hmgC+tmQnjyrlw ZUfjYPE2jEvn88dWiOeEeOOKVVTHX1PHTVfHQ0K6PY3YQnG2eevq+Ig6gdjl G0h1GL9AqhNFcTbhZHQ8TsVINuI0cyg4jO6wWdDx4aRwPyfMejR8FuJDdXRF W2j167bm7BoXnFjlRH0ccWClE5Is3fTWxnvCHrozYY8f7fHDF85ij/+r9rhq 9lx20+zJ0e25ottznY+21jMMdexn6lVPIwZJdzMF9zcfUPT8wozGH1D0GBQ+ v1XdTYNKmOxBm0RQAAVi5AphrsKRW8AUJY+Zbo58FIfsvCI6HAuozlU3T2Tb O0s0cv5EbsiMjeurXY0iR+tqTDvKJrjxHz/4tZvt5x4Vf9GGm5zQiCcBBkWM LIMgNH7+phjUMbFF2MdxHycFpiT4s1UK9MO6AFcE2b+LcE9LBNstgRfnNT6k xpfUBFkthfeyFbCe9Q6peQcuJMZr9gIEzlqEeIuV2GbxLnZbLH6Fm2Rys9nS FnHUZp187KksKKQ5G/nQN9KbeDY18fQmnt7E05vdfOm8Qo1Bb17WhqrlLa+p N+VUtcolSY/6OlL/OlJ2bpr8CcahCO3sUoMaf6vcOaT7I/ocDAtU/hwMMfU3 fAkHBvxFb2tqyntwObWKfUwtsWFbI9a8Oa5NPnOVucYUMtf1s8jUKQksZeWp 2oUYqpga04UYWN7q5UIMF+rRxDSfr0fLuXq0Up5WdYpvu5zi2/EZHen8rF6d 51uPrs+08LvP+NNOWZMl5/3+Xq1G7fpYW4DU/ZF2EKGH4vR8UIPuEyyd71Wh 80g5Og6V4m5qh3ZpbDTr58ZV32pG9oXryL10E/mppfSzjI+ogtBUEZqaSdA0 EZoWQtOKhqw2NGe1o5UNTDsbly6i0sP0ZWqwDGX1EJpeaA3Pf2Esr4+49OPR lX48vtqPJ9f6KUs/VWEK+ylLP1Xpx4vrkj68ZAx4WdzHv+Gr4l58dcMUwvRV cbcMXWx0viruxFfXO/nnNXheFLWRHg2dZwUE59qvwWGzI+BkTRyOuStLgun/ 7S9qMfhpDfo/qkLP+xXEpgT/evEzTdHmH2rvWZimzRZJhJy9Id5MfeXA/a/F 0bQxm6SN6QDMVK3RiTRxE6b2nR2K0g68GKTFUd2N2mtmUN5M0ayJ1aN/bYb3 YsWdHZ5sa5ztx83Z6uKszJFP2OKv6uoOC44e6u0WTWt2McfnzMVnCxYgg+3J VVu5Ij3N8VuDyhBrVEbaonKdPSo3OaJymxMqdjqjYrczDrgtRugyC3iRHB8J 256A5bNgPeMthK9einVrbLDRkrNUhc9qbLBxYqsj+7yEHXPEswxPwBMoq0hl K+6gOeLOTt2c3X5BSAwMx4fRcrngkzGbDDgVu0nMDY8SdJBgDJRD/EYjiwWr xuuKnQSjP06usqQ3tviYTc7H9OZjzRqDwmYauXFW1KiscMIRO28cs/PBCVIz zo2jcOOHT0jNZ87Cjb/GDZkRblJddW74iC4z2WzhcpjxVoe4lnjKFLfOK0z1 OdLE6OaIMwYljTn+ydHU5tAZM4XMVDS6h6FQeFHE+E9iJkDtPgtQx2EC9DZH hfx4+BsUOFNQ6El6PH1VCjx9cNleWpxsFl6WMAe5UpCT5o6tq0HBM5Wj0686 HWt8yIq9Qy22E3TMyU6AIkdnhy9r1dJIc7OP04YEX5mKcTQzHThT+GgReaiS wLNQIZSg2JngZ5O9FdzmvQVXvqZcF86A25IZcF82Ax7vSlbAbt5sWM+eBtvZ M9lSL4L77IUIs7BGjIUlNlqs0vlZQn4WIGnmHCSTn2MzZmHnspVY7+SKDbKg 0UHijHjys4n8bCI/m2wl9tjq7KL2myl29EX2iWvDeBumFtiEyQIbebuNv1dN B0zldCo1aCvvtfOsDmkxqPNkzRREh1gkDqmL3hySq2kfCuOLX/AxG6cn7b2j +JN+JbIfvv8ZWZfK1XLYnPRaolOr4MnNkI4kj+PbyOd4hbnGFPBncvZEsb5c 1nQqs1x7opKpTqlHLVN3qR71TONFAnSxAc0XGtHCtJ5vQNu5BrQTo44vJA3o ZAzo+kIObndz7P6iET1aDBwaZKjnfLZXTo8wRU6TkMgpzvppzr2faMuj+ghV H6HqO12LvlM16P2wGr0nKtFzrBxdh0tZljvwP1/8Y1RDqkndzMXdgftEqhB5 l24gP+UWkSrFVXZEBeyIro8j1UikmrWP1SFODcSpmTi1EqZ2djxdRKmH6SNM A5l9RKpP2/t2uV/djuYMqNsH+YN4eGUQj64OEqpBPC0YIlJD+LJoCM+vD3Fr vCge4tZ4WTxIkLR8fXPQwGHAgG9uqaGff+CbW3345mavHsr1zc1ugvv1jS7+ P4SruINwEa3rbYSrlXCxUypoJlpNbL6IFuF6OBktWUMgi9DkhBVOH4bP1WDo 02oMfMSt90E5WpNu6liZ47P3j6rWSIPKqDn1u3Gn/r0z+vWhHnkTJKie3rRT 7gBf6xJ9kYDaESdOJUVrO+MUVWakKlwqNMejsVrMaVT4FBIVLkvdyNNWFweG PLk6Y5urq/5hbdRphdJJ3pExc+diD3OC+WLhAmSuXIJr9stxy30VKvwtURVq g6ooO1Std0DVZidUbndG5S4XVO5xwU0Ktd5mLtws3oTbLMkbFGo6At+di1hr S0QThrg1tthgaYN4UcqS1WPlaiVUvJt8kKVxQiivQBEKWwmUILXdJwg7fINI VBB2kSchao9/EA6HRgtRsZtJVNxm2R0ZEY19Ro0o0SlwklPmOCVnHIpPctLJ GkcDB/kk5o+p08drXHF8lXwnOr3FdkgWIPuwFRKbfHGSLp0et8lfb4VoE424 SI9SXMWmAKRTiAwmy2QTPcpj8pkrTK2XtEF8wuq95JkUn+5vOfBvMnWHbNJl CtNkMlMylbsGKZlkB1yArA0IUL2PQZFkpoHkoUVAUvvopBfy9FcwGRRL5sh3 ZS8kl6zTYlAy/TddYi9k6yY2aT2RjbOGkw1hYouQZ2WDk04aTONLOEww+Rhl YbhRFtf6huJo4AYcC9qA5MBYHPAPNdEkg79RgYR36Q/1Cpgc2qTix9elI9Zb rkLou0voElseuuSyeCZcaJPLinmwpkmWbIfEJZtZi2HPuNEkfws72mSD6HGb liubEpVNc3GU7dF7M2bjwNzFdMkNGx1dEc/NsIlbYBNt2myvXSV+s4St0d5A tiURmkWJCqED4xQJSgfVqh0Baar2ttTX70z++nCkvpbHoD611VydHiZfqdvx VaPamcGilzpbmPUhSU5GS4qQJWpJevtEuqQMKLsOhhhpVwCabhbrq5Vew4+0 S1b6yirf3PQaNku1Ipa5AustRdZVIYspZK5naCf93ZKzPOTEP/0KHFWp9ahh apl60tWQ0oCmS41ovkiyLjah9UIT2pj2803oYDrPNaHrXJMB3TL0nG82oPd8 M8tY34VmpmlSGvn793P8M79uQD/t62MjpnJOop3yJ0t7+2U/1KeyL4qhYQNn ajFwmpX3ZBX6P6hE3/Fy9CSXoPPADfyvlz9pH+2BRv2TFX/49u/IPl+AvIvX cYV2XWWTdU23y9Rg3WJzVcbmqlLZ1Um7utBEs1rpVTu96qJVPUxfVj8GsgbY XA1imFF78XKGMJo3ZFDf/BYPr97G42vDeFIwTLaGyRZzfRjPi4fx4sYwXt4c xlc3h8nVrWG+Vr7h+E3JbfzVlNIh/E1SItL9rXQQMzgOMP28T9LHP9fL9OCv t3qUad/c7KJqFO0GRSvWRHteRM0KqRnbsMfU7BFbsAfUbCyHml2uk7NscI9P 8MilWtw5V43bn1ZRsgq2XmUYudzB30ybA0nbtTlMJNM02xphVJhtU+3XNnXp wIkzZkJ+RVmoOr4ke/XGjy9Fai2XTpkm2W+1t0f0RNRSNzmcRMiSBTINNDOx zFxZZov34sJxXM9+ozdbLnHNkSVDXHMR1xRr2+SjSRVsjoglaHuZD+bOw7lF C5G1aikKHFagxGM1KgKsUBVmi6poe1RtcETVFmdU7XBB1W5XVO4lbHuccdjf EbtdvbF2sRXWLrdG1CpbrFstmNmqI8eRq+0Qu0Y7NLzRyhbxVtbYJMDZukzC LRCbPJlx3DgjIGzjuPkp3AzY7S/nKIhvicEROBm3ReXUui18x4dzwxrV+cm6 crIu1SCjQR0anoqDXt44LVdEUWdXak2YOCfKGZRz0zm66Z2Ys8qh1a6qEztO 6T5wEO38qJ0fzjiZOjH/SdoF4BLzinbk5/KvtKvwCvlP2v18MpXOpSrtUpV2 qfgm8bTa18cYlHa/QQO1E/EaPcIonpHeGVUfVuRqRKFcEFtdc6XQXbNPWrAA zvGEPA07DbxCLz8UqPiqy1tr4Gm3OSrOSr08pZ4un61JPtOeQBucs5OzdcU8 c109I9UzTlbvSOBGHA2Kp3rxeC8knl/HYZ+fPCt+gWoNSqBajSIZX5cSYKR5 RmWfQUZ5Vv0xH+sI3zrLNZwyrYb7fIK3cDqcF8+A09IZsF46D2vmTYflnGmw kqaMuNlarIDDTCe4z3QkgPIJEgKgFQFcTQBXYI/FUgK4EIcJ4DECeJwAHpq7 BPFO8smrrsTPBZu5KTazOd2iA7hVAWg3Dp/BBJ+O3uRFq4cmYacOFk8V7V5X xpnpymnXvzCo8bUJ4UyJkPC1n6Q+EiSJyol0h9QOQk25lw8f/kHfJyTI5aSU qZXJeUQuP6OWf/MVYe4KZ+vv4BrHgswJ4m4yco6LIi69nsTVozqtATVMXWoD GlIb0ZjSiKaUJrRcakbrxRa0Me1Mx4UWdF5oRRfTfb6VuDH8uvdCqwF9F9v4 CPs59l9qw8ClVjkFnuNUDKa0Mi1aLkmamSb+VNYwD9DRP2KAAA4QwEHiN/iF duBliI3b0Ke1GDrLNuNMNYZOV2HwZAUGWKD7jpWgK6lYsMPIq9rVlTRTuiJc Yad2NbWE0pVp0nHzFFO6mxlNKM1sRUVmO2oyO1GvpOtBC5Vrp3BdFK6HwvVR t4GsIYXa8OXbuJszrL6+n3cHY1fuaNr9nsrdxdPCu3h2/S6+LB6hciNUboTK jeCrWyNEboS8jZA1yV2KVnaXz+u3HL8tu6OlfBjflTHlRPG78tsE77vyIWaQ dw/yjwww/fi2tI8I6vCVEL1bRO9mp2rlXhC950TvS6L3lOg9udaIR9K+Eb2x XH31Hl8Gowq8Gtw9L+BVErxydJ8owVetD/lLaROnTePYBUzGTllnUNS9No7d r3q2yS3b/kix7j+0bNHSsoUTOenTjpC1qRPI6TkmidNuDQo7M4WdfCXYmanx HVYfV9XMbXN1wnaCt93NVfu8XIK33c2Dc1dHxBG6hHlz8eG8eTi/eBGy1yxD oeMKlHquRqXRGlXhBC+G4G0keFsJ3k6Ct4fg7XPFDXZzyQFerGxuPpjGRs0Z a5fZKPNidfPiaVz4u6sQvcYe62jeBibe2gabrGT34xrdvMBJ5gWxqQvClv9o Hjth/2CyF6yusyEXYDCqy1oSOsFuX6ACLzDITJ2sN5WjEYedXcicDZlTvdw4 cxpxMxRxH69xx+FVLoq4RObgShcctfFWzL3v4IcPmdNOwpw/zjKfkrjPXQJw jrlgYs5NZ87dxJwROUwuwSnkI6uhbDpz0Jz7DTu6g+PO/XIqVRn3T97+i6l3 DZOuDhp0r01Ax9TQQA06o/R1RnWdAHrnrkWauQDp4QiFCPe2Mq7AU05m8tJ8 YzG/7OiibrPloxzk+uS2HvTNXTdO9812cmdni8ucqowvfGHEN7X4xSdQne8b KOcdBMVrwLE1fY9JCoxSi/XVvmC/QF04FYPaTTwJOKNRzVgCsIgzFbb7DjZ8 1axhrBjOpnjrvmwenBa+Awc2eCtp25r502G9YDqs5mrG2cywZJzhwLjROT/1 SUm2unNrsN1iJfZaLMMBi0VInjkPx2fOwfsz5uDwvCXq5LnN3CSbuTm20Lqt dG4rndtqL87Z8+F6Kd0OyMR0oqOTd67cmgtp5mr502vjJ2K8equf4G2mtXVR 2nU/DGo0H8fvcGSwhH9I7Zg8zEm0NHdJakWGkMd/NtSowEs/flRf6sWW7ruf qF0p8tU66mo6V8sernYKrrK0zVbWFTJFmWJdvbZPjinLaKB1jahkqtMaUcvU pzXRumY0pragmTC1EKk2wtVOwDoutaOT6brYju6LHehhepk+yaUOAteBgZQO gtaJwVRJB4YkaR38xW9znMKxHbdTJW1MK38uIA6l6kvw+McuNsD0n2bJ6xj+ tAbDZ6swfKYSt0+XY+iDUgwcv4Wew9cp3T/uatA16JdNGxkYRe6FAkJ3HVdT bqIgtQyFaRUonARdiQ5ddWYX6ohcI5FrIXBtBK6TwHUTuL6s24TuNoayhjGc rcP2J9zPH6FzI3h47R4eF9xT9z69fo/QjeL5jVG8uDlK5EaJ3Ci+LhnFN6Wj BI4pG8XfykepGlMxStEq7vHxfs/x+4oRfF85wsf7feVdzMIPHH+ovKNnmD+/ zQwxg5p+5Zp8fytjy0f5vqF8X9/qZvfYRWM7aG07f502PKV6T9jmPbraqMST HZZqzboSrxb3LlVTvCrc/oSzh9Ol6Dp+E//66h/m+stKLePQ0dsa/ip4+B+v XiDn3/ZVho4vSU/g+2Y/3yST0Tsob5woQUzIe02hJ+SZosNnUOpNmXAvLoLW MbydQusi2KmIeCcYzTutyfs372SdLp1LZE7On48LSxYj2/JdFDmtRKnXGlQG 0rsIO1TFOqA63gnV21xQvcsV1XvdUEXvisU7NpJ73H2Jjrsv3kLkEmtErrRF zGq9p7O2wyYWykhqE2tpz/vstftsxDwrxNu7/rt33pp3W32Csc2XW5PZQet2 +skpxv4cdgfo4mGPUcs4fYHBVC5Y0WeYTN9hZ1eyZ/sr9rT9lwaF3luKvZOr 3Uiei4qwl2zliePkTrHnOIk9Z2Ev4BX2LpK7FCZNsWcke0bFXjbJu+rJV0i1 ss6knkSOtLF2CnpTFXm/6OSZ2BvbdHCCPYPSzlw1dw0e4Sh3Cx43T85qMsrO SzUo6aTrEu8KJOzmLju4GcicGlxlrTNH+UC3XDsPhtLZTdbu1X2Y2ZZWJunk 2JqciLGLvO3WI9QlBa7D0eDNhG4z3gvdjMQA+XDjICLHqQib8gRJgFwhRiEn jbgAJzGoqckijnJygifirFaPI7eO06M4e1ustbeBp+UyWM5+EytmvYVVc96G 5dy3YTXvbdhYzIPtdEI33YXYucBeYedE7ByInR2xsx7Hbp/FuzhksRhHZ87H CWL3AbFLJnZykt8WbpGtjgKdC7YRu21y0rDCzu4/IZc0flThtfFFvof1kxB1 436rHRGX09nNFHWvICdNHl/Ph9V584fXBinbVMK5PSVhRs220AA03ypmB6F1 cjmXSsZXc1/NqCFmtbxXSJuuNXCCWmY9ijMbcJMpIWplGY0oZ5WvTG9GNVPL 1Ke1oCGtFU2Ep5lpTWlHG7FqJ1qdlzrRxXQzPZe60Mv0Mf0p3QSNSe0mZt10 Kq2bQqXzq+GMLj7MOxzvpHepWwPHTvJzJ70Dwyrtetq0Xomiyn932EHeudSo HeG6oGF394ta3P2MxfiTKtz5uAJ3PirD7ZMlGDxxEz3JhYKc9imeqFc3C/HD tz8i59wVXLlYiKuXiolcKZErZzdXjevpOnIZrSjL7EBVZjdqM3vRQOCaCVwb gesgbN2ErZcZyLqDoct3idwI7uaO4F7ePdy/Moqxq6N4WHAfjwvv40nRfSo3 hi9vjOH5zTEKN4avSsYoHFM6hm/KxvDX8jEKN8Yt8W3FGNn+rnKMoDFVY/hB 5T5+VBnFj9UU8MfqezKMcDL+Y/Vd3k/2qkhe1TDZu83o5DHflvdT0D5q2st/ r4f/djde3OqkuB14Ru6eXm/FEzZ4j6814aE6PleHhzm1GMuqxX3Cf+9SFe6e q8TwJ2XoP12C0Tw570t7iW0K858wLlzbg2mmkPvdOHA7IkLG92LuIWr/CTiD Im6KhlyUPjskbEIcX/oxcsRtEm4TwJmNAyfNnEGNUxRyxydnXQR/doLjO0gM 9CF0Dmzu2OC5uWAHsdtB7HYQO9k/s4HQHWBOz1+Ai0sXI8eK2DmvQpm3JSqD bFC91g7VcY6o3uSM6u3Ebjex20fsEtxQROyOGH2wx8OPzHj4kfq9Hr7YbO2C qOW2iCJ4cZY6eDZ2OBYchWhLB1YwB2yQpWI2Gnrq6J2TD8ELQrxabyHkmRO8 4MngGZR4Ztjpr/V4uwKkYuwOYMUgd+binEFdJfd3ijp1LRZGlPvI1Nytdhzf fynKiXEGZZxI58EGz5XKueIgG70k/uw9B99JyvnjI+ZjCveJi64chTuvlDNS OSNSKVs6kynKeYhyRpR4haJKQKvxCpfLfnpPSDeq93Y/nxrv7wyinEExN0Uh 16ASzt4unNLJc97oIS8Pse6mW5Bq7UzUSVNnVMrROy/1Ec9esozFV4Tj/yPj H9Tn8+XaeeoxMad9PIrW0DnpOyxJHMHZ7hVI4gI14sxJXBB507LHJ4gtna88 WXs57hXVtJgJbxwC5MqXxkDBLFATbbESbaODLUWzRJy1NcOvqUmcox1ine0Q 5WgLX2tLBNpZwuPdBfBavgA+K+bDd/UKuM2zh807FG26q66ai66ao1ItxoKT KAtL7LBYhQSL5Uhiu3fMYgHenzkXH86Yi6PzlmIrVdvKjbCNqm1z5BzQkW8N R0dsd7BHQjBhiQxXOyLDZf9juLlMOadQq3B1ikq4dppKtPTmydHqzMgJxkIn M3ZEGDuyVo5uaIwFKsIOs3YowjhfPkDCfqfXloaKLlxRK8SrcC2jmnDVyBOY WcchSy4F8apfjWqxRBmLd0VGMyozWuhXK/1qRT0ZaWDz1MQ2qoXNVSvTzkar I6WLfnXTr2761Y3elB70Mf0pvXSLSevFIDOU3ke5mIw+4sVkykq+O2ThNdxh 93NXkqllhB3R3aweA4du/IVjF++WdPJ/YDK01et3+Cvd5a82QlpH2DPKfyNs 3+5dqMO987UY+aIaI59VYuRsOe6eKcXwqVsYev8GHuW14hXOFqPuVgPyL1wj ZUUoSLmFQvZsRWlVirIb3Bq3dMoqSVkNf8P6zAE0kbFWMtZBwrpIWG/WXfRn jWDw8j3czh7FndxRjOTfx+iV+xi7NkbKxvC46AGeXH+Ap8UPSdlDEvIQL0se kZNHZOURGXtExh7hbxWP8G3lIxLGVD0iYQ+5tX6ofsgn70eOP9Y8xN9rHvA+ Gefi77Vj+EcNU3tfzyh/IrnHjDDkTVKt8fZd1W3+/UP8dwbx14oBfFPeh6/L evGStL1gJ/f8Zieekban7OIeF7bgkeriZK2kxtqDrBqyVkXWKjl5KGcHV4re Uzfxdbv8TrJNX8ezRw/09s2oaNum06ZfwVrbZfm6JhsjV0/ZTc1+pZtB0fb6 RPcWpeOmwyadG2kzKNnMJ+2tjMDRuAiDtGzmijKzccQk5gqyt3AgyIeIOeqI ueqQeSB26bvYOG8+DjEfEbFLy5Yg13o5rrsQMR8rVAUTsUh7VK8jYpuJ2A4C tseNiLkrxAoFsUAfVjC2BH/CPo77PP2wj5xFqT2VdlqXZk2wbAkWkxQUg1gr R94n59nYq/sUZGwMdMTEMNlmm2nYFhq21Vd3zC+EjHE7+jMBIQZRzAy7jbJv Zw/HPYGSYIlgFmymRHtdl8xN79ccGEecoWRnNMkUYgZl2Dvs1zyQuEoUc0XS atcJxajXKVGMfdrHLrpirqKYEefJyK8Vy6BeeWxCb3qGopJcVRGwakbtpvTm E1krrP1EuMxe2UU5ybDf4ZuDp3XDwsYNE8HkVgyrdg+lX4HKMcMriMmRsEIv Iw0LUI7JbZ6bNxVz1yj7b2Q7eExQZu+hc0bK7Cbtm7R1RJ6izBrbSNl2b+Es iJrxSRLMpmic8ckRyfbojnHDS1tNxQwmxfQ9x+q52KsOlcr4RzXTkIsxxllP 8owviVh6EuPEJt/FHmG2tgi3s0Gkgw3vs8E6ZytscJXz9ja4e/PV7TbXRXNt mrjmqrvmDH+6FmbBv4Oubbawwk6L1divu/YeXftg5jyclENx85diG13b5uSK 7SrO2OHkiB2ODnw43ga1D0X6Mu29mKQ0+zVsMtuMlklKcsyvz8dUl4lRPZtc jYyv20m6HVkbqOkWYdItQOmWfuKovpptKhrKO9Sy9Gty/hN1K6BuhWzQBDV2 5ARuGoo4Xs9iGdeB01ZUNBO4VlRltKE6o53AtRO4DjSmdRK4LrQwrWy62lN7 CFwPuohZN9OT0kfg+tCX2o9+ZiCtH4Pp/cRtAEMZA3w8w5kDVC2Lw93LHEYu D/Ahj2QP4J5KP/8IRxlkCfu9bGJ3WdLDsK0bIXX/rUFGbe7xV7tH5EbZN6qF iCkNGL1Yh9ELtRg9V4XRzytwjw3FyMcluHv6Jm5/eJ0VunlYs61O3SzFj9/+ HXls1a5eLEDBpRu0rVS3TRaEaraVktRy2lZN2+poW2PmEFroWjtd66RpPVn3 0Jc1SttGcTvnPm0bo20PaNsD2vYQDwsf0rZHtO0RbXuEL28+piOPadtjfFX6 hLY8oTFP6M0TuvOE/jDVT/A98wPzo6TmiXhW+5gvlX9w/EfdY/xU90hLvdw+ 5C1T94D1oW5Mhvt8gn+qG+Wfv4cfa0fwA437vuYO/+5hfEvj/lY1hL9WDuJr GvcVW7iXbN+el/Tgy1tdeHqjE0/Yuj0uaqVvzZpv+SbfqjGWVol7F8tx5/My DJ29ha4Pi3TbpuKz95OxJczUspls0z6ZQcFmUK79fkK2CMoWMVm2V3dKHuBb 6KDMDcU1c002tS8yQsL3SayYpaum9kMyZv8Btik6bO+vj8A2F61D22Hq0Nzd CdsyxBO1JObMgoVIWb4UeTYrUOy6GuW+hC3EFtVRDqhe70TYXHTY3FGdQNj2 u+MqYTsc6EvYWDj/jH0cNdz8kcDslEvar7DTDrsp3AiZnT2OhUazS3PkfdqJ pOp+Vq9NrGwbXXw14LyCtb3wUwlbCLYRNNN/Omx6d7bLyFIhutG4QJNu8t0e U7P2uvpQk1dpc2I02s6scTNwcMdMjh70zVPlQwp3cLWm21EbL5xgf/aBkx9O Kt0CxnX7jLJ9Ibq5arpdcjfpFogcPo5Sz3CUU7QKpZsmXA0bNO1AXDheHDj9 CnD6TkgFHJ9kEe5fp7X0hm42qEZtKhrdJnhr0HdLVnuE4qZ7kCIuUB19CxTn FHMGFHgaOXgZVcdG7bwDcM1LrrxB6whMtqOw5qVH79qEO3t3bcmJnesEdWys J6gLUktN1OfZ0rhdnIiIc7ulmd7jq3YYs6Xew2aa2Iln/uqTSQKC1a7jfUa5 DVIfPSOfQiM7OGX1bSxfCbE0Lpb9e6y9GOeAGL6Aw2xXI5SvlLXs7aLZw8U5 22AD7aNwZhx88LbOHImb5gbb6W5kzlVnzgnhFg6Is7BVzO0ic4kWK3DEYimZ W4gPLebhlFA3Yx72WtljO5v6Hc58rzg7YyeZ2+5or4RLMh0pULiZ6biN70pR C5s5TpXFYOZyOo46EVRd1GbiuppETlZCC3JRciLakahg4W4ia2WzHomQI5mH I4yaeeEBOMgy85JTadO6t79//7O2fkJOxcqoonXVKKJ5Rco80e4tjvU0rwE3 shppHks8vZO1FeWZbTSvneZ1oDajk+Z1oTG9m+b10LwetLFha0/tQyfTldJP 8wZo3gC9Y9IG6d0gvRsyELshzqNuU4nhrCHckWUYkuzbtO42dcvhMJpz2wyj uUOQcRD39Rg4Cor3c/v5RyTSCI5Swv+hn3vcjVEyeJ+d3n290xtjhzeW2oix lHqMXazB2Pkq3P+iAqOfleIeS/PdMzdw+2Qhvuu8j9uT9XsX9ezsrpy/imsX r6MwpQRFqZW4niYXleWmSW9BCf+Jsoxudna97OwG0MDH1Jw5jDZ2cx1Ur4vq 9Wbdx0D2GIZyHmA47yHle4h7Vx7h/rXHeFD4GI+KnlCSJxTlCeV7iue3nlKa p/iq7Bm+Ln/GDusZ/lb5jCI9o0zPqB5T8ww/1D6jWs9oHlP3jOIx9U+5OX7i +Dp+bnjKPMEvKo/5teQRv5Y8NPAbaf5+amDjV38ff68fxY919/AD8z0x/I4Y fksM/1p9G98Qwq8J4UtC+KKsD88J4bOSbjxlo/e4uAOP2OhpCDZqTV52DR5k ciuncYpxoQzDn5dg4OMb+Gu3djr6ZtlnqQOo8AvX8DObwO93r8IXIfCFafCt 1eBLjAw3wQdNvte1eWSMST+G5Al+On1myj4NvvfWaTsmzQQ+bc/kdJyge/KV +CfZ7upA+5xVc7fTTfNvM+07zHy8YBFSVyxDni39c1uDcj9rVIXaoTqa/m2g f1vo3042dXvdUUP/Kulf3m4XHDLKJUuNJNAop9aqpQMcxcIEL3U6E8e3lYcb 1jgiWg7Jyd5J3cLj4TFI3X2M9zlhvY2juqiC3C8exrPYxnsEs9kLFg/Vq3+z jwahoCj/bSOG2/1D9EPUOwNClYj8JXYZQwliqEJR0aiLKJ/DuBRJSkO7VzUk dWdWuzHuisIzZPDMav12jRdO8VaWXh61NXHorzg8rXN41sWoOFQNHym8IA0f KUwhR/l8GLc8w8hhGMpIXwXpq2SqvPWGj7ed4ZvxDxr4k0oafj6VRg/T+Nv/ k6NYmEYH09TtXw+eVhaaSccnn4chE6V6WlvH3KCChXJtqgIP2Z1Y4Bko/Klc Ewav8en6LUc5x8FPAajipN1mMTn2OoX2XgYOnhRSE5Ea2rtppx7YTWh42cpG Wx/LiIg72JLvoIQ7mV2+wp6YaD5OoTqGqlYOBUj7bdQacYOmoHxc5h+VhXLZ /RhKGCOfc2sjn3FLBR01CWP4Ug7h/eH2tmpvZqyzLdY7c/7El7UBG+V6ixvc ffEm/N91Vx7a6h46zHCD+0wXBNDDCHq4zsIOWyyssdtiDRJnrcSRWctwfNYi fDhrPj6iiadp4j5O3na48D3jQgtdHDmxc1AXDlQOyimoMh89LNPTaD0xEaKg zFVld4ysi56i7YoxnfKj32o/M5u4Tz8xSFPToNCcMumy1CFa1C7Q5Cg5fpdM LpMjgxSZWgIVmcLlISbj/aP6qrnfkMufyOUtFKSXoTBDFtZXkcoaXCeZ17Mk cl61NIhzFJnFJPNGVhNuZjWTTXZGJLM8s50+dJLNTrLZRTa7yWYPmtJ7yWYf 2tgGtpPITqYrdZBsDqE3dYhk3kZ/+m0MMIMZwxiiK7dlNQe7qjuX79BLJucO Rph7uXfIJJN3x0ytZTTDmKxozJcM81fkKMNtGYbwBn+qrfIXTcVS9XVOr+Zl djfGLndpZ63xl3/AFu9BWhMepNbjwSX6eaEKY+fKcZ9VffSTm2wgr+P2qWv4 39/8fUjjs3a8efwR+efyce1CAQov3URRSjmup9agOI2zi3RuInbOpdwkFRm9 bB4H2DwOsXm8g5bMETaP99g83mfz+AB92Q8wmPMQt/Me4c6Vx7h39QnuFzzB WOFTPCx6SoOe0aJnbMy+ZIP2JV6Ufkk+n7Nxe84G7jn5fE4+n5PP56TzBel8 Tjqfk02m/jn9e84t9lPDc6LY+CW//KXpS+YZ/smwmjQ9JZT/bHrCPFb5pfER /yS7ycYH+AcZ/TsR/bHhPn4got8R0G/rRvC32rv4a80wviagXxHQl5UDeM4u 8suyXjxlF/mEXeSjG/8Jz2pu9krcTy3HyPkS3P7sJno+KkLNreJxNA2KTfNx OLdrq1k0Ov/EvjGUfIZO6hvDJvg09Y1Ret9IMk27Q39Fp2ocDeN7QifDqY7m meA0iJtmCsw3+NYKVPtEpW3c6e6m9oVumbcAyfMX4OzCRUhbuYylcCVrLsn0 t0FVmJDpSDKdUb2V7eIud43M/R4k0wMZWzzFRwMHmdwqKvmVJEF9rRacc3xH wbmf2eXijZiVdoghm+tl/6ecjMumoPbTbBwJjUOctRM5ddLuFzptrNV1fTU2 QxDvHTJO5xYTm36hpDNUU3OHqLnTKOc6iZq7Ak2RzlLjM4iTl8BgFblPmkoh 9NRKNpSrHHVCXSYTalB2zuLoqQvqibOWXviUOW7lgeOO/nifen5IPUXQM0rQ AHyqBGVTST3PyzIW92Bck9aOcoqgJdSyTDWUuqD6LtOOiM34O9X8ByN6/nRK CWoQQg1K0NfG9VS3zIPNh1CvIyp70KhovR5xVC6CUkK4hVGqKaJe85SPIrgm knoZFaHX1D5TH6HToAyVPaeeFNSH8ZaIoF5ywp6950RPKYraS1+pHQ0cV9SL inqJosETivpKZEe2r3ou/EJ0RNVFegJUr88pj/STsl/bXEbtU6f/hO2+Poi2 tpogVC7Y7sBpmDNDyfaGRiPMzo4NJV9fTrZY58KG0tUeGz18iaivduvhZ8AG zhTeJql+iLD1hu07xHSaO+ymu8ORoHrMdIWRTWaEhSNBtcfWWTbYM8sSBwhq 8qx3cWLWYpwUUGfNU6gmcPa309WFL20nxgEJAT58x0YoSeXofISZvqdHJ/RX J8tOmbQUbXwp9viJtEdj9etAmGn7VqXvjAnV9q8alJ9mSlDxU2JQfk5Fsq7n ZEFNDecU/ThOU0UHCtJKUZheTj3ZPbHhvC6CUs/iLPlMQOI5m6Pg2UQ8m4ln K/FsQwntKSOclZld1KGbePagnlI0pPcRz360pA8Qz0G0Mx0Esyv1NrqZ3tRh 4nmHeN7BQMZdwnmXcDKXRwgnIytFckYwknuPcN5TK0ZGGfaW+fcESFnZ+ODK PWZExYCHV0dkuMvhyh3102F+Nczb2/o6T4KbP0hWBzCW26/f91+s5T14SEof ZnXgIecDD4neQzL6MIUN0sVKPDhfhrEvbuH+Z8UYOVuIp4VNeMXQJai/KZ+m dQUFbEGLLpXSzyrtCpdp4mcbStM72YL2ojJjgC3oEOrpZxP9bM0cRUfmGFvQ B+jJfoT+nMcYzH2C4fwnuHv1Ke4VPMP9wmd4cP1LPCp+jic3n+PZrRfs7V6w x3uBr8pf4puKl/TzJf5W9RLfVr9kT/iSveFX7BG/Yq/4Fe38ina+pJwvRU4O vzS95Avql+aX+GfzC1MM+Fczaf1Xy5dk9F8tz/gtaW1+yj/3BD83P8ZPJPUf TY/w96aH+JGk/tA4hu/J6Xfk9G/k9K/sR79hL/o1OX1JTl+wF/2Svegz9qJP Snvw+Fb3BKWF+s7YvFpu+irOXtjpp5Ti7vlbGPz0Oj7ZuPtXjP5/jN0HWFXp oS7+99noZJLce05yknPuaTnJFMcyTtEpiogNUESliKBSxd7BXlHBgp3epfcO YqNIr4qg9N6rXWcmOUnu/ee+37cWxUnO/Z95nnftLaKDa++9ft/7rfZLbDUf I5QxHdurONFRZe71XUOd1v64gmrR0DVyZCuikQX0PaWCWk+cfbUgpRYaWmoh GLWYREG5cLa1wK+x38SQeuqycC6C1czPsIVyHmXcpk6H96zPEDpvFmL1vkby CqHnPKStp572LJubFyt67tGTeqY46cF7k76Uk4tl4rj1ZWLUwKfymRotOJLP f+RyBey+1sX6r+bBmmzaiUso6ejAd+8J1MZm4fhqG9jMVS+vNE/QqU1Cyai+ 6RibDiqdgs1Ny83UD8IkSefWFUq2rVT05IJo/mqUzgmhm8aKneK54qb2mJtn 33VTqZwqmhpZPH8zBuclxn2BMdwWrMK5BSvhQjjPEs3zrJxuRNN7sTGClphS LDNE6a1GNBNLxeJYORP0FTiTJ+Ap9jkOsG4OMqJ6Drmwerooh8tojZbPCWhq 5ESsFl4o07FyNlYj9fz5u3rqKXpm8P+ZLv7/VDRK31jyGW4gNTWQRXQF307+ OqJ46hFPPQTpiNIp6FymkX5OUrqojORTI/38harnAqlnMDnx++ZbbKKcm6nm FmbrMkXPbXzptouQzR0iRhzKGJnKw5pUOcXs+a6Vypy5+A2+WP9AP02koTsZ G10drKOg6yiouOWJuHr9Wl2GfO1ZY4UdxuuwhoKu1VUOr7GlolRT6DlJPqGc ekZ8psRi7jJo/8tizKOgOhRUl4LqC0F/uwAWFNT2d6qgH1DQD2bhyAefwfmD 6XD54BOc+2AKzlNSx7na2LFoATMfuwwWyXHuuJyyfL4n5onE4Wxr3pc6vicv g3R0YuR1xs20pI9a71RMjSTypwqS5FEJcRSxWCmBFPUyKyFGPXbvfdRU1CKC 9TKK9TKa26loP27bCWTMKI6xZPF3ciI2hjDG+mcRxxzE++cSR272CWMKYUzz K0QGCcj0LcZt3xLiWIp7PmXI9i4njhXEsZI4VhLHByjyfohin4co8a1CGZko Z82qCHiESnHMSVA1YawmjDVEkRHHn4TU0MXQGgEcl09EwmokieJrteE1qJOp 5tfE8t9YZh7xmUiVmof8PpEH/FOVEk8B5xM20VpxVRSiWRtcjFr2z9pAYhmg Yul7F7XeAst01HqkoPZ6Ap5cjWXvjEaVWzj6CqtRpmCZoc7XysJ5JRjh11g4 3eMQ7ZlCLG8i1usO4rw5pCCWiezeyVxLab7luMlOfZtr4R6xzCGWef61KAio R1FgA0qDG1Ee0oTKsGZURTSjOrIFj6NbURvTivq4NjTGt6E5sZ1YtqM9pR0d qR3oSutAd3oHejI60Huzg1h2EstODNzqZEfsZFfsZGfsxMjdTlLZQQA7xJ4b LjnWzupg2vE8ezRteJFNU19kt4pFCz7m15rxjIA+zW7CiLgNclYDhgjo4L06 9BPPvrtP0Es8e4hnN/HsJJ4d7KLtxLM1vRIt7KFNKWVoZA+tTyxC3Tsd9C7q Qm+hLjiDL0EKHvNN+cgjHpVXYxBkdQCbieYWdcJWgiluMLRVXN1bcPm+xFIW TosfF05zMVerkVJOVvvmGunkwYlO8gNkrbRNcW0XUTSFkjYW7yIpaiZ/6Wxn QTmElJvmzYX1zJnYSiGPTZmKi9NmwGc2ldSZxQr0NVJWzkWaOZW00kX6Biq5 hUruVJV00kcylfTcKOQQlVJLxdFYZpJc/gyOXDry6+NZKc0Up8yvnyXm3OaL i9xqJJf/gKqY+7h7NRhW3y7glwkkt34OAsy5c2Evrs08BqaZ0jMNlUcB5ubl yvMtomIKLSdh60pppswYm1pcjpOpJaGcxh5siDOk8uwsHUah8iypPEsqz5LK s6TyrErlWUJ5jjwKKt2+IZfMdVLpudAE3ozvIhP4LzJF4GJTBC82Q8gSM4Qy oltGCirJVAy5imPimUSD1SqXymxt4z7XCVSyZ4paKUrm5LGJ2qcUUhRNIaaW 9FJI6S3NvCWlvEUpfy29fLdnmo9JmcakMin6Qm4T/kgixvzxViGavAUTyFAC GcLcYIIVKFUt/15qGSSlHC2bynStuIrZDW1Bpbh7sy6pNGHZVKjcskwc/Su2 +dtkw9yuHj0lqJSHT00SRE5SJguo42gdWDtnDkP2OLoSdwSznK8LS5JouUgX /sf9sXqeNr/G9xNJtFnIN8tieZc8eanPDRM8tBcXZLPXW4F/Un+5ApZzlmEe idT5Nz3M/3c9LPjNEhK5GKt+uxCWv9OVRG75YC52f/gN9n84G0c//BzOH86A 64ef4PyHU3CBTDpxQLeTA88di3TGZZSlUNmLIjJ5zEgoe1PEM/GoTBFNVn49 4UzfY9bqIeKyZ4q2qdbLozIcPhxdJ06ZP0o9j9LOo9LPUUNXaSSeHFavYbc0 N5LbeeU4is8x2DuECM9YRLFfRrNfxrBfxpDQWPbLWBIaq+7EjJXFMovJoZ+5 9PM+EvzzkUg7k2lnql8xq1MJ/Syln2W4Qxnu+VQg26eSBfMB7jN5Xg9R4F2F Qp9H9PMRSihGqX81ygNqUBFYQz8f08/HeCiObbnxhHYqx7fUiITV4rFIeC2e hNfSzvBaLW5vn/DfVc9lfaQSDZePNfKMhX/mspq/WS3P0lOiSFqnKloXVsHN dTnqKGjdjRJutrk5D2IPCuTmnA26zo89yIebc6901Hkmo849HrXXolFzJRIP L4a+A+cUVJdWIexqCCKuxyDKPQkxLKixXreJZhbivbm6fAoIZzFSuGrSfSu5 qqpwh6sgi2jm+tUij2gWBDaiOLgJpTeaURHaggfhraiKbEV1dBuexLSjLq4d DfEdaErsQEtSJ9pSOolmJzrTutCV3oXujC6i2YW+zG703+oWh/Pc7uY7Y+hO NxtiN9HsJphMVhcR7OLQOruL76cXXL7I6cRLJRouOtibX+a042WuCBllnuew i+a04CkzktOMYRI6lN2IQRI6kFWPfhLaR0J72D+7SWgXCe0koe3ks+3mQ7SQ z+a0CjSSz4Z3+MxFXZQ4yFWcnH+TrwM7p38yarwTcO+4O8I2HIKzhd34fk6F ztFzM5Qp25+NV02KuYsZE9RSFVSpmhrp5yQcWG8+3jSFnYflB/KI9XjRHP1A ivlalVGhKE6wZEpK+f2CUVE6xaMGp7j8R1ZPbpiI6XbmuAB1+gz4fvU5wubP Zi36BsmrCOoaHaRZ6yLNgaBuJai79JC+Vx/pBDWJoLpv1FdmaZeJiEMTCCk1 NTQWV6g35pjW0VCh1GksK2H/zQKs/1oH1nPnw06HJXP+fJRFcxUn3keuezC/ voClVPVUe5681q/4z97AbMxSh2WqqctXM8rzzUar6amIGbYQ0a0rV2uUFrpt ldkkAakw1QS/5dKYfs6F65f/bz/Pqn6epZ3nf+Snx0LjMT/96GcA/Qxibgg/ 6WY4I/yMkn4qdVP4qaGg4qUVhjbQzn66ST81YpJWI/Tk76lztBJOAiq75iQJ 52R07T8r0RRk3lLB1Mhi+Qtk6AkwV78DpnA6Sd8MiUyCjCmiF65EGJEcBVNp loYTwPzZGJhB89494mcUzCCCeXIBa+cmAzEs3LzUlF4ylFKYqRxtzJGMkZm6 93mFmdz5rJEjmV/LV2yHsem7jyYmFO5b+dySeFryHSJur2mxgAWQpc7vZCBc tx1jp2Tf1J0H64XasFskdoYv15JyiuUKCaXIJLn8R/m1tXMNoUM45xNO3d/o YeF/LIHBbwWciwgn33Af6GDLhwLOb3Hgo9k49tEXOPXRp3D9aCoufDQFbsRz H8egOxfryIs+/y00lWPvtJT5H9XL9+RSObp89OQpRgx9+Sl/x8vVqpVm4o6I ipfiDlcmY14qE7KT1b7JrmmxAgfWGKGtfvSA+um4l5yNKHbNaJ9EQpmMWGIZ y64psIzzv8WwIsldl0rJjCOS8f55hJJbfiKZTCRTiaTYT3eTSN6iBHd8Kwhl JbJ8HhDKh4SyCnnej1DgU00oq1HsW0MoawjlY0L5mFA+QWXQEzwIrsVDeShM nTwUpjqsjkjWif2U4fX8Jz+JqEetmrrIekFivbAyqh4N4jjRKPGtYjlZOWY0 ulaNcn6E+L3HHBuJ0/4aoqolpbKUjhE6kc9S8lnMzTbpDCKdAYLOuwqd3mnk M4l8xqLWPQo1V8PRFHOrdCKdXyLkUiAirkYg6jpXrgdHIJ7izhD3yCZHGt75 ks0ktvFUrqwM34dccdW46/sY2WQzl2zmk83CoCaU3GhBWWgrKsLb8DCyHfcu kVvHRNzel4R7B5LQkNiFpqQutKR0oy21Gx1p3ejK6CGbPejJ7EHfrR6y2Us0 mTu9GLrbi+F7vRhhnmYx2b14lt1DNZmcHprJ5PbQy9xurtxX97uZLhkNl534 iMsOvGRe3GcdpaHP7rfhaW4rRnJbMExDB3OaMEBH++loHx3tpaE992rRxRra SUM7btWgjRW09WYVmtMfoIl+NtDPevpZl1jIEUEe6mJYPaPEnC1XeAjHKkHJ eOKXgGxnD0RuPoxrVjuknRop5yRp5+g5jdvEDaaEnH83Zue7bo5P0e5bN76r 88Bo9VThHGueFvJTaYFjNhY/JlNLijlpTEs1Cpq/wgHT5VhLLHcwJ6ZMw6UZ n8L36y8Qpjsb8Uu/RYqxNlItBJoLiOYipG9bMo7mPn0kEs5rDgqaYq5WnH4t z2Hba2ginymP4v7vysJYAye5WCYOgRR6Ws3WgdWc+bChjvaU09PpFKoTCtCS modCr2DYzlWuji+mbjdoyyY6uuvCfulqbCCcGwzVGVtuvI3EyaBCzs1jcq4W cooXQu753MoWuo1bbDVaXIjDK7aR0NNfzIULCXX9Uheus8SFbBbBlYS6klBX EqqRiP7bO4Re+EZh9Oo8I0mol6ihgtDFglAzBJFPQaiooWHkM0IlNFp/fMZW MCp2d9aRz17y2cfa2c8MnBEzsYOSUAGpZNR1fHfnJOGoUkAnoZOOZo47qhCq NUao4FMjAf05ksnmRELjVULH+6bh6OQs/0wgl5MQqLNU3c8pGDXQSEd/ou7j VBQNpqKBc+fhhK4+NhqISrmJiP4Em1VGJaUkdCsJ3WakUKoeyrVdcdSMuIlZ gu3GyghoOx3dbqJYaqU7HxZz5srnFnNp6DwaqrsA5gsXwPtYMLdROTCfN08W UasF82BLSzcsMZCMijK6ggt9cSLnBn0O2fSVq9ryPaS3UoqqXOF2HVWd/6+L oSurqD4W/YceVV0C499R1Q+o6ofzsfUjbez5iKp+/BWOfUxVP/4UZz+mqh9/ gosffYIjs2fBcZVYc8oEreidExxVI+eKfiIY1RrzU1bT1WOzt5pRSa3MxiVd r0o6aYKkxiIayegXEtKDhDQrMUZu6Yf6hhDpGYNoDuxjfJIIaAri/FKZdIbb fLbNOHX3pdIy85h8AlpIQIuQRDxTiGeaXxnXcQUdqCSgD3DX5yEBrUIOW2Wu dzUBrSagNSikEUV+T1Di/wSlAbUoC6xFRVAdKoPrCGg9Aa0noPUEtIGANqAm vAGPIxqJpzgGtDayUcPtaiO3aPXRjWRxPI0iMY1aXDRoCFo9P4lNsfV8Vicj Ti9sjHmicvpYMlpPRusiVUIjHkwglHyGkM8bKp+B5JOjiDqukDqOMOpYzeu8 YvDEIwKP2C/f9AygRPEzXT58gUfFDxB2+QYir3HdXmf19GD19ORgxCubfnIA 4l1EQ0uRzEaeRj9v+j5iS3+Me/Qzx78e9+lnflAziuhnSWgbysPbccutBO7m XriufRQROseRtuA47i05jmz9E6g8morW1F60p/eiM6MXXTf76Gcfem/10c8+ DNzpx+DdfvrZTz/7MZLVTzv7aSeT0087+4hhH+3s43p+eb9P4tmLV3m9eM1o uOzBJ1x243U+Uc3rwkvmRV4nnud14BnzNK8dI8R0+H4rhojpIDNAUPsJai8x 7WEh7SamXSykHSyk7SyjrZnVaCGkTRkP0DgKaRJXPbfxCqTZSgkNYwkNSUVt YCLidx5DzLYjCHU4MDpvq5GCcmttbjpqKBREfy4R3bXmvyyfKqJrJKAaSaiW QFSWz8PWokIesbaQn0+LMUflTk55lK1SPUU06u5O2TdP2VlKRA+YGklCdzIn SejlTz+F3zdfIHzBV5LQZEnofKTZLETaxkVIE4TuJp+OBiTUAAkk9OIGPewe JVQj4dSSdDouV/KeXE4SisKJz2io6ij76C+wZb6ePIvSmltg0UCvO51BeXwx 6lMLOda6j1IfOqo97qjdt3SUG37RQO2Xcotiv0xcZGSDIT1lAXUQJZSECkw3 rWDpFJZOlpKKHqp0UTMpqRaXHMxspaE/4ZJbojkL4PKFauiXqqGzxLUBXOVh Qq4U1HW2AVxpqCv9PPfN0jFDr8wzkns95VQuK6gvDfVnApeYIniCoaNVNHqs iprLQ4Zq6WfPaS/VUK/RKiodHZwwlatRBXVVmij/ac/V2dvRiFMtKSgp/Qdl H6dQVIaSMql6ysztf09SQ6WMBooyGkhDfyl3f04spEFjZXSBZDSAjB7V1YOD gbJvWh7SxWw2VKbat8h91ALS95R906MRc+1ygKPMt2uwjZQq5xhsUyFdQ0TX zJmnPOf/a818IrpgIa4fuYFkr1yEuN6AxXwdrCOiNgvnwX7xYnlzLA0c5DV/ HISd4xGsivpor69cZ0lQqpGY/gobuVxPUnVJ6oJ/12dJ1cfi3+ph6e9I6geL sfZDvic/Ukn9eA4OClKnfInTU2biLD9LbiT1EuP65Sy5s8VCHNpnIVy0kOPe yfLj+t74LpexR3m8n0Y+maRMJamHAI6Cq1ELq7Ui7Ki6ZiIaldn1CrOmE6kV +0tX4TOlr1oqfVWAkMWeGu0VS2ITEEtm4ySzacxNeYmceNlRs+UkrkJsAYkl EeynSeQ1mbym+pWzp4pZygek4iHrVhV76iNks5Pmetfgvs9j5Ps+QQF5LfKv JbF1JLaexNaT2AYS24AHNxrxMKQRVaGNeBTWhOrwJtRENJHYZq7CJ5HNgtdm vuXro5tRH9OMBqZRJLZZ3EM1VhxH2iQOSlWjJc/u+BcuGxRuZQS5tZLcepJb R27rRqmNHKVWZTZUMJvPpiqYzSKz3Nb7c1vvl0Jq41HrHYXHHmFoTrj1LrEz cTs2A+FXwhB1LR4x7uz9Huz7nqyofJfGe3H9eReT2HIS+wBpXE832dvvcP3c 86tHTkAj8gKbURDciuKQNpSGdeDmhRIcmnMcV7RPIVzXheNiV+StckWFuQse WZ7GA7NTKDQ6hYcnM9B5sx/dmQPkdQB9twfQf2eAvA5g6N4geR0kr4PkdZC0 DpJWJndQw8I5wHfjy7wB6snki/RTU5E+Dd4U9GEalwSXeVXQg5f5LLMF3Xie 34VnMp0Yye/AMKEdymvDILEdILb9hLaP0Apku7Mb0EVoOwltO5Ftu/0Yrbeq 0XzzERozHqKByNYT2bpRZMVMbzSbagSbahibanASEncfR+xODjK2HJQ3rxud 3d0mdo4KYv9ePZjITN0/unoCsOYE1vxHwK4ZA/agRFbpqNZr3qHVZgKtWlJU pZ6eVIupMrH7a5yyt5DNdB1J3c04fzINVz6dCb9vv0T4wq8Rv2wOkk3mIdVy PlJtyeqmxUjbroc0ldU0shpPVo+ZintaG0tVxaVsxvuohFTB1XT80UjERKXW SVwPzmm5OLhSILuPsfqKVXXufOUGoayqhbElqE4pRmtGAQZu3UelX5Cc6LUX VVZbm99jADuqYMeOZ7d09Siz9hOYdTBSqN0omN0kmd1MZjdzO75ZpXbLSjHS 2SKY3UJmp3NpjH0L9HDmi3msq/MVZr9UmHWdxao6S++vmf16Kc6T2AvfGuAy mVVmfE3gxarqQ2plXV0yoa4SuHfqqp5C7WMnV3SR2G5mnNrxuirK6pA8nEhx VhD71FVpqiz8wtZnTIHpRtxkWb1JYTPEJVbleZ3mY7YmT7CVrmokrO+T1aUq raMF1ZCgMjrLEKAjdNUR+0YDKWsghQ2UuoqzXBYziq5BfH385mqTK2VnttDV YZkQ1gyb5DwCfdXIA784oOELIg//krux+XzVakHr6MjHWCwn0qpMTPwc5uyn q3UWYLXuQhzZ6Iw49/u4GZAHtz3OsNTlm2ihjuynY6xqCVUnC0k1EtF/4m+t wkaSupGPm8iolbYhDKcYYKFspfpY8jt9LP1ADyYfktGPFsL+Y11s+3ge9k4h o1O+xvFPZuHMJ5/hHBm9OIWMMmdnzRZ9VH4euRSfSRFF0UkTD1wQ+fkooeI6 /9bysCLr8butCSqPiQgpj1FKHRyjlMeElKNhMRVYHlm7Um2lRijNykaUZxRi vOPIZCKZTEY8C1e8Xwaj3PohXh4rdF+2UMFkPFtoAltoIolMIpHJfmxUfg/U WckqbvIfkclqMlnDNvqYTD5Bnm8tmaxDISkoZtsqDWhAWVAjyoMbUXmjCQ9C mvAwtBlVYc14FN5CJlvIZAseR7biSVQrapk6pj6aiWmlkkxsG5VsRWNcK1+1 prjWSWiOb9VCS3yLhotm/CuX4mwOkUaGYMaJEyTr+UfrUB9by7IjsKxhqhUo IwWU5dwuCyiL5L3N64K5vQ4ilIG3URfA7bV/MrGMRa1PBGo8boguWjzRyc8R ejEAEVei6CRrqDtrqMcdxHtyrOHFcYYXV553KRK9K5DCyp7OFZXJFXTHtw5Z /g3IDWhCXlALCm60oTi0A6XhnXCa44zT2ufht+AyEpdfQ7a5O8pt3PFk0zU0 br6Mhg3nUWftimqLMyg2PoNHZ26h9/YQ+u4MYeDuEAbvDWE4a4hGMjlDeMo8 yx3G8/vDJHKIQDL5QxrqOMQf/3XBEDNIGEUG8KZwAG8LxSPdlOnDK+ZlYS9e FPbgOfOMaD4t6MJIQSeGCeYQ2+kA0ewnmH25rejNbUYPW2kXwezMakAHsWxj K229/QTNt2rQlPkIDWNYcuUnFaq7RcWhuHf5onCEEpqCJMcTiN99FNHbD8HD fvtfQ/k+l2bqbtDVCpTqdK6KpEYqOXlsJnf/etVJK9VJcd4XB6fCySPqJ/Ko VFJYOVmZzLUdz0mliNpZKFr+u6qlEdZTyj3MqU+m4+rMmfCnlhFCS0NqaUot 1+pKLVM3LRnTMs1J0TLWUR9HpZarsJtYCjAdjfgDmWzj17fjmNl2nFi9g4+b xF3sSJGjOLTSiWL+lksT+UwWU2afuFMhs2/5KmxhiRGHGVmxedqQzKyoUlQk l3LdF6P7VgGe3slFlX+gvNe2vbbSTG0JgB0BUNmEHdW0o5n2huawX26u2Ekz HVaIOTLKKS5wxy30Jm6hlUczLerJn2/zShNMxWZ66cSf47Tw8ov5NJMVlV66 fCkO0FW8dJlFL7/Sh4vq5VnW0nP0Uph5aZ642aEx3IWX6vTueDU1G6umoXpm 43tJmWpa2UEjO/8rL11Gp3ffG5venTDFKx5lSVWPzZVHHcljc5+J3xCMTkKB 2UZkiPvwLhHX/+EYQgj692OGJvExkT9WAhOvZ4o4qheqTUCZG9qj3VTcD9GQ kYjy7w+gor/iUhFUybiiQVQ0kC+XzxxtvkwmsB89hpqCOlBQcViYkHQTX6bR iXiN2JGtkTMI/yRn47cIRY1XSy+Fo1vUGV8bPX2Y8S8W/62eowsz7YUwnb8Q bvtCEHk1Dym+BbgXWsAPlg0Lqo4sqBuWLB0zVGi6Sqmkk+QVEMUz9VH9PaHq P2ITl5vYYDczy+nqot+IamogXV32IV39iK5+vBAbhKtTdLD3k7k49Mk3OKG6 ep6fskufTMVlunp+9mz50Z0kPrwCSwv54Z2sHAIoFRVnnmmNnYN2XJ6HxqX4 knLZydFrLY9G3j9b3sdUVVYiq8RkjFkxF2yMrySzh9cqjfTa4TOI8YpBrHc8 4khsPJtovG8aGc1k7sgTPOP9yKsfefUrZIqZUhJbRmIrSGwlUvwoBWlVJi2r cZe03iOt2ZQj16cWeT51bKL15LUBRWxaJYGN5LWJvDaj4kYzeW0hry3ktZW8 tqI6og01kW14HNWGJ9HtqGXqmPoYJradPnagIa6DtIoDS5viO0TtjG9nKWxH C6ORy0lo5bI1oQ0tiW1oTWzTcNEq2E1o4ZdFlBMpmxOa0EiCG8hvfVw96uLq uGUnvTGPFXqjVHojSG84t/5hKr03uPUPZlUKymTSyG8C+Y3GE58QDFU8UtlN kw+z8KioEmGXbiDySiyir6Ug1j0TcR6sp56sp54ct3iVkN5y0vsAKd6PSO9j jldqcYdjkiz/JuQGtiAvuA2FIe0oDutE0O407Ne+hAu6nghZ7ot0iwAUbAjE ox2BaHAMQPNeX7Tu9kTr9qto2eyGRvtzeLL+LB7vDkF7yGMM3BvBUNYIhrNH yO4InuaO4Nn9EbI7ghd5I2SXyR9h8Ryht0zhCFfzm8JhzKC3Q3hbpORN0SBe y7C/FvXjJfOiqA/PmWc0+Cn9HSnsxjD9HWIGWVoHaHAfC2svy2oPy2o3/e2k vR20t/1ePVppbwuLahOLauPNKjSkP0B9Kte+3KXKkhovjubloCfyNvIvByJ5 nzMSHY8hdtchhG/dL90dNVcjyf3l/wtdpZmuU5upKu4BK0XdQxz7HhYZnfrV SHC1xvef2lqKmV9bS+GspXDWkq3U2d4S25cshBVH1HvZSE8LZz//DP5zZiFi 8TeIXz6XzuogRThrtwipm5cgdQeN3UNjnZbS2aWIprNHTIywS5zaIqD9qWyl h8nsETJ71GwHjpPZE+Y7cXLNTjhb7MSBVWvFlQAFt/sI7f/i0lgSK3i1+loH 68V9RUhrRngZChPKUJNeirbbRRyJ5eHVvSz8cCcT59atg91c0Uj1Ja+2tMGW vNqSV9tlo8SKA2/sl3M7vcGICwexxd4o9s5tFHvnNglQNxHUj7g0xg6D5Tj1 +TyWUIL6hQB14RioLiqoLrP15cUUXAiq6zcGCqgsoBfnLcdVgnqdmCol1HS8 hP54nymTauaAKkcXtJ3yRPuPQNWQVCHkX6Oq7jN1VWF1nVBHMWlMVEVVLwGt 8LR9vyvSWUzTWErThKdC0veQrCcsVRwdtTRWnytEQKo1OsUru6iWgFQx9H9I QwN0hJ960tDACYYGzJ2PcyyJtjTUjn7aL+XfJ3ZnT5aMykn45WOT8JCz8GJI s5qDm1UChs2qn/K4a/opLpNgOkdcLkFXbaI/xfm9IQi5mI84r0LcDC7C/aii sQYqLprnoMzW6q/UkhfIF0tj+UyYqQiqfG2jjPgOIeevpJtbGKNPDLD4P4Sb BtD7QB+GH+rD5OMlWPfxImyYsgDbPlHtnEo7p86Gy9TPcX7qDFyaOhVX6OeF r2ZDzuVqZAtVPoTH1Cb6nlhOVg6iP6FoKRqpjTJ7O2kCk8fUOqqRVGqNQ7l+ FMkvcWTdOJJnthxErFcs4ohkvE+S0kF9M1Qgs5hcFcgipkQFktty4pjI7pns V4VU4phBHDNHpx0JYxZhzPGpx33fBuQRxwL/RhRxW18c2IxS1qyy4BYC2YrK kFY8CGvDw/A2AtlOINsJZAeB7CCQnQSyk1oxsZ0EspOSdWlIWpe49TqXTQld RK6LDop0QkDYqYXWpE4N2pI62ArakpRTPFqTpJQSSnGOZHNiC/90MxpIZH1C I+rZUiWPcWynseQxhjxGk8co8hjJDXQEN9BhLEeheSQym0Tekeco1gWzlQbG kcdw1HgHvUPj56gpfojwS+GIupKAmGvpiL1+G/EeHHd4sJF6spF6lTGVSPLm avSuQQbHFbc4nrjr14jsgGbkBrUi/0Y7CkM7URLejeA9t3FQxxuXlgYhfE0o MjdEoGhXJGoORKLxSDiaD4ei9WAQP75+6HT0Rufu62jffgktmy6gzuY8ah3D 0BVRi+GcZ2TxGVl8hud5z8gik/+MLD4ji880NJGLN0VPMZMUPsXbYpERfMe8 LR7GGxnWVeZV8SBeMi+KB/C8uB/PmKckcqSoF8MkcohEDpLHAVbUfvLYy3ra QyK7SWQXeezIbkI7eWwjjy3ksZk8NpLHhpsPUZ9egbpUDkySOTBJyFNqabS4 mWcwkg+cQeK+E4jbewhRO/bjjJX9j2h8/69o3GOpTtquFTTyMyRcnDzeRWUf tZAyaqSLWkoftflRF7VVcDwxGsIojdRII38njbT56itY00hHYSQ/6ddoZMDc CUaa0ch1C5BiP25kqmpkKo2MpJGHFCMZ47E+usfQhFBuJ5Q7cJRIHieSJ4jk SYtdhHIXv243CU4rzCbJMvrvdNJUiim8dBJmGq3CTn1DrJ8zX54af3aPC7Lj ylGRWoaGW6XouVeIp9n38V3WXfznnQwkHdwHW9ZRGwpk8zfMtGEltWXsuJG2 E2DaG4mt0QZuqzes4PZ7hdgaOchTYTauYD1aaUpITUSEqOJ+eic/02YpnU9D 3/FTIwH9ncqngcKn7KQklHy6zRO3fTQe66Sei360u3Sx0kkFoUmks8nZE82k s3UCn3IOl12058z47tI+F2VXqSB0UBylOzaRKxUdkd2Ty59IK7X41Att9DJN 3kAklWL+T6SI2yETyKSJpZOJYfFUSufY0bljpVMDfy7/gcul/LXBGJoBOnr8 tYJm4LyFLJ0L4Es0Dy/Qhw3RtGXxFHDa0Ux7eRiYnFPXyMkBLWUP9opRPDcJ NzetEgtj0ZDFXk+TOfOY+TCeswCrWDTP7QpB4PkCRLoXISWwBPe47Yu7FvGj orlSirhqsmRRS7n6hiyYJlJSY420chKdNFZapripqIG4g4+B2Ce6Yiqx/K3A 0gD6HxrA8CMBph7WTVmMDZ8swPap8+E4VRuHpn2LE9MI5rTPcWHaDFyeNg1X iaYbP16jByrIz6VEUkzf2o4fKK+IKY/8U740dq3MSe8aKo84EoSKWVwrU3z9 jpxH1xvTzlVSzhN29nDdepgjiVjEeydQzWSlVqo37BWXPoj3y1MrpRCzjKmg mkLMh0iklsnUMo1aZviyCVHLO9TyHrXM9mlArm8jxWxCvl8zCv2bURzQghIy UMaGVH6jjWK2ozKsnWJ2oCqiE48iOylmJ8XsophdqI0R6aaWTFw3GuK7CWYP 22QCF82JXLQk9UAg2cN0ozVZHD/altytQXtyF36DtpQu/rJTTQdDPplmEtqU 1IpG0lmf2Mw0sa+Qzfj6v8FmJdksI5vFbJbsNWHsNaFZyhmKIWyUNxLZLKNQ 638DQ5UPUfRupQw574vIS1GIvpKE2Gs3EXedddKdQxEP1klP1kmvcuYh3aym m4/pZh37eQPucoVlB7bifnA78kM6URTehZLIHgQ75uDgwmBcNolEuG0sMnck oOhAImpOJKL+ZDyaTsai9UQk2o+Ho/NoCLoPB6DngA96nTzQvfsK2rdeRIO9 G+r2R6A7uh7P8l7gef4LmvkCLwte0Eym8AWr4guq+Zw2Pueb8i2XWnhb8gzf qeHXSp5iCt6UsHbKDOMV87JkCC9KBvG8ZIB+DuApDR0p7sMQDR0s6sEADe2n oX2smL00tJuGdtHPTlbMdvrZltWIlnt1aL7zBI23a9CQ+Qj1GRy5pHHkksKR S5Kolrl8ebKQfz0UyYdckXTAGQlORxC9+wBcbe3VY4p+NjaPu51mjtq528L8 /9fO0VZpPWrn5HfmceV4Vs7ZHpc7PEfdHLMT/yTxHKXTlnQ6kc4zgs4vPkeA 9mxELPkW8UbaSFqtg+T1Cp0pW/SQupN07lWqZer+pQgjnQeNjbDTYNVYxdRI ON/HYbJ5xEzQuVOlc5dCp+Vuft3uPUEnfzwnUrVPRmzOxPKXXCp6OjH23BCL xnlqlwsyospRlFyBmswylvwSDGYX4FVODn6ffRt/vJ2COveLcLGwgfUSQaGN vqg2NhTUhoLaUFBrQ0VRDWzFZpuIilMcuLTnj7JBxpQbWFE8N1DOj7k0xl5W 2FOf6xBNXWYhswhn1OJ5hm6eUUvnma8NxoqnkPMCS+dlXWO1eCoHGcniuXi8 eMaZbkDp3jOod/ZAIzOmJtOhqtl1RimePeIclz7ZPUd753j31BrvnlLNYbEL dERZeHGNjrh68mtKcki0ZHOJ0jETl6h08jFW0KlnorCprczVBqrztVqSzV/B n03Tn2yKBMwjm/MUNgPYMwWb/tq68J4rLgi5HNYk00ZkqRnHMGbs/GbK1Ppy ZZe0rP7CN5rpsNKcEV9zECcebWTn/CUcuNxoLAY+K7DqW21mPqMLOwNbuG67 AT+XfIRcVTpTZmgp8mJL4H7otNI3F+uN9c1VSqucJK10IJ1K7zTRSEd/Ii8D Kb68dbkFdhtbs7dtw37zDdhjYiWaMN/fv5bX5d2ydKW8cZhQVY8VVP+DpTD4 iKp+rA/TKVT1k8VwmKqqOk0bh6nqyelfwWX6F7gw/VOp6rVpU3Hx69myemqp h/3Jka6K6fti+Z5AVDOGpyyq4/O1P2JUtFATjeRzlsTTZct+nN12GGEXg4ln IvFMUeqmL+umb5Y6H1ugzsUqcMazZib4Vkk4k4hmCtFMY828Kbb5RPMu0cwi mjm+TbhPNPP8Wlg3W1EU0IrioDaU0oKykA5UhHYQzk48CO8knF2EsxvVUd2o ie7G45gePGHqYpm4XsLZSzh70ZjQSzf70JTYR/7EAaMtSX0smcl9ksw+Wtkr o4X2lF4uUslre2o3/hUlbsmocktC7cUk1F1MRBMFbUxuQwMVrU9qUfRMoJ4J 1DOeesZRz1jqGfOQgrL2RLH2RLL2RORTUNaecHEXjky5N67uBgtnUBja028W vVs4w9yCCGcs4UwlnLcIJ1eqO0cjHnwverJselYSzioke9UgzbuWK7GBcDbh HkcZOVxZ97mi8sO6UBTRg5KoXgQ73ccB/Qi4WcQjZEsK0veloeBEOh6cScdj lzTUu6SgxSUR7WfiOZ6OQfepSPSeDEX/8SAMHPHDwAFP9DleRdeOy2jaeAkN h6LQG9eIl4WvCCZT9IpovmTXLH4pcHyphe9KX2i4eI5peFv6DG9knuJ12VO8 Kh3BS+ZF6TCelw7hGfOUbI6QzWGSOcTaOUAy+1k7+wq60Usye0hmF7nsJJcd 5LKNXLaybjaTyyZy2XC7GvWZXOcZHLGwAsmqmciqGZeNfPcwJB85hyR+chMP HEOs40GEbt8rauZYy9RIKP9OodLib1Cpzr7uW6/OwKpOHqSLh8R0z9+smWLO 9bhYnLBTZl/x0Ts62lHHfdTRZeqnuP7lF9zIfYVIPeq4Qug4H8lWC5G8YbHU MWWngdRRlMoU6nhjrz4OGC+njuI28ePlUtxvSRi5Z7mJoiSFPGq+C8cp5AkK eZJCOq8VStoTMCcxI+ok7jeyT1mYaCSQ/yB53Km/jAVTB8e2n0FCWDmyEytQ mVGBxrtl6MkpxrP7+fjufhb+mH0Tf8pMwA9RNxB9PgZW3NhbE0hrA/7t1kvF NtiaQloZKkpSz+Viys/GiNttNXYrREyJJSuQPEbIXlRLexr5EXbN12O91KGU uqyYC5hFzGKcppKnqeTpWfo4LS7/TiGllN8oUp6nkpcWrFL6JYX8cb/MtHfC 45PuqKWOipJKt2xh2lQlf9wvlSnaSeyX3uhXMyCODlKldPUe03KSXCrVcpgR j0JPL42k8u/4zZ4YZLIpdTLFTlqigCmwjFtiilgmatEqBM9lx2QCtWXHVKzU gt+8pbJmCitF7dTHz7kUXi7m4yJmIXzppfvceVjPymrFCDOt6aXNMjGKsTXk CyQq/3vqSEW0fXOl9a8UMZ+MDUTyFzDTWYgV3+owuthjfBxe+7Lh45yPgItF iPIqRWpwGbKiy1CSVAKvI6dgs2jB2Hko6o5KY7ZYfRMtKeHPpYwO+splkoWL h9Zux6F123GYObJ+G7MVB9ZskFfnZdtcKnZzbl22EtuYldP0oU8fDT5ciqUf G2A5Y/qJHtZLHxdi+zRdOE6fh8PT50gfXemjG328Mp0+Tp8qm6czR5bHbCzl nktLaaSlOiNkwZ/uhK2snHI3p616rK2NvLGerJo2ynStKJ1jRlqZYDaRVHrm cWtLnN1yAOe3HYEf31Xx3klkUu2XvqxBvqxBvvkMt+i+pQyJ9H3AVJHJajJZ QyafkMlapJNHuYX3acRdbuWzfZuRSx7z/FqR79+GwsB2EtmBkuAOEtmJ8tAu VHDr/yC8Gw8julHF6lQd1UMie0lkL57E9qGWqYvrQ318P4nsJ5FMYj+J7CeR AxQyeUDsoUwZIIxM6gBBHBAq9nOVdHDZntaPDkbDZR/+AzXBlcg86IdEh5PI 3ngCDzedRPPm4+jdfgwDO4+iLaQEDSntqE9W5KxLopyJjRPkrKGcjygnC09M uSJnVCH1ZOeU96+6TT3TqSc7Z0gkagMD8ba/r1CRM1U+zMZgVx/C3UIRdSke MVfSqSeHJNfZ5d05HPFgj/cop6APKWg19XyCNK7bTA47bnPIcY+VM4fDjLzQ ThRw3RVF9qI0uh83r9biwLIYuFinIGDnTSQdvo3s03dQ5HobleduoeZcJurP Z6DlfBo6ziej+3wies/God81CoNnwjHsfAPDxwMwfMQLA/uvo4dVtGXLFfR4 5lHO13hd/JpwMiWvaSdT+lrQ+Qqf4buyV/i+7CUflbwtYzMtZ8qe43X5c7wq e4aXJPUF87xsBM/KhvGUnI4wwyR1iKQOktQBttA+ktpLUnvIaTc57SSnHeS0 nZy2ktOWrHo03a1F453HaLjF5nmTL0Q6X4hUNs9kNs+EXCSduIzkYxfIqQsS Dh5C3L5DCN/liG2rTZVzWczlSXBc/pRLpXnKnZmWKqdrRzldIznVSEwnkVOL sSnbQ1bjnNoITi3JqaXCqZwYspzYOhVWf6WS+jXsSer+T6YrpM76AoE6gtQ5 iF85D0nm46QmbyWpuwyQIkldhqT9y+C9ZRmcVhqKy8UQ1b9XWBWkLjMhqybj rJrtJKu7JKvHSOpxknpy7TirTnKa1EmeoCkaqBM92ydjopTQ3ygldAVLKONo tBJ28xbgyKZTCAsqw83YChSmsYjeKUd7TimG8grxKv8+/nD/Lv6UlYY/pUXh ze0HqIx/jOgLsbDSE5t2M1gtFSGzpHa9ocKtFbft1iLy7EQBrhZs+OPZ8sey lZditRXk264QO29tV67CcTLr/LeY/VJPUquR0P4LqWUp/UbJWbLkprsKlxcY v7MnNMzYDnm7T6P6hLvC7EmPsTLaNIFZMY37X1P7kzFqR1vpoOvEQ3OHxL5Q QjtZGvtLSesorIMu4pH/t/1ncM9sAxKIfrwKa4y44qDuCgVXNtIA/iv8+egv J3H95HmifmyjQlk/2Uj1NZLXn3KpAOvHV81Lez4O6BpgHV+FdcR1/VJT+Upw 4LNMrm2WUjHcsZWF1Fae0WtHX+3orN1KkdXyUSOf/QL25HbNYpr2jTasFq3j m8oPHruz4HU0D77nihDizq1YQBkyI8qRl1CGyrQirF8wD/ZLlgpwZR3lOhvf yyligo2soBtVcsX3mMrJXuWo4YPrdoiD97j8DQ6vF/wyVttw1Gor9ppaSYIF wFuXrZL8blvGujxdHwYfGGDpR4LgpTCaohI8dQkcpikEOwmCZ5DgGV/DdcaX cJsxE1dmTMd1wTCr6ikTI4mv/FBPFp/q95WzvP8aXuXQIqJrs1o5cJc5LgA+ bm0GXcGwnPBVYsIY86c35lZhA85tPUiGj5JhLzLMpupzk7kjb5oV78um6lvI cKX6kgbfSklwPAlOYENNJMFJbKipZCKdBGf6NJFhUuHbgmzym+vXhjz/dhQE dKAoqBPFwV0ovdGFstBuEtyDyvAeEtxLgnvxKLoP1TF9JLgfj2P7URs3QPgG SPAAGhIG0ZA4SIIH0ZQ0iObkQQrMpAzRYCZ1iAYzaUOEV2RQwjvIRfogfoea G1W4eTAQcQ6nkLrxNO5uOoOyzWfRuP0c+pzO4cURV/xw8jT+cOoEOilrQ0qH InFyKyVuViROrOMP9ESROK6KYZeKJQAxxeyyBCBaXGSH/TWS/TWC/TVM3Ijz BoaqHryj8BeoLqxEhFsEFU5E7JWbiLvKEc91rmp3rmp3jnY8uJo9OdLxrEGK F0c43ly1HNncYeHPCmpHDkcxeWHdKOCqK47qQ2nMACrihnBxwx2+A9Jxfc9t RB3LQvqZbNxzzULB+SyUu91D9UX+dJduo+VSJjouZaDnUir62dwH3RIwzF4y cjYCz1xC8OxUIJ4d5yD9kDt77TW0bruKXp98CvxWTO6WvoUosG9IrhItfF/+ GjPwXfkrvJV5SYZf4nXFC7wixy9J8YvyZ3jOPCt/iqekeIQUD5PhIWaQFA8U D6CfFPeS4R4y3M1m20WGO8hwOxluzWlGS3YjmthoG+9ObLQVqEvjWCiFY6Gk +0g+eRXJJy4i4fBRxOzfjvgDhxG11wkH1lqqDJspAi+aILD5BIHXwJHyjgq8 XxZaCynwDuvd2GW9F3ts9sKR2WR9Hltt3LDN2o2/54adVsx6N+xidq+7AKf1 xwm1Iw5bOfLP75X+bpgyHQfor+u0mbg++0sEzv8akfqqv2t0kWS9CMkOS+iv vuKvI+ss/U2kv16bl7JyGjErlFprwAq61FgxWNx+URpsSoNNcZi19gj9Pbpm Nw3eLQ0+sXYPnNftoc3SYC1BsJbU9zej/qox5lcJ8EoB8Eo4Mjv0l+Kw3UkE ehcjPpJVN5lV9xarbjarbh6rbkE+vi/Ixh/vZ+LPdxLxn/F8G2X34tXDP+El E+UWg3X6ggAzEmCGdbJfrTMU5zSu53L9cob8WsmQCDEZbC3staa907hchX1f L8SJz+ZLf099sZBZhFNfLmaW4BTtPTWbob6nvtaX/p4W9uoY4QLtvahrLP0N WmmLrF2nUHn8Oh7S3UdMDe19Qnvr6G4Dy0jjhF2obae80H5KsbfzjDIhPLYr 1UXdnSru2tnv4qVFfcWlkOT+0iEuxTPxOFkuf/kOuwOuIh78cx78C9xR6uCE uMWCXhPSa4IoPRNJb+BcQe8ySa+ftqDXV04E+5JdXx0DPhrQWX1Gj1nCLGYW wof2esydj42LjGBJ1Nbqj/rLFc2VbyUyNuEgxkD/zPHPao5+aPEK5dGGBttQ XVtm9HHZ13Oxw2gfrjmkw33bXXgcvA+vM4UIuFKCKN8ypIaWIyuuHCUppai5 WQCbhfPlJYxG7ZVNd9Jo0xUX1RPE7jS2JbA7cWj9ThK7gx+ZHeLsz+3yZLJt OGDpoBbdreIK0dsMxb7V7YYrsPZr8kpml5HZZVPI7CdLYTZVH+unkdnpi7Bj OpmdoYMjM+bC+VMy+ymZ/ZTMfkpmZ0yT1J42NVL67SQ5cH5f2adqZ/FfPWqN IayRBk8eU1hEThTbiHV6XEwSC3+/or+m7/gr7HXdvA/ntx7CeRZAP2dv2sv6 68P6q95zRKm//LRxpSruPhxzN4G1N5HuJtHcVNbeDLqb6dOCOz6ttLeN9rbj vn8H8gJY1QK7UBTcjZIb3SgN6UF5WC/d7cODiD48jOzHo6h+ujuAmtgBujuI J3GDqI0fYp8ZQj3TkDiExqRhujtMd4fF7HDKsIbkctGWNoyp1HaYzE5IxjCq b9Qg/WAwoje4cHvmgtsbzyJvsxtKt17Bo13uaD/ogZFTHvjhvDv+z5Wr+Mv1 C/g/V0+hIbUT9anEN6WNm3TW4GTW4KQGBd8E4htfzXCzH8fNfiw3+7Hc7Meq FxaIZgWOYgWOSEBdaDjaMzPwjrxfo6aoivJGIfpSMuXNpLxZiL+WR32LKC9X tMcD5hESPR9T3jrK24hMdt87AW3IChbydiGPg5YCDliK2X1LucIq4ofxIHEE V/feh8uuO/A5mo3wUyyDLrm4fT4X991yUXo5B1VXslHL/1/ztbvouH4bPdcz MXAtHcNXUzByJRHPLsXhhVskXp4PxUuXILxw9sHTox4Y2HcdbTuvo9evgAX3 O4rLlH9Hc99q8H3FW36Evq8gxDKsx8wb5nXFKw1eVbzEarykwy9o8HPmGQ0e YR0epsFDNHiQ/g7Q335W4T7620N/u+lvF2twR34H2ulvW24rWnKa0JzVgMZ7 tWhgBa5nBa6TFbiMFZgjoOR8JJ+6hmTnS4g97IiYgzsRe2APop32wcXWbtRe Sa+Ad7vc6Wr+1/gyu9dvwE5i62B3DpvtL2CbPWG1v4g9zF5mH3OAOcgctruI I8xR5pgtY8PnItaM1UUcsjiPPUbO2Gd4EgeXncThpSdxTtcSFxevQ6QB4V2l g0QV3iQB7zZ9JO8iuo7LJLwJhNddgVcj5Z00NqWs2quR8P5MsruHdB1i9T1i vhtHye4xyz04TnZPrBujV7KLf5XuimfKo6Kv098SmBEC712xAiesneF/pRBh N0qRkcAafJM1OKscbXmswYWFeF3EGlx4F3/OTcOfM6PxOvGmhvz+kYXnOZfP Hv4n3/3ROLn1ONayh61dJiIgXmsoyvha/gvWiRjJaCgyAV4v7uK8nv6+zw22 IY7NnI+Tn+nC+bOFlJgCf7FYKuw8S08D59niRtrOEmE9ODOuOitxbv5KRPH1 LDp6FSXHrqHs+DVUEOAHJ66jivhWnxQF2GPCPLPYG+shC7BE+LQowRPmmxWE NVJhLTrsPdaBBcTsuwPyQg+DLorBY5H3IB10lUh7iilpT/GtHhqp8E/5l3ig hxZ3M8UOjoheTIeXcNAwdykC5ioG019tUX2Fvz5qfMUlknyJ8M+4VBj2JcPe ZNhTWxdX5ujAnJyvYSxInqUBV+1acSWOdbICi8mI9cuVyQgtjn5W439x/EOa x0KqmV0mjrhkH4UrDqm4tvkOrjvmwuNkIXzcShAqjhUJrkBmdAXykspRmVHM 4XE27JYYjfIrm6/ovZJgsRDHponjmoXDk+XlJ4TFjms20+Fd0mJxHYadHB4e sd7BbOcnS2QbtnDIuVXEcJXUeLvMCuxYzv/VwuVY+iE9/ngZDKcsw4qpNHka TZ6umjxjAZw+pcmfCpO/ocmzcPHTz3CVJrt/Og3uMxSTR/cNyWktOZ0lp7Us 1MlnO3mFUDuVZiVyTlo24/GZaPFstTzhdbXUWImYkbaWR0CRY1Gyz23Zjwvb BMfHce3AZXKcodRgH9ZgHwrhw27mMzoTTYp9HjGk2KeWqSfHDUgmw6msvxmk +JZPGzluJ8cdyPHrJMeUI7AbhUE9KLrRg5KQXtbgPpSH96Myoh8PIgfwMGqQ NXgQ1bFD5HiIFA+T4mHCN4J6CtOQNEKKmeSnpJhJeYqW1Ke0mEl7So6faqE9 /Slbb8ZTfIzqkCdIOxiKyA3nkOhwDpkbLyB302WUbOVnb6cXHu/zQ8ORQH6W qM2lIPzRMxD/n78f/hLsxVzGSGQa6tMIcloHt/E/BrmWecyfjQ4k0IF4NuF4 OhAnrvTDJhzLrhlzkyAnE+Ro1IYE/GguuqaoGpGsBdFsobFXbtPiHFrMQc/1 ElpcznAte1Qj0aOWFtfTYg5y/DjICWxH1o0O5IZ20+JeWtyHYg5gStmAKxJo cdJTVKU8Y7uuwam9d3DlSA6CTt1H7Nk8pF/IR/blfBRdzUMlG/djj1w0euag 3SsLPV53MeB5C8MeN/HMIw0vrifh5dV4vL4chTduYXhzLhivz/ji+QmO4A+6 o22PO3oDi4TB39PgHyq/x/eV38l8J/MWbytJ9JvKN5iC15Wv8aryFV4yL6jy c5r8rOI5ngqP2YmHykcwSI8H6HE/Pe6jxz30uJsedxV2o7OgkxZ3oI1duCW3 Gc3swo1ZdWhgF65nF64b68IlfJ0KkHzGHYnO5xF71Amxh3ZLj2MO7IOr/bjF Ginxr8f26o5avN1qF7baHsWWDeexzeECdjq4Yc/Gi3Bk9jvQVD4eYY7x+XE+ nuSjM3Nqw0Wc3nBRgzP2XLhQZBZdmnx6/XkcWeWMEyudcZpxXXEK51adxgXj M3BjLpicgbupEwLW2CNp4xIk0eAkGpxMg5PpbzwdvrbJADv1DJnlSgHWXzkO 8TKlBItbM8sSrEp80GwLDq/5scR74bx+Dw6YrFP4XSXWg3j275JhR5Vjp1Wm CserVI5XjXLMQszsWWGEw+Yb4Xc6B4FimB7N3pNWgYq7LMX3y9BbyFJczFJc zFJccAt/zk7CH1M4ssvrxgs6/Pzhf2oI8h/4znnKZUlCFcIuRsHCgEaQZotl 3EJZGIor6lnyX2O53ESJkYgx1hqt4qO4hpQlhwY/hePXi3CMKJ/4bAFxXoiT hPkkYT7JanxyFiMvaHjyKz2+2p5LLZDMrVzukSvIP3oFhVS5mCqXHpugMjM+ Le2uVmMxLe0xtge49bSUWSNY1kiTtcaqcY+UtlfecEYcadyvRvZkWjMgjj6m yKOPg3LXLzux6NCe/Ef3u3pIjkfrcS8jaO5yuc5v7ORyMgoc9iKCnT6APPtp k2FGAx9tcc0lhWYDNfqMHk1ewkfh8iK6vBDXafNuXX2YsW6vps3mZHANAbQQ kVPUlsvMxsdGqxkzjotEVmvkk3+SQ6YAl1iUciPkZh+KSxsScWVjJq7tzML1 I/nwOFuMgOtliAqoQGpEJbI4aitJYzXOzEdnVvPf9Hl0V7DUGT+XPMtrQ0mg zXBw/W7izPBjeljEeidxZmzEPLUgepICtOEo0OzM25eLSx8Kn3csN4LDQkMs o9HC5+WfjBptQKP14DBjMXZ8KoyejyMzteE88xucnUmjZ9LomTPgPnMaPOj0 GRqtnjxHnP8ee+32wtF2L5xsHbGP2WlzApus3LDF6gK2rucoft0FbF97Hges 9+KgFcNP4VGrDXI2W6OabTs6lX1Mjdbf0PuYorcJvsApe3ucl3IfodwnGRfK ncmoJdqngOGn04fdzocl2qeKqWGeSLUTWJ4TqXaydwvSvFspdxvlbscd305k +XYhx78b9wN6kB/Ui8Jgdr6QPpSG9qMsbAAVEYOojByk2kOoih5iiR6m2iN4 HDeCJ/EjqE14SiGfoj7pGRqSn1HtZ2iiS82pz6m2OHS2Ne05O3Q6F+0Z4kig Di4fhdQh5UA4wth74jdcQAa3q9mbrqJwiycqdvigxikQ9UduoNk5DO1nI9B7 ORqvvKPwp+BI/CUiHH+JCcZf4tgcE++gPr2b6aQJ7fS7lS40M430u55hmU6s YaqYShrOMp1QqJyAEp9Fw2/R71T6HYfa8BB8N9hXMNHvowh1DUDkhTjEXExH 7OU7iLvC9X2No6RrHCVd57p257p2r1H89mxAOkdGmf6tuBNEv9mjc8N6kBdB v6P66fcg/R5GBUc5D7i+qlKeoybtJZ5kvEKcex3OHsiGp3Mews4WIOliIW6z BOVdL0SZRwEeeeejniO0Nt9cdPtmo9/3HkZ87+C5TyZeeqfjtVcy3ngk4Ltr 0fj+cji+dwvG27N+eOnsheHDHhi8kIgXN9sJ+A/Em3kg8j2+k/kOb5k3D97i NfPqwRsK/hovmOeU/FnlSzyl5COUfJiSD1LyASreT8X7qHgvFe8u7kNXUQ86 C7vQnt/JstaOlvstaGajbsxuQAMbdf0dvhK3+Erc5CuRzlcitQjJ3PQlOLsg 9th+xB7Zi+iD2xFz6ADOOgjBzd5p00Lw7WttscXmMLZypLedI72dm6j2potw YvYzhzZTbT4eZ04yzswZxoVxpeLnmPPMBb7j3BwIuBs5/y0usmSftz6PU6aE 28SZaDvjsvEpXDU9jetmhHu1CzzMXeGxxhXua87iGnPF/Cy81h1A1HZLAm6I WCJ+ZaMAfNl/G/Hdy8XuV8H4e8R3LQ6Y2hPzrTjOGn3UYiv2m6zTGt2JPOY1 /RZX+XUS950WYv8jl0qFdlol3F4h3U68GIH88Gb4XytAWBirdBKr9G1W6dxy tBeySpcU4XUpq3QJq3R+Ov733Ri8zanEi6o/4Dkj4P69uEUMl8PM0MMfMMh3 zQDfMRoE82/XwmFukcz5zzGXd8o2F5dvNF++Ch9yuRLmRiIrsIkiHWafPjZz AY6T7eOfLcIJ0n2cdF+YtwpeS9cjxHQj4lnFYtZuRfbhy8gh23lMwQS2y1mo K0+IGe3reMQoM9rjbDeeUvYoN4+yfYpsi93KWug4Mz6xrZF+Txqf3FaikYRr KYi7ToRcS/5aTGX3U22NXH40ZvdoRu3uptrCb6F3h8s1tDPZa3Yiw3gTQhaa Srm9tQ0Y9VG6rdjtwzXlzXjRbg/muvYCXJo7H8aLjWHCim5Kv82Y1bRyNZ00 Z9ZIw9cIw9cYmmlxOGWGf4bv6Rhugh6j6c6f0XLvzwg6lMl3eiwuOqTj8ta7 uLr/Pq6fLoT35VKE+LBVh1biVixbdUoZHmQWofnuAwwW/xn2qtwO/6XcP5kg t5myJ1mqzVjvlqcP7NIQ7Z3ixjK2O5jt2GKosr3cGNuWq2z/TmHbyAg7jZZj 4yLW6o+WYrmgeyrpnka6p5PuGXrY+KmgeyGcZqp0f/Ytzn42Gxc/+xxXP5uB C9/ownmhGXZZH5ETa1v5Cd/G7OBnfJc6weYoJtg4dN8vwsH7ARtuCg5aX8TP +KNzK7KeWcesdcMhS2bNBRy2OI6jHFsfXrt7wgFghFt0bzOlaX8pxT7jsJVe H8CFrUdp9SnmLK2+zSjX0Y33KVJatg9bto9o2dXS6nifOiR4NzBNSKTVybQ6 jU7f9Omg1524S6uz/LqRQ6vzAnuRH9zHlk1XQtkLwwZRHsFuGDmEB1HDeBg9 gqqYEbbsp6iJe4rH8c9oNZP4nFY/p9XPafULWs2kvkBLmshLcp3+EjPRlvGS XL9Ex82XqAppQNL+SIRwXcVwPaY5XMa9je7I3+yNsh3+qHIKRu3hUDQ5RxLr aHRdikOfewIGfFktbyThT1GJ+EtiPP6SGoW/pN/A07Qc1Gf0MF1kQIU7jaU7 VcDN0p1cx7B0J7N0J7F0J7F0J4mLKogbkOQQ7zuEO4NwJ6AuMgLDNQ/eQXsu 0Q5G1IUEop2BuMt3ifZ9xItD+K9xgHT9AfOIaD8m2hyGeDUi3bcFmQFt/MR0 EO1u5LJw53GsWxA9gOLYIZTGC7Sf4gFXWhVXVk26QPs16+gbNNx6i2QOsC4d uw9/l0JEuxUh7Woxst2LUeRdjIe+Raj1L0RzQAE6A/LQF5iL4cBsPA+4i1f+ t/DGPwPf+abie+9E/N4jBn+4FoHfX7qB78/7sYh7Y+Qoi/jFJLy41UGwf4/v Hv5ew8UPbNtvH36PN8xr2v2Kbr9kXtDu5w9e0+xXeEq3R+j2MN0eotsDbN/9 dLuPbvfS7e6SfprdS7O70V7Qhbb8drSyeTezeTexeTewedff5Qtxmy/ELb4Q N8v4ghUjmZvChNNnEXviIJu3I73eiaiDu+GxbTM/8ELtj6XZW9fvYMM+jG0b z2PHpgvYTav3bnbDPhp9cAudZo4xJ5lTzBnGlTnLnOf3uDEXmUu0+zJzhblK u6+J0O8rtudx1swZF5mrhNvD9BS8V5+Gr/kZ+Fu4wN/SFX6WZ+G79iwb09pz rJDeXHpZnoPnmnO4vNoVl603YseSparZ9FpeWl2o/dO/afau5YrZQuw98kCq vWIfs6PcxywuTuskLmr4Ds8aqbORtHmvanPCpXC+In+A35lsBAYUIy6OvTqD vTqbvbqgDD0lJXheVoDvy3Lwp5Jb+N95SfjP9DDa/Ht26t9T5h/wtOoH2vwD bf6BNn9Pm7+XNvdVfofeyjfoqXiNrvLX6Cx/hY6yF/C7cAO+54PhcyEI3hcC 4HXeH54XfBlvXFlkgeuL1yLO0gnxa5l1TkhY54iE9YzVHtK8G3F8NdO3HSXP l5BDou/LZn1Vne+++u5894nR+e7x46oVoj3HiR5r117KwV+K0RNLdreLUrLF 7LfXZAH0e1x4is7toSW1/Z/8blp7ZtzadperyDbfgSyLPbhr6Yg7lvsQY2iD oEWm8KK3XtriDoNe2nr4H3R2CTvyYnhoL8I1duUr7Mrb5+tjxSJjrKS5q9iZ jemtib4JTMUcsqkBX1izpeJcbLNlHIo5HIPnyWjUZv6RH5I/ouHOH9F0909I ufIA5+wjOMhMxsVNt3B5Tw6uHi+A+4USBHiyJwexJ0exJ3PLVpJRgppb99GT N4II18j/hri/HNN2tCs7cqSoiEueqO4Rm104YiuyE0ftduLAuo1E10Siu01B V0yLcXz2AcUdV3eXkaGUVxxKLQqzEeVdOZ3yzlhKefUp7xLsmLkQ+z7TxZHP tHF0jiEcV+zELgtn7LF0hiOzTzzauGIvP6T7mAPMIX5YDzNHqMdR5hj1Pc6c oCgnqK8GJ20u8vU4SYBPkl9n8utMfp3X8teWzBo3nDRnzC7gmMk5HBfHW66z k5PeWqq+Nqb4XBp8dtNeuGxwxH6zLThhI+a6zyPe6656Fxg2ZXFwh3c5Qwi8 CcH/pes+gOPIEjNB/wGyRyPt3Up7kmJPZ7SKjVgn7cbtrrR7q1NoNdMz000H stlseu/hCHpP+CrYgvfeAwXvCyig4FEOhiAAAoQnvPeOZPd09/0vswCC01JH /FloEDRl3vven5mVFcqmHNrJvGbeUN8+6juAvNBB6jtMfd9S3xHqOwpt5Bh0 0eOoiZlAXdwkGuKn0JQ4DUPSDIwpMzCnstmlzaElfQ5tGfN4mcmGp15AR9YC 5V0kY4vUd4n6LqEnb4nyLqO3YNkKfYXL/Of3swgO0JXB4hXpco5Z99IQc8EX KRd9kXtJhbLLwai+Fo4mm2g0347Hq0fJ6Obrr98jE8M+WRgLzMVkWD6mowsx m1CExbRivMspwg9FlLGMCmtSMFdcje7icbwuHkWXJPAQM2AR+A0FZm3OY23O Y1nLY1nLM1Ficd0G+dSjrhzW5qwSCpyLrrRUzL5q+0RfLyS6x1PfbOpbgkwf LfXlkociqlV80P253Angciegk/p280F+g8KIfpRED0ITOwxtwij15QPMulzH utzIuqzPmoWJdbmZS5VW1uV2PlYdxRZ9y9a4xl1HU9oEYjzNCHCuQ5xnI7JU TSgN0qOGyyxDRBNecpLtiWnAYGw9xuJqMR1Xjfm4KizHVWAttgwbMcXYisrH uwhOtKEZ+BCUjPeqOGx6R2JVXCngGRuBbw4Wyoax0fJOKEx+t8jvJlaYZU7A Sy3rWGQWWtYwT4bnyPAsCZ4xL2KaBE+R4AkSPE6Cx0jwKGvzW9bmYdbmIdbm gbph9NcMoJe1+U2V4Pc1+eUzIXZ8l7Xw/nIdxNmiNjoLWa4KZLx4iIxnnN0e OyDt4S3E37aXd3ofP8/1rhtsryhgd43sktzb171wj6w+vMERyDxjnBhXxp1R MJ6MF+PDn/NjVIw/E0CCA5kg8hsswhEdeEEJ72NOCPjaCSFMxNfOiPrGBbEn XBF30g3xp9wRf9oDcUzsGQVimOgzSo706NNK/BFJVkJ11AOKLz3g+hs3PPj8 mqUzcyb61XZntv5H/P1K+CtX5j209KgAWMpnQuG9wl7x2QLWRwTAlhzGncOH P1r8l/xli8WHhMWJtHiLXbkHUQG1SEzWozDPiPpyduVaIwaa2JWN7MqmGrwz VuC7xkJ80KazI29ivlU4vIE5Pv2zzAwzzZfAFFdkE8y4eW2XxcuSxYO0eMAw j/6mWfQ2TaOHq7DupjG8buRgbBxCpSodaXQ448QdKwnjPyfHgmJHxoEU2yPj lA0KbjyWKBZtWffY17KT249tWQW9RLH/T3Zyd+w6/PyxMVsOQ7vs7OyWD0O7 0tlhqSm/tVA8snNEettkJljKXrEV3wqCgDlI+krcWknHmf+Qvy/AQrXM9IAU FbTHbGSqj8tUl524h9IT95kHKD35AKmk2wop3P4B67Bg+hfw/R//AOX/+/f4 4n9a48t/sMY+cr2fXB/45REc+JxP8kGa/RfwepwCnyfM0xRkh7WipWALbUXv 0F78Dh2l7zmm3stiV3yA+8U4KC6p4XmlCN42FfB9VAOVewNCVAbER7KmJbEf q02oLTDAXFrHOUePyYYPFDt5R2z5nU7WktqfiG0lQf3fd8i2++qCRPXDcw54 xDw+7yBzfcFe4tru8Alc33/E0o+ZA9bE2loC2/YgBwdXkHYHybWUL3H1l19I ZB/4t/tYlPeR7C9lsv+KZP/Hz2Hz+SXcPOkKu1OucGBuM3dPueDBKWc8PuVE Sp3w9IyrtN/sqWXf2XMOcifG+bJ0tAuujBvJdhch2+KIlzvRdj/L4uxOs/8Z PCi2B8V2p9jux5lvmK+94H7UC25HlHA++piK20r7uqXOvEdS+zwUV6n1V1co 9k084vOvtPGi2FqGtS2kniqzK4fySQglHqHEI5RdObSL6WF6kRXST7EHickw CkNHKPYoysLHUB4xjsqoCehiJlETO4W6+Gk0JMygKWkWhmSikjoHc9o8tZ5H a8YC2jJZ7dSLeJXFepe9hM6cZbK3jNdMd94KevJX8KZgBb2FqwR7lVyvYqB4 Fea4XmTcTUfUOT8kXVAh62IAii+HovJqJOpvxsLkmIi2h6noepGBXvcsDHrn YiQgHxNhhZiKLsZMQinmUsswn6nBYk451os0+K68BD9U5uP7ynT0lE6iu0SQ PcYONkIEWJqLWJoL+8k2S3MBS3MBS3MBu1o+u1o+u5q4EmFeI1PD+1BJtsvI dj66MjLQmRKNT8y+j0S3BKQqc5DuZTHbtxZqvyaazYfdv5XhIimgCznB3dLB /8LIAZSwLWvi3kKbSLOTJ2j2JOrYlhvZlg1syya25eZ8YfYyzV6h2auskWs0 e52r5A30aTcxULkFY9Y0Ev1aEerRgGQ/PfKDDNCGG9AQZUBLjPyp9H0JjXib 2IDJxDrMJdVgOVGHtUQtNhM0eBdfgvexBfgQnYPvIjLwXWgKPgTGYcuXdivC MPsiFOOqXMxphrHW+g6rzAqL1DIn7yVmkZP2Aiftebo9R7dn6fZM8zKm6fYU 3Z4wzWGcbo8ZaLZ+Cm85YQ83jmGIbktmszb3sja/0b1Bd2U3Xld0okvs6tZw 9VTK1VOxHrWx2ch290WG02PW5ntIf3ILaY8dEXb7PmzOP4TdFQ/YX1PC4bqn ZPXdG154QIsf3+RwZJwYF8adUTCejDfjy6gYf/5sIBN0Q6ymQ6j2P0cot2F0 O5wJvaSE/ze0mok45owYWh1Pq5M4LSSfdkPKGXfGAylnWZWTzynwvyHpnBKJ TPxZJflWIpTD2v+IJ3z3K+CzTwGvLzzg/rkb7vzq5K7d3B/JttsnkW0lmb0H DgcsrVl6w5Gj9O4oR+lQNPuL9VFxSHqvXJyF3cT88G65rXkrOouA+48kuh0O 7YfaO5GrKtZf0yYi3SoQHd2AjCwDKkpYpXUmdDeyShubMG9mlTazShvLsF6v s6LbG/hbSe251nXMMjN8AUzzBTDZvEa51zDOF8KYeQUjpuWPchtlufv0M+jl Aq5Hb5G7iXI3cTw29iP/jjfSWTszGPVJEbJ96paFbjvSfRPaB96ofOgj8S3o lnd0++00aeNTf8up2/KO7pcvAix8i53dgTLfzrt2eLt8cqwag67iLDKJcHEY WUD+VmxGCLUo1sGUWc5eaSuLPSLEdrWIzd9Btv+5vCdbtGtmm+1+st3HmOyf kW17aI47ouz4HZIt011y4r4VNw/wVyg+8RBFJx+ikMmn5jlM1pNc5MVM4alD DJ45xiLaW4+KlCVUpq2gOmMVtZnrqM/eQFPOJgx5mzCR7ZZCQfcW2ksE3e9I 9zvS/R4RD4vgfikVisv58LyugfddHXyd6uHv04RIdryUeBbtDBZtrueaShpZ tCsx3vAeE43vSXfSJ3RbffoWZXG5rV2HpGXD/0Yy/OG5W1IenReh3RccJLvv n74m1WzZ7iN0+3ft5gix+L1tt/3BL+j3r6W3Th38d/T7P+zD0f92HOcP3cc1 LqJvcgFty4HpwAF6+4wb7jGPaPXTMy6sys5wOe0EN5GzrnDmQHe5Jh/vcmc8 xPEu+q0Uod+etNuL8abf3vTbW+z09mLnvgUvCu7F1u1Fv7040L3otxf99vqa od9eX3nB87ASioMecPnGTuhNvI9KgDtdOA9X3v17R68ytrh71BFKzkm7r9ev DjEwZoaWhNCSEBbuEBbukDdMHwkfQE7IEAl/S8JHSfgYyiImUB45icroKehi p1ETN4O6hFk0JM5BnzwHQ8o8TGkLMKcvoiWDzmQuoU3NfqheJuHsiDnsiLlM Hnsi05O/Sr7XWLiZwjX0Fa3BGNuHtDuZCD/rj/jzAci4EISCi2EovxKNmhvx 0N9KRsuDdLx6rka3Ww76vfIx7F+EsdASTEaVYSZeg7mUCtKtxUJOJRYKmOJK LGq02KikTdWFmKwwoqdsCt2lE3hNxrtK2LyLOWUUs3kXsXkXsnkXsnkXsnkX 0o5C9r1C9r0Cy4lO+XVMFe+LhowXokutRmda3KeEPyThSSQ8l4SXItObD71v nUy4Hx92VRsJf2UhvAf54X0oihwk4cPQxI+Q8DHoUkh4GldJGTMknA9vNh/e 3EUSviQTztVOR8kax946x94Gl82bJHyLhL/DUNV7vK1+j5a8WaQGtyPKuwkZ gQYUh5tQHWWCIc6I9gQ+DEkGDKU0YTylATOpdVhMrcFaqg6bKVq8T9bgQ2IJ vksowG9jc/B9VCZ+G56Cb4Pj8E5FypXhmHEK5UpJj9W291hpe0fCt0j4FhbJ +ALn9HnO4nOcxWdbVkn4CqablzBFxidN8yR8DmPGGYyS8RH9JIabxmXCWb37 64bQW0PCq3vRXUXCtVxNiT3fGq6mysxk3IDauBzkKoKQ4fKE1fs+0p45wv2W C57ae7NiK3BLottTovv+TS88Yp5yGLxgXG04IhkF48l4M76MiglgAvkzwUwo E0bCw5lIifIoIv6vEXTaFUHHSTcT840zEk64IJl0p5HuDM4ImWfdkXnOAxnn mQsKpF9kSH4ak3qRjp9XIpLDO/ykD0K/8ULAIQUCDiigouN+Xyjg/WsPOH9+ /+ObrnYMPyLVbrv9UvW2EopbSYR/JuHtSLwdLeeTids9Uv3eKxHuyAjEGX6b iv8Jt9bMIUnx29as39YHJMczfRIwadzgamsDtcldiAqsRQJfJgUFRtRpTXhZ zxpuMPCpbMBycw22zBVYbB4Tjq/jv9FwPuMifOZnmGk++5P0e4IZp+Gj5uUd x4eMS3R8gX/cnOT4Gy7ohOOv9XRcb3G8qQ9GtQ4phC39hCMyaXkmHVefouGn 7JB5yhZpJ29IjmsfMjt7xH13nWumspxrxhrO/MRyp117xp13V/FgqYpbSZrv 3fFcMt2VFfsj52/FnvARGfYg/DH/P4i/sJ1ASfBhKRa/PzHcXzK8180PRrtn KPvGnobLjpccvwsrWfFiKv6fUMRtIeXeFlx9IwA5kRPI48RcwEm5OGEOpUkL KJcUX4ZOKK5eQ33WBhpzNmTF8zfRXLhpUXyLim9xdG2hu/wdXC8mwP1yNntg CTztK+H1pBa+ikaEcAaJj2YBSTGjJIflu0gPc1kthmunMd74joq/+4ni2wVc um6lDPnffYR815Fq8SlJNw+exB0+kQ8F5BdkyO+dvo5r4qN9LYjfOLAL8oMi 2yX8p5A7HPw1rv7ic5z6/47h8kk3XCXe184ocOOsAjaMPXP7rAfunXNn8XfH 07NucCLcrmdd4EHMlWecqDDD7ymuyQfBPAm5F+NNzH1EiLkvMfcj5CoRYq4i 5iqWcdVZMWWoaLkDVBzuftTcj5r7UXM/au53jD9DzVXUXHWYS/lDSngf8IAr W/nT81/BmZK/OG3DMn6dkttT8juU3PeTy/+rQ4wMi3gIi3gISQlhEQ9hEQ/p ZfqRFTxIyYeRFzJCycdIwAQln0R51BQqY6ahi5tFTfwcJZ9DQ9I89CkLMKYu UvIlSr6ElsxlFvEVvFSvoD2L5GQzOWQndw2v89ge89fRU8AGWbhOxTeki2km 31Yj+EwAYs4GIvV8MHIvRKD0cgx01xPR4JAK0/1MtD3LRpdbHt54FWLQvwQj IWUYjyrHVLwWsymVmMuowny2Dgv51ZgvZsqqMVuuw5S2ElNVGoxpdXijmUWP ZoYNdgqvqXlX6ZiseQkLeTEnjmIW8iIW8iIW8iISUkRCilrlC1KJE54K6yl6 NTWv4KqkGF3Z/DdlJGJterx2N+axxDwZqQpi7llGzKug9uGj76v/iLmqA+rA 13ykBeb9KIwSmL+VMU8aJ+aTEub1mbNozJqHIWcBpjyB+TJa2cXbi9c4BNeJ 2waH4CYx3yLm7zBAyId0xLzmPUZqP2Cs7gNeFs4jM/wV4vz1yAkzopxDsj7O hOYkEzpTjOhLNWAkXY+pjEbMZ9RjJaMWGxk6vE/X4ts0DX6bUoLfJhXg+4Qc /BCbie8jk9nRiXoAUfcKx5RLGKbT9Fgm6Ett25hvSiVNqmfStC4wX6YAS5g0 L2CcoI+xk8uYTxHzCQyxkw80jBDzYfTVDhDzPvRU9eB1JZ+Jig6CTsw1zbzP xDw+F7nKYGS5eyD26VM8c/CCk6MKLxz9cPuGQNxTRtyGiDPPibQz42ZLxBlP xtv2U8SDmGAmlAlnIoh5JBNNyGOYWCaUS/ewk06IPuHE/u1MxF2IuCsyiXjW OTdkn3dH9kUP5FzykN7MkH1FRImsq0qoeZt+mYWcoz32rA+iz/gg6pQPQo4o EGKtQPBBBYL2KxH4hRKqX7Ok/9Idd399+pNCbidh/pW8H51t3EFq47fEZb9u iYtSOooW7igZ7nhYNtxRNtxKGL5HIvxPJcQdD8uA2xPwDO94Ar7OddY6EV+X Ps8sJqYB6dkGlGtMMNawjOuNGDE3cX1WhxmTQVJbrNVkvVfFhZjp9n+W9J7i 2m2SmeBTPk69ZcGXKPgSBV+UBO8XghsouIGCGyi4YVQWXC8L3tXUjbw7nkjb VvzkLcaBYQs/aYOC648ouNeO4lIbf/TTNm54ptrZmf5R8cCdRt75aSO3kir5 78ml3LJPXSrmrvJ+dQG5OCEteK+gnF/ScumrYWlv+TDx/jm3gfwRxk3OIAkf cBWR6LaS7P7veMNtDwVve+SOUraykuO3mNsopuDFx+8RbpH7KCTgBUw+k8Nk 8ntZSoOEeC6reD7n5KJdiGslxFdQQ8TrstaJ+Dr0eRtEfIOIb6C1eBMvSzbx qnQTnZpNZHFWcrmUAbcrhfC4WQ7l/Wp4udRD5adHZARreKIZeWoTKgoMaCpt QGeFCWMN7yTEx5u2kOSeiAuf78fFnbdQ/0r+4Iadw9/S27mOYI/lwpoy5XIn /0z+OOEvjkofKSxiY31SXFFzn3gVX9svKGcOSJRb0Xxxjc7dktseEm965Ks4 mK9lGXL7r44R6zu4zSnAhmtnAfiNs0rcPKeELXPrnAJ3zivwgGvuJ4T8BePK 4etxzhWexNznrDP8iLm/CL/nQ8h9GT9GdVU+gyVAhJgHEvNAQh4kQsyDOLyD iHkwMQ8i5UGEPOgUf4aYBxLzAGIeSMyDWM2DiHkQMQ8k5oHWnvDnFOC3zx3K Y3cIua20R/3e0VuEXLwN24+IVzP1DCkJlq+/oWZfUweTk2DW8WDW8eA+ZoAZ Yld8i/yQURSGjRPySZRFTnH6n0Fl7Cwhn0NNwjzqEhcI+SIhX4KRiJvSl9HM F08LEW9Tr+Jl1hpeZZMbvog6c0kOX0iv+ULqLthED1eEjTGDSHDMQsDpIESe CUbS2VBknY9E0cU4aK8lodY+Dfp7arQ8zcUrlwK89ixGn6oUQyHlGInUYiKu ClPJOsxk1GAuuxbz+UxRLeZKazFTXkPAqzFKxAcqmtBXPoze8nm8KZ+TIddM 43XZJEkYlzEvHSHmrOUlrOXFnENKWMtLWMtLyEfxS/m9wMXiMGwDU0PQtcS8 hIuTXNbyZEx3mPGJ5O5IdE2h5HlIV1JyL0ruzYffx0DNm6n5y12Sv7FIPoSS WCH5qCx5KiVPn0adRXK9JPkSmlnJW1nJdyTXWCRnJe9jJR+g4kPVHyj5hx3J Jxq+xVTjt9AlDyLcqwHJIQYURJlRFW+GPsmMl6lm9KSbMJRpxLhaj9msRixl 1WM9qxbvsnT4Vq3FbzM0+D69BD+kFuCHJIoen4Hvoyl6eCy2giKx7B2GCVeG K4JFar7QtkvyViH5KiVf4RQvJF/k9C4kn6PkMxjhVD6s3yV5vZB8EG9qKLnu DSXnU6HlU1HBp6K8hffZCHN2BXK9guH1wI96+8D5jh9c7gQwKty76YmHHMKP Kfgzxokqu1JtD0bJeAnBGRUTwAQxIUyorSx4JBPFxDCxlDyOiWfCuT6PoOJx TNIpZwruwgruSr3duPZ0R94l5ooH8q8qkH+duaG0Qv5NJf4MeTeI+XUlUjjy ky75IPGiDxLO+yDuHDE/4YnwowqEE/QwayVCDyoRsk+JoN8o4P+5B9x++QC2 AvIvtyFniLj9gY+Yi26+Z8dycX4aMXe01PE9EuZie1hq5Lflferc/gt+Tyb9 I+v7MG5giTaukXbGtMbV1xpyk1oQn9aE/CIjaqtMaGs0osfIoWUwWwjfI3E+ 27oirdqspO3fkHWu3phJkj7B536MK7lRPv8jpkUMmxbI+gJZnyfrs/yzpsn6 JLoN4zLrBq6vDRyS+l6J9a6mDiR/40Dab5F2B6SftGfskHbiJortnVFx3xMV pL1ClPOHu8u578dj5GJH+7N/rKBbaHeSj5WLs8tfO/9OSXch830uQeLiiNwO iLhK2Uvfg36PdvMHBgn435Puj3z3u4rW7c/WLaKi336S391uvuwmvihmDyvm /SrikqXom9u8vYtCOl5w/D7ymbzj9JtR0+/Ua/7IChv7xPBCGl5CwzUpizR8 CVWS4auo4/TbwA6lz1uHkd3JzO7UWrxBwzdo+AY6yzY5F7XC5XIu3K6WwcOx CsrndfDybEJwsBFxsSZkprOE5xpRU9zEEq7DYI24jMIWxhq36Pgm6lObZcM/ F2dQiiq+d6eMWxC3vBtbEC7eiH1kZ+e6DLgA/Yp4R+BVyv37kt9C72sf9cYN 4i0Al/g+JPbZ2x46iH9DvQ8w+yS/Hc7dxa0rbnC86o57HLj3bMVp37LbdrTc gXFk7tHvR8yz8x5wYdy59FbScG967UfDA2h4EP0OYYL5vYDrPz0NJoSjOOSS OLzG0O9Q+h1Gv0PPiSIedlYU8TAaHkrDQ2l4CA0PoeEhNDyEhoewkId87YUQ Oh5yhKHhwRz1wfs9uYT3xIt9j+i3I/2+D8UNlfxhQ5brP6uDCUgwq2AwS3hw J9PNsIQH9zODLOLD9HuEfo/R7wmUREyhLGoa5TGz9HsOuvh51NDuOtrdkLwE feoy/V6h36v0exWtXPy1cfH3Mnsdr3I20JHLF0reJr3bxOuCLdRHDyHWIRt+ J4N534IRfyYMGeeikX8hHpqrKdDZZaDhbjZMT/LQ5lyETmUpevw06A/WYjii CqOx1ZhIos/p7ANEZjavAXN0dZYLxGlNPSYr6jBCuwcqjOivGOXtMm+X0Fex wLo6j57yWdlvzRT9Zhkvo99l9LuUk0UpO0Apy3gp/S7lhFHayYh3H4nTqExM Ex2vo+GVNLyU9ymPZTwVM50tn/B9DokuqUj1yJf59tR9yrev4JuPfGC3zHfE Lr4TyHfyBKpSpz7ynS34XoRxF98vS3bxXSH4foc+lvBP+CbdY/Xf7vA93fQt ZvXfoTZjCNH+jcjgErskjiuP5GaY05rRkWlGX5YZI9lGTOXosZDbiNXcemzm 1uJ9rg6/zdbihywNfswswY/pBfgxJRs/JJLx2CR8GxGLzeBILPmGYdQ9DLOV Q5gn4XNtG/JxUk7t0y2C72UL3wsYM5Fvo+B7mnxPYqhpnHyPku+36Ksbwpva fnRXk+8qPhNaPhNa8l3BZ6Kcz4SmCT6PAuF6V4TNxv1eEP4Wbnf9pe79RHRv Wy84Mzvd284bPowf488EMsFMKBPOX49kopkYJo4TQDyTwCSKPs6BHH3KCQlM 6mlnqu1CtV2Rd9ENBZfdUXiFueaBohsKFN1kbJQosmXslChkcvl1BieCtGs+ SL3KXPFB8mUfiXLRy6OOKxD1jQKRXysR8ZUS4WQ87KAnQgXjv/KA3z+44u5v zkhd3EoAbiX03iPRLbHNHKG/UiuXxbY+In0lIko5Z1HHw9ZWktc/l7VmHKzl CXDMsIJxI2NapdirVnyOVvnbuqon0FTZj9a6Abxq7PtMmLyHm2WWSAHzdMuS tCATMI/zWR1jRonyW2bYNE+c5zHARVq/cRa9RuJsJM5G4mzcjTPHmp4LtKZX 0PrFEWh7pB4XsUPqCVskH7+B8rueKL/H3Pf6CLS099xn197zfwTo7e79Qt6D 3r6zB91yRNw58BOg3wigqTQfP8F0P3EWUIud6iRaWL1H4nmAEbd7xFfEnEb/ T/S5ykLL7VpFnf3w2iJ0p5sPKi7cQSHvXME3t5jbzB3qfJc630Mulc5h1Ezq N/egDnlLpUeRTaVzoqeQFzfzidIVFqWr1SuozV6l0qtoyluDoWCNSq+hpWgd bSXraOcU0aFZ53TTCucrRXC1qYD7oxoo3Bvg529ARJQJKcls2Vls2YUGNJbV obuqByMNmxihzmMiTRts2xu48Mv9v7PLXNptvlf+pKfLcs2WZD6yfej7C1Gl pXpNlK/KsZJk/kNco8uSzwe3fbbe8VnobCvZvB/2R0/A8Yorbl9zxx0OMbE4 t8IDOx+uih9ye/uS7PJt5u4FJR4wTy4o8IJGu9JnBeNFo325yBadOuicC0Jp dDh9jhDh90Ivc9UsTnehz2H0OVyERkdcEh5HUuifIZJGR54XUwFDoSPpc+Rp bytEEGkbhJ8Sh8mYEyJeiDjOHGPIdASrdjirduQhX4R8waXArzgb/doNjw89 Jc8BpLn24wWmg+QLe6iD2O+CWK2DehhW6yBW66AhZAW9Jc+jyA8dRyGrdUnk NMpYrSWe4+ahS1gkz4uoI80NKcvkeQVG0mzKWENzJtdvar4ysriGy94kz5vk eQud+VuoJUBR9jnwOh6MoJMhiDkVjtQzMcg5n4Diy6nQ2mSi9k4O9I8L0OxU jHZFGbp8K/AmiBU5vBrDMbUYTazDeFoDJtWNmM5twnRhE2ZI5pSmERMVDXhb UUuOmzGoncBw5RpvVzCgJc9a8qxdJM8L5HmOfXQGr8unOcmzYmtYsTWjJPot w4pdximjjOv5sh6mi7G80Ug63Kon0fUkWkei+e8ryGfFTsfs67ZPeHZFRWIV Ut0LkK7QyDyz1aq9ybNPi8yzP3kOIs+hvciLGEAhFy3FcSMoSxhDheA5jTxn zKBOPYeG7AXoc8lz/hLH3soOz6/K1tFJnl+T5x7RrqveoV/3DoPV7zFc+97C s2jXHzApeNYLnr/FnOFbLBi/4587jPgQPbJjTChPakZjejOfvWa8zuYjmGvG eJ4Rs/kGLBU0Yb2gHu8KavFtfjW+z6vED7lkOruYVPMep5HpZDIdn4xvo8h0 SAQW/cIwFZmL6cpBC8/y4U+5aS3t4nkWI8ZdPDfKPPdu81zTi9c68lxJniu5 UNK28jHRwft5DNwossf9YCYEigchUN4PguKeP57S5BeMC+Nu5wUl40WDfRkV E7DbZQ7wCCaKiWHibOklfU5kkmhzsmjZdDj2NBs1k37GGVkc0LkWl4uueqDk OnOTsVWg1I5xYKsuvaXEX6CE2wIHBbL4x6ltfJB5k7nhgwwm/brPDtexpxWI PaVAzAklYo4rEX1MiSgyHclBHS7a9hceCPiFK+795ixsdxr2Ealh2/PWgXOc wyGRr6RbCeZDR/aIL7hhpf5MKtcUeldETxFI/xwOh1msrffD9uA+jBqWyfUy uWZMLMXiUnaT5mXOvqIjiwWWOOKxVwL6byWsZ8j0tCVTLYv8mUX+7CImxLMs ZZ59ep5sz5PtOQyaZsk2+zQXZ73GKfb0CbI9RrZHGI5BA5fIBo4/PcdfExdl jc3IcXQj3XYMyf7GBjlXHkFzV7nDdvkDEW+J7u0T2Kq3L7Ly9CPd0tvBngu6 5W7dukN3AF45Wfh23uZb7tdWlh3opPozie++3ZHUlgDvJ9my1n2W9LoGEHzC /Xd4w63Mtops+5FtP7Ltiw7S/YqptXuC/GN2jAPyv3FEHvnO++Yucsl1tiCb SWMyXMV+0mGod/MdO4MC8l2cNI+ylAXyvYjKjGXyvYzarBXU56yQ71UY8jlR F66ipZgdilNIeymnEc0aOsvX4XytBK53dHB3qoenjx5BYUbExpuRmWFCMaeC 6pJGmEorMFy/gbcNG+R7A6ON6xhtWifh6zt8X/z8oFy0pd3lYiPrbSXBvXen WEsRtVr4/cey3vs/VutrB776lO9DIp/yLSr1nWtuuMsReE/khgce2Ai+H9n7 4F/gCbfPmPsk/D7Zfsg8Zp4xziTcnVGSbx9GRcIDWbNDOLrDuPqOJOHR5NsK MRz3P0ckCY8g35FMFPmOIt/RIiQ8Rlx2KYaKf4aYC2LCYM7JiZYadzQ9v4ko ih51WsQLUaeYk16IJuNR3zBkPPaoPyIO+iJ8ny9Cf+OL4M85Kd1Llz8fQroy tYlpZdoZGRB10BuGzTpokBkm3yPsfGPIZ7MuZLMuYbMuI93lbNaV8Qsy30lL 5HsFDaRbn7ZGvtfI9zr53kAr6W4j3S9ztvCKdOsihhBmmwPFsRCojoci4kQE Ek/FsKAkouBSGjQ31dA55qL+YQGML0rQ6q7BK28tXgdUoTeMLTm6DsMJDRhN bcR4ph4TOQZMFjDFBkyU6TFe3oTh8no26FYMaacxUsVXFyP4HqpcxUDlCvor l8n3EnpJeA8bdnfFrIVvNuxyNuxyNuxyNmwNV/wa8q3pYzh9aLjq13TIZ0tZ DrB2lZHvUvJdXM6GXYCuvAzMdr/8dO/4Gbyq7UKqG+u1B/1W0m9P+u3F1ZO3 8Lvd4nfPjt8F0cOy34nC70n6PY1q+l37id/Lv+P32ke/K7fQW7WF/mr6XfOO fr+j3+/p93uMN77HZNMH+v0BM4YPmDPSb9O3WGSWzN9yYA8jOVLPCcDEv7cZ BnULV17N6M1rxtsCM6YKTZgvMmC1uAmbRQ34UFSL3xbR8QI6nk/Hc1m3s1m3 M+h4ajp+m5CED9Ex2AiLwIIqDBOROZhgSZtuFX6vyH43L0qz+ihn8recxYcN UxjST9DvMfQ3jKC3nn6z1El+V/OpqKLfVe2oy66Dr1MsVC7x8HkWZQXlw1D8 O3g9DIH3A/J9RyXR7cp4WOj2ZgTd/vas1EwwB3QYqRZ0RzLRdr6IZeLt/JBg 64skJpmMJ173ROwFN8RzIKdyQGdyYOeQ7fzLrNHXFChhlS5ljS5jfdY4MLS6 /DZzhyEsGt4W3fbkjJXDv/FPkM2/K4t/ruS4jWx4ymVPJJxTIP6MEnGnmZNK xB73RMwxT0R/xQU5a3b4fg+OZDc8+/wGbPfv2L0H9gfF/saPdFtiLS5Z4mAt PvDWgWTfkiIOO4rt/8LtIdw6ckiC+xbZlhq29T6kecdiRL9EvhnjEsaYcdOS FRFeEtf8EicoNMttesrSqq3EV3uF2IL2Bfy1fNBDPK3mOYI9R7BnMcQMmmbQ z/SZ2LFNBNtEsE0CbC6ajYMMR5yByzR9pwVsMzrqm5B9yxkJx2yYG8i3eYEy PqYadm0N0dYQbQ3B1jzcRltcXuWfQls+1m3ehfZO5ybUO3CL3u0s924r0h3I e97jYunfLnLk+t3rEsiN5DW/ZCSriTS9FlL/D/Rw2+2qkvKaZndJ8aPXvvTa F+00+6WbN/QPuRz82hZ5dDv32C3kHLtNr+8i69hdZDJpInc4iwcM7LidFTGB bLqdK9yOn5XcLqXb5ZLbS9Cpl1i7l+n2MhrzWLIKVuj2CpqLV9FawumjdJVu r6KjfA3VaeNwYeV2VzTCN5CVm8v55FQzcnO4rC/So6GsBr3VLET16xhuWKfd 67R7zYpwr+H3cP6X+6TroEnN+/NDUvO+JPaPy4e6f3UYf7D9iZES4NLHRX5x ZJvv3e3bSgL8f5Xoltr3QZHDuHHoU77tjp6E44V7ZNudZCtwn2HjvqnA/4XH HGuC7afMc+YF4yy+d1m0bpnuF4wLI/j2ZHwveMCfhAeR8FASLhp3NEd8LEd+ HBfsCaflHWsx/DNiyHcM+Y5l4q6Q7TgavgdxVDxe5KLgOv6C917EXRBmx3Ib K05sOeeFmLM0+gxDv2Ppdyz9Tjjuz5GuQrS1CpEHeXsgAPHWrLY0UTI7UFyL S76shzpQ3ierDuxlaHbgEPMWWazbOSHjyGfdLmTdLomaodlzqIhboNmL0CUu 0ewV1KWsoDF1Dfr0dRjptYleN6s3afYm2uh1ZdgQgm/mwvVoKLyPhSHkeARn pFiknU5CzoV0FF/PQsWtPNQ8KETjsxKY3MrR5lWJDn8dukNrpEuBDMQ3YDil CSMZeoxmGzCWb8R4kRFjpUaMaAwYLG9Ef/lL2jyLURbOEaI1UrVJszcxXLWO oao1DFSt0uwV9FVazNYu0Ow5QjdDp+l2OWt3BWt3BWt3OWeQcs4gFVzyV7xh ui0nRVkOpZYbaXcD3a6m2xV0uxBd+Zk0u/1Ts23QTrNTXC1mK3aZ7UWz/YTZ XZLZ4hI2eZG7zR7fZfbsjtlNu8xuKRZmr8pmc7H8WrtBszfRq9uk2Vs0e0sy +239O4xKZ5AIs99jSv+eZr+n2R8wb/qABfMHmv0By83f8iGaQ1FSO9JiDShO MaM2sxnmnBZ05jdjoLAZY8VmzJQYsVRqwHppE96V1uPbUtpdUo0fiivxYyHt zmcHz+EjoKbdabQ7KREfYqOxHhaOedo9GpWNUW0fJtnSPpo996nZTdtmD8tm 1/bJZuu6UJfbAD/nWPjT60DXRPg9j4bXozB4Mz5E2/ch0Xb0g6udDLYn48P4 EeoACWwfhAiw7X2sIP77P1mz/RBnp0ICk8gk8/9TmGR6GnPWFYkcwWnn3ZAl DljT6kLJak+UcWGvsWPZc2AcPVFxxxNaWqK95wWtdGDVE6V0Jf+2D/IdfaRb K+Txqz9G3i0f5DI5Dj7I5j8ni5araXnyRQWSLsjnoSecZWh4/ElPxNHw2K9p +BEFIg94IOQ3blD8wx3YHhA424nzdezFx2PYHxKNRqb7sIS2g3gzt3D7j7i1 tghubYkst8ORg/z+wY+lm3qneMfgrX4RIwbGuEjBF60wZuJG7Pb+jIizTTd/ jGjXewXarObN8/xygtsJqj3OUG8r8j2L/8i2PUPAZzBAuPsJdy/zxjRJvMfx 2jTKcMls5JLZ2EvAuVzWvyLgrehoNKG9vhF1qWrWkhtIOumAklt8IrhAKuUD X8oHvowPvOa+t4R4+QP5iLZ0EZbHvj/Zad70TG7exucy4lL7fvHpjnMibiUp vmfH8S7JcaH5XknzblLdI+LMH+UXopPT8R7qvZdgB1jQlsLfR7l/D13cdkpu +9FtP7rtS7d90OYmXh+tFPyvkX3UBtlf2yObfmd97Qj117eR8fUdpDLJJEHt y5bl3y+de6QOG6Hf48iOmkQO/c6n30VJc/R7nn4vQJvBlqVmy8pmy8pZot9L 9HsZxsJlNBct0+8VvCxbQbtmhX6voLNiFTVZE3DndBUQzs6daEaG2oQitqQq Dvlu2j1YzzbEDDcwjat4y4wwo02rcL5876fdW3yAlgVxQbh01jl+H5e4vWRB /NIXFsi/PCJDvu+IBLms+Ge/o/gRSXEryfC9sPv6FO5ec8F9Ck639+Ah8f5X eMTl9FMHbzzjMHvBODEujBvjwTgTYCcL3m6MB+PF+DEB5xUIJuJhTOQ5dxZn NwLuigQCnsQkE/EUcYSMXT6eiMcT8AQR+p0oGZ542ecz6UtuSXmCyEWZ9PgL XoL18164jHhKnkDFk0/7I/FEAOK+DkDsVwFIOBqMlG8ikXY8DqkX0+ULcu3I TToCeyxycx0XsC33GHJDd8kdPYuyWIvcCVzHJS2jJlnIvYrGtHXKvQFDxiZM VLs5awvlIcMIuJ6LF0dCoTgahoBjkYg6Hsvhlgz1uQzkX81GmX0+Ku8Voe5p KfQuFWhWVuKlXzU6g2vRHVGP3rhGDCTrMZRuwHCWEW/zTBhh5XtbYsIQG2+f pgm95e0Uew5juvcYlUK5pWzhLQkb1m1gSLdOudfQT7372Lh7qbckt3aecs9S ZcpdwcZdwcatpdxayq0dYjh9aDl9aLePorbLR1ErKDdXC12aGupNuUuK2LjV mO35Hbnd0F5DuV3ykeZehgwPHRs35fa0yO37qdy5kYMoiHlLuUcluctTJlG5 I/c86oXcHHKGgm25V9DG5XK7Zo3DbVvuDYvcmxio2cRQHR+G+i3pvBHpDRxN 7yj3O0nuWeN7yv2ecr/HotC7mXq3fMAKM1jNYZ/Gl0eiEZoMMxrYulsLWtBd 1IyhkmZMlJkxpzFiWaPHuqYR7zQUXEPBy3T4oVSLH4vL8GNBEX7My2MDz8IP GWn4LjkB72OjsBYehln/ULyNyqLcS9J+VEluk5B7+qdy1w+iu45y1/SgPk8P lXMcAlwTEOSWiGC3JAS7J8HncTh8H4dB9SgE/o+C4XXbDwpJbW/4UGuVpLYP gphQJtzeV0I72t4PsfYq6etEe38k2fmTbH+k2gUg5SZ/jWM2+YL8Fq/sSwq+ bD252PQi2ZSBf2YF6dWSY+1dX76UmQeseg99pcOrQowyyrEHRff8rFB41w9/ hsI7vigQuS07LhTf9jvzpidSLyuQwokgmRNHEu1OPOuJxNPs4ido9zGu8r9S IOqQO8K+cIXyF3R7/2GqzbCNiNptf1DUa/tDh7mxFufd2tNp2WspgvBDtGOb ansp+1m097PB7MNQk7iC8LB+QVyFxLBAsuWMmhYE2wviKiTi3QAiLNafCZ5J efOclQT0f+V2lj8xS6VnpLylz8PMoHkKA0w/je41T6CH6TazaJtGGA42E5fJ Ri6TDV3o1Lejo6kZ7Q0GtNXVo7lah8rEZGRdfYYiBw8UO8pel9wVXnuh9L6I N8qk0u2DCj7y2p3S7YsaS+lueCqfYK5/ZjnQvW32i13F20kUb3blV/xiD9UO QIdzADqdxQXCu5wD9hLtgJ/R6wDBsKjTXdxKFFvS4UqOXX0tHPuSY19i7IMW gtzMmBmt7ROoj9qRYwdkHnVEOmlOPXqbT7sX5wfOCb49MstBnI5DBctjFpan kBc/g8LEWZQkz0GTOo+K9HlUZS6gOmuBLC+iIW8RTflLZHkJ5qIltJQsc55Y xkvNMl6VL6OjYoVT2Qpes8jkZfRBkz+A6pIBNGj60Fe7goE6pn6FNK9gqGGF r4ZGbt42rfDhSHCPY6/ePudMoPzZT7q1YHmPBPKeTzi2kkD+Q1wWHO8/QowZ Miwovmah+PohuVTfIMa2X5/GvesueHDDXVL4EbOHEiu41H7C5fJzi8XOjCvj zigYT8aHY9zjsijSSigY5QVPeuxJjz3psZIeK+kxl8DnFIgRu7nOeiDxjBuS z7hKZ6mk0+MMJvmS2OeedNUHP0PyNV8kX2Wu+Ulfp0jx2cONN37Db3nzly0h 30lSvOg2c4m56MUR7cUG4M+/JpAjOhBJJ4KQejIM2RcTkXUuAZmn4pF+JdNy wa4O5jXDl0JAn7yXJWCYL4kRWeewCeRHTFHnGZSwU5fFcpXGTl2ZaNGZMtex U+/onLmJEq7yfK/m4ol1KFyPhMPvaCTCjsWxFSQj7UwGci7noMi2AOV3Sjhw NGhw0sKgqEKLbw3ag+rQGd6A7hiqm6hHf5oRA1zNDeaYMVRgxmCxCf2l4o3X eumTnAYr5/nQjeo+WEkw/4WF5q1/muaqFfRWLeFN5SK6Kxfo2RypZbHWkmYt aa4cY0YYruwrSXNlH9NjOYL6SjqC2qU18feQ5vJa8qxlsS5GV1EWaX71icwv 8JIdMNm5AGlulNm9ir26Hmql4acyh8ky51PmovhRlEoyT/2TMpu4GP4os7wj q0u7znu0jje8x33VGxioFTJvUubNnTM6J/RbkszThneU+R1lfkeZ32Gx+T2W Wt5T5vdYaRVvwn4vvRl7sJajX92BnFQjKrPM0LNbtxe1oLe0GSMaM6YqTJjX GrGi1WNDS6G19fiuogbfl1fhBy5afiyh0EUUOp9C56jxQ2YKvkuJw/v4SKxG hGLGPwSjWbWc+OfZqWctMk9S5nH0N45+InNDvpE9Oo49WlY5hCKHeCQh1CMZ /s+i4E+ZAx6HIpA6+1JmWWUfquxLlX0RzIRS4nBKHEmFxX+x9ly42gdKXyfb c5gwaQ68teHClqM4hcnkkMrh8Cq85oOSmz4s0b4U2Y8iq1B5V4Wq+/7QPWQe sTNVP/Hn9KF7okL5YxVKHoj+VfIgQGz88b+jmD9bfF/F+AmvGV8Za0vpzqH2 GSzsaVeVSOPMkkqkUy4S6vOeXMUT6VOeiD+uZLlWINraHeFfuuDFr69tA20l Cb0Hdpzc7C2xEkSLDVW2PyxtDuEPZJKPbNN8AHaH5SatsL3DR38Og03zfCao 7rBhXrybyThPoeXD0FbS07VH2hkyRo5FrKTtHonnbZytpK34uRl2ahlqK0G1 FTv1FP4TteYzTaH7mDfmcWpNqc0ce2YujU2D6DT1odPYjQ5DBzr0bWhvMqOt oQktdXUw6irxymzAXN9b5Nu5o5BiF1HsYrbrEhG265J73nzchdg+ktjl1LqC qaTWuiey2HVPhdoqND6TxTbsFltq2f6f7C63Em5z2SLg7tiOAJt270GXALvL RbwGOrntdPWXsGYv5/a/EGz2Z0teEu82V4G2L8H2Idg+EtomV28YXb1Q+4BA fGWL9KP2SDvqgOSvbiHprAJqD87anp1Q+3DGVnHGDhwk3uxS4QLvCWTHTCE3 bhoFiTMoTmafSp1DefocKjPnifc8ajmN1OcuoDF/gVPJIkxFi2guWURL6RLa ypbQXr6EVxXL6NQuc8JbxuuqZXTrlvGmmqlZFh+hWLvMF1B/3TIBXybgywSc aVym4cskfBnx7rHyjvFfHpD93sPtIYvh1lLFFp9jfYmGy5XaUqu/OCw5fulL yXFxkaEr4lTKq2KH0TWxw0jI/W8ls+9fd8VDmi28fmwjosQTEVsFbxV4weWu E+PCuDLut2S3vYTbjB/jL2YHcekGjnJvxofrItluT9rthXAmkok5x1HHh148 /OKKSmlnLJdnoONqJo1yp1xXWSH1BjdpN1R8faTd8GN8LfHht2+Kkp12w5s/ xVwXO8pTuMj/B8ruhZSrDB1P4USTfskfGReDkXouGOnnwpB+Nhx5V5OQezkJ Oedp+Ol4pH4dg3SnRgJCu/0te1cCBi12jyI7ZJx2T8p2R/GVIOyO27Z7GTq2 atnudTQIu9mqPenyg4OheGEdBs/DkQg6GoeoY8lIOpXBSTAH+TcLUOpYAu3D ctS8qESjezVM3rVoCahHe2gjOqNpcoIBb1JM6GWd68s2o59g9BWZ8YZt+nWJ OH7cgQE24hHdt8wH2W5xpaJqS6uuFp9QMFK9hf8bb6t38a0j34zM9zJ6qsh3 Ffmm/11atutKtuvKSXRVjTNs11Xku2qQId9V4gBqF0O+q8h3JfnWNpFw8l1O vsvId3EWZt682m7WBdLNf0CSE+12od1utNuDditotyft9qHdqk9btWR33Ee7 tbRbR7trOOjqcxakHVmGgiXJ7mbJ7hXZ7opV/nPWeHfWaPc6+mp4d2t5t+s2 aPeGfJ5n0ybt3sSkYUu6qOWsaQtzzLxZPFyLze9wjn6LC6eIa6C9ky6isvry PdaY4fo5VOR0oCDDiOpcM1frzegsbUF/OQ3XmjHNh2OhyojVKj02qxrxvoqG V9JwLQ0vp+FlpWzahfixMAc/5mbie3UyvkuNxbv4cKxEhGDKPxjDah2Gjexf hl12N8h2N3LZ5u8SiyC6HeyeuGN2GBPOhDjHIvBJOILpdwjt9rTjCKWxKlod QKuDmVB6HU6rI2l1tMXrePtgJDHiv1SHUKTfCkWqbTDiL/rQTR+oL7P4ciVd xPFYauuPcocAaB0DUHU3kGYH0uwgLj+DUPOUeRaE2ue8fR6IiqeBKHscgjL+ W8oeB/OW4c+VPeL3HwWgVOShvyBdhT/dobzwrty5c+y9kHlDScaVSBeMXxGM y0uJFE4kyYLxk0rEH/NAzGE3ROxzxoN9pyXCbS0dW7xv1Rr/THLcztpazuFd tyTcXspB2BFxu8Niv6UdGd8L28P7YEPIE72i+DTMWvH5mGWvGNTPYsggVlhz fKbEEYw5gj4r7ejeS575lTD692n7jKVWT0t5a2bI9TAzxFo9yFhJbP8l+ol2 L9EWcHebRyW4O81D6DANMG/QYXyNV4ZXaNe3oq3RhJb6RphqatBYWY6lhXlp kAnA8+zdpfP8Ch3lcwaKWLeLCXjxfRnw0gfyTg7NJ4D7SYDXWgBvsOwml2u3 ioirLLWbT5VQ/Gd03J+O+0vt29LA0e4st3BunP2F62S7Q8RZurWSvvH33Kqo tpyXUvyotx9aKXgL08yYGZOrD/X2gYGK66V4MZ7IPsvafcQOSUfskXjWDWoX E9TurSwD7F/e3ZxMLHtGg4elE8uzIseRHT2BnLgp5CdMoyh5BqUpM5R8FtrM WejUc6jJnkNd7jwln4e+YAHGogWYixco+SJayxbRplmk5ovo0C6is3KJc98S XuuW0F3N+lPD1C6hl+mrW0J//RI1X8JgA9O4RM3F+Q3DTUucm8/9Yp+0h/zC dh0Xm0PyHvK9BNwaF4n4RYH4F1xpXvryMPv3pX38X3bwy/vlHn6F/fvqQbmD X+PLWkhu+/UZPGD3fkTHH9/0kBx/YiuuJvyU23/FrQLP7JRwtjjuxngwSsaL 8WVUwnEm0EFe4QfZ8PuS417wv+CNwPM+tNyHlvsi6pwPYs95S7uwk856IfWs J3FVIpPdPIvJPueBHHG5pesq3u10G7FrJsOGGNvKseJWJTZ++IxbX/7Idnzo uzgeInz/O6TR9TSqnnFVhcwrwVBfCYX6Ehv45SgU3khGwbVk5F9JQh4befbZ BKR/E4sMJ9Li3ytL7i/vH9+RPFxIPo3C6FlKPk/JF1CesAitJPkqJV9DHRWP fNiI2/tC8fhAGNwPRUJ1OA5hR5MRdyIDqeezkX29gAvlEpTd16DyWSVqXavR 5FkLk6oerSGNeBmpR0ecEV3JJnSnm9GT1YyePKawGa+LzegoNuBVaQf6tAss 199KiltJjn9GwT/Iikv5RyRnJR2qJm2MJLluFb1cV/aIV6SQvIqSV1LyKkpe Rcl1lFzHOUXHMqCj5Lp+5g3zmulg2vhzZv4eSq6to+aVLOOUvCT7p5L/P0h8 nodUZw3SXavYxOupOR9uJSX3bpff7EXJxSXicyMGkUfJCyl5CSXXJE9KklcJ yTno6iTJFzngljjglrh0XkartN9rhcvmFS6bV3l3Vik572INFy216xisW5dO HxGnfIp3a0zoNyj5JiXfxIxpE3PmTcw3b2GBWWyRL30mLoG23LYlSW5Fy99Z Ya39Hf4abxvmkJnUiJJsI+oKzRztzdKR/gFtM0b5eMzoTFisJufV5LyanOvq 8J2OnFdW4getBj9qSvBjKR+Wohz8kJeB77MS8V1aNLYSwrAcEYRx/0AMqLUS 432C8cZhNBa2wN85hrU7nrU7kXwnSXyHKUi4IgWRvI3hbfCTSIQ+DkfYo1AS 7kfCVQgk3cGkO5RsR7BeR5LsaPsQVm9xsWnx35+Qb65yb4UjzS4UCZe4cL7s h+wrKuRfY13mMCzj761wDELVnWDo7oeg+iFDomuehqL2GfMiFHVOvGW0z0Os UP40XGzCxCYUf8ZtCBMMzRNGWP5YtrzskT8tF0WdiBPyQvbxLBtPqG8qZcSv C8Q5S1z2RNpFTw4iIs4ZI+mUAgnfuCP2sCsBd8L9fafEm1YPiAnR9qA1bA/t hN+2lr5Nr+0+RnDNidSWZv+c2/2S2TcOfYk3DTNcOs3wsZ9Bf9MMn4cZK+o9 I64uYpjBkDjzwCgVaePMHnE4Y69cqd8ap/AvZalZq4XUQ6YJaj1Bq8clqfuo tND6DaXuttTsTvMwOsyDeMWq/crYg3ZjF14a2tHW1IKWRiNMdQ1oqq7GS1bt PdJQ+nNJ7FxW7vxbChRQ7MI7sthFrNtFFFtW24cPrC8fYF+pdmsfyx/+VS2p rWLtVu3U7m21DRRbHOD+uMN8u34zTv570ObkzwfrJbcvnS1x2f6aJLuIUGx+ YUWcVUJ8Et1iyTbRRldfK/rsg38vCd0oxYvxRANTePMR4g/bIF68jfAFl/xi XnblRKHgROHFtuXHthVgOZZt2WmeFT2OnNhJ5CWwbSVNoyRlGpq0GVRkzKBK zYkjexa1uXNoyJtDU8EcDEXzMBXPw1wyj5ayBUq9gJflC2ivWKDWC9R6kfPb ohWpFmcv9NQsEutF9NYtEutFYr0olmAN/IHBRvED4njKuV98Ke00Z+f+KDVL tijeF38lYi1nl9f8GVbun0lkS2BzDXpZhOvQK2J30tWD4pevibdmS1Y702o3 9msP0bElpq3wjFb/a24VcHLwotPeFqd96bQvnfaFD6O6xdW8gx+CmBCu7Lf3 xIXdVLFv+9Jp/hoTcl5Fq1WIYmLP+SGB30vir6cyGXRcfd4bWezkOfQ9j0vq fI7KXK70MzmtqO2DrbgJEpvAPdwEiK/8+SBk8m/KtGNIt4A7w0bEB+lSKRf/ /TWyr4az4sai2C6Zk04ye0MyClm78y8lIlfsNj8ukOayTTXwEejgMfa/CQLN ZVrkDAoE0LHzKI1bJNBL0CatSECH3G+A/RehnCfC4Lw/Al6H4hB0OBlR32Rw OZjNOSafQ6qYw0jDOUqLKudq1Clq0eRbD1OQ+LQpPdpijHiVaEJnGtFTN8uf ocV63UEE2oqMeFnSgV6+gIarBMqC59+TaB6plrMDdI2IhDO3fy4RLQO9SaA3 LECvW4BeQQ+Xi926RS4dCXQVgdYRaN2k9ObTrmoCXU2gq4cYAl1NoKsJdDWB ribQOv5b2Su7Kgm0lkCXl0hAT+/sKZd9/ktoYuuR4lSGdBf67FZn8bmZPm+/ GVv2OUf4HD2MAvpcnDCOMvpcIfk8g2rhc/Y8GnIXoM9fhLFwkQviJfq8tHNc qlMck6rivRL3rmaVPq/R5zWLz/LbMcb16/R5A1PGDfq8IfvMLDRvsmy3bHLE iQuMC54lol9uEegtwXT7Fn5Dp7ew9moLLZoBZKc1oSzPhPriZrRS6dfaFgzq mjFebcZsDaWuNWCttglbtQ34UEOpq3X4vopSV1LqCkpdls/ynYUf8lMpdQK+ TYvEZnwwlsIDMervj/6yFklof6doBO/WWZI5GRFUOYqJUaYiTpGKiOcxCKfS EY/CqXMAC3YAdQ7kcAymziGIYqLtw6hzGAt2OAt2hKVgR1DoSCRcDULCZX+k XwnggAlAwY0glLB0lzuEoPJOKHT3wlD9gOGfX8NSX/ssAnUvIvjY1DtHcKjV uYSjkv9f8TyK39Nyu4fbSCZCivheOMHWPg+DlrJXiAi8CXf5kyDiLcq5Be2H fii47Y1sO09k2Qq0PYk2c92TK2+izdaddoHt+6wCyac8kPiNG+KOuBDs57i3 76T0UUliN6SNBWwbEetD9PqQdGtzWJwHZMtu/UeS0zZS9ku5Sa3dbB3RUz+N N0xvwzTFZpqmqfY0BvSMQewQmSbb07TbOP0Z4Z7ifRs20ubtWIweNI1jwCSc HrM4PSo53UOnu5s5wJq3rR7CK/MA2k29eGnsRpuhA636l2huaoapQQ99bR1q Kyv4ChXD6s8wS6tzaHUerc539EQBrS6k1YW0upBOF9HpYhFaXUqnpYZNpysZ 0bCraXXtU9nrhn/CayuYKPRnML+QzW4m0C1Ost1WQm5unMl3K5H+DK1kumVX mkmzFWH24zNhIs8GS5qk+Eg+17uKvaX1VPqv+AryRI2LEjpnBaJPPEX6U04Y zzlhvNAj05kThnubvH9cOrjdJ7+zJ5RTdcQI1FGcrmMnkBc/iYKkSRSnTKEs bQrlGdOoVE+jOmsGtTkzqM+bZauehb5wFsbiOZhK5tBcOker59FWPo+XFfN4 pZ1HR+U8OtldunTsL9UL6K5ZQE/tArFeINbiHIe++gWxr7xhgVzPY6BxnmLP I84tGufZqne8/uVBXPzlQXkv+We7mGZ+Yy0hTaq/FId2LlqYFrGSoP45rtBn IbXN0dN4SKMfC6NvuuMp+zRdlon+N3jOKi2YFreugmlHmWnFDtNcsd8ix0yQ gz9CmFCHjzveopjIm4Gs0/y18wEIY8LP8/tM7IVAJDDJFwKQekFccNsf6osq ZHM1n3vJl4j6ooBMF1725qreD1m3QpHNWCHbMZR3K9sxhAmWwu/dCsLf82cC keUgEsDwzxOIc9mQyWaRaevDhbo/cm6GIudGuDRHFTskovRWCkodUjgnMTcJ +XUizqadfz4B6pMxMt6W49u78c6T8J6T8Y6X8Q64W48bvwqB429C8fTLCHjs j4XfoWSEHs1A7KkcJF8uQKZNMfJul6H4UQXKX+igc69FnXc9mgIaYQzVoznK iNZ4E16mmNGe0YxX2Qwb9csCM5oLjWgp7kAP0R4i2kNSmx4Wx7LfVoud4iPU eqRGzh5htiBb9OmRmk28ZYZrtsneQD/Z7qsmatWC7GVp6Shek126OVI8w0yh q4Zk14wxnFFqSHYNya4h2TUku4Zk15BsytSlY6euspBNhTpLs7cvSy57/V/R rutB8vMypDlz+Lly+Llz+Ck4/LzotZ98or7s9QByf9fr1ClUcshVc2lcmy2W xfNcFi9wWSx2YC1KO7DaNEtcDi9zObzMf4rwegVveNf6alcxULcqnc75tnFN ehfGGL2eMKzT63VMm9YxaxZmb7BTi08A2ZAuIb7ILLUJtJmXm0Sbad8UZm/i b2j2Js2W06odQI5aj/JCExrL+FzR7B5dC4Zq6HYt3a4zYamebtfT7bp6fKit xW9r6HY13a4SbhfR7Vy6nUm3k+l2LN0Oo9uBWAxXIe0Zl7lObMruCWzRSXQ6 iU7TaiWtptMxyjTEMQnKdMS78XtPohFCWwPsgmh1MK0OodVhHI/htDqcVkfQ 6kgk2kch2SGKVkfJJ4v/SyReDuTaMgg514JZbEJQwoJd7hiGyrsR0D2IQM2j SDIdRaajyHQUkY5Ggwvjyq+ZKqcYaF/EotIpVvq6yjlGvuVyw4rbKPwfqHoR yV+P5G0EaRe8k+7ngu4Qhmw/JdtPBNsBKH3MUu/ojVx7L7LttcO2WrB9jWxf IdsXSfY5D6ScdifZroj7ygm++29b4eaBQ+I6j2JzSMh8c8dpsffbRtRpEs1f pc9/IAl9nX06VhmB13WT6K6fRE/DJN40TnLFNEWtmaYpK/TrJ1mmDNwMGib3 YNAovjJOiP/lZsA4jj9Fv6DZRJpNMs29ZPnN/0/WfUDHlSXmgf4P2CONki2t pbXP2kfS7tprrWTZ5+yetS3vtCaT7GSNpns6sNlsNmOTBHMAkXMkQeScCqiE KlTOORcKKIBgJpFzZma3ZsZen93976simz3uc/5HpCZYQN333f+9V+8Kmlmh 74qz1cmXNM/iBnmeGJ3C9ZEHGGedHhu+SZ6vYyQ6gngohpAvgLmZGfYqMZL+ BTZJdKh+ALrMMuhJtLi5qeFMJYwk2nheMM3dJok2k2hrmmkneXa/Yvrqt5gO k+ZITppqEh0n0cMi5DghDoZ/o/VovshVKckCcdBztIDdebRQnMEc4Xak8AoS zHDRlQy25Rp+OMptREo1nyLVGQgS53+HYGEl/KTZV1AON2ke6enHTc8k5Fku qLKDUOdGoRbtqUgc9L7JeT2r9NUHqYPejdwhtwiel6DpXIauZwWGvlWYua+w ydfgVK7DrV6HT7OBwNAGQrpNRAybiJk2ETeTaOsWRm1bSNq3MO7YxnXXNgft Nr//Nm55t3Fb2gVuc3f4kEQ/JNEP8SDEhB9iMiwuXpiKbPOJEN3mz6WruD3V pX/w1iufMyShf5+9+t1v+vRP3sU+Ar2PQO/bSaR3vScRLYD+/K33BNCv+3xU sjmPNhch+2gxbS5NYXysfIcksvC5LFWfhcunaqQXhlTS5Gp6fOVkLV2+hnqm gR4208WWzNTRNDFn7zzeiC4O7k4O8ua99XSZ8/l9/Nw+fpzp+bwR/Yx8fwNU X7Aqf1EP7YE66DiPNxysZdG9CjNjOXgFJnEf+DOt0J0R83HdmRb8GLrTzXxL pIlvizRi6HQDw53LKf5dwuqTKac1dHqIcwb9sWYm1R8cZ+VwnJHDfmoAdhpt P0GnWbKth2X8vn0w7uuB5sjQazavQNu8iqGWDejbX9r8CFWngvjiB4049qMm XPhJKwp2dqHyrX7U/Z0KrR9q0bPPCPlhK/8tDhjOu2HN8cFVFISvIozQ1Sii DXEMtyUw0iVudD2KcUXqph3jLNNJ/SiGDfycSbzmmbM1z3/BrPe/0GaGRXre 92uWZEHxgv/XO0R73iF5/KeSx4tBYfLXNPlrSvEVZphp/wvJZAHX/QBrdCBt Mp+MdwI0OUCTgzQ5SJODiwxNDs4wNDl4j0mbHKDJfprso8ke90uTv0XyX2N9 dguyHBvk+V7WaJJcHGONHk2TfCtFcuMktGmSDV1LMJNkW/8qnBxmgmSfRPIW wrpt6bzSsEkcqXrE2e+j9PmkJyRZnEtKXxUSePrqcs658HPMR55jMfacJL8g yalbTG6MvMDmqGD5K2wnv5JW8xALcwmSM4jy1xkU+esd5Pjr7+D5za9xBGNe /hOH4vBYRzDsSuKGd4zfagzzoSRWw6PYjozgaTSOryJR/DISwX8Nk+CgINiF /9fH2uzmD8WhJcFKEtyH/6Zpx2L7NbRfqkTHpWq00aTWoi6J3DaJXQU6yG13 uQo95Wr0Mf1lanRkdaGZw6CeQ6uJ5LaQ23ZS28l0k9sepi+zg+x2kt1OVuQu 9B5qRt+BRqgOcWp6uAmmL5s5JW2B8zSNPNtOdzsQyOqguZ00t5PmdtFcprgL USbMeAt7YL1QD704zHqiGMbMYpgY88kieFiQ/fx6X2En/+zknx3c64rQ6wJ+ j3w6nP+aw7kvj32zql+sTV8MXiWdqH5psEYYzNqsPlgO1f5SKD4rob9F9LcA XT/LQ/XuTBx5xe+Rd8VdII+89w6RfRnJ3bfxe5K+R//zbn6a/r63Cwff3Ylb gRXc5vP8bogJr+JeZJUWr/K3/yBKYydj3EzFV3fQ4lXugqeHWYaZ6ZeJr4h7 fA0vU+KphFCYAjMPRhZTBZkC32M5vsPcTr5UeJYKz+D66DTGWZbHEveRHL6N 0fgNJGJjiEcSCAfCGB8bw+9IA+g7CFBhLRXWnSrnDo4SnxUve9HT4X/MnUk1 jBdqpJhfleUrKYlZlL0UWJI4+7+XOAPRXLIaE5t4HjfDecLaYaqbEJHkFdvf wzC3w4UiVxBnYkyUiRTWIMyEKG+Q8gYKxdlGf6F4tY6P9HpJr5v0OvJL8Wh+ gZ8TD+lfQXbBBkWWnwST39wE1IVjqSvIKtOXf4trfhvYkJu5323jfrdjCUPd yzD0LsMkW4FVvgqHYhUu9Rq8g2vwa9cR1K0jpN9AxLiBmHkDw5ZNEryJUfsm ko5NjDu3SPAWCd4iwVskeIsEb3EPtoW7AXFd4L3glnjBWWiLDG+RYClCYXG5 4FR0C59+f5d02jlDYviNVyV534+k0GPpNVr7hMFpf/mxXeIF/vt2vyf5Kxn8 9nskmHnnPVw8lEt8CyV8c4hvbgrfN5BHfP8l8k+UE94awnuF8F5FJVNNdK8Q tWvErZ6VtIFpzmwgvI2Et4l7gmbuCZoJbwt6jreil+k50oq2z/i5z5rRsY+f +5yf298C2RctkB9o5my8GYPMEPcO+kONMB7mzPxwPSxH6mAlvDbGeqxePO3a 8X1u22BIR3+ulU9JkRaGtp6lw2cbafI3FmtP0XT+Ew2ZrdxxtEv2Oi8o4DzH 0GDnaYYGO+ivnR3ZdkRG88W9SOjvRZ90xnmwcQWa5jVWN2HvFkpP+LH3zQYc +n4jTv+wBdk/6UTJLhlq3lWi4X0t2j81ou+gFcrjDmjPumHM8sFaEISrLAxf TRTBujgiLQnEOrgz7x3FyEASo+zCI5okEkOjiOoSiBtv4ZZ9G9PuX2Pa82va +2v+Rme9v84Q61awFft/Jbn7Kxor8kvp8PUvdwh2+Vbwa06k5ynunJQX1PcF 9X1OfZ9JRr3SN0B9A9Q3SH2D1JfN4E6I+oaob4j6hqhviPqGqG+I+gapLzvf nQD19QfpHhux24pbr/Q1SX/8G/RetmAg1wNFfhCqQspbwsluxXWOMnGF/T1p IRVtC5tl+zz0XYswcYRZZRxdlNfNCa5vkJNb7SYnt+LY0zbipm0kLA8p70NO asX5oce4mb6SQ1zFIQ7LT/KRieswxYso5qPPKO8z6TWN4gbPa4nnWB95ntb3 BbaSqXUZHo6/YCH+KgOPr3PzZIKbpze4eXbjK/6En938igSnkiG991M85dZt ug6DeEWlfRQJTxI3/WOYJMYLkSTWWGy2Ywk8jQ3jq2gMv4qG8V8jAfy3EPtw wI7/z8c+7NYT5EGCPIDO7Cr05NSglz24l7vHnsvX0JnDPlvSh44KFboq1Oip 0BBhDfrLtZCXaSDLl6OOw6yRXbeFw6yNz+0OpvtEBxHuJMJdRLibCPdAeaoH vYdbIeMwUxFjHYek6VgbbCfb4TrTAe95wnmpi8W3G8HcHoTye7h/ZYp7EWMn j5X2IsL4imQwnbkC/YkyjqcyGE+KK5TEZcal/NlYTpfw5+Vl8Q0U9zDd/FiA U4o/g79IwNyRhpkgF7Ty6whyPkHOYwEnyI4cDvkLxPh0DbkRr8yqgvZEVQrk Lyuke4mrD5ZJGCs/KybGhegTq4T9XQ7Ovf0hDr/9Do688y7DP999h9K+I4FM nAXFR957i73jCCk+LDG8G4dYhdvLmvmLWybHTHA5g8/wFfw2RV6hyCsUmYmu 0GQmtkKWBbuTsWVxk4842RUhwpPD/F8n40v4p3yTEifYhUWExiOUeOQ1jcXF YOL08usaM0mKnBy5j9HEXYwM38Iw+3EsMopwMAav149Hj8RhUzGw/idsTZMl /vi1VFlLlYfYjXVnq6CjyzqqrGM3NlBlE1W2XBIyX4E9KyWzizJ7qLKkM0X2 8+kWYIJMiAmzH0dE8q7uQFRsYvniIHWMDEe/FXGQOkKI/yDFMBNkAoyfFPsY LzH2MO6CSrgKKuAgx4neAWyT4x3pncTG7CMMXOROIisMVc4wG3GS0/TrqcvA qu+mLgMTd5JsmmMjXmAjXoSWOwt9zxKMsmVY+pdhU6zAqVqBe3AVXu0q/ENr COrXEDasI2paJ8nrGLZuYMS2QZI3SPIGxl2buO7exIRnEzeYm95N3PJt4rY4 MMgicpe7w3uhTZLMhDfZjDfFhQgZ0nmNN9BR1Ia9398tkUyQhcpv449Zj9/B Z0LkH78jgfwZOf7sp8zOdyWSBciC431pjj9/O0Xymc9OI+twPikuIsUlZLgU eeI4NSnegXypDBdzhipKcDkdrjhVi+pT12hxHWpPNtDiRlrciKaTTbS4GW2c XXcQvE7uHLo4M+85zlk5IzvOmTkjO8qdxT5+7nPO2r/g5w/wc8zAwTYoD7Vx 5tsGLXcS+qOtMB5tgfloM6xHm1hQG2BnHMfqYaP3b3D218FJmvFCO4znX4Y4 nye251uINFE+9xLmBqkkp47E/SUcF+RwX1LBfZG5oISbILtYiF2nmMwBOI/3 w35UBuuhXhi/6Iam9MYriIuOevDR39Th8+814PjfNuPCDzqQ/+M+lL+lRO3f a9H0sQGd+y18nA7u/DzQXvTDmBuEtSQMV1UU3to4Ao0JhNpGEOkeRUyWRJzF N6ZOIqoZZeFLIKK/hRu2bf7GKfB3MeURDouFo1KZ9f2KEDMUeN7/S4JMgt+Q IBYHoheC/5CSeIES/5nk8WLwK773FeaDLzAnTrKKA7fihGvgGaYCT79ROUiV gw+pLFXm0+9OaCOlcpgqh6lymCqHqXJ4kqHKYaocosohqhx8qbJbUnkuEcJv sHzDO43+HI64PLJcQJaLyXL5OEfbzdTF8w0P+DOexlBbmuUewfIKWeaklyx7 1etk+eUxpy3E0qeERl+dDnpElsUlG4/I8mOy/Fi6qHI69ER6eYR4acRC9CmW 4s+kuzivMusjz7Ax+pwsi1Wpn0urK2yPPxc0Z+DR9RfcXTyeeEGbmRvivac3 XrxBjF/gKDHmB6U8x2xsFW7rBEzmYfhdnFj5krgVGuM8mjBHk1iPj+JhPIFn 8Ti+jkXxq1iQMPsIM1tywEaYjbDWNKKH+zxZ/jX0FzD59RjIY3LrIbvcQKA5 Xiq06KvQEWNdainSMh20VWY0HG9DM8dZK8dYBxHuOtFFjLvRx/QTYnlmL5+P fcSY4+1QC9REWXe0DWZ+vf1UJ1xn2XQvdMOfRUCze9mG+9iGZYgQ3miJjBAz ZXyf8RdzsprFie/JShgY46lKmMSlwmcqYDkjXqVbDtvZMtjOlSFU2sfw7yPm wZIehtCzVQekEOcigXOqLXuIs4s4OwmzgzAbzwuUr3Ls1mDoZBrm4xXQflkO zZEyzt1LiXIJUS4iygXo/UUu2t67jENvC3wPkeM3uH2b3r6NwyKC48PvvZUh KfzbOCRV4l048M5OjHuXcN23hBv+JdwMLImXCQWX8Fu4HVri03yJMDORJeLM RJd2UOelDNyPLbE7xRf5vLg/TGpFEvPiPh8j8/gj3BmZS7M79xq7MxK7Y6NT GB2ZwsjIA4wk7iExfAfx+E1Eo2MIhRLw+cN4/PgJW1Tq7LE4NO1rkENNejX8 YWtYiLWkV0t6h0jvEOnVkV0DY7qU4tf6G/y6Sa+H9HoZX843BAfIbjBXNN9Q nrhUK8xtKD+VsPizQORKBoIFQt0At/6CGik+xltQzd9dNbWtorZVcFJdB9W1 M5b8MjycX0wfYf/f4GodhfxikOrGoMod5fR8HOrSm1BX3YX6ygOor01DzRKs bp6DmvuBwc4FluBFlmDuD/qXWIKXYVcuw6legWdwhequwK9bpbqrCBvXEDWv IWZZo7prSNjXMepYR9K5TnXXqe461V3nfmgDN30buOXfoLpMYIO/seAG97X3 uMe7F1onvOuEl4msw9UfkErwp9/fnUF23+KPSZj7GXvwZ9JNSj77sXhV1evi 8mO73uWv7rPdfP8toS4VprbHPzxAbfOQzfKb82URciluHsXNF1dspcCtwF+g KLPqVfmtILZVbJI1pxoIbiPqCG3DyWaC20JwOfvObCO47QT3tRk4IzvOWTgj Z2RHWqDkjLzvUCd6D/DzB/l5vj1wuBPKI51QH+3koOqAjjEea4eZM3QrZ/Y2 zvIdLNVOgus6wZkyv6fpUvcOmC91ZXCS14m/4baDaYdJQHyhjUkDfF4A3CSR az3Xx+edhtM/Jou5NAgv8fWcV8JzVgE3m7D75AC/Rz+Bl7EJE17+O/MOuvDB v6/F3v9YhyP/iY33zXZc/kEvinYqUPmeBtd+oUfLZ2Z0HbJDlumG6pwP2uwg jIVhWMujcFyJw13PsdQygkDnKEK9SYTZeMPKJILqUfa8BAJDtzBu2ZJWSX3g +pW0OsSkWCGC4k6L21B7Rb+d8f1S3M/e/0uqy0idV5zx3ZEm92spKXP/XLI2 Ze4LKSl3n6fcDT6ju09T7hKn+8G0uyG6G6K7nO7dCdPdMN2N0N0I3Y3Q3Qjd jdDdyN2Uu+HX3A3QXZ9w14LN6fvfYlcci94mH27IOQ1R5nHYFSYwWPbycus7 ry631rbNQcfhZuxZhIUTXPvACtldhUf98ljTBie2G9KpnmFL6jTPmH2b7G7j RvoKDHH1xT3/I84oUpdHitcxzEWekMAnbMRPsRx/itXEU6yNPE3T+0xaRXpr 7BkbMTP+DA+vi5UKH11/zl488XwH3X0uufuc4KayQyL3CLfP+NlneMzMCIDt N2C28XfqGcVoIInb4TFME99F4rs+PIJHw8N4NhzD1/EwAfbj/4l6sGoaQjex 7SusQ38RsS1qhLKoGcpCpoDJY7KbIc/mBLZQiYFyAxTlRqhKDTDW8jlXZGQL 7kQ7x1nn8W5OeNl4T/RCdqIPAydlUJySoecwJ76c3KqPtBPdDpiJs/10Nyee PfBd7IX/ch9rkIz7235WmgG23wFESwcI7gDiFXy/fAD+UgX8JUqYz9dL9xEx nqlmI66G+Ww1LOLFtSLnU7fGsJ+vYMttRriMfx/BDpcR4bIUxMFSIlzajUBJ FyHvhK+YLbyoHe7CNu68W+Hk/2cnwMYLddCfqSW+VzB0SgCcOkw9dIzV70gp 8S2B+osi4ltIfPPR80E28t/9Agfffltcqyo274pj0IfefYvQiuyWIoErZSea SxqR9CxgzLuAcZ84UjrhXyTMNwKLuBlc5ARqkQAz0txzURoL3FNHhLd3o4vM Au7GxP/HLTfxefxJerEMDpgE8R0RL4AiviMvj0LPSgCPid7LjDIjRDjBDjyc uI/48F3E4rcQiU4gGOYOIhDDzNwC/rE0lP6Eg2sRypNlUBNgNWc7gwR4kD/4 wfNV0KQR1qcRNhJgs0CY+NqIr51xMi7i6xYhvB7piLRXotfHrY/w+vPEx/yi APvzaa5PwOsls79LYGv4O6ohsNUEVqSKyFbBRnCt+ZyA5Zcj0iP/rvSv/ddY n3kI2TkvvY1AcTkBZf4YVMU3oKq4A3X1fahrp6Bmw1U30dvWWTbcOTZczr17 uBOQLcA8sAirYgkO1RJcg8vwaJbhHaK3+hUEDSsIm1bp7Spi1lUM21bp7Rq9 XUPStYYxZty9huueNXrL+NZw07+GW4E1eitetnYnuJYhrgbIkC4H+AOSu4pP /nbnS2pZct+StN1LZ/f+SOQd7KW0e3/C/JSRnN1LZ38Pe+ns3reEte/i4M8+ QtahHBqbj5yjhTS2+HVj+ZMuILJ/xW0lkb1KZK8R2TpUEtjqU424SmCvEdj6 k61oPMlZNdNKYNszO9CZ2Ulkxcy6i4O8m4OcA54z6dY91Wj6sAQtH5ei7ZNS tO8pQ9PPi9HxKXcqR3owcLQHii97oD7WAw13EjrGwL/DRKgtjJ1/t4OQu/g9 3UTWw+/vOk2EL3bDktUrDnFxXv673HbDnNWVyqVOYkx8LxHei20Svgbiaz7b kyq6/xbeHB3nekPwXmborveimpN8Fbzn6C4Lr/tUPwuvDLp9zej9WSVqdlXg wH+ox4m/acX5N3uQ86MBlLw9iOqf61C/x4zWL2zoOuZC/xkvlJeC0OaFYSiJ wlIVh702AWfjCNxto/B2JeHrY+RJeJWjcKkS8GpuYtS8Ja1IftcpViX/Je67 fiktpjgp4hHLPvxSeCu4ZX+d9f8Dp41z4roq6Txu6nzufFDkK0GttHkhNs/F IWdu54jrrDgFGnyK6fRL6h6QofshASxbYVgAy39EhMhGiGwkjSx3Jnei3GdE iWw0jWyEyEaILPcDd0LfRnZ9+m4aWbP0x79F70U7Bjj1UOQS2IIE1CVj377+ qpHAcowNdXB8cT5r7luCbYDzWMUK3OpV+DRrnIqsI6xfR9S4gbh5EyPWzdR1 FM4tTLhS11Dc9j4ksA9Z11OXNYrXH8xGHmM++pjAPmG3fYKV4SdE9kkK2dGn RPYpkX0qrW+wNf5UQnb7uoD2GZ2d4IaAZkiSfueVqa//Kb7gKX6IR9w+ZLaZ yTj/4c4bsDoSCPlGkQwl+aOjt/EkloZHsZFI4FEijufDEfxDPIjO/Fr00ldZ cSMGSpqgKGmDqqSdO6QOGtoBdWEHNPkdGMzrxmBuHwYvy6AuGGQ5MPE5xTlc 2wjaOGw6jveim+k9LuM8V0Zj+1luZfS1C4OHu2A80sV5LIcHS6/9dC9c5/vg uyRD4HI/O84Ae4wc4SIFIiUKRMsUiJUraKwCYcZfpmLUCDCOnE4ae1W6i5d4 TbF4bbH1Qg1/FrYL4tob6TWwjDunDpEKeQY3A/hTbkluOcktJ7dMsKwXAZLr L2W/LumEhw/XTW5d5NZBbq05TZwm10F39hp0Z1JdV5wR1p2oILVlpLaE1Bax 5xZCsTcf/Z/kouv9LJx6+wMcePttdlcRVtoD70qb3fhjidcvpOzE52/vxLBz DiOuOYy650ntPLsu45vHdf88JgLz5JYJzpNcJjRPdpnwPNllIvMZuB0Vm9gc H/btOFWNz+LWsJQM3EzM4A9xY2QGE8x1ZoxJjhDXEYHrNIYJbJyJJSYRHb6P SPwOwrGbCETG4Q0MY2Ts5v8gjaI/wi1nBHIWXCVtVbHgqmiriraq6eogo6Wr OpqqZwxZLLqMmaZaGVs2jc0Wx4YdOVf4L3Vy68p9lTfgzrsirnDP57v5NVIy ONsRrjq4tedXw8ZY86tYWqtoaSVMNNWQV45wjxxb84upo+D/EjecM+g/F4L8 0jAUOUlOFSegLL0FVeVdqNhhVXXssI1MC21tn4Wmc44ddg76vnkY++dhli/A plyEQ70Il2YJHu0SfLolurqMoHGZri4jalmhqyt0dYWurmDEsUJXVzHmXsW4 ZxXXvauYYG74Vvk78K/yAd8KrJLWVens/u3gSuqUwu9LpxRaOZnd87e7sIeu firlLXz6uq0/fvulqxn4dKe4vurTXe/g092pCFrP7D2JbFbXnCMFyDtahDyy mk9WC/gkJagZkqd/za14bXAtVa1D+al6ytpIVZtwharVUrd6atp4sp2qdqD1 JKfNmZw2M11C0hNi6txDVXupajsaPqSiH5VR1XK07SlH+6cV0v0/uvZVoOUX Zayx7ZAf64OClVHF3YGGU+6hzD4YMnthOtkLy8ke2E52wyGOb53iuDvdDo+4 8uN0K7ynWmG/1AtrtkzcFii7D7/DrXi/h8+mHlguU97LQtqUskZWXPMFcWLJ l6/Hv+NMzcAZG5Ojhy9bBx+J9bHW+gSxrLWmQ+1QfnQVyg9roPygGoqfV6Lq x/XI+n4/CnapUPp3Q6j5yIT6fTa0HnGiO9ML2fkAq0YYmsIo9OVxmK4kYKkf gb1lFM6OJFw9jCwJh3yU8zJyO3gTw8ZNaY3wW/bUOuF3nP8grVGcWuiQEXd2 FvH+A6bFfSJ9oqaKi5RFnf0as+lLpDJo51d8Es2nDxOnkyFYFZtn+OcpXcWt ZqQ8SQlLWR/QofthoetDTs6FrlspXaMiFDb6urDTzAOGwkZvviZslDPClLC3 3GaEX+f1f8eEZwayLD9bWJTT2ATVGIO6YuKbM7oN4ozuNLQcbjpOYY297LD9 nLrKlzn7WIF3cJW8riGkX0PEuC5dK5GwbkjXSYw5NqVrJG64t8jrNu76tsnr Q7bzh+ywDzETeYS56CMsxB6xST6mbo+xkniM1ZHHJPYJiX2CDWkNArF40G+l iL2eykORiadU9ukOwed3JEm/x+0TvpvKw4kn2Ga2Jh5j8zp/nPFlaA0R2FwJ hP2jGAsn2XTGMDOcxHJiBJuJYYQHNOiipr2UVFbCdlrKp1tZN1SMmi1PXdIH TXEvtIW9GCrsh47qGfKYbDm0Z/tgzjPB35aE/WoIzYc60Haok7O7NrQfaEfv 0W70HeiAjhNXx1E2Rg6t4TMD8J7lbPF8P7yX2Eb59wTzFAixEYeLVYiUqhAt V1FSNeKVajKopqRaBMo1CJZrMhCq0HByYTx3jQX2mnS6VdyFy3ZRvCzFfukq /hUc6QOVzss1iFYpEasizpVyvs1UsgRXUtYKGf+6Pv61ffCXszizyHopq4ey uimrk7I6Cjhvzm2GjkVZJ8lam1ZV3NNLqFpKVYupaiFUn+dDvjcXfZ9cRs3P jmM/Rd3/9lv4QuQdcaTvC4r6R9hPTfe/s0vStL6wHjHHLFWdRcI9ixEPZWWS 3jmM+eYo6xxlZQJz1JUJzlHXOXG3qtAc99WROfwzbmdxM8rERGZwI84M09Dh aUwkpnE9IS6Vmqal05KlwtHEa5ZGEyKTiAw/QDh+D8HYLfgjE3AHRzAyfutP pGGzAxszi/A0KyA/I+5qqDhXyR27gp4qL9BUTl40jJaWDjE6Wmrgz97ImBhz dg0s2TXcOUqc2ri15b5MDT+QJ6ZBVm4tjDmvGqa86gwY88R1UPq8Sujy+MOm nvcCEaEnK17qELCzaZx8RiHPGoUibxyK4ptQlt+BkpVUVTsJVf0UVE3TULWS zw7y2cVpc+8s9LI5mAbmYVHMw6ZagGNwgXzyAQ4twqdfRMCwhKBpCWHzEiKW ZfK5jLh9GQnHMkacyxh1LSPpXiahyyR0hYSuYMK3QkIZ/zJ/NYFlNv30GXnc DjFhkSV8/ObOV37u+cFuyc5Pf8jQzk9p56c/YX4qLk4WeP5H7CGee3an8uUv 9uPyoWzCmYfcowXI/7KIKSGcAs8Kad3VwuNVTA2KM4Wc9ZSzgXI2oepUM2oo 1VWqWUc1G6hmE9VsoZhtmZwMc5LbRe26KWYv9RMT4qY9V1H/YQUaP6pA0yeV aNlTiba9legQSzntq0L359XoEcuiiyugjg9AdYLJHMAgoz05AD1LofGUDJbT MthO98FxhpPoM91wn+EM9mwnfGc7MuA/I14t6OAc3cY5tS2nX8yLc2RE1JbT x2dMClJLdgpRE+uqI1cOf6ERvgKThKgJf0FEuRfKNcKfQ0gv61iF+6De1wTN 3gZo91zD0Ce1GPr4KrSEVPWLahS9o0HF+wZc+dSKhoNOtB7zoOuMH7JLIT6T ohgsiWOoKgFD7QhMjaOwtCZh7WR6k7DIRjn5SsCqvImofgMTry3Ofcv+tbR8 0R3n1+ymYpXgr3Hf/XUG9fyaO/RJ79eYEndy9H0lvbRHvCp3JsD2ORsQ1+nM ps+qikhe4s+lo70CTSnielySOcdSOitORUpJHR+dJJvi0vd7EUHndorP6GaK ztg6s8qQz9gCQz5j5DNGPmNpPqPjJHSEhAo+A+TTxempMa2nJX0EuPeiBwOX IyynCSiLxqjEBNTVt6CuvffqpKumjaOsaw6G3gWYZYuwyZfgVC5LJ1n82hUE dasIG9YQNa1h2LIuXdKQtG+wnG5Szk3cEvcL8W1xtG9Tzm1ODLZZTh+ynD7E fOwhFuKPWE4fYXn4EfV8lNJzNHX7f7HI3sYY9RsXoYTXhabb15/sEDi+IZRk Ub3xOIPt8zGO84OPKeZjivmIYj7CBrPOrI0/xLD3HobMMTg8I4gEk7geSeIe O+ksO2lLfh062T97KaaMYipIiJJlTVXeD3UZh0ApdSxhiuXQFQ/CUDQIEzuo OU8F66kuWI90SOcl6va1oJFpZto/b0UX5ezd34aBA+y0nJQa2EETZxW4nqXG 7TwNItlKPseVCOSrKKYa4ZJBRMoGEa0YpJYaxKs0CFcKLXUIVOgQZEKVQ/wY UzUE04V6Tj7rYblYB9slJiv1Eh7nZSb7GlzZtfDmNyFeTX1rVIhViygRrVZI fIaZEAkNktAACfVX9MHLx+4p64GbfLrIp4N82gvbuTNvwdCFBgydr8MQ6RyS jv+KY7/l0B4rgeZIEdQHC6D8PA/9e7PR/dElZL77Pml8i9lNPpl3duPzd3Zn cLML38W+d3bi4qHjCNumEbFPI+qYQYwdKu6SBM0gobP8slEve6OP/dGfyrhI gAmyV4b4ZdfDs/in/IXy3Wg6pPN6nFQOi0xhjEmSxlFmhEkwwwlRPVNkRpgw 2QyRzWD8PvzRO/BGbsDFJ8rw+B3CLAbMH0pu3nRFITtbQaoq0X++EgM0U8Eo L7KTXqqGmhnMop+0cojRMXqaaRBmGnK4MUqb3Br8HgzcGnOrOQerpo3VtJE/ UUbLaGjlYG4F/N0K3PFHON0Q/4j/FT0nA/zGwxjIHoO84AYUpbehqLwHJSum 8toUlA1MM9PGqtk5A233DIb6ZqDvn4VJPgeLco5OzsOhmYdLO08nF+jkAvzG BTq5iJB5ERHrIqK2RTq5hGHHEhLOJYy4ljDqXkLSs4QxRpwaz5BOjv8+Jvyp U+Q3AqnT5OIo/c1Q6kh9c0GTdAD3k2+gzMAeKvlb2PPjt7CHRkqhk3t2vi2M zMAnBPLfI+tAFrtlLnKP5LNbFpLHYrJYkuqW0vKnKR6Ljtei9GQDeWwkj82o ZKGsPtXGctmOa6SxnjQ2nexiuewmjz0sl70sl33kUUYe+8ljP2Rkru7DSjR8 XEUeq9C8pxqte6vR/lkNOvbVoGt/DXq+uILeA1eg5t85eEoBdaYCgycV0tva 0wrozshhZMycFVvPDsB+rh/OczK4xXnOc73wneuG/1xXBgLnOjntcZJHOyff 9ryBdPh+bj/plHGmmuLSTC7v9o/AX2RmLNIF5RYS6S+wwJ9vhuWMijPWTmj2 t2Lo8xboGeNnTTDta2DqYNx3DfrPatGxpxdXP7ej4Yib/dqPrvMh9GVHIC+M cTeXgKZmBEN1o9A3JWFgATB2JaHvGYW2LwGj/AZCQ+tImr7CuFgV2/IViUyt jC1W6BWrY4sVg+64vsJd5p6bBt73cDPp5WbKx7ooXmazQ7rkdzaQutAoQ9ru kNrjXCiVDAnEHRKJc2yRgsUMCcXfxjTb5BQzSTwekMR7gsXoFiPutHMntsE5 mkRjfIVZYkhjnDRyPyAtkB4TK63ekA5G3okkvkXjxuwUvmXjX8HWkpTmD/Ls YSgKklCVTkBVSRuv3oW67gEGm6ZoI0dX5xx/UPMwyRZgHViEQ7kEt3oJPs0y AroVhAyrbJariJvX2CzX2CzXaSPnGa4N3PRssllu4q5/k81yC5PBLUyFt9ks t9kst9M+PmSzfMiG9xArI4+kBWfXRJK0bYzGjYnXsFPIDPL4+DuSfzu4fUQN mRvi1vzivcP89EOK+JAiMuPbWBvbxiqzktxCzHcPOlscLu8IYiH+6vuG0FzY gPbiZnRTxL7yHgxUDEBRoYCyQsmnDJ92ZWpoStWUUQ19qQ7GEh3MRZyt5Wvh 5gTRw5Gmpnpte1s4gtrQ8Xk7RWSP/KIDcvZINbvlEEU0HOuG6XgPktmDuF+i x2SlAfFiLYJF1K9EizD7YrRCy+I3RL2EfjpKZaBYBsplQKjKQMkMiIhU66Wj tJZLjbBmNcB2uQF2cUOp7AYOt3q4RHLrWBzliF/RYFgKtb2iRoxCRpkIhQxR yGC1HIEqdlrq6KuUwUMd3WWc9LJLO0q6YKeMVhZLU15rWsb6lIziDpOnKqE9 IVZFLsHg4QKoD+RBvj8Hsr1ZqHn/S3z21lvY95Z48cQ+uvjXpHAX39qFz1gk 9771U8hbbfBbphC0TiFkm/oNHmcw7J5BwsPQxhHvNEZ9IkTOz14YYGjjWIgJ sytG+D5xTBLGJOeJyTghFCGKI0yCGWbir2PI90NMgPHHJ+GL3Yc3ehfu8E04 AmOIj9/Fv5BGyh/wmRzhTC+KnnMV6CWIfRcqIbtIHAniwKUqyBlFFoG8XA0V o74slsIYzK7eAU1ONavBYA5bJ6NilDmVUDDynAq4uxS4Rfg25hbxT6Rv9h+w Pv0Evaci/AYjGMi9DnnRLcjL7kJRdR+Kq5NQ1E1B0ci0sCy2T2Owk1PYnuk0 gDPcl82mAFTPsSjOwamdg1s3D69+ngDOI2CaJ4ALCFsWCOACYvYFxB0LbPUL RHCBCC4SwUUiuJg6PZ0+RX1dxL/AZs8EmZDIPLv9PD5iS/xYAPj9XcxufMKm +MkPmR+9hU8o4Cc/YaSW+An9+xt8suttnNpzHNmiHZK/vKP5yCd/BRJ/qXYo 0XeshrlK+hpRdrKZ/LWQvjZUkb0aElVL9urIXuPJHtLXi1aS154pI339pG8A PUzfCTnpU2CAjNV/XIPGT2rQ9OkVtOy9grZ9Vzhor6Jz/1V0f1GLngO16DtY C9mhazBla6A9yx3AKRU0p1XQ0qGhsyoYzqlgOqeE5ZwC9vMKOC/I4bowAM95 DqILnGJe6EXgQg8fa/B8N/5vuOmfs0DJKOAQyZe/stCWJ0Oszo578iQHpgv+ Eg6KYjsdtMNyYQiDXw5Ac1SGoQNd0HP6bfyiEyb+aTnQDuvBFlgPNTENMB+q h+HANbQfNaLlTBAdlyLoyYuhv4S79soRqK6OYrA+ybqThLY9icGuUai6E9DK bsA3yN22WFLa+IL+vcCY+QXGLS+k1W2lpaXtL+jfi9Td/V0vcFfcJVjE8wL3 xd2CmUmfiBBvyv+cFAae4w3MpK/5mUmdmsyQjqD+luSfUG+W+s2FRB7z/ccC wUechk6HHlKIh5ikEPfZCe+lAbwbS/fCuMhaGsFFRlz0MMtM8e376dVLiWBM nJUTCEaIoB+3fE68eLT9LQP/EmvTjziiOdvMikOeNwpl8XWoKmhgzR2or92H unESgy0cYB0z0HXPwdg3D0v/POyKBbhUi/BoluAfWkZQv4ywcQUx8yqGrasY ta1hzLGG66517jnWcUvcT9K/wY64yY64SeY32RG3MMtHNxfbooPbWBgWN8Pd xhKzPPJQWsd1lVkTy86sj3GzMc6NqH1vkLpHUgncmngows448fAN6b0dEoOb 17dJoXhVuYDw/yKFW6QwleVk+lb4oxuI+O9B74jjSk4tGjmNbS1uRSd3/b3l A5CRwYEKNeQVGrKoJYlalsUhaMv00JcZYSw1wlxsgjNrEN7zKvjPKtG6rx2d ZLBnfwdk+zvRz2er/GAX1Ee6MfRlD4xk0HKyTzq+Yj8jww2SOn3Fgpk6G0Ik NswiGCV/sSo9KdSTPj0pNCFQaUKwysT3TQhXm0iYOJgSrTHhdxG7YpSOstou N8Oe3QRHjnh5S+olLr6iDiRqdUhc1WXwjSH8KYavahG/qkGMiV5lH6WM4Svs pzVKiqiAnyr6qKKXKrrZGV3lfXCyL9rZF23sixb+lab8VmgpopZdUUsRtadr oD1ZQRFLofmyiCLmsw/nYGD/ZfTsuYDj7/x8B9nbjT/BXiK4961d+PStnajK qYPbMAWPaQo+89RrIE4jTBAjDqLomkbMPY24R4SQeQkaIUz4mQATnBI3PwpN c2yNEMMRYpiIivBrY0x8KgNxavgHiHGMRIZ/0z5+a8Ybm4Qn+gCuyD04wrdg DYwjOnYPfy6NlN/BGovhdXcE1z1RTDCdFyrQTQO7LlWih+nNEi9T7cuq3AHZ 5UrOZvu47ZXCL8yuwE0//0dfFGu07p+lXxi6Pv0UvadjnIYm0Z93AwMld/iM uwd5zSTktVOQ1zOchipaaV3HFNRdHIq9tE42nbJOMUPrZmBVz8KumaV1s7Ru Fh7DHHzGOVo3h6B5DmHrPCK2eUTt8/Runt7N07t5JFzzGHHPY9QzT+8Yr7iE ecw3z5n2uH+eJXyOJXwO15nxEIe/zPnKuo+FdXTuY8m53a+c+1hy7mM69yY+ f+8DVrxLyDmUg7wjeTSugMYJ51jxviync1VMDXMVJZkNdK6ZzrWigr5V0rdq +naFvl2jb/X0rYkjp4W+tdG3Dta5rkw5jVOgN1MJ2Ukl+mmV/LQa9XuuovHT q2jeW8sRWYu2z6+hY/81dNGI7oN16D1Uh77DdVCeaIM5ZwiW3CEMnaN3Zwb5 5yB0jP78IIwXBumQGraLajguquicEp6LCvguyuG/OIDARRmiTILujZ2nfXkq cWq5UIXvcatMeVfASSYnsQ+UE7ivvI7R5jACpQ5YLhswmElbTygxdFwJ/dEB GA/1wXRYBssRdsMvuZc4xmF3rJNpg+N4C+zHOen9sh6DxzrQfjmKroJh9JYl 0F89yudLEoqGJJSsNfL2UfR3JKDqucHd9CqiQ88Q1z3DsOEZnXuGUdNzJM3P pRVhr6eXYr5hf7kc83NpOcc7zF1xH13Pc1Y9Rrqfrsgz6fZG4kWdU4Fn0ktJ pgNPd4hLb4hYUNysWhzonE25JlpgSLyObEa6ZuVhOtvibh9seVu4T9zuxVLA 3Y2vZ0i6/SN6tsosM4upi/qGZ1LGDdO4YRoXn0gbN/zKuAmPLZLyzSr98Rew NY9zthrFQPYIO944lKU3oaq6LR3/VDew4zVPYZCTyKGuGRh6Z2Hu58RRPg+n cgHuwUX4tIvseEsIG5YRNS0jblnBiG0VSccqO94aJtxr7HjruO1bZ8fbwP3g BiZDGxScvkU26dtmyrf4Fn3bEjd7l5abXx6RVjnNwGpSLNgiitq6yLgQa2N8 +w0B2A5sTogNGfsbbrcI2ha/JJW1sU1itokVkeQGUdsgautYYOZG1+Ac8OFq dh1q85rQVNiBtpIedJar0VOuQR8xk1XouKvRQ1FugLLMAE25hahZiJoVlkIz 3Fk6+C7poDkuR/v+Lk4PuyE72A35oR6oDrP3HemF9lgfDCdkMJ+SwX52AM7z A9JU0M3hMV1vx2yTEzeuWRHh0z9WbSBXRiJmZN+ycEhY+LaFPcxC0CyI1IhD H1FS+NuUyUyhUhmuFTFh+JqJfgn0EteMYmPgrnnkmp5v6flJHeLXWB4JXLRW iwhpC5O2EBMkbQHS5qtRwEvaPKTNRdqcpM1e3gtbaTesFN9c3A5jfguGshrT rF0la9VkrZw/hGIMct+l5lxdcfAy+vZdRO7ff5aBPbt3499wuwt7SNonu3fi 1P7jsA1NwaGbgpO0uY3f5i3Arhe00x8nHSJtERdNcrOXkbYYaYuRthhpi5G2 OGmLh5gwE+HHRMhaVIS0RZgwE6RfgfhrljEeftxN05w0zRG+D1vwNky+cYST d/9CGhxvYHVWtJyIlFFvNIObiFg9iB8WX5C6z3D6glJC1XM2QdTGISu4if7S u+ivvI+BK1MYuMY0MBxLirYpKAmVqpvFrHeKE+wp6AemCdU0zCoB1QyhmoFz aAYu3Qw8+hl4jbPwm2YRIFQhi8BqjljNEqtZ6XRr3DmLYVf6lKt02nWW/9I5 tmHGL06vJgOzyGcjnpUacTI8g/P7juMjIvXR90V24eMfMETqYxayj4nURyI/ ZXaKInYM2QezkHv4NaSOsoh9WcZUpoGqJVCNBKqFaUM5caogTpXEqeZkN64S p2vEqeGkDM3EqZU4tROnThavbu7ge7mj7zupIlBqDJwehOKMBt2cEjbtrUPL vjoCVY/2L+rReaAeXQcb0MNS03e4AbIjjdBfUsOSp4dVJF8PS46eQGmhZ0Ey XNDCcFELE2O9qIH9kgbOS4Nw8//xXlLBl6VEgm+PX1RigqPypkDrbC/MWf3Q necoPtXOt2UwZfWxiLkwqb6J+6obCNbYMMh/p4YZOqWB/qQGxkwNTMdUsBxT wEqwbHxs9pOpuwk5TsvgPNUN5+l2/tkKx6kmWDLr0JPjQlf5CHpqRtF7LYm+ xiR6m0fR1Uq0Oie4r11BcPAJwtqniAw9RUz3FHHDUySk5dUIlTm1+KlYb1ha quW1NYfF4oYZ0vKGvyUtcHhP3KDu5U3qUmslZVAqcbRxSnrZxRM6JY42Tgef CKgeS1A9lmCake4TORNikRA2/Q534FvSnTAmuQN/wNynTvdYvygUsybxxG8+ vMJp5Z3EErMgXXf+zTrU95hbv8FUGLcCPqzPcdinnLKle1jP2RAngQkM5I1B UXwDyorbUF25Jx2HlDoYJ4DaTk76emZg6puFdWAODsU8XOp5eLULNGoRIcMS IqYlxCzLSFiXMWpfwZhzhR1sFTc8q+xg4nbBa+xg63RqnU6t82FuYDq6QafE km+bdGqTTrEaJVLrj0hWjW5Jq4mtJLcyRH/KwNr4luhVW78tRNrBtzYJ1Nq4 AGlDwkgCaWwdS8l1CaVFgiRuiD47ugpVnRpthW1oLexEQ0E3Ggo5pyvVoJ3N qrNcj+5yI/rKTZAxinIrBsvtGCqzQ19qh6XAAle2CT6m5YtedBzo41xOhn7O mZRHZVB8yT+P9WPwRD+GOAzNZ+REScHhoIDnshLebCWiRVrMtXkw3+lBVDSp GjP8VUylFYEqKyuQlSixjXEIRK7YSBJz1UaUbPyNx2ut4qYxRC0hUmcV3aPO IjZm/C/cmjDKjNQZ+UkjhusMiNexyokQqSiRCl/TIkSkgkQqQKD87F9eAuVh 93ITKCeBchAnG3uXlb3LksbJVNiKoUsN0Jy/Bs2ZGo7NSmhOsm8dLyROeVQ5 GwOcbHftPcf5967dYrMLf4zMz0/AoJ6CWTMFC2WyUSaHnjpRJjdl8lAmL0uX jzL5KVOAMgVFKFOIMoUoU5gqhalSOMAyFSZL/wRhwhQmTOFIKiGiFGQCjJ/x xdII8W0X42TskUnYwg9gDd2HOXAbeu84th8/x99Lw+DPcN2+iJ5zI+jNnkBf 4W3ISu9BVvUA/Ven0F/HNJKZFnaidlLTKZjh9K2PQ6OfzMinYCAzJtU0LIPT sGmm4RiaJjPT7JjTZGYGPomZWQQtswhZZxC2zSBin5EOvGZIh15/+urg67CX 5PhEZtg1ZzASYIIMiRE9c0hmwy/e/Ck+JDMfkpiPSMxH7EIfkZmPfrxbIuZD ErPvnfdx+YsLyOG8IY/zh/wj+eSFHehoKXmpYKoZ9p8TDWle2pkOEtNJYrpJ TA+J6UMtaanjc7qRtDSTljbufjtIS9cJFXoy1eg9OQjZqUHyooH8jBbKs0Po /rIXzfsa0Pp5A9q+aOR4aSQvTeg+1ITeI03S3bL0Wew4eUZY8o2wFhhhY+yF fJsfM1zQkxc9fzZGTgX/EyycFNoYR9YQXJe10rWP0ct6jPBjY1la+M/LoT/T A+PpbpgY4+ku6M4wp/l9znTy7U448tUYIkEGfp3hjJof18F4Rg8TYzljgPWU FjaSY+fjsJNJB7uY87waThLmYsdykS3X+Q6GfeisGA7d6CAvHeSlvWEUrU0J dLdNwCBbglf5GH7VYwQGHyOkJTNiKXvdExKTWgVMLGc/ahYrgT19tXbudTvZ uOF4iu9SmaesQq+twsfcS99z7b6PiDzwczMZ4GYq8JgzqimiMi3lkcgO6Wje 73C7LbEynUZlKr26xCT3ui9hyZBY+SPclXrPChFZTsOymMZllkkvnJy4m8bl OnEZJS5x3CYuE34Pnj9++Ju4XHcuoPd8HP2XxyAvnICi7DaU1XehqiUuDZNS CdJwROm6OFHrnWEJmiHMs3Cq5liC5lmCFhDULbAELbIELbEELSFhW2YJWmYJ WmEJWsFN7ypL0Kp0P/p7gTUCsya9jHYqsk5g1jHDhzgbF8hsSOuLLiRSC1uJ ha7E0pTLyU2xtvRmhlRqdkj1RogiIsDZzJCY+T/TH9xIhdysSlnn/7vOv0Rk jeysYZFZIDfzzNzoirT+Rkt+E9qLOtBZ3IeuUgXai9VoKtGhsURPgkwkyIwu dqCeMhsGyh1QlTuhKXNCV8y6nmuDk1Hx6dl6sB9dhwbQd0QO+ZcKyFjd+4/J oTwhlyq9nrM862ktn56D8HB4+XK5l89j8gdxj51ooduX7ju+Sjv+kPzYyY6d 5KQSvmJnhXGQHQcrjYPVxkFy7NTETlUYdqsRKTaM1tvekF708z9jtMGM1/+L 1xsRq2ftIj6ROh3h0SFIgALEx098fMTHQ3zcxMdFfByEx8ZmZCU8FsJjLumE SYKnBYbcRmjOXSU81dCIF6JnshEdz4f6aDbkh7PQt/88Lv3sUz6kD3fuwv+I D3buRBPFHFJxz0x8jMTHpE0BZCU+dlYjB/FxEh8X8XETHw/x8TooB+HxER4/ 4fGzEgWIT4D4BAQ+fuLzR/ATH384FR/x8TIexs04GUdEYEPrGEt4EubQA5iC 96H33UJwbAqbj57hfWl4fAbLtZvoOjfKueoN9BbdQV/ZffRVTUFGdGRER0Z0 +onOAIeInOgoe6agTqOjS6NjJDrmQT40Pkw7H6KTxrr00/C8hMc8zfY3jQDR CRKdkP3lAU42Oec0ou5pxDyMdwZx3zTifibAEJx4aPpVA7xaVIcP3tyJXxCd XxCdD4nOhwTnQ4LzC4LzC4Jz5OefIfsAC+qhb8DJZ5/JP1rOVCH/yysoJjYl mc0ozWxjOlGW2YXyzB5UZPaiKlOGK4SmltDUE5pGQtOSqUQboek8oUZX5iB6 2Af6OBL6Tw8RmyEozuqgPK+HmmCI1+d0HelE28FmdDBdh1vYdVqgPiuHKc9M aMziwvsCM+fttkIz7EVmOIosUuz8qPES+70py4C/hfkyPcg2wJ6thzNbh8Bl C72xYPiyCbbzSujPymBkzGc4VTrDLk9TrMKfcz0wMQb6YzjdAeu5fjoiZ1Qw nzfBcsEE6wUzbBf57fm2/ZweDv7znbTOSelcdM2VrYE7WwX3ZRnTDXdWGz/H WsPpV1PtCOrrErTmOjTdi3AMPIRL/hAe5SP4xPrsg48Q1DyiN48R0T1OrVWV XgtjxPxEWg8jaX3yarnXCUd6yVdp2Vdyctv9hP7cEXcZ84qVuR5Li3/cT9/a 5IFI4PEO0iPOhUyKy9VfZZsY0Zt/zu1WusaktYlsSOI84K74fow9gN58o81v iDMiFv+dlxYAvjMyxY/dT6tz81vq3AyFMHU9iWhKHHv6AqauUyH0XRxFf94E 5CW3oKi8C+WV+5z7T0LVxOHDOqPhUNL3cL4m43xtYAZ25SzrzBw8mjn4h+YR 1FMc4wJi5kUMWxcxYl+iOEusM8sUZ5nirOCWWJ6M4twNruJ+aJXirPFhrlEc sQIm+0ZcwDo3vE5RxLIPYmGmxRHxsaXRjQzpmNkOFhUWlnTeEJ7skEB5kx9I sbJCSgQry6MvaVnFAjOfXCEvKylekstwDrjRVtCCjqJudJYMkBg1utlquiqs aCuzkhkLGoutaC2xobPUyR2NC/IyN1SlbmjznTDmuWDLd6PxwADaDik4aJSQ sXD3falkFBjgAJRnatHwQSPKvncZNW9mo+H72ej4YQ7Uf18BF0dAkO1m4poN M91+eCsdjBO+KicCNU6WeidCV5wIX3WSFyeitU6WEhd5Yeqc5MUpDq/VO/FD jDQ46YnjmzTaJVOSjTbpz9FGK0aYRCNHY2PKnViDCdEGIyI0J8wE6U6A7vhp jo/meGiO+6oarisqOKqVsFfJYaU3loo+mOmNSfKmDcbCZv4sGqC9cBWDZyox eKqUrLLkHM9hy8tC/6ELqP74CN7/6S78/Cc7ca3KBgV3xirujAcV3DHTHB13 xgZ6Y+TO2ExvLCw7VnpjozcOeuOkN07ufF0sOm5646Y3bnrjoTceeuPxi7NK HiGOOyjOHbkojpNxcE9sZ2xhIQvDj5kYY2gShsAD6Pz3MOi5gTsza/gw/RqW teln6DyfRHfuTfQU3UVv+QP0Vk+hl8L01TNpYfopzACHhYK1RtXLISKbwtAA HwwflIEPykRILRTGpk0rwwfmojBuI5WhMF4K47dSGdu0dIwx6Hh5nJHhA4zw wUX44CLUJUJdokGG//ZoWDzYKH35K5zed1wS5oO/3YUPqMsHrDQfUJgPKMwH FCZr/znksGXmHcpG/uE86lLIlFKWSqYGxcfrKUsT08p0MF3UpYe69FGXfuoy QF3kuEZVGqhKE5/ULVSl/cQgOjM16D6pRe+pIchO6zDASiA/q6csBqguGDF4 0QjNJRO0WSYMZZuRmvjsgDnfCkuBVXrv5U33HRxojmLO2TjYXIyjyEpUTDCR DnM2CWCsOSay4oAvmwMjxw7dOQX05xUwkArTuQFYyIZNokNGIvr4MT5Rz0kv yiYu35WOd/suscWz+jgvk5PLNtgv28mVHY5sewacWWb++l38li5+K3eeAe58 PdwFQ3ybc67cPqZTrJMHa1Yd5JyCytvnYerdgkW2BXv/NpzybbiV2/CqHsI3 +FBax/jV4uH6R4gZHqWWHTU9wojlMUatj79ZepSZcDxO3bTSlbpxZWoZ0se4 Iy32KO6W9Yi0iINf9/3CEunlT+lMBh6SmOA2N6TkO9wSkXAKkgciUbEnfcD9 7BvEZPX16pIhSfKPaMfrlswxMylPRoQnd/jlHCnxccmTW5EYrgcDWJ2b+RYn /5rj5yl6zsQhY4EZKLwJefkdKKrvQ1k7KV0Lq2oRZ3E4VlhgDL0kpX8aVvkM HKoZFphZeLWs/bo5hAzziJgWWGAWWGAWMWpfxJhzCeOuJUx4lkjKMm75xcoc KyRlhaSskJRVPuBVTEVXMR1bxQzVFAsszzFiDaEMorK2QzrCJVbwTQmxnMob tIWf41sEh2C8yS9Y5ZeSD5IhMpcUfCxjlpkZXcJUcglNOXVkpI2M9JIRBRnR MHp0llvRUeFk3GgnH42FNrQUO/k1bvSWeNBPOpQ5HgzledF3xojGQ5yzHVGh +9ggZCc4sr4kJRxlskwdindVIPt7OSh4Mwdl389FzQ9zUf+jPLT9JA99P82H 9VALopUmcuGBt8pNQtzwV7vJiJsfc5MQNyK1bkSvuUkIU+dh3fBguN5NQJgG NwlhGt1iXaFGF/4zkk0uxilFIqSJrDSxxTCJJhsZSY3gGEmJkpRIowlhkhJi jQmQEz858dUNwXtNC3etBi7WFycpsdcoYK2Ww0JKzKTEVNZNSjpgLGqFsaCJ lNRBn3WFlJRj8CRry4k8qI5nYeDIBXR/cQY/+/EuVLHx9XCv28d5fT8pUZAS Ffe6g9zrakjJEPe4es7pDdzjGkmJmYxYLAwpsXJPa+Oe1s49rZ17Wjv3tHZS Yufe1sG9rYOU2EUC/DrGylhoipkxMQZGz4/pApMY8j+Axncfas8deEdn2FNe fCwNgv0cBM/RTkQ6c26im4h0l0+ih4j0EJEeItJLRPo4EPo4EGRERM6HoyQi g0REQ0SG+HD0fDjGl4cC+ZDEiSq7OBzINuaijm4i4rF8+3Cgnw8rwIcV5MMK 8mGF+LCCfDghEf6zQ/znh4hIiIgEI6ljgD//3k68T0DeZ0V5/we78T4ReZ+I HP7ZXmSzKeZKgOSwnuQzxcg7Uo6Co+Iy7zqUnGhkWghHu4RHKfEoIx7lxKOC cFQTjquE4xqLdgOfzk18aree0KI9kzOtk0PoOaVjNdETEAMGzhqhOGeEknN8 Nef6g5fM0GRZiIcFuhwr9Lmpp5wpPzWrsRTaYWVsRanZjqOYO3KWf2eJIwOu Uge7uruM79IVM/8KS46Fhohwv5/jhZujz3RRB915NfQXVDAyFtYUK+O4oBC3 nxQLlg+IF0tdZNe+2J9OHyL5RkQL+WQXRSjPCUe+S3qRugt/CVe+g05YaQZT YIFbnJ4toiklBriKNHAWDPDru+HMa5eWdbOXaKDv3oCxZxOWvk3Y+rfgkG/B pdiCR7XNhrINv2ZbWvUnNCRW6nu5fHVqqYGE+SEbykM2lEfSwpjjv7E45k2R lwtviVs/iUWDfQ8zpMUJd0g3qbjnF6+kFSezxXYHOdnCg2AqGeIKMG5CG/j9 V7daEwvCiFJyn7tYYck94Yg4/f+ylKQgyZAk+b20JaKbTDOTzL2UJ4mUJ7dj I7gRiWJy4jpiKUwc6aNh1oZb6D0/ClnuBPqLb0NecQ+KK6nrSpXsJqq2VDcZ 4vgxcHdgHpiGjRXfqSYmGlb5IWKin2U3mUPUPI+4dR4J+wJGHQsYcy1i3L2Y wsS3REyWcDuwTEyWcS+0jPvhFWIilvRlYql76s/w0c5SztnEKuaY+RHyMLKa IY5eCVfEJile5S/cEG8t0gwmQwLke/xatpCRZTaR5TQlSxIl06OL5ESskLOA Fs6m2ws60FnUj64SFcOxUmqQDnZ1ltkZJ9/2MF60FXnQXOBGax5zibRke9F7 0YHaA0o0Hlaj7UtScmKI0aL7uAZ9mQZc+aAFWd/LQ/abecj9fh4Kf5iPsh/l o/onBaj/aQFadxWgd3chVG8XcoKkg6fKA1+1F/4aL4JXvAhd9SJc60XkmhfR Oi858ZITHzlhGrzkxEtKvITES02aPJx7JblNNrsxlk6y2ZVSpdmJkWZnahr4 fyDebEeMuESbrIg0WRAmLCEmQFj8hMVXr4eXHcVNVFzsKE6iYicqtholLETF XCmDqaIXxrIuGEvaiUoLUWmEMfeaeL0Phs6XQX2yAKrMy5Afu4De/5+x946N 9M7T/B5QMxvOPmMNGAcbsP/w2QcDxgEGzsDuHW73NszuzuzOjlYzI41SS2p1 DuqcI3Mmq1isYpGsYpHFIouVc865irHZJLubbIbOWa0sjTRJ7ef3vtVhtGfD Ap4qNrtFvkX+fp/n+b71vt/vtkPQ1zqhJYUHuIp0BtKZq2iEpjJKUxkzc5WR wBMksJX0tZO+DtLXSVNx0VTcpK+b9PWQvh7S10v6+qKsQnzEL5MuAexNyKqB h+7yr+AmiF2Ug7JTNn7WmmShnVjGeOwyjOF53H/8+abqTbj+/hUM0kN09BA9 CxF9+wqGuiiu/yF6iIEeYuDRj/DoTdwD4/SQCXqIlR5ip4c4+QrE20ke2qKv ekYv+N0zev7nZ/TitMZERD6jl+ThJ3noKR5iioeaon+IE3qpLF9hkgbyZ9LZ PONoED+lhfyUFvIzWsjPaCE/o4Xsf30HTm8+irNbTuDs1jO0kFraR6N0Vqt+ T7d0VqteWMdeWsdeHWVA494R2sco7WMcrXvNaGe90cV6Q0nbUHEJa7iUtUxE g/tctA837cONkQMejB5iGD/so3X4MHHMD8vxAKwnA7CfCsJB3rvOhOA+G4Ln nGwVvtow/HURBJjIgvVywgk3RBBpjNI5qCYB9FhzlB4Sb45IbiJ8I3BGKIbg mTRrE37tozY4KdcxG73EBt8xC3z0keAxFs3HJxA5bq5B+ISZazt8krZyirZy agzpWgfKLQxSbSEkGQij3MXR+oT0HKuL0TMiVBgxOlq0kSVRox+RJi/dzUaZ EW8wI9UwKrVNT5xl/a2+CLfhPnwj9xEYvY/Q2ANExh+wFnmAuOWhNKJGGqjs eIic6xHybnmosmiYX/Y9+hcDG2fDT4c2PqKHiLaB1clQ8Uc1ovdCjRiRRwdJ iULjckrcTfpQulpY6EpGvCUgrq36Y2ZyuUenmCJ2RZgGc/llyTSY2YVoGnL1 8SdYpGksPq0+pugYU3QMpqqlKbrGVLUKmbzEf72IRVYiC6UZzBcqmM3m8NnH H1WNIyI9/VsENZcxfHwWxnPy9S+m9mXpIs1xcTceN42Fm8au5wbhhvFwu/u5 3UMTq4haGarsa0g5aRxuGoeXxuHfoHFs0DiuYSpyDdPR65iNX8eFxA3MJ2/Q OHjkadpe9iYuUVdyt2iTt7BSYGl1VWoGv1q6Jc1nEVqv0A42KrfFFGrJDuQT U9eqVUaN+Oj7wiH4ryZv4j9ifVI2iTWahGQU1AqNYnn6GuNCCNpzGgzUDhES YzQLK+WkYXhpFAEqTEUls9A3pjDUmIahIQ1jUwmdhyLQHE+ge6cDXVstUO1g ONtDs/nAhUE+G2gWI/sCOPafG3DiL+pw6i+5g/+6Fuf/phZ1f1uLpr+rQ/sP 66D8hzpo/7EeQz+ux9hP6uF+pwfxM26kO1PIdKWQ7U4hp0jRMFIo9KRQpEqq FGuIFCq9qRoWFSkxXk2TopI0B6pPKCGub+Xjf+LHcdkw+limUJU+2UBKfREU NWEU6Bx5TRA5OkeWyrAsSdE5kioPEnSNGF0jqnAgQtcI0TWCdA0/SxFfmwne 1hF4mg3wNOroGv1w16oJix64z3TRNVrhPtEI+6GzGN9zDM5jXRg/a4JaswI1 s0cfudtP7g7SNfRcRgYuoxEyd5TMNdE1xslcM11jgsy10jVsZK6dvLXTNRxk roPMdZC5joiwCAeT+38LB9lrFyJ/rZSFmqDM1Fh8BabYFRgjlxHmRpm7eu+9 6oqfid9F/+l5DNZewmDTMnRtFK1CR6vQ0yr0XPVDXPXDPGQjjc7ElT9Oq5ig VVh52HYetpOH7eJhe3jYXqd8Mi7Aww7ysEN++WRc+IWTcVEecLR6Mi4mn4gj NukTfyWdiIux0ojRKKJUhBoyBvHKX/w9XqFVvPKXP8IrtImT7x6s2sRJ2sRZ 2kQ96na1on53F21CSakpLa1ikBYxRI3QJkbRtHcMzbSIVtpDByuLLtqDkvbQ u9cJDRdwP+1hcJ8HQ/u9MBzwwnjIB9NhP8aOBGA+FsDE8SCsJ4KwnQrRIsJw ngnDxSzvPheB93yEFiGvsEB9FEEyOkRJNtEYI4vJbKFmspoFflyoNYYEFeNm C5xlBRI8k+VvlAXGH8N53AnHQWaTD7RI7OtDiZo5OoriKRbHJy2InxJXIkfP WPEHiJ61ULSOc2ZMdcUx1c1ivSvOH2sTd0qsMYn/nY/0iwZhU7Ss5jDCzUGE W/yIN3mQanYh1WSrNiI1IMnC2s/E5jbchXfkHvzGewia7iE8fh9R833ELPeR sD5A0v4AaccDqWt7zv0QeY/cuV1MCxRtZCdfmBg4ExZTAx/SI6SxRTWiJ0+N NLjoJXl0kTS+SLoPlI//VrqhUlxwe0m6qYTPmXu4LJQVkgdNXq4OubpMi7hU FPbAWkKofFMyiMWKbA8L1OKkPCfjqUUs0iIWaRGLUyv8uyvUJSxUFrBQvoD5 omguUMKV+fnSixbxf+Lu1U+gPyhfv2KsW8Ro8xWYxLX8Cu6zXvk6fssgNwb3 t4v728uN4h+v2oSNNuFgfeFaQ8azhpxvnTaxjlJwnTaxgcnIBm3iGm2CezRB q0hex8UUjz7NVyHG1mVv8BXfoDHeZDVFFW9ihbpaYi0gxFe9JlS5JeZr3iIe 11k2CCcQnrBRkZ9rpM/8IcuIG/zoBtaqWuUP6SodQrgEi7epa/hTacDIJf7Q gqNhOoaWjjFCxzBDX2+HjsWpjiFD1xjCYGOEz3EqSaXpJhlMdEzCr7kER8c0 2rbb0LJ5Ah3bbOihc/TtdUHHHDbIZwPdov3VURz7izac/MsWnP6rJpz9mwac /1tu6r+rR8MPG9D8Dw1o/8cGKP+pEX0/aYT+5UaYXiFif9qIyIFRZLozyCoy yCkzLC8yKKoydAuqN0PHyKCiztAwMrQKqi9dQ2/gw4w2RZsQ/81oaR2UZBda liLaOCpUWStv4CKto0DbyPeFkesLIUvbyNAyUiw4krSMBC0j1sNiXelCROlA qNuGYJcF/k4zfCwyvG2j8LDIcDcNwd04CHd9H9znVbQMFhln2uE61QzX8Voe o47uZoD/nBoK5TKU6hX0aFeg4pJSM3n0kb9a8neAy0rHZTU0QTYzpo+QvaOM 6Sayd4wxfZzsHWdMN5O/5oCwCXNQ2ISZ1mEmh83k8BhlokYpIzUSWYEhfAX6 4CVcWH2EO48+31K1iTvrn0FzahbauiX0c8UPMBgN0CYGaBODXPWDtAkdnW2I NjHClW/kYZp4mOOm6ns25upJNtqE0yGfaPPwML0vnGgL8ACDT0+0vXCSLcxq IpSUTrDVSGfY/hNCtIkgFcjKEu/S7Ni0By//+Q/xMm1iy0/ewql3D+HM5mM4 s+UUzrGKqN/VTHXQIhQUq4g9fdQApadNDNMijLQIEy3CTIuw0CJstAg7uplp lHtctAg3LcJDi/BicL8PQwf8GD7oh/FwAKYjQYwfC8F8PATLiTCsp8Kwn47A cSZKe4jSHqIsKWPw1sbgq5NDSbAhjiB3TKgxIU8PY9aKNlMtCdqDCDHxVpbC ibYEY26Sj6KaDp/Pwn86BcdxN2wHx2DZ3gHve+eR2Xwes++fw/KWc7i+7Rxu 7W/HlTo3CuftSJ6z0gJq7fj3fLQhWmtBvt2PGXWaVXUK6Y40v1+GSvN7p3gM SdpDnPYQRbg1inh7HKm2iHTxZKqVVtHioEQvTSOtYhDRcz1wDd2BZ/gOfMa7 CJjuspS4Jw2TjU7ck+a9J2z3kbLfR9p5X55o535Aq3iAou+B1AxVTLYTDVGn gg+edW2biTyooU88YA6+EKtO05En6tRI9xrSNJL3aRiizb94k0LM3f4jadLn pcxdaRKxLHkS4lL+NpYKom8ik/W/knoLLJaFGMQrsj8s0B9EP2kx0GGRHrE4 tVYjmcQfSzaxMLXMv75CLeEibWK+PIe54hSmsgV8+vHHqPpEtNpHUrwhqD8y g+GzCxhpEJfSL2NUXEqvlO/3MnO3WLhb7AxVLu4Uj/AJ7pIQw5TsE6v0iVWk JZ9YQz6whiJ9ohxal3xiKrrB8LYh9fu8kLyG+dQ1XEzT5TIshrJU7jqd8Tq9 gn5RuCHexBGdtVdKrASEyuJPq2X+xWrlxku0jBtiIGRFdgHJCfhjuTopnGCF P5i/kPzgCn80l6lLVRsVI6fUpxR0hkE6wygG6yzQ1TvpDNwjDQEqTGeIQcMK Ws2IpGJk6j7sResuOsFum7S3OrZxr71rQvtWK7p3OaFm/TDA6CVimGF/CB2/ MOP4f1Hi5F914/TfdODs37bh/N+1oO6HTWj4UROa/rEJLf/UhPafNEHxcjM0 rzRD99NmGH/eDOurzfBv1UhNN3I9WdYROTpDjq6QQ1mdpStQmiwmNTm6Qpam QGmzdAOhjCgk+jM18nuOU/2pl6SN+qco9cdRpDEUqLw2SkOIIEtjSLOeSNEY kjSGBE0h1utFVOVGhLVEiKYQoCn4aQo+moKn3QRPqxHuFgNNQQd3g1aqIVzn lURGJ8JNvVgadWFxxIKLQ6OY7h/CJ7fvoFR+BKvzBjrVy+juX4GCa6iHa0jF rKHmGuojbfu5jga4jnSkrZ7GoCdxh2gMBhJ3mMQdpjkMk7rDpO4wzcFADQVI Vx0/+B4G/CvQ+i7DU2TluvxgZ/VOxiluME3tAvqaL0NL/mu7V9Dfw+9G/veT /wNc0XoezRD5P0z+G7mqTTyicdqUmTZlIf+tPBo7j8bhqp4P45F4eBQefmMv +e8l/33y+TD4yX9xMsxP/vvJf59Qiv+GFuCh3Glha+Ktlf8AFx+3vb0HP/nz F+F/HLXbzqJ+ZwPF2mAXa4PdPRRrg939BL+OMlAjaNhjQuOecTTtmaBsaN1j R8ceJxeoCz17PIS/l/D3Ef6MO/sDGDoYwPChIIxHQjAdDWP8eAQTJyKwnIzC djoK+5kYnGfjcJ2L0+Zl4PvqEvDVyxEjyJgUEmqS/xwR4G0RUb2VD/G2FP4a ifYUmU91CCWRojwnnBjf1g3He/WIb65D5f06LG6pw/rWWtzZWYsP95/HZ8fO 49PaDqy3E9Z15H+9A3EW9/EGB2INdtYANsz2c4EPMBr1Ef7tWUTbMoi0pQn8 JGuCJK2H36+NEmdwBfzbgvIV9OJe5TYrDWCMBjCERH0v3Oo51gm34Rm5Dd/o HRrAHYTGxTTxu9I407jtLhL2e0g5qiNN3fekkaYFrzzWtOS/L81RqwTvYzL0 fJbaTOQ+f7+z0fuSA9yn7tEFJLFsSNwjlxeS96i7khZTd593yCX1RYPcxZw4 M7KYvyUYzsC8yLC8QPoJXSwzXFeECM5JIXGf0cWpddqLIP8Cyf9HfLzKzy3z by9jnuS/UL6IudIspvMVXJqfL8vQj1Wh7+9Zgv7YHAznljDSyIK7bQWj3fK9 U2OimxMraauAPreHU0B/rAp9bo0It0aMW0OG/iqyvtUq9NdQIvQrkXVCfx3T sXXMJDYwl9zAhdQG5tMbBL/c2HmRWsoxseevsSS6VkPyXxfkF4PxlktM9lXV SI8v0QnIeP4cVsripuAV/iS+h2U+Llc2JF2Z3KjB5cl1/BmRv/4M+RdZPc1T mtO9RP8QBs6PEf02DNa7oT3vgfqsB4oTLko8+9B93I9uVs/Nu8xo28Wqezer bu4uxS47Wt8bR8fWCShYFKj28P8/4JPileFAFB2v23H8r/pw8m/UOP0DFc7+ nQLnf9iFuh91oOEf29D041a0/KQFbS+3oOOVFih+2grNz1sx+GorjK+1YuL1 VrjeaEVkpxYFVR7F3jxK6jzKmjyxT/XlMUkR7to8X/p0f57Az0maHciR/gNZ gm+aG2VKUhqTVGUghTJVGkii2J9AgcrTEnL9MWRpB2ktNwztIEk7SGgCiKl9 iNIKIrSCEK0goLDD322Fr2sCno5xuNtH4W4dhqtZD1fTAFysDVy1PQi39WPJ HMTSmAeLo3YsDJswqzPg1vRsddDhf4dChQX39CO09l1B++AyOoeo4RV0jV6F gvBVEr4qwreXK0xNO9BwlWkcRL3GucISUO1aQa+QewVK1xV0O5YwufwItx59 gb3St/ifcWvjM4acB1A3LkHTdhka5n4Nua9hitGw2pXeB2FpMkgX0tOFDPzW I1zYo1zYY3QhM7/tBL+thZnfSgeykft2uo+D3HeQ+05y30nuu8h9l3gfxCW9 D+Ii+p0JWTVwEP7/Xn7v49n7H/ySyRW8/+YenHh7H85uPoK6badQt51Zfwez /s52Ip9Zfxez/m5m/d2DFLP+7mEif5TIHyfyBe6taCbuW7kgO4j7buK+h7jv 3etDH3Hfz+pUdyCIoUMhDB8Jw3g0AtOxKJEfxcTJGLN+nMiXr8lwnkvQwJM0 8iS8dama6sVLARbEQSrUlK5evPQ9RFoziLaSvm2SCP32NH6IBNN4UqhTlvvo KCbebURocyMK1IX3G7CytQE3d9Tj4Qf1+PRIPb46XYdf1dfhd611+Lh7EHMd BH+jE4kmD+JNLsSanIg22ZHvCWNGz6SjzyDBGjnckUW4PcPvnCPohTJUSnrL LiVatXSEKT8/56bsBL+ZFcAwkk198HVH4DQ8n1/tN92W7vQLme8gYrkjDc2M 2+4g4biLlFMenJl1330+xst3j+AXAzTvEfz3CP7n47ymI3eJ/eqIkeqYkQtx cR2OGDbyB9KNCBeTd0h9KnVbmnq+IHqiL2RvibIgdwsLeYK+IE51XCyKoTMX CbqLhNy8EME2Pykkz415SWLZf0OqreLitMC9rHlif57Yv1BZxGz5AqaL0ygx 7H/80Ueocj/+lPu9rJpPzMNQK1/5N9LB+KOQb2Ya65O5b+EWsZH7rtEq9yde 4D63RsK9ihS5nyH3c4FVFCTur6EcWcNkdA1TsTUG/jXMJtcxl1on+3n4acI4 w5Ily5JFmt8oZkltiDE6G+Jt+gLjelHWS7giP5aI9RKjfFnYnXjcg8vldVyu rOOSkHT51hoWqQXqIiUPAFiFe8RH5mugPTuMvjMmqE+boTg2DsVxK+Ug592U V+J9F3nfwq3VsssiR/3dLKNZQqsZ6zu3WaXY373LIaWrvv1MVSyjhw4H0fGG B8f/Wo+TPxjEmb/rx7m/1+D8j3pR9489aPixAk0/6UTLy+1oe6UNHT9tQ+fP 26B4tQ3q19ox8Ho7ht9ox/ib7XC81Y7ApnakT1pQ0hTJ/CJ5XyTvKW2Bcb5A 3hcpPg8UiPoCmU/+D+YxLYkbRRLLA6oyyLQ0mEZpMIUi4V8g/PMDCeSoLMGf JvhTBH+S4E8Q/DGCP6r2I0zwhwj+QI8TfoLfS/B7mP/dHSa42oxwMf+7mgfh ZP6fGglgyRrHkiVM8PsIficWjOOYGxrGndk5efTPH+H63S+Rn/sQhfnHKFyk Fh6jKLT4IRpGL9WguPQhHy59eLQ62Xcy/xCq1iX0dl5Br5K076X6VqDmsuzj suwnuQdIbh0NY4hL00Byj5DcoyS3ictzjMtznIndTHJPMLFPkNwWkttKcltJ bmuYipDcFsb2v4CF/J6IPX/7YVx6C0J+G2I0egXD4SXMrz6A6jiruC3HULf1 DKndgLodrajb2UkpUbdLTfWjbjdD+m6G9N1GagwNu81o3G2h7Gje7UTbbhep 7SG1vaS2H70fBND3QRD9rBx1B8NcUhFSOwrjsRjGjsdgPhHHxKkErKcTsJ1J wnEuBef5FIlN1tal4a1Pw9eQgb8xg0BTFkEq1ExOtmSJbBGUs8R1VgrNcSEy NEHVkNZZ/Gc4j45h9N1meN5rRnpzM6bfb8alLU3Y2N6Eu3ua8NHhRnxxqhHf 1Dbgty0NeNLViCeqZnytVWNDG5Z64iVbPEi0kt38ONbiZHHg4JJLoDSURtmY R6yzwO9WJJsLFLnN75+iZ6Q6Gdg74xTzRycDe6eXcvLvLOS3kV93AH5lVBq5 6Bq+ye18E97RW/CPiWHHtxCauC2NXozZbiNuv42k4w5SrjvIuO8g67nzfCSU n2VoQNwcLQZDfY/svoPJ8B3y+w7ZfYexKXqHpJmN3SG6xSQLEcLF458Q4M9a chNeVIbK3sTFHJW/gXmhwnXMM7LOk1IXhMiouYqQaBNLFH1fGm994UVNi4xw gdD+Qz6u8O+X+S8vYaa8gKnSHMpM6zeuXUdFxnaieg+DX7MC3Slxrd1lDLes SNgeEfegMtmMMdmMi348rGZt3BtOge1xGdtBYjvMfRHlvogz0aS4LzJMNFnu iXxwFcXwKkrEdoXYniS2p+OrjOyrRPca0U2Wpteq6KayzNQUy5QcX99Sfp2v b6lAEL+o4rp096Awq6XSerUbmPQ/VdbwX7BQoXVNCtG2qDlqlpqZFG9C+KE6 oYHyaD+6j+ihYKJQHDMzkBPKx5wEtZvyovOYH03cWU07J6SQ3klgK0T5+wED PQN5L587tsnnaEQ+0hxgLmL5O8LS13g0hRM/GMWpvx3Bmb834NyP9Kj9hwHU /1iLxp9o0PRyL1peUaLtp93o+FknOl/tQPdrHeh5vQPqNzow8GYHDG93YmxT J2zvdML7bifiH+hQYOlZ0ZYIbKq/RGhTAyUCu0hgF7nSBov4PzCjI8cHyXEd ua5jppeUQ4Uq6zJkdgZFsrtAduepLDdTZiCONEN7iuxOkt1xcjtGbkfJ7TAD e6jXQ2a7uGEc8Cps8DCsuzvH4WJYdzIEZXTks6uAJUcWS/YkuR0ht8lvswuL pgnMD4+g1D+AjiqDy4WHsFuvQ6lYhpL87SF/e8hfFctBNdeYhmtMyzXWT/4O kr968neI/B3mOhvhOjOSv0aus1Hy18S1ZiKDTVxvJjLYRAaPCoXJYHEm/08x wsdhyhBZwVDoCoKsdO89/lI6mAXWrxNdBgw3DpC955iam8jfdvK3m+xVUX3U IPk7RI1QJrJ3nJogf21kr4PsdZG9XBG7afd7/FwRAa6QEBNzGP0HItAdimLo SAzDR+MYPR7H2IkEzCeTmDidhPVMCrazabI3DWdthtzNwFOfhbchC19jDv6m HILNOXKXaskj3JpHpC2PaHu+huDlQ7wjjx8g0ZlHoC4I824tbO+2IvpeK0qb W3Hx/RZc3dqCW7ta8PBgCz490Yxfnm/Gb5qa8W1HM570tOJJXzue6LvwxKjA ho5Loc2HZLsPiXY/ue4l592sv5wId7ox77iEJe8q5iaWyN2SxN7kU/Z2MjN3 MTN3MTN3MQJ0h/jMzNzFzNxp5b8xMTfrEGtUwqa/DofhOnfkDXiMN+Az3SR7 byJovomw5RYi1ltk7y3EHbeQdN6SRvGl3bfJXjGO7zbyvtvPRgeVgrdRDj0f H8QSNnIb/wbT0dvyDARpDgKVuIU5SfIIZNHj+UL6Bi5kqCyVo/LXcaEgRNgW r2GOEXGOdJkVIl9mJ9dqxMAKIn3q6kuEq8AsP6RWiJgrmK4sEbPzXOMzWJhn BSljNvn0cjQm4MFTCxJmDS1cl50yZo3ErElbvc3fUMWsScasj5gNfAezSS7/ tMAsl75oN14IyagtR1aJ2lVMMmNMJ4SI2+Sq1GP8KW4vZIhc6mKWyjHa5vhy FvKrLBoKa6y7For8XEnWRaGyPLNjviJmdpCo1Cw1U3nehDyVuoAhxRjaDyjQ dUiL7sMGEtaE7qMTlA1dR53oPMo9ctRLsnLv7BhH804L6WojXZ1QMA6r9gmS sso8FETfQcbmXS4oP/BDczAI3bEIRk6x0jwbh/5AFKd+NI4zPxrDuX8wovbH rGL/aQiNL+vQ/MoAWn7ah7afqdHxag+6XlOg+/UuKN/ogurNLqjf7kL/pi4M vdMF07tdsG7ugvv9LoS2dCFzUI9KfwWTAxWStUKylonSMsFK6YRKovsOH/8d 68Yi8cr4zOeKvoCyPo8SEVvUZakM8lROl0aWiM0wHqeJ2RQxmyBi44zGsb4Q In1BhDV+BNVeBFQe+BiLvYzFnm4LXIzFYY0LUxYi1TOJJXcJS84cEZsiYmNE bBBLEx4sjltx0Wjk8QyiS1pj/yNu3fgc5fIjdCiW0MVqrEu7gu7BFSj0K1AO r0BlvIperi0N11Yf11Y/8TpAvA46KK4vHfGq4xrTc43piVg915me60xHDfqJ 1YGAOCmh9S/Dy2wyvfKQwUd86/8Li8SphTi1KswYbhpFx4Ee4rSDYozdwRi7 U0vpKANRaqTGKDPqabINu+yUC8273MSpl1HWT5wGidMQevdFWBlF0X8wxuoo TpyKq3QTxGkSYydTGD+VxsSZNKxnM7Cfy8BxPgtXbY44zcHTkIO3MU+c5uFv LhCnVEuBKKXaCoi0F4jTorhcsaOIHyNOpPlrwzDtGsD4O6yc3m1H9r12zLzf hstb2nBtRxvu7WvD42Nt+OJsK75paMVv29vwraId32o68USnwJORHjwZ68UT qwbXRhhHOwLEZICwDvC70FHbXPA22eBqtGPasoglHytN/qhzfdMyUqVYm0ey i3G2m/9/N+Osgg6tYJxVBCgPPyfuax/n1zYg0aKCVbcB29A1OIavEavX4Rm9 Lk1gC4zfQHBCnsIWsd1EzH6TWH06ie2mNE4m67kpTWMT42QKT0fKBG8Rq7eI VTFa5ibRSkVuYip6E9PVtvlMHfEb+GOi9QYTHZW6jtk0laGy1zGXI0Lz1zBb EBX2LKvuP8AsQ9sMcTJTEZLH/kxPcllNT139A2lc/Pf552Vi5TImGVrLxTnk smVMySRNVS8+8Ym3WU4vQl9/BUOtdHeSdFjcXUiSjmqr965XG6aIuwrdXO1e rnY/SRqyy/esx7jS4x65W1naL4dWiaYs4opMDCXWcBVWb4KmU0Kk6XTyKVFX 5YkNkkjGrBAzp1DuKp2Efy6QrBeKJKsY3vBXdJIXxjeUf398w8REBHq9Ex3H u9G+vwedBwfQdXiYFB1D15EJyo7OI/z7I2407RpHw/YxNG6fQMsOK9p32tG1 W9DSg17m076DAfQflqmp3hOGghRVHwph8HgUw6dZ/Z1j1VeXZF6Nou1tF879 eAK1/8RU87IJjf9sRPNPh9H6Mz3aXh1Ex2tadL2ugeINFZRvKqF6W4HeTQpo 3lGg/10F9JsVGH1fgYktCji3KhDYpkBiuwLFWgcmBycxRU3rJknPCleLng/T +jItWl9i1TE5VCI+i8RnASWqSIwW9DniM0t8ZpAlQjNEaHowiSQRmmBKjfdH EWV5GCFCQ0yoQSZUPxOqT+WChwnV3W1F1pjAUnAeS4FZ7q0pIrRMhOaZUjPE aJwIDROhTK0Tdlw0mTBtGESPtLD+zbPTyGbfDbQNLqNdv4wOwwo6jSvo4kLq ZipVMpX2EJsqLqZeLiaVYwW9lMrJJOtcRo+LuOWznZFicvmxOIf8h9KXP4OE xU9EjhCRFliVLlh7AsQksbhdoFJDTDKJ7tATkcPUKDVOTRCRNspZRaSXiPSj c0+AiAyxLonw9x5F34EY3TPBWiSJoaNJDB9PYfREGmNiYOvpDCbOZmE9l4X9 fA6O2jycdXm46wvwNBaIyAJ8TUUEmqmWIoKtJWKqSESWiMgSoh0looti6hth Ih7e1AEX65PEex0ob+7AwvsdWCXqb+3twMPDHfjkVAe+qmvHr1s68NuuTnzb 241vB5T41kAsmjR4YtHiiWMATzw6XB4SyTGEBBXvoiu2eYhH/iobichmN4sM HxwtXjj4sb3JyWNLItKSJh6Jye4ckooMlUJSSUQqiUglK34lK36Fk38/wX83 gkSbBnZ1BVY9MWnYICY34DJeg8ckBlVeg998XZq2FWJhErFdJybliVsJZ3Xq lufGs2kiOTFRxH8DhcANFKWpIjeISip8g6ikIvy1x8R7S1Px61zwCfEG03Ty GqbTVEbqOpvdYHKcyW1gOr+BGRa20yxsp0tCa5gqiw5NU6TjS9XxogQFyfgH mJIfxZ+ZNivlJRSZNnO5KXz88adVRKalp/8VXtZVA2eWoGtYhp5hc4iINChl RBq1z2++tgxXe0oRkR4i8vdaexCRomdxgu6UeopJ1lk51lhyOw8Zk2VishKX UTnJ4Cka+Ivm/TVS+/7vYSZN7GUYHInH2RxpP5sXD4WrDJwzxavVRv7VZv7f aeTv9eah0zkxSPVTzXubpAnWnQcH0XlohJgcQ+dhCzoO29F+2InGnSbicZQa lxDZusNGRDq4VdxQMmT2MmT2MWQOHAlDf4zbZm8S2oNZaFmg9ROJQ6fF7aUs 0IhIe2OKSzAtnUSrfcWO+n+2ovGnE2j+2ThaXx1F+2sj6Hh9CF1v6KB4sx/K t/ug2tSL3ndU0LzbA+1mJQbeV0K/RQnjViXM25RwMA35dioR3aVE7tgwKooE eThFME6RkOKZyBwiOimugqGKRMoyKlSZxCwNFVEcKqAwlEeetMxRWX0WadIy RVomScsEw2aMYTNKWkZIyxDDZoBh09/rRXwohsJ4Dpejl3EpvERSXqTmsOSf ZgqpkJas5d0Mni7W8k7W8nY/63knFsbHMTOih7baUTM3+wj5Cx8iP09dfFyD /MKH/HR+8REKi/zU0ocoLH34r6uGbe4YIPiMBJ+V4PMQfEFYVTFoTlsIPpbZ 21lm72CZvYNl9g4TZSb4rBR/6jsJvp0egs8ng293EN17w+jZF+VvM0bD42/u cBK6oykMHUtj+EQGxpNZjJ3Ownwmh4lzeVjP52GvLcBRV4Crvgh3Q5HgKxE0 Jfiay/C3lBFopTWF2sp4A+H2MiIdFXKvAjMX1iArBwsrhzCrhtx7XZhl5XB5 axeu7e7C3YNdeHyiC5+f78LXTZ34dWc3fqNS4ndaFb4dUuPbUS2+nRjAt3Yd nriH8K1vGF94bKwwRLSLklFhMorcY7XtaXZJsdDdHoKrLVBln4fsk9uw++pj 8NdH4W+MkMsJxFhtJ3uE+HV6QhSrd+neYQu/rhGJjn7aol+aMGjVr5N963CM yFMGPaYNeMflCUoByzWy7xrZJ09RijmvI+G6jqT76SQlynf92TCJfOCFgRLP hkrITbYrsWsEAZXYwGSSSm1gKk1l1jGVpcTpvSnp9N4US85JFpyTJVmVsmBG pcLgVJm8+n1UJN7xQ5QrKyiVL6NQWkA2P4uPP/lsWuZdpnplpluzDC0j4WD9 CnTknZ68E/d5DZN3w+SdcVC+T1hqNkHeOejkLvMLjSaqjWyjbjkWJp42sWUs zJB52ReYVyTzSmTe0x7t5aTcp31SXJk5mRYF0iRxN0XcTUn9JqYE7yYLfKgU xeX9olm76NNeLImr/y9g3BzBwKATWko9YENPv3g/thlt+3qZD3SEnZEaR8ch C1r3mdGwVY+GbSMUM9s2M5q28/M77OhgRuje6+HW8EF9IIA+5sCBo/zah8PQ 7I1h8GiJ+W8aloYpWLn0LSyPxupSsDSmYSfo8ppJzOmmoN0ZQOPPHWj+uQ2t r1nQ/gt+7zdM6HrTCMXbBig36aF6ZwDq9/qg2ayG9v1e9G9RYXCrCnrRz3WH CuM7VbDvUsGzuwehPT1I7u1B6cQIATdDXxiaFr9/Pk4NTWHKMIVJwyQqBsG8 sqFC/yoayuRciZwrIEdlybuM4JyecYGsS5J18UFuAbIuQs6F+yMIMhVWbJOY 9y9ihXF9Ob5Czl3BpcglLIUWyLkLTIUzZB2Lai+Lag+LajeLaleUxXUASzYX FibMmB0dwqf3bsMpra0jpNcg6WUiveykl5cKk2BxilWnKo/2A6TVdla121nV 7mBVu2OCslEOyvWcXruC6Ngd4q8oQi+KkV5xaA4lSa8UfzVpDB3PkF5ZjJ7i r+VMXhr3OHGuAGttEba6Ehz1JbgayoxGZXiayvBK5KrA31phLKLaJhFqn0S4 YxKu8/zab3XD+HY3vJu6kWRcr7ynYFRT4OoOBW7uV+DBsW58fLYbXzZ04+t2 BX6l7MGvNWr8VteH343049txHb61EVnOYXzrNeI3ARO+Co3j8hg9hhVpUhGj IvyYaZyVrZuYcrcFia8wXO1BIsxPhHkpxrgWJxHmJsKIr4YI/E0hVuRM8Pz3 MX6NpIoYVPkpNzFm5dc1EYuDcDPOmQdWMaFbg2VoDbbhNRlho2twm9aJsHX4 J9bluQDWDYTtG4g6xBycDcRdG0i8MB9AtF2ukRov/0m19fKGPCcgTEU2mGU2 mGWo+LrUE7OcpFLkUppiqVfJUjkqv1YjDV74HvfzKsolWaWyGL9QIbjE9No/ ejbHVhIBVqzOhc8ULmDj+u0ZGWDZ6nvnd9Y/px0uoL9+GQMtKxgkwPQv3Kg6 QoCZ9AxtoidbtdHBs2451mqTg2qDg6f9TgXEkoRYKvDdbtxXpW7cohN3ISF3 4y4RYKUUJXfjrpHacb/0rB2bUI3UkvsHUlPufEFuyB2JXUD/gLgL2AkN1dNv Q4eG2UhtROOuZrR+oGZe03OPGKlxtOxlPtsyQIQNUUYijKXsNuJuuxVt3C+d LGUlhO1n2XowCO0Rlq7MaVp+rGG5M3g4i/G6Ga6zeUQUi8hollAevIS54ctY NF7CZdMCrhjnkOkustTJo/lNN1p/4UL7G8Tjm1Z0vWWGYtMYet4Zheq9Yag3 66F5fxDaLVq5jdt2NXQ7ejG0sxcju3oxtrsX1j29cO/tReCDXsT3qZDbr8Kk Kkl2zYi3/QzT/PVVyLAyVSLDiiRYgfzKG0rIGYpkVwEZ8itFfiXFRSe6FGLM aVGya8Y5zxy2gvXMTaylr2OVdrmSXCO7ruJybFlmV3iR/GJFG2RFG2BF62dF 62NF602TXzHyK8ic5saixYK5MQNuXZiS0XUMEx06WLvGYe12EF9+oitCbCWp DEW0qCoYbsmg/aATtYzMtdtFICO6tjuJLjcadnjRvNOPVoGuPWF0fxCFcn8M qoMJGV1H0vz1ZIiuLIZP5mA8lYfpTIHoKmLifJHoKsFWX4aD2HI2VIiuCtE1 SXRNwtcyydA1hUDbFILtU3CcS/DHPwz9W0rY31YiskmJ/LtKzL6nxGVG5429 Stw5rMSj00p8WqfEly09+LqrF9+oNfjVgBa/Hh7Eb8f0+J2FuHIY8a3HhN/6 x/HL4AQeh5i4DEmiJkVcEV/KBBVFnCgPdPjhYtLydkbh6YzI6aud6avNR4R5 iC8XxYq02Qlfo0BXmOgKEr2M1Exn/lYnIl1MXb0e4svO9DXG9KUnukJSl/jx wVWY9auwGFZlfBnF+K5VuMdWia+1arf4dQSt6wiL0SaOdUTFaBPXOvG1Tnw9 7Rovt/MlwgLiHdBcaJ2RhBiLiM8Vouv4YxSJLtFZscgl9Lyz4urvdVbk1i6I 65uLRTmBCBXKV18SA9P4dSb5UXFSJK/C5PMB3NnSJaQL85iZvzIrgytf7WTs HtpAX/0V9LcQXJ0EF6Glq94yKe6uNxJaY4bv3Fk/Id9VL/XJdMp31b8ILqlR s///vVFzTjRqli6Iy6fES8kTWvmMrJy4w160a/57uVlzXm7WkhY9MqMXoOln xqJU/QJWTrT2ElYaM9rUZgKrDa17NWj7QMfsNYLmHTo0vK+l+LzFgMYto2jc ysJyqwXN3CVtLE06WVgqPvBCtT8A9SEBrLAErP6DInOFMcDyZOR4CvYGmnPX BWS1l1DRX5aBNXoJ0/3TyHblaKCTXEVTiHVPY/RYCu1ve9DxlhtdmxxQvGOF 8t0JqDaPQf3+KDRbhqHdNoR+lk2DO/qh29mHoV0aGHZrMLJHA9NeNSwEr3Of Gv79akQOqJE62IvimVFMinuGK4YZ/Ds+TqM8PI3S8BSZNYXC8CSZVSGzysiS XRlyK02VJ2Zx0XsFFzyXsMJ4f6NwH9fz93Atdwfr2VtYy9zAavoaVlLrWGbu uszcdYn15VKE9WWY9WWI9WWQ9WWA3PKzvvSRW9442RVijenBos2KufER3Jqf hkNaVS14cOM2JtqHYO2cILxchFeA8IpSKYIrRxEuPZPUDHUBw8xC7Yy8ddvs hJeL8hBePjTtCBBeIcIrgq4PYoRXnPBKQsPMpT2a4a8qC/2JHAwEl/F0AaME 1/i5EuHFeFxXJrwq0q/OSbmbpliiTcHbMg1f6zT8bdMItM+gj1Fc80YPxt7q ge/tHqQ2qVB5V4WLjMQrjMA3Dqpw74QKj8+r8FmTCl92qPFVTx++1g7gG70O vzIa8GvzCH5rH8Xv3OP4rW8C3wSt+CRkx7KdJV1fApHuDKKKNGJ8/TGWfLEe 1vdKcf92RLpD1dcVJ7yicHdUs1c7ocaS0tXmppi9Wm1wtzjgI7x8Al6thBez mb/NxWcbZebyMzN7jTN7DcHdE37ef3xQnE5nBiPArCOrsBtXpTco3ayhPGYx 7mIVfssaAbaGkH0NYccaIs41xFxriLvF2ItVJL2rSH2nNWwmvMY4soacUHQN +ThFeOWTqygQXgXu6gJ39NPGfQVRRonw8ZI0DyRPbuVKAgK58tXvIVcRoSs/ +XQCsix5CvJlJPMXMT2/PCezS+669r/g9rUvoK67hD6yS0t29SuuYqB6H5++ erv3KNk1RnaZTd/puVjt8+tzVvv8ev7/9fmtQToh3ud4odevLGm6l2j3+yMk +SiahCTEfd+jEai0hBWloLqoTqqjz4E2jQOtahsrjHY071HTqvtQ/24XGt7r RcNmLRoJrsb3h2VwbSHgtloJLgfad7kILg8ULBRV3DWawyH0s1AcPC5OIkeg oc0PHk5g5GQaE2dzrDzytOwCQq3yieBkV0lKWNmuPMKdU4h2TRNcM7TUGemc Sv/eKLre8ULxrhvK9xxQvW+DessENISndvso+ncMY3DnEHS7BqHf3Q/DHi2G 9/Zh5IM+mPb1YWJ/HxwHNPAe1CB0SIP4YTVyR9RYUMex5r9Zg9XADfxvuBq4 jhVqOXANVxjrL9MdH1Q+w/3Kp7hX/gR3yx/hTukxbpc+xK3iQ4LrgQyu/F1s 5G4TXDcJLn4Nhq5lOuaVBMEVuyKDK8KCMcyCMURwBSuEF8HlzxBeCRaOYYYu LxbtNsxNjOD2xafgOo3FwhQs7QaCy8Lk5Sa8goRXjOBisajMUyUCSwxpnKXm qUVKXC87CzUBVLvNi4btfjTtDKJ1dxjt4kfJYlFxIAEVE5eGiUt7TAx+zEF/ Mk9wFTByukhwidq+DHNtmeCqEFyTBNcUnI1TLLymmV6m4WmZga9tBoYD9KzX VTC8oYLzrV5E3u5FflMvZrhsLjH8ru/rxe2jvXh4phcfNajxWZsGXyi0+FIz iK8G9fh6eBjfjBnxK+sYfu004zdeC74J2PFZyImrNj8S6iR8HTkE6Wvh7iyD egYRgivK5JnVpul7BVw1puHvJri64/B2xeTk1cHk1RGgmLw6PASYi/CyU1a4 CSkBLt+L4OLf+dsmpH54/hYdYl16RDuUMGrk9wFNz7qMPoWXfLJbvCconfAW J4AkeK0iUB2kEHKsIkxwiZ7WYpiCdDLoWS1FgAUJsNAqd3FkFf8amdgqMvFV ZOl7WXIrK4+OkCZHvDg3IludG5Etil2eEZP6MmWWipmK/BFDTLo6mzaeX8Dk heULMqpK1QunnCMb6G25Ag0x1UdMaau3mw0OyLcbDxNTRr6+Mb4+M8FsEbca W+RbjV3ElJuY8r7YHpbxKvQvO1LUSP1hv/fdDrFSg1gckNpTRDOyIhlxuWwE 3RpCieqg2qhWqkXtQFOvHQ0q1hJKcXqkDXXvNqF+Uysa3umWANW4uZ/SE1Aj lOkZoFokQLnRudcL5T4/7ZqlH1NVP1OV7kQcvXsC6OOO0B1Jsd7I0KpztOcC V0cR4fYS4p1lpLoJKEURGbECCacoU1VMQUBx16WojGpWekdMscUP5ftMb1vc UG91QLPNCu2OCfTvHMfgrlHodrMe2TMEwweDGN7Xj5H9Wowe0MJ0UAvzIS3s h/sQpspH+rB0TIPVExpcpT4MXcMnU7/Ex9RHU1/h8eSX+JB6NPk5HlASoai7 5Y9xh5SSCfUIN0ip64xXMqHuYI3xapXxaoXxapnx6gp/JZfiy1iKsiyMsCyM sCwMz5BSk1SRlMqRUiSUN8J45cOiw445i/EFQh2RCdU2TEJZSSgPCRUioeIU a0Ila0JlhZqm5qiL1BJ1mVqhuIuU69CemZQI1bI7IhGqc1+chEqSUCmoj2TQ x1g1wFilO1mAgXQaOVMiocoYO18hoSYxUcfoRjrZG3lcpJOrmSU96TS4z432 13qh/UUvzG/0wvcmk+vbapTfUWN+qxrLNLlrNIM7JzV4VKvBxy19+LSrH5/1 6vBF/xC+NIzgK9Movp4Yxzf2CfzKbcM3fgc+D7pwP+jBzAgp1HoRgc4Z0mgW kZ4yKSSu25lmKp/ComkW67YLWLNMYY4leoC1oo+U8op41cV41RkmpYJ89lNe fuyiWBt2kFDtE3C3WVjX+klZL3ztbsrOj83SLa7+1iHWjWp4G9oxrLqKEY38 VpyRO3j0aRvLasd9K3ex3SR33X/21pw4VU1KBewkFSkVcorT5WLy2p8gKgon EuppS8sEg0cyLLe0TBFRKSIqTUT9Xujg/k0TUWnxlpwoj74vTbNJFauqjlir QVLEq1RZ/IPn80OvIJJbxNVrdzEvg6r8LFN9zsO+DlXHMtSsBTUElaZPvj9q kC9TX+0TZ+RLNPHljRNUFr40K0FlJ6icBJXLLTcf9fIl+Z42Hw0+b0Aa/E4D 0hrRgrRGtEeoQZAvb5/UelRj4OLsFSUegUQ1U41UPYv0uh4bzissON05hoMH TuDM68dQ+1YdAdUmAarxXTUa36sCarMA1Bia3p9A01YbWnbIgOpi2adg2ac6 FCKgIgRUTAbU3hD6DsShP5bG6OksLOLt9sYiF0YJ4Y4y4l0ElKKMjLIovY0d JpyihFNcOSsDinDK9M4iq55DXjMnXfGk2hZAL6OBZocb2p0O9O+yYmD3BHR7 xqD/wAjDvmEM79dj5MAAjAf7YSKczIe1CB7pR+XoAK6cGMStcwN43MjN0spN 06LBJ6zlZED9Eo8JqQ+nBKC+wEMBqMnPZEBVBKA+xu3yY9wipJ4D6h428gRU 7juAogdeYoxairH+ixFQUQIqMktNEVQlQoqACiQZowgojx8LTgLKSkAtPAVU YxVQI7B22AgpLyEVJqQSVJaQIqAUBBR/XlblBWqBukRdobiKlGvUBhyq63Cp b8LTdxuG+nloT5WhYN3XczhdBVQO/SfyBFQRQwTU8JkyjIxPpvOTGBeAqucx NEzD1jhDQM1g9FQKis2jUL2mhukXarjf0CD6pga5tzWY3qzB4k7Cn4n1xnEN 7p3rw6NGLT5q78fHSh0+7TPgM90Ivhgx4UvzOH5ps+Brlx1fe534PODBw6AP l+wxpFVcA52TBNQC67xLyGiXUR5awdwogW9exorlMtZsi1i3z2N+uICcKooA Y5VfglQVUPxZuTtDfA5QPn7sppwU6z9GUnHttrt9HN421oKMUAJQXkYoV+sI XIxQ3mYNXHWtOLHFCU0L62pCakQr99odfdonUZzNGXmh3+7Y81PR0lkdafwW QeV8oV+i53m/RKk6qvZLjHMnJ7iLE9zFCZpbkoBKcgcnuX+TUkUkaqHvSZWQ GH2SIKHi4p20eJFQipfENbjSEMgXB0HmxRDIBTz++AtclOEkX4r7P+HWjS/h mLiOnq5lqHpW0KuRb//R8qUN8GXp/j9u3LTy5dj4cux8KQ4mKCdfjutpE0u+ HE9YbmJZA29UHLKXL8sjFJdUA3dCkEmpj6Cpx4kGqp6qo84r7TirsON0txUn Osaxf/9J7HztZeyizvziOGrfrEf9221o3KRAI62w8d0B0mkITZuNVJVM22xo 3eFE+24PyeSD8imZWNf1s67TnUyQTGH0HUxAfzwN05kcC4UCi4Miraksk6m7 UiVTSfo4zJouqpiVyJQklVKkUoZUymlkMhX65hDliu3dw++zk7Fslxf9u90Y 2OOAbq8V+n1mGPaPYfiAESMHDTAe0sN0eBCOI0PIHDNi4cwYbjSO4TEp/Mve UfxGO4zfDejwqz4tPklee4FMX+ER6fSQdLpPOt2bFGT6BHcqL5BJDJ4tPsA1 MeRPItNtrGZvYiXDAjG9jsupKpniLPDiLPBiF6k5EopkipBM4TwLvRTjU5Tx iWRyOTBrG8WtZ2Sqw2J+GhZaubVdkMlHMkWoKplYD1sVkzKZFCSTgmRSkEyK ZYrLR7FOMl2Do/cGXJpb8GrvwD9wF0HdfUT0DxEzPGLheBm2zmU4u1cw1jgP /ekSDIxNI+cqGCWVxurE4HrxBi6/B8mkYUSu/7kaPa/2YewXWgTe1CL7Tj+m t2pxcUcfLrOeXmM0vXm6D/frtHjUMoAPu3X4SD2EjwdG8KnBhM9MZnxhseBL RsUvPS587vPgw4APK44YY1FZcqJ07wzr/jKCjXSwzguIqy5KZJodXcEiyTQ3 PIf5kRmuhxzXRRq53hjJxAJPSTIpGJ+6WeDxZyXRSZCpm2Tq9vBjxqcuO0Uy dZFMXaMklAGedqscnRipRMsoQSZXUy+c9STTZqdEp44zLH5JJ4P2eRfX0SH5 XLN5RH6TTDrfzK3sMMsdwd3Wans+R/W8jbvaos/3vEVfJCQXRJFqi76n8zJi ImHEpNPNogp6oUVfDaJ5cVLq6ey/iFTj8ZGfKorUJD4ZLoiBgFdQmt/Ahx9/ jgUZTNPVKw9vEkzl8ofofnpfTLXZlUZPOA0TTsbqfYnk7DBfidFavSfRUe2R yFdi4Sux8pXY+EpsfCX2IA/NHhKHZucLskdk1cAWFbWclS+sfSCC891OnKXO UKe6HTjRZcNx5tlDLWPYu+8kdhBCO1/7Z8Lon7GbOvMao9IbBNJbAkhKAklD IA2i6V0Dmt4TQBpH0xYLgWRH604XOgSQWMcpDgShElciHI0SSHH0HQoTSBE+ JzF0IgPT2RysEpBKrOoJpM4KIcSopJSjkvg4zM0VJYziPU+BNPccSIRRQXsB pf45lAfm4G7Mo29vEP17/BjgRtGJvrf77Rg6YMXwQTNGDplgPDwC0xFm82MW lM/asdzixL0eboJ+F34z7MC3Y1Y8oWU/MRvwtd2Nj6a/xuPpXz4H0hSBNCWA 9BnuEkp3CKXblY9wi1C6UXpEID2sAunu7wMps4HL6TVcShJICQIpQSDFCaQ4 gRSbJpTKhBKBFCKQAlEs+ggkN4FkfxFITVUgjRJIDsYlAqlTAClJ8WfJGtja PUXNUvPUIiF0WQZS96oMpJ7vAukegfQAkSEBpA+RHHmM9OjHyI59gvz4pyia P0N54nNMWr/AtO1LHs9XuOD8JS66vmZNV8b5n/Wh9dVB6H9hgOutEaS3GjG9 14jL/DmvnxjCtVMDuH1ei3tNA3jQocOjHgM+1I7gI70JHxvH8anZgs9sdnzu cuIzL0Hk9+GaP0gQVQihOaTVwoCECCTW+UGuFXHpQ4QmFCd8Uz2TyPZWCKEy YVREkUAq9AkgxREmjPw9KfiUBBLrXU93lApTQcpPeeFRuCgHP7ZSZkLKRA0T THpCaQTedjNlIpT0cLOWs9U14/AmK45vduAYoVR7MAI9oaTvf6FfKLewiVAa J5TMzBaWF4b3OLiNnbbqAB9xhobb2Mdt7PdWm8EFnjeEezp1Icx9G642hHs6 dSFMIoXFu/ZhKS2JsT2h/DPxEyIyBSVKBXLL8GUuIz+3jiUZQvJZ8f8Bt25/ hfLUY3SpV9DNV6Dk0auIVDWPvI9Hrn3hpjyDTe62J27KG2UqGuWRm3jkYzzy MUJoTNwtMsbDP4IxvoCxkCxxj16/Y44px0nIOHGUC/dwmw0HWyawZ/9p7Hhv C7YTODJ0Xn4GnT0CPK8elcHzZjsa3yZ4NmnQ9E4VPO+OEj6/D572Pf8V8LA+ 0xyOondfFH2HCZ6TWZjEFYL1RbiaCR5x6R/rs7jiOXgi3ZNV8MzI4BGOKBah Zha5vlnktQI8c8/AUxmcYx1Htz6VxMC+IHT7/dAf8GDooAvDh+wYOWyB8cg4 xo/aET7jxXRLAKuqEB7qwvjKFMLvrEE8cfnwxOvCE58F3zoM+GimCh7q0bQA z5cEzxffAc/HMnjoI9eZhq4Vxbjje1hjGlplnbaSvUHwXJPBw0WzlCR4kgRP guBJEDxxgidG8EQJnnCaaYjg8ftx0ePADMFzc2GqCp4/l8HTQvCwjrC2+wmf KOGTksHTRfB0CfDMURepJYrgYaqRwbMBW891OFifuTS34em/C//gC+AZ/hAJ 40cSeDISeD4jeD5H2fIFwfMlwfMVZh0CPF9L4DnzMy3OvzoMxWvjML1tQXC7 HYUDDiycdGC91oabTRO4TUje5aa9123AA7URDwdN+HB4HB+NWfCxxY5PHC58 4vbgkc+HmwTOjCknmUtaLUGnRqLODyTuJJWTCDaLq+SFRz3nTuZF7mjzfM4g r05wycQR6EnD15OEl+zxKBiGFBF4lCHp6kyPktxRuqUbGDxKckdppsb4b0bI IHKnux+eDi2ZY6SG4G3pg4NB6NCbFhx914Gj73MbbWURQfY8bUAp3rwyiLPC 3L2j1SaUY4wP5nH5zLDV8nzai9SIkjvYLU66iEZk3L1ev9yIzM/t6md28JM9 AXInQO4EyJ1AUuSIgJSGnk55EfPBqJdEG8oa+PPiEgLRkdInaQWeDINt8hIe ffzFJZk7cnH23+Pm7S8ZYG6gXXsFnTqyh9FSOcIQROb0kjlqc/VuNevzu9V0 1bvV9NW71WrE/Wo10PHgD2KAj90Tc9jf7MAHTXbsbpjAzg9OYdt7W7H11Z9g G7X91Zcl0nyXMnup0z8naV6vk0nzlhJNrPKbNpE07wzLpNlsJmnk99Jad4nW C16ZNAdDJE0EmmMxkiZRJU0M2iMpGE5lMXaepGkowi2uN36BNEnWW2llAUHF NG1qGtEekkbFpcbcneKSe06aWRT7Z1EamEV5cFYizaSO0s+xms9jkJTTHwxg 6JAPhsNujBxxwkjKjJ3wIdIYxowyjnVdEo/GkvjakcS3/gSeRGJ4EiNx4h58 GzaTNN/gMWkjk+YrPJiukoYx5y5pc2fyKWk+qpLmEUnz4F+SJkvSZNZxictj KUXSpC6RNgskzQWKpIlXSRMhaUIkTYCk8Tow7TDKVy/9RyzmpmTItL4AmQ5C ppM/Rrq/tWuaImS6CJkuQqbrShUy8kkgm6oKmT4ZMr7B+wiy1AoPPSJkHsuQ MQnIfCpDZqIKGSababuAzC8lyJhrKzjz8xHUvWZB71suTGznj5M/5srpIC41 BHGtw4+b3MW31Q7cVY/jntaEB3ozHhot+NBsx0c2Jz5yES4sK2/5grhoSyI9 WKnh73auRrKSH8qpRiM0IylEwoTanhMmqSJh1BUugwrNpkTCFEiYLImT5FJJ IqAiYfjs7SFhekiYHhKmh4TpCVA+ioTpcVI2aoIiYZQkjJKEUZAwXb3wdHYz 5fTA06KG4XgPjrxpx5FNFClzhJQ5QsqcJWX6NXKbQx0LlCGmGwPTzXD1lO4o KTNGyoxzv05wv1qq4z9s3K/26viPp2dOXIwH7qB85sRDwniiz8+YSLM/SBlP SoQWjxhP6M4QLu6s/JFojSXGSNHDUjMbuCITZalaTt24/QUK049QnP0Q48Gb aBlaRhuJ0s4j7CRRunmEiglSxkJZSRqbEEsv+zIUVDdlZ1afvPIYHxxpwvs7 T2DLz/+pRtCjRsLH/y0B5L8WU/a+9go+oI6+ug21v2BceYN10psCIn0yRDYR Iu+Y0EyING99ChE32lmjdO0PyBA5UoWIOGlzIALV/ji0R9MwnBYQKcDWSIjQ fwIsyiOsi+IESKqniJQiT4hMESJThMg0V8Y0kupppDTTyPTNIKedQb6fhTr1 DCK6WdJzUj/L1zQ1NItpStz+MnQkBMMRP4aPemE85sHYmTDCHUlMaTNYHc3h oSOPrwJ5fBvL4kk6jSe5OJ7kQ/g25ZABQj0iRB4+g8iXMkSmBEQ+xe1JQqTy AkRKAiL3qxC5jZVcFSJZQoS/8KX0MkWIpAiRJCGSFBCpMLIQIlFCJEyIBP2Y 99ox5RipXr79Z1jIkiLNRpkibaRIu6BImirIFOkkRTpJkU5SpLNKkS5xwmZN qo9sqhukyC24WB95+u89p4iBFGF9lGBMSZk+kSiSMz+lyJfPKcL66AJjynjd NE6/akHd6x6otwRh2R+V5mhNNiZwpSuBa+o4bg5GcNsQwF2DA/eGLXgwZsfD CSceOTx44PbhljeIRdIjO0giMJpICOFWSKnlSJrWiN8lOVIjQeRviZHCM4zE lE8xMvn7GNESI30pxHuJkd4MfL0peFUsklQsklTEiIpFkooYUREjKg9FjKiI ERUxoiJGeozUEFFCjCjURAkx0tEKT+t5dO/uwcFXx3HoDSsObbLh0HsOHGKh dGibE6cPsfh/2jmPYWWQYUU/LCYdECem5ydhTQwr48SImWFlghixvDgPwvcv 50E4iRInUeIkSpxP2+cRJQ7x9pAjRYg40iKc2NPVMUIpWkZiGanZ63jw0RfL MkrWq3c6ZWcfIHPhITIXH1EPvy99+iV4bWYS4ceCCpCwgL0SF7aJWFHVjhfO mrxIhn2CDj/fjtrXGDFeF3RQoOktRoy3BR0MaH5Khy0v0sGHTkGHQ2HSIVql QxLKvaTFgQT6jwk65DBWSzo0kQ5tJQQ6S6RDiXQoIkk6JBVZ0mFSpoNqir/w KSSe0WEaWe006TCNwgDpMDhDOsyQDpR+BpNDM9IFz1OGGUwbhEeVYTgZxvCx IEaO+2ESPb2VWekGtWVrCXd9FXzOYuI3mRKeFPN4UiYhKlF8k3FW6cB4MfMV 6fClTIfpL75Dh09wU6LD4+d0YEGzVriL1bygw00si+bOEh1WsZSp0iFNOqQE HWYYM0iHuKBD6hkdLvjsqNgNcEm/xz/FRBPJ0EIytJIMbSRDO8nQznzx/xB2 39Fxnemd53+nQHbwOByPPTP2jGe99qzHSepWt7ptt9vrsd0eByUGMJPKLVGi RIk5IxNEzjnnKoRCASiggELOmVkixSAGSZQoUqRit3fPmbPn7Pd97wUIstVn /vhdkCAUeN/7eZ/nqXArdZqwM6SeZFc4Q94m77g7g/PISVMuO0O+uzMUszMw wDg7wycK37czfMHO8KXGfewMjWZn+PniznCi9d9UH3dCh9a2KnZLSHnb+uTd N6Rw3Iim00Z0Ln9EV8uG9V7toD5oCOuGt0Mf1bfoZmNAH/nZEdo69U5bt8ar x1hPBk8yYNoKtoQIux/8I2t7r6+wvcUxZ1MIpU+7m8Isu8fCpjBFizlBhRil 3RxSX96g3RSCfG1ng2jPZVPIDRM2hbwutecxweSxKeS2kmbiI2wKOWwKOWwK 2cVsDGwKGWwKaWwKydHKfO0Fvbnyee2IPKA3NjTozS0+vflss958oUVv/rRF B2ih89gY8kseuDEb1bvM3JhtyYOg9uZsLe7N2QLOzdka3JuzedkYfGwMvns3 Z1OjeY2Lr9cczHMyvn62A++AmWO8/eYebe+ob/66bt792UVnG7jhbgPvvHV2 0fuLa56wTYDHav/GovWFR0ndMcJjsT9vue9cs4kZlWZgHdw3wH0j3DeVKHEz 3LfUKPHZB7i/voT7HrjvowGAe+brPfbF90XmvUJHRikqhvvk/dwN9exx9WRO ONwZTsPs+725M3CfhfushgtnNVK0wH1OEyVzmiolZeaFEHNwn3Pen1UxZ7nP Vc5rvnJOXRkjqjoYUnVsn5rzxpjRp3TaP6tr3bO6Mzirfxuf0f+amdT/Nzeq /zXbp0+nzsL93+D+c7j/TLfmv4b77Od6fyn3qdu6soT7RcN9zHw0FNxH4T4C 9xG4D8N9+Czk4T4I9wG498O9F+49YZ0JdehERxM/3+1y/6G8CVVqTGyGvMs9 2eWeAvcUl3sq3FNd7kseKL2f+03LvZNRorsS7owS/TWfOdzrF7h/pUm4T0N9 llHiPu7rOxT9Qp+ydgyrPmrMvt1+MndSZ8smdaV2XO81jup9/4ButIR0o7ld 11uDuhAIaaphQL05x1nL43A/DndT8AfMIxSD+fMME+ZAp+exG/of2htHhbg2 QmnTCrv1fygf6oUzEF+gPmapD+b1qzPPUGeUMNz5fXteL+lRez7U84OkjbSS Zr7vI/Wkmm0B6jku9UyopydxTcZY6jtXP+XRzlVP6Xf15tqDen1zg7Y/26Tt aN+O9n0MrTloX/hsj3y0F7i3ASs2jziivQzt5WivoAWobHFvBYb2GrTXtju3 ATMPNpqHGj32gcZlqu12PtejNmzjUa1RX2Nf3lbTe0FVPefVPWvvB3b5fusp 0Qes9Rex/tNF60b59/TymvufDVl4yGChrr9B3iRRq2OZF8G+Huwb8pS4Eeyb fgl2On+DPWNnSNnU9rwl2HPNu2z2u9jjxtXMXNhmsKdPWuB9WeNgH+XXdP5Z 02BnoXPY15kV+1nowQIaPhZ7pGhWY8WzGi+ZNe8AKZ3VcrDP2lc9GewzFbMW uwfqc/qu5qpmNV9FT1A0qZbkQdWBvbN2WlOBOZ0Lz+v9kXndmZrVl3NT+nJ+ VHdmpnX3+M/B/vP7sc+72Occ7B/MfA32KQf7paXYx1zsoy72EYOd2j4M9iGw D07dwx7u0WmwH+9o1AfnT7nYv6eGuAr5jrrYk8CeNAh4sCe72FPAnrIEe/oC 9mtgfw/sH8hf9KECFvstF/sdi73PYKfjt9i9D2L/ueZbf64TgX/TqbZ/06EN QUVtHVTa3jFVJUypnU15hLU4UTOri75pXWudoLMf1vVAty60dmnW268+cIZz 5s2tiXLn6Tf78ubZvOehbr43kG/eeoZ4MM9pqMBmwfxwAa1dhnMLjxADTg+X RT+XhON+mj2fvr8Y98XG/bBG83txP6JgPu7zcZ+Pe77Xnm/ch9Re0ElwX4D7 Atzn4z4f9/m4zyvHfjGzQq7aszLUnkGJT4lWzLPrPdoVaczvWv0UeVK7Vj2p 7Wv26fVNWdr2XKO2Yf9I1KgysJ+J/Wzs52A/13yEA/bzsV+A/SLsFze6H+OA /TK/+zEO2K/AfkWHMV8RNA8JmI9wqGAPqAjZ75kbAZZ3mz8oC11Q1/R7OnGJ VtLR/oGrfaGTt9ojHe2MjS+5jxFa8C76r2vkHfCrtIMcWRmj2DXJil8H+vV5 wF+C/pkHK/wS9Hsc9Nk7u50KD/pig57TUx8/BvpxBVImQD8B9HH1Zo+pP3tE 3RmjoGe6y2aVc6dc9NOgnwb9NHhnQM9Oz7g4QQx7g96j6fJZ8zZ1g77SiceS /3egB371rI5X0zkUjslbOa5u/4yme+ZotOeozDO6Nj0BXrNZ3D3+M/2B7nD8 BOgO+q9A/xXov7ToTXX/YPaze+in7+gqI7+t8JOgn/jQfkqw+SSv8+PX9PYY 6MdAPwr6UdCPLKCfc9APgL5vUGdBfyrUrrl2n947d9JF/5fqrw7Jl9BElQf9 MRd9kos+eZ6APhn0KaBP/UX0zQvoGfPbaeY7GfNDFv2nv4i+EfRND6L/uUXf X/qRDm8dUMLBCRUdm1FTzpx6GaCm6ud1pmVWF9ondbFjSPMtPWCfZA3n1M3P 9MA9bF5vkcvPM5z1kX6QD+Sb821GtQgX/KyNx3o36s0DheZpiXF1mU6Q66LP quc6oKkfQ/xEMdN+MY19MeoL+tSZ76pn+m8vQH0B6gtQX7Cgvt1V30Iaias+ H/V5rvpso/6YWlG/e82KCO1G/X/WbtTvdtXbrHxSr687oFe3ZCnu2KzS8s8r rfiCfbw/vfyCMiovKJPBP4vBPwf1uQz+eQz++cgvoOoXIL8Q+YXIL6TyF6G/ qJ3mvbDDvMSigGNBxwW1TVzX3IXb+uD2V7q+1Plv6IXVxvjjxrip6u6TAPeQ v7yGDn7NQge/8j7kHpiv0vcXoe+LfFWxkUmKXwv0dQZ6MRUe6JsN9HolPu+8 jn2huqcugZ5rofcow0Df1a/iA0NAH7HQm44Z6ONABx0VvZfK3p/FArGwnVls 6dmTLvQpLoopDRRMaYjFHSma1mgx01vJtH2ufLJsBuigLXduq2BurzBTOQN0 UjVjrM9gfQ7j8zbTNr21kxpposi3Tuls32kG8Y/0KbbvHv+KU3CH4+/rE463 8X1r/kucf2mdfzj3xQPOP6Wwu86nbuny1zkfd52P4XwM56M4H8E5e8xbQ8b5 KM4HcN6tk6E2zbQ3KOAO7WdHTskb71Pj0Q6cY/wYxul0G5OmCMaT/jfGCx4w Xr7EOB38AMaHGr7QyFLjLT/TrP9n1vhxjJ9s+7lOd/xcA9U3FbV/VGlJ06rE aivTUp+XiaqFUx4Y12CFaczmWLq5JcbnML7EtzU+a+o6h0E8/5Hre8bGNHBm P+9l7+9iL+tKm1C3eY0el8Igl8FI4aT1PV6C7xJ8l+C7CN8F+C7g8ikcJPgu xHcRvgvxXYTvInwX4bsI34X4LsR3ges7v4jK7vrOPKaWlCiuAYSbw1P6r9b5 gnIbV/nOFU9ox1OPO4/Bz97WxNwn9nH4pJLzSip7R8lIT652HotPpcan1Zsn 64iPXaCJXYBkNF+wj8Gnt5gbqb2n6fN3NHX+E33okH7ffvmGOkzpfoD1Swu9 +l/eE71moXTfX7aN6QXRO9ehevUrilmVpLjIDCWszaWEG9Xli6qP3ae6w6pO p2Rn7aZP39errAXVu13V0Ub1KKrHUD2moHm7XOYoqkfYqlkSlrMziyYth7LO 8BfOY0nzJxdVD9MDjhazdZdMabyUYa0M2eXwJOZNvNPm9gOV05qpmka1DbKr zc32qqeXcZgyn+bC8VPM3rX50jD+0jCG7m1ya/4LGH9Bqf4Cxp/rxtwC408p 1TC25fr2fYwvTHxgP0ft3MRV997cMB5fyvgEmYXxJCV7hD69X6fDIZ0IBTQR qFtkfGb4hLxxXsp1O5R7oAzjRBgfg/GxOYdxEoyTYZwC47SvL9WtLuOgW6p7 6M97az69j/EYjCeavtJUy1ea8X8F45/peNvPdLL9ZzrV8TOdDv6M3nxShfy3 U9ltSzjn9dUTCnLe21mbzsxZGJPsWSjPwniWNZuFMcmbhTJNd/6sYRzBAs54 7OT131lHCEPXxCEM32TatjR2ePOqNv7dg6z5MIRHFwiXuoSLIUyDHmQ47yii RBdBuMglXAzhYggXQ7gYwsU05kU05kUQLoRwoSFMic6DcE66JVx+eKf2mMee zWNTe0DxbY5PaU+kmwXMtmQ/oZ0rn1De4QM4cxrlaze+tI+Gj5y4pZFTtz0a OX2bZmTkzG1du+ncU/v2Up/L77cZaW3KwflDt6++B3TbmqUld9X9ONeuBuhq 7SJRK44pbjVA1+QqcV2REjeU0WNX69jT9wNNdstuOmU3cw8oAZq+vUvpC0AP DgJ0WPUJIwAdVSB1FKCjAB1ROMu829q8bnVcQfO8fM64/KnOa1r78idYXxaN BRsuMotGuFjG7C2CJ8qMuUlzt7YKUjml6copD0KnzK37OM5WOzEs52rsV8N1 0sCdNPeBGb1pmKL0C5tPyG3iOP2ccvs5Vj/H6meU3M+w+ukvWH2XedpanXzA 6oS5h/5Fx+r4W3g9jdfjrtUJa/Vsf59Ohbs0F/Lr/Qtn2+xKPqqGmAb54gJq TOiG6gAZhSpME2F67H/DtOAe0zbDtPwTdS0wrf1U/XWfwZSu2vsFTL+E6Zcw /RKmX2qu9SuYfqUT7V/B9CsFc8+qmU6+JWVaranTCqRNqy19hpWaYTudYbVm WKUZmM6wrTLB5M7AlOTNwHQGpuYeU31MwsvtwyMDTEomZmIaLDTbKlA9dvf9 A6ziNGlEnWljCpmxK5elZ/mHiyZYduN0jIyw9OZuz32MSwMK4tRY7Sjm8inG avGC1eD9VouxWozVImO1jLJbtGi1DatZb27VnnUr8IVW/YrlarEugn0SsKby PuFifVw9vob/1wH43pIC+eJqA9BB+FLkk06BNPq+dX+BxJ81uGYVYzr+1qzy WIDfd+ujw283ObTyoGJXpSs+khq5tlCJ6yG4sUrHttRB0Kdj5gV4LsEUCKYZ gtTInL1hpbwahKEh2AfBAQgOQXBYTZznQOqIfTdeKBN+WYMKmXfesV+2pg2q Ojag2vgAPxtgwXvVX0BrVeisxQj75mgJLVAp+2fZpL1x2KRJxSQMSeWkpqsm DcPJCPRN2rI4ib+FTBh+E5zssy2nXHqfcy18wvH3KZOfw+9z+H2mm+Qj6H04 9yn8oEfemzFT7V340e1Ou/ymPtLFyRu6MPmBzk/Cb9Lwu+zwmzj/AL8Zul7D b1hn+nt1IhzUTFezPruNF/cOivVRtfLFtqoxPoTBfsff0UmCv8QTGMRfEv6S XX8Zjr9G11/Lgr/Sj9Xh+uu2/u5af4PW3+cabfxC401faLLlC9ffl5oPfIk/ XHpv2g67OXkKf1PsiFP4I+nT+COZyAlmTeub6syeZtOchuA0BKchOA0/51FJ w890Ln2Q6y9wZhgSwXJyGGJb/QN1Jg+jzjy4MUaFHYfqOCs9ziqPscqjrPKw xsoGNVrq3OoyWGzEDaijpJ/0kh4SIkHSTlpJM/Hxc3WkCqWuuvwcq641M1Fx L2yy6vZaeXvXMs7utU/x7DXcLLknXHKPG3L3cfsW9e4xl5uhtsBtcbz0WGw/ gtsCNcodsdwe6EUXva1frQOrX1PMinTKXq4SIvG2tlTHNlTirdZ+mrjxdmxr q5K3GW9B11u3svFmb5lpvO3pdbzFDGJoCG/DeKO3SB/G25B6sgbUmTGotoxR +ZJ6VBXXqhq81R0NqMHchze1kwUa1xCrMMzeN1KCObyNlRlz5qakE3gjlRN4 M7dUn64yoKZhNeMGezUTyziMm7uaVo/rg9EbGPuMZvQz+/U2X2+Rj+c/pdB9 ijSUzd2lyN2lyN1F2h3n8SMr7RbSKHJG2hTSpt7X+SlX2iTSJi840iaQNn4K bUbaNNLGdXZwSKf6w5oPd2giyNyzcA/7obPyxvjVGNeJtD6kjZAJlJkbJqIs 8fQSZRcXq1yj24waZX6UBayy2+qs/ARlzJUo66v7FGWfoewzlH2Oss812fy5 pv1faLb1C823faHj7V8wb5n/xqSakidRNsmJn2QDnETZFItjHjyeUkfWFNCm YDYFsymFmAM9QJsybzbJm4LalHqZC/tMCsyf9dOxLLd9y0Chk0Ebs1CDbKG/ D7lBBdmAu7JG4TrGPzHGYo+x0M49uQ250fJBjZT1qhdiwRLDbQm5UsiVdhHI lbYRyJUacl6yQK6UObRQHZZcmloyErR3vXl4Ze+6lR6rbrlRR55yssbENI0G 4DIIPgHBxy2/cGPD/+Pwcx7o+abeeeuMJXhftYt0+HlssfvR15Q7Y3DVYsu5 g1Zzx7rV9/nbvT5SezZEKurJVMWtwuDqQh1dU0rdw+BmDD7boGP2jcF+JW1r U8r2oFJ3dCljV7cydnYp+RUMvtHtGDzUj8EBDA5icBCD9Pbp1LrMAQz22Xti tNGC+pK6HYMJrRhsxWCrvEkB+/apQZZluNgsDSllVywbtzfKNDcGnqgYN8/v VI57NFU1bm5RyHG62gnmKII19jDmAaL5uM+Z6jGdbjkBvk/pND/12F/8Vxxi cP4uBu9S7e5S7e7g8A4OP8HhJ7baXZ1hMJym2k0bhx9ah+8sOJy6orenLust 43DyHA7P4vAkDueoelM45D87OKAT/T2a7WnX+xffdh3+SDev3lRDVLMaY4NY 7CXDeBzH4gw57jg89hYOzzsOM5xnaI3DJqpdcyEOix2H7dYhg2H1Jzi8Yx0O NHyqIe+nGmn8TGNNn1HtPsPh55pp/Vxzgc8VLr0k77FxFmEChxNqTplQS+qE /DhsTZ/E4SQOJ3FIsicVJJ05k+pimAuRbgb5njxnoA8z3PWaYK+vYAJXxLob 4PjfONLIFLnh18Fkmkg25k4ugp7cUf6ZURyOstgj9qNFxsqHNFYxoJFyHJaG rcNgKQbL+kiYdBMcluGwDIdlftKERRyW1mKxEouOQ1P62nLTlL3rNe1bv8ow W4/DfevswcyH+8C4D4j71pg8aTHuNQgjTR10IN6nMGJJz2leGWUM/rVejrz/ MdatqDNV0FG46j6BbxqBSxWudxQagXvJoRWHFbsiW/GrUBiJwnUo3FSjY+YR mhca7dvzk151XkKR+qYzAKZs76AjReUbzsspig/10Xn2qy6BUebYgFpT2MjS B9SFvm7z+nx+3UYX2pLOz7kKaxFYf8wobOUiCLJgLEzxqIbZIEeYBEbLIDVW PsYpGK8YAyKpNJ+qO1llvjfF0Xxs3XS1+Z45OvRmakadVI+ab4/qD/mxESTe BaKTW+Tj+TuUxDtwvAPHO3D8BI6G4m1dJ9doPK/OUBJnDMePdGma2W+a2W/6 PZ2bvgZFw/GS3ppi9pt8G45n4HjC5TipM8OjOgXH+b5uTXUH9NknH3fYBf2B 6g83yhfdgcYwGUIjEuOnyTxV8RQazzoSUy86L722Eq+rKf99K7EFia1WIrOf K7Gn5o566+4i8S4S7yLxUyR+qomWTzXl/wyJn2m27TO2vjE1HBtDIv/N5HEk jiORaTxtgkWYUCBjgoWaUHvWBBonkDiBxAmqImFcC5HuvAk0TiBxAom0+r0Q NP3nuPoA1+8kAolj+j81wObakYylVPPOepqj3BF+dITlHtGw+WwK03pW0HpW 9GukIqxezBl/wbIlBssxWN5JOggGy12DZQ2uwQrXYAEGs9Wak6KEl57Wvg2r lgFxpX6V4wpL0OYXED7hInzcIuxtavi3pQa/oRdWUQVX36uCL9s85RTBby/y e8XlZ2a+19c6BN90i6DH4PNYfY9o94bIRX/71z6n6CczFbeigEpYygRYyfSH v6cbnOlvyfMeTjdKBcTiMesvhL8eFR3qVUV0H/4YZY71y59i7rHSTwfah8Ee +amIgYwhNtkhlrlP1Uv8NZjbFmR3s1AsSvGIhkrMwuDQvR3+WDmpYEYwqRwF 4WgEBjlMoetb1tg0wmxqnK9TNsO6PvJeBNzu6PfA9gnYPgEbAdqN2dtMe7cB d4se9JauAe0KeXfmpgV3cfqGBXfegrvqfIrs1EUXHD3oBNPeOD3o2IzOjk7o 9PCwTgz2aba3S6OdLUG7cptpTc/Je6QNcN1qpE9ojB0jU6ADW/xJwIEt6RzY LjhPa2RdWYLtBtg+AhuDXvnHYLulrurbYPsEbJ+ov+EO2O5ouPEu2O6C7a4m /Xc13fqphus/UF3iKNhG2eHG7OskmlLG1Jw6ppY0wKWPqzVjXIHMcbVljQNu nFWgXOWMA24cbONQGQcbYVrrIWETlPW60voA1pM/yKTVqkBWgH82yJ8NqJ+d tCMZNqnm7eJD/HuG1Vs4rIHiYVZ2iLbTKXmjlX0aqexRP+UtCLUgJbDDhtaz PLSEXMAhV97okCurgZ0hV6J2yLVBrik7mUt8/4ZVHqPOY9Ut136O+5G3f91C TOdo7C3n+OSiPiNvF75cdtfctx2YBtSWvtX35j9b+iJX/NLS99pi6VvtlD63 7O2k6dxFoOex9h7S3o2R2rdxjQ4/lq6Yp/IVv7JUCWsqlLihRolbqH7PuY+9 2FmwTclUvdQdnUpC39FXOtDYpew93egLo69XdWbEOdaHPnPzSM5nelid6SGq HhXRzILmOYrsQfveEm9yu+qS/Kx/iDUbZs0I6zNYsiBwxH4QxUg5WyQZqxjx wG/EVMOqEU2YVJsPiJ2sNt8z4CZddBGLxyG+N6TzoXP83Mfzn9CFfoy+m3O3 kXgbhbdReIuyd4su9BYSP0bix5S9m0i8iUTK3gxd6Axd6Axd6Mx1VyJd6DRd 6BRd6CRd6CTT4MS8zo5N6/TIuE4icW6gV1PhTl27eE4OxT/VzSsfU/sC8kZB kWahMWbE3tC4MXYOjkyDR93HXFLeuUcx55qa8tzHXIrdabCMaRCKnVW31V1z W+G62+qv/0SD3k807Luj0aY7Gm+5A8U7mmq9q+bMeTa7ETY7OCYxjieP8t8Y VVPqqJrTxqA4xvKMsRSmk2jLGmP06cimauWMQWpMnUxvXSSUNwZH8zM9+bQm YQa6P2Ltxsio/BhszTIOW9WW3co41sqajihk3qVoduNM87rfIYULzc32hzRU yujH+Dda2a/Rql6NVPVoqDzoGgw7BisoexW0nhW0nhXtxDhscRyWG4fViw5N 6WvNz+J63G7cbVhFRd5PC+oItPFYgt+yCPevNXnSRfiERbg70pa+ny81uEwd jQ1LDJqHOgH4m5bg1l8guGpJ97naIbhugWDkUoJWoMcK/DPt2xSpA6t2KPqJ XMU9VUwVrNDRddVK3IzBZzH4onk8xm+70OTXqYI7gor7aYsStjqPh2bvCanw UI/Ko8Oqje+V71gvoz5dZyrnMZ3zmNrJnttP5TOzoHnXKC1+ziCLypyYN2j3 0HDBEHvkEAZZH/NZIiXDrBH7Je3JiEn5sIceZZhmYKxyGIP3MmFSPWwoDi8z 4jz8dlC/zx8OWmxOboHuFuhuueg+Bp3JTfrNm5S/m8D7CHgf6TLoDLwLLrxz Bt4M/eb0pXvwpug3J0/q7PicTo9N6eTIqI4PDWqG8W+0u11ddvkeUu2BZjUc 7pIvqo8ayNhn7yI+64IzY98vf5KhuYj6V/IR4G6qveJjwH2sUM0t9dTeUl/9 bQ14b2vId1sjTZ9orPkT0FETa6/TXQyr9uiw6o4NA26EvY75O2UEcCOAG2U/ xAtpzRgF3SjkRtWeTc3KpmUP5oyad9UzqXXljbI8o+aRmPxR/Yl6YBZ2E8of UAvk/HBrhVvAfKZubof62EZD5i17ZgvOMO+/YXkLB9VvPvmsbFDDZtKrouxV hzVc3c3vOyBHx1lhuH0dOZqjima4+Ui9S67ckmsrNB+DlaGEl5/RgY30dvs3 rnJL4P4NKyMsu+VLyt9Tbp60JfAJ81TEGspe5GN2qX52P7vUI/ttx/nS6ifv sft1h13kiiUd5yrL7rUH2O1Yu1D1zMBHxTPm/kx78Gar3iaTNdpPDv9rtmKe LKL/LKf6VevoxjolPuNl9mui9/TbN+QmvU71e7NDsS+22I/fMH1o9p4uFR7s Rl2PauLDDPhhtSSbu472qD0tJH9qN6tNNaTfDJhHYbL67Xu2O3MGWNYBu4Q9 BchjefqKWKLiQbszDpYCaKhsiJMwTKMyUkHDYlLJt8cqh0z9GzJVkMo2YTMo B9yvWHDjVQM2Y+TK8BXQfayPwPYhuUE+mL3pofG8aW4Sg7Xr5BrWrpB38XaZ XJz9QBdm38cerecMs94MreeMsUfrOcWsN3VaZyeO6/T4jE6NTej4yIhmmfUm mfWuXXrHobdRZ/rPqf5Qp7yH2ZKOMOeZzx6JZs6LNXcbOvXAIy73z3lNRfAr +VCtZR+preKmglU3aT0/ht7H6q2/Ret5C3q3NNx0W6PNt6F3Wx1Fb6sqYVA1 R4eod0MOv+RheVNgnzqspjT4pY/Ab0T+jBHaxhHK1QjlagR+I9S7EfSNYGaE rZHkUb5M8kcQSJjaekiYdiWQ3YE9P/ZoYXL86sqnjSkaUpd5q2yKuREIi53b b5/C6ysZ0CDT3BClbsSUuuoeDdeENFzV4boz5mg3K3FXSctZSctZyZRXSctZ yZRX4b3PXntxsfyFeSpPiOIaQZ4pdRtX8atVtvBZgQc2rDR/CMEDADQBoscK XG4NGoF71z6Owcd0+e0z9/v79+7ER8lbfX/bafFFAi/yHsDFtnPNg21npMcW vOWLJW8P7eZeYvB5LL+HdHDVTkU9VqjYp8oUv7pKCesBuIXh77lG2k8z/PmV /Bql7412Rb/QbAEmv9GhrD2dKjgYAmA3ALvlTQRccrdagdeW2kUJ7GLLpRSm 97LVsh9m9rHOtKU5DIasTVce61NgEA6wdqxTMaOD+bwz9srBUme/HKJFGTZh Qh8xqRykDFYOms9LANuYm2WW23Lg9fMrNyz3W51n+GveQNt/1g0q3Adoe3/2 I71Hrs9+iL4Prb6rqLsyiz7kXVrQN4u+WaPvqt6aoeWcuaCz0+d1duotnaHl PE3LeWp8WidGxzVHyzk1wOXVE+x2X6xeu79NDTTm3sOD6KPri2Loi5lzhz7z 7Lo79GUs6TTz31NTIfqKb8hf9iFD34dcgR8h7yN1196k07yJvI816PtYQ40f U/huaazlliriBlQZP6Dqo+hLHFTtsUHVJw2hb4jCN2TfHtuUNoy+YbVkDNMs DtMsooi0ZQ+zKsPoM+8UHaaKDdt3jXQRD/aG6Ua7OXbToJj0kK78XgXzQgoV 9PIzYTbP/0Od2WG1pvSw0r32TWVdhf3qLenXQHkf8vqodlS8mm4N1XRpqLqd YRZ1la66KtRVUfEQ2VEVcOXRZFbQZJbXIa9K7aVlai0uUlNBjo5ufU4HN63W gU2rIwzACGsPbugz8Nx4rLtv6sCS0rdAb8/ax9Tb3LDA7qr7jJ+d+Fa53Sal 7+XVTy2l57H2fs3qu9dtrn6g27zXae7a4HabG9fYbnONHlmse/s3r9EBcvif cxTzRKniVlYqYW2tjm5qoP7RdULNPgPxaqsSX/Ur6nnz4XkOw6w9Qeh1qSwq pOq4kBoSQ2pKouZBLpAahGGnfV90c1qY+gc/8xhoFp19DgvH4nTm9bG0fSxo P+1JP0toPnqr334EV3/pgAZKzZZJygcgSGhbTOsyXDngweCA4cdxtKrfZtni sc8d6nt1tvO0x3pbRo+JOpS9Z8TNfuiB3A39tq4C7Qp5F2yXyUXAGXTnDbpZ 0M2+q7OUvTMz7+jM9Ns6Tct5mpbzJPBOAG9udEzTQ0Ma6wvryqUL3e5bwk73 vaP6A2xHBwfkM7drPcKIFzVD2TtO2XOfaEhx3xOeRceZQ9nLu67GQvAVM+aV 3lCg/IbaKz9UZ/WHCtV+BLyP1Ndwk47zpgYbb1L2KIXV76ostl8V8f2qOgq+ xAELry4JfMmDlD3g27tbDKopfUjNGUO0jEPgGwLfECVsCHxDTGpDwBtiXYbs W7U6SRcJ5ZswIRSYBqOb4x9Qzkw7yZZZtJB++9iZP4Vkmndx9qqzsFc9Jb32 oyEHKHdDlLuh2hDpBJ+BB7qqB9FR7qpoNatalsCrVTvwAiVlaikqVFliLOjM 1GToRRh8tviZr8sswF99ECBZ4dY/9K139a1zCt/uNY/dh++bzqj3NfhMzXPk /QrHVehbaDpX39O3ztW33urzWHoR2r0x0m06DUBD708X4dmspPb9axENaIXi I2uUsKFBR7f4lPhcsxJ/6tcxms+4nzbrCL+P3Uojur1Nmbs7lH+gUyVRnaqM 7VLdUcabJEY88/loye3svFx8LEgTjWgz458/g50xi8Vhh2y3AFkkdtAuds/u QvN5d30A7LOffddb0gfAPvNsUlm/B3+G1RDHoQqngRmu6PPAsC8CZH1cEbah qXQybBPmZ8P0lnibNrnBr29Q6W7oGtiuznxg4S2guwy4S7PXqXjXLbxzFt4V nZ29DLyLOj1zXqfBd4qe8+TkCR2fmNPc2KRmmPcmBtgperoUtuv3sGr2diKv D3moOzyBPJrNGPdxTvukAiUv7YI751Hy8q6pseA9NRa/T7P5Ps3mB8x5N2g2 bzDnfUiz+SHN5ofq936kAd9HGmr6SP7806jrU3l8nyoS+pDXT8nrR96A6pIH 1JBCUpGfZu6aZ+QNIm8QeYM0jIMsxCDyBtWWY26KYGSZ2yNE2PdDd5rkm+91 MRssY4GYEmxMI8lydMPt9ziycbJWLabHyaTfyWPMLworVBpWL6e+v6pHg6bS 1XZpsDbIr9vUY/rJJeDaq9qdSmfRMd9V+virN6gddIGySvlLSjk1eTr66vPL jLqIRWarLTU3EVbZt5c4W2Jt/RPWmql0psH86hex/XSVO+AtYluxBNuvOtju m/CWlrrIBWwLZc5j69wy7d3kNJgGGqEMb16Lu4McDz1+VNGPlSl2ZbXi19Ur YZNPR59t0tEX/Ep8uZUBr1mHnm1WDL8+xtCXsatdefuDKj4SVEVsULUJQQa9 IMWuQ81JAWYMil9yiI0Wb2n0nxndrAldSFaPvddFey5rw/p05odZTtaIzbG7 iA2yuFfhYueVD32lpKxX/WWmmzH9yjINVvQRNk8nGMTWMkfXvQCU+eG/6DrI rk9/oGsmMybvg+x9hrr3gfbeIrKLFto1vTN3dQm0d3Vm9hLQLujU9DmdnH5L J6ZO6fjkcc0x4M2MTmhyaETDfX26e+cTF9v3dbr3gur2hdWwfwhw44ADW9QD j2Smuu94psz5cilz+YArYsIreY/+8n0mu/e5+j5QV80H9Jc31FN/Q70NN9Tv +1CDTR+qODqskthelcX1gq1XlUf7KHN9qknqU21yv+pS+gHXL29qP+D67b1z mzIGWAXz6MgA4AaY0AYAN8BqDABuwN50oMOEETyY1x/B0vRbawwEBaZtpDMp YnsLsTq/q2bTzGTS2OR125dJd5X2qIdz3lfVrQFmuIG6TtKBs4B6rCd8VeOL DrOdotbO99qr/KSJgu7jb1xPca+Rv7SCYl+s0sQ41vzQZq7dg5sjYWEqnKlv bnvpfHXR8TPmEZaDG+ksD26wnaVxt+GpRXP7MLd33ePqo7P8Wm9P3O9tteMt wvV2b5ijsK1dKGyRD1hbQ1VbY6h5rLSIe9Y2rZWD7b/p4BawkcP/VKToJyoV G1mr+A1eJTwNtuf9OvpSq44806hDzzQr6iXwvR5Q+s525ezrUNHhDpXHdDDU ddBZttMxtbF/+9lnO+luulhyCl4qHWd6yILzm02QLiSQwyLlMlDn9SiY3+OC C5vuhe1xOejCCpeE7csc+kzKzJ/1l4f5OwxwHKhw4jHHZdbWMn7JSjMrmK/9 FaEIXZ1+X/9JV6bfg9d7enfG8Lru8rrm8ILWeUNs7orTRFpil3Vq9qJOUs9O UM+OT53VPM3kLM3kzNi0JkfGNTIwpPnZGfW5Lx/rLZpV3V7qyf5RiE1Rz2bl izkuX/xp+egifXSRPrpIX9Zl+XKuyJcPsUKIFV+ni7zOhfYeF937Cla/D7H3 1V33gcINH6jPC7HGGyqM7oFXWKVxYZXFhx1iib2qPtZridUlk5Q+6hk1Na2P /1YfxPog1g+Kfoj1Q4xk93P++zn//TDrt+NXBKtApxDMN7tZZ75575DTGnYV 9VLfWInf4NjDptlBPe5SM+NcoKhbwbJuhSpCCleH1EcBG6gLknbSqu7qVmA5 uDwc26g8BlgbXWNbZZMCAAsAzF9WTT0vV0NhgRJeeYH/lwVgy5b0jgc3rTKe HlTlsaCWaf8Gp4TtXU+ruPZf79MUoRdWPuZoWmUezTSWlmnr6nsPjxCP7RO/ CajVi6AexOS0id9aAGU9LVavxRltrcdy+hMH1LqXdORfyhSzolqxaxsUt6lR 8c+2KOHFVv73vTr4NN0ioI6+FlDqzjZl72tXwaF2lUa3qyquXXUJ7fImUrkS /DQvQdVQzeoY1xpSOtlDu0DVZXe8lqwQi8qi5ITUxu7XQYL53axjN5tkD5tk D10IuyEJl5DSHg+yesx7y8vYIMudGF89yzl0mzvrs7B9Nl3qLe/SlSkATZtc 5wcvz1xnKrs0c20R0gUgGUznqFNvz92DdJqcBNMJJrPjM+c0T82ao0GcpUGc Hp/T5OiURodG1d/b228X7BHdvPyJanb3qX7vCJ4m5D00I2/0cXnjTslHb+ij N/TRG/oyL8mXbcoVngrwVHSNa+kavSGeKq5zvb2nYM176qrDU/37Cnvflzfn uAqiulUU042nHpXG96gsoUcVR8N4CuMprJrkXtWm9OKpV/WpvWpI65WXydiX 0UuJ7FUTE3IzE3JLVh+e+jj1vZx6QrPOVOWxd874BqvAEG0e/aCfCLK9Bdne gkWc+SDL8LsKlnSjtI2/RZDutkv+oi5mqJC6KruYFznpzGD9lKv++jb11fvp cv1qM6XKpo1fE1rCAKICiGqt9MpfXqfm0ip5i0tVmBjPhX5o8xp7jLQ1y02E oRVhVS2zrgC1EKPLvBTTlirjasMTtlTtWffYQpk6677F54PLVzUbHrKZIzf4 /Td/KbrfdNCtXumic2czsi1yqbol7eIGp11cUsbk1LFlqFuLuLW2gh3Y4qr7 A0fd02t18LEkHXmsSjGr6hS73qe4Lc2Kf76VodLHj6OOeS1+W0ApO5jR9rYp /2A7M1o7fWOb+9LnVlXztSKhQ1WJlLekoOpTgmyvRl4nl0En8ujps7pY/i6W 3sgL2XsmsMAFIba7zkIWsyhEd9KNPsKC95iUdiOQsH3CsKzbHELWYsj+qrfc /EsMumUMCcxM5Z02sx2zHl2avqb/qItG3sxVXZhx1L2DuvNGHnnL1XfalrFL OkGO0zHOU87mKGezlLOZyVOamjiuibEZjQ5PaKB/SHfv3h1wn4nryZ9R7e4h BI6r4cC0Go7MyxtzUt6EM7TUb9PEvYOGhWqGwHxSeIU26SrV7Kpay6+xy1+j vbquztrrCtW9p56G99SQM6/8qC6qWUjFsQiM60ZgNwK7VZHYo8pjPQjsQWAP AsMIDCOQxjUtjMAw/82wKzCMwDCnP4xAeuvWnDBnPEAHH6CDb7Ppce9e02Pf 197BPthRZM54B2vxa/YtAk1ZbfJmdsibR+dY1Mk01algZadC1Z0MlEEGynYS IH51ws+jQHWbOQRowAJUuFbs+WkXWxjHmhjHfLSKNQUFXIZrrLwlX23nGLFY 2MwjI6aSbVrJwjv0VthQ0zYu1LR9G5yaxkj2pUPP+eTwb1tq871DOtE7zC5f qdKd0aogVaR6Z4xqyDLV7YzxqHZHjH5F1TuiVflmtLrzKnW6Z1jr//bHiz4X 28vV5kFLgP77+3m6RfGXdZi7Nro8Ny0UxbXat9ny9NyriH+sQ087Ng8/vU6H nkhV1JM1ion0KnZjk+Ke8WvfmkaKfYuOvNCquFcDSnqTmW53m3IPtKvwSJvK YgLuWxNaVBHnpw3C69F2Lph2JowOLhZaUGYAbzobaoaZBTrVkt0pf06nWnM7 uSJIfhd7chdCSWGXOtl0u4gHpV30niXGXHcpO/BCyroikMqfhbk4vqkeHPaU B226yzs03TGti9NAJB69M3NFv2Uh2jIIwvt7SlMKwUjmKYlzoJxljJuhJE5P ndHkxEmNj81pdGRKg4Ojunz5XQ25/WXVDmrS7jHGuCnVH5xTQ9QJNcSdpj14 S17qoZd66KUeenNI3mV5C96lHr5LPbyilrIraq24SrW4qo6aa+qsu6ZQ/XXV Zc8q90inIzKmS0WxIUSGVJoQUtlRI7Ibkd2qTiJWJEntUX1aDyJ7ONE9iOyh J6Q3JM0M0i0m2T2cdEJ/35pnuowADclvcfK71VZowmZZFLLvjWvjjLdxnpvz 21Wf2aaGPHrM4iB9YZAdJKhOesju2g6FqYLhhla+tihc4+Vct1YHPPJD8Zsc /WqpalYzTWUTTaWXprK2qFQJ235qip/FtyXya+vgZivRLYbfth4PblrhanzK Wty/8Z7E3pYGfbn0c4V+DYJDNFmVKt8Vpcrd8Nsdw0rFqJ54SSNpIs27Y9Wy K1Z+wv/9rlgOOzn4zaEFpL+tJo5PPvTneuqhh7Xmhz/U5r/7Hwswv6ZwrnZk 2tkv0pG5fqFwrjEyPZblsiUw1xiYHls4l5myaWXa8e9pvm1w/qFtWg/+c4WO rKhX9DqmvjVe7V3l076NLTr8XKtitwaUuL1NabtMw0rpPNTG8B9QeaxflXHN Ko5p5SqCa0IbVxCNLDxrzCvI4FnPBOFNZ4UzOth8IZodVEsOq50b5EoJcp10 smF3qqOgkypayKGTbZmhpJBRPb8NqkGFSvh2qLSTy6qbY3dp0Aa8XDLLOXYo ZFLeri4y2WHeA3N++l2Pzs28y9Z2T+XlJQ3qZVsm58kcmUXmDA3rNDqnpt7S xORpjY0f18jorAaGJjQ7f3LYLv8f6aNLd9lch1jyCdXtn1X94eOqjzmlhoSz aqBUNlAqGyiVDVmX1JBL8sFZeFmNJeAsfVct5e9SRq7Q0l1VsPYqzepVZR7s UM7hoHKjgsqP7lRBbKeK4rpUEt8Fzi5whji1IXCGVJUUAme3alK6wdmtujRT 4xrSuxlVvAzcPgbuRtKU1c3p7gYnYU5oyQ1x7dGy/Lb8NC2tbIitbIitbIYB k2LKYQnhFDdy5mszaYryGEeKOtTM6Q2YJ76x2VXbTm8dUHeDXz31zZRNX4Ra UPltNVMgm6v8aqI5bazworJWdSUVSj+wz+nTyDdsifwFmGYANLOffXRl8yqL 03zPqZgeS3S5xXkAnAbo3g2Pq+8ezkn3xi8fvXtVocIKYEYBM3oRps9F6Qdl K2kj7aSDBEkniVAXx19RF2BDpGunk04SJB07YrUCrSvRuvLh73i06uHv6te1 7i/+Ulv+7u8s1K/Fum4J1g1ul7vRxfrNJaPlYhXV/i22ydXibLmkkh55Zp0O r9+qg/9apSOrvTqwskG7V8B1PVyfaVXMSwElvNa22OnmHmyjmkI0uoWK2sTm H2Dzh/Ai2TbItnFNUVVTYJvWztXEwmeY4d+w5QLI7uAa4teZrHBWgE0/wCza ouaMZrVkNHNdZXJozWpmfVuzmxVYDIN/jgl/3FHYyhp2lrSps6xdwbI2BcsD Guswb6U3L9v8LftM+tkZ89yCUXrJNrMn3YbWkXoRqReRelFTiJ2cPq+Jqbc1 PnlWo+MnNTw6h9YpzR4/rVH3Gb+T3VfgOqqavdOqPTivuqiTqo87o/qjb6k+ +Tw71AU1ZMI1m+RdUn0B9bTokhpLL6u5/LL8Fe8ycb2r9porCtZdUQaDQ9Yh uB7pUJ7lGoRrEK6dKo7vVOnRTpUldqniGEnqgitJ7oJrF1y7OL0h1aeHOMUh TnEXXM0nshIGiyYGi6YcamOuecyFYcOE3dFfQAoJe6O/2Gx9/pIgV56pmd58 GiSWpSavTfXF7Wrk3Por2+3kGKxlB8VqCKshrHbX+UBKFW3C6zfUxDDZSEPr q2xUQ3mDakurVZCc7DFQzWHNAtaDW76uih7CaATHlW4RXalFp5twusk4fcIW 0j7/otNx1+kpiqhjNEq1e6JVvwejpIn4SWAPPkmQdJIQ6SY9e4zT3t2xTE+7 4ziYstoHzt9WL8dVDz2k1fBc/fB3FInOyIcf4dePOF+/8z2t/8sf6cXH/lWv rvklPh8spr9KMV1rbX6dz4Nb1umg6W6JsXn4mXUeC/T/0uENr+jg4zXa90Sd dj1BRV3j52y2KvrFAINom21202l2s/cHlHe4FaItKj7SyHUV4Jpyica3sf1T aRMDqkwyRBlWU9ibIVoP0fq0ANOSX7XHGlWXzCKmNMpLfPbDNJvVmN4E0yaY NtFxZDYZp00R8mc1cg792Y00bU02/EFuIwvtz/VRGJooCs0a6Zjw6Oz0JSqo 81zfRZ2aMY+Rmod2LjJcmn7W8ThtPV7E4wVNTL+j8alzGpt8SyMTpzU0dlx9 wzMK9Y06a/8TdeecpL0dV82+WdUeOqHamNOqi39LdcfOMXO/w1/touqzSA7J h2XhJfmKL6mp9JIl2VJ5mWHMkHxXafuZGdjhsg63c+ralRvdrvyYDkh2qCg+ qOKEoEqOBiEZVPmxTlh2cio7Idmp6pRO1TDf1zLf15H69E4qdydtNcli7meW aGSWaGSWaMozoYHJJwWkkF3RlMZiUkJKnTJZn+9XVWaLqvICqili2oRjExxb zYM4cAzCsZO2trOhhcrfyJlvxOKvyVcVIH55K5tVX+5VTWmtygvLbM20O7/9 usao5GpzvkZYnhG21T3oxrMIlEv3EMdDVFMnGLVZ4TS81ijNLk734bQo/oBL dNT9hKjTEK3ZfUR1e6LgGb3Is8XyjLE8Dc2uJTR7SR/p3xOnATJIhkx2x3k0 vDtO/04jHIfdjOziq8lOfoSs/vOHFGl6Yfiuga+H4yOcnTUPf09rvmPyfUWS jX/519q21vCNfKC8rnH42geO3Pq64Hfz19ZXzm3EUr9yAP+hjjzL7ze+oh3/ UKEd/1yvPauaOWmtinq+TXFb22xLbB7DzdgbUPbBVuUdalH+QZ8yDwUs4rzo Nq5CgziwiLgiiYk22dTcFlUmNqsyoVFVR32qTvSpJsmnOlK/ABnEvtRGj/3s 7m/huFFNGY1Y9jnJ9EGar1l8zfbhO6eR3qU5h2+huMkkz6tGYt4ZOhma09zQ GZ2ctnw9Oo7XX/8FwRP88TgZm7qg0al3NDJ5TkPjZzQwdlK9w3Pq6hvX7Tuf Trh3qgjlnFbVrilV759XzZGTqo09q9qjb/P3OK+61Auqow+uo7DW5RIjmcLq K6G4lqG54pKV3Fp9WSn7Ako7EFDGISOZTTGqzUrOi2nnHLarMA7NCR1I7lBp YofKjnWgOcj5DKoyOYhkkhpUTVpQtelB1ZH6jCA9OAUyO+hhSg7qP8mXax55 pa0pMKFWFpIigJq6WUJKnfrpLW5VRWazynNbVQXiOk6gD8TNIA6AuB3EHSDu YDYNgtgLYVpwCC9XfWWLaisaVV1Wr/KiSvb6lyi1h+1ltgh4i7k8F8fUbywp sLS/W0Brsnl1hJX7rfvtbr7f7Z4Nj7luh91Xh96kBTZu63HbQHzYtWV1L25J B+ncS0klPaR3r/Eai9VYa3WYjOzB6yi/iNDYnniNm+w2Dy9PcPyWJnbxe5s4 jeM2ErdrcbsWs+se/q6Hg2G7FrZr4WqyzuS7Jo/q+Z/8RK8btut/GduFGXaR rceadWfYp504M+wz6yLckhuF2HV/vlKv/30NJbdRB9b5+ZM2xf60TUfdkpu2 O6DMfa3KPtCijP0t9qozYrOt2ABXW4CtMIBaPx1ys4qivSqJ8ak0zqeyeJ8q EnyqPOpFLHv0Ma9qjdpk1KYYtT5HLmB96cj1peOyMcPL/3dTppdOmmSbMDI1 5njtFcmYlGfSoDaust7aXoVJd21YI6FZzWJxZtrxObnE5ygZwejI5Dsamjyv gfGz6hs9pfDwvIJ9E8ao+yHt31Eo9yyt1oyqDhxXddRp1cS9pZrE86pNvkDp u8ikRyi1tXmU2wKD9KK8JRflK78I0otqqbqkpL2tSqFTSTtokAZAyiljkMjh lOXRqeSDtCCuHaTtKgZpSWK7So+1A7Vd5UntqmC4qGK4qE4ldC816R2qZcCo Y7ioZ7ioZ7hoMEGnNx+BBe2gLWzT79CMg6+YMDj4SgmnyVvO7JLZpNJcP8io tHyvobKNWtqmFoAGANpe30pa1F7XZCfSOnjWVtIoVzSrqsyrsuJqxb+29VtL bB5yi6strBFWZcRSj/p6kCt0YLMLctNSkENuIe1jHjUQvaTRYNwbvYix3WDc RwElYdIHxgEySIb3ApGMknEsTqBwck+8R1PmML0nfrlmLMcZKE67WQPFdQ99 R+sf+q7WP2zyiIfD97gG17sM13/XxqMNjzzKP73xe4/q1Scfv1/ivYd5PbaC Lr9XP7cs1M91tn6uW6ifzyytn39q66cRueK//43WP/qs3vyneu1b3azDmwKK oYYmUEPNq3hSdgSUvsevjH3NStnbrOSFWnDYUZkT5Vf2oUZqrJdG2av8I14V RvtUjMqSWK9K470qT/Ai00tNvSfT1FOrE5X1qcg0SSPpcDPJaOD/1ZvZoN+k 22ugTnid5DRwKXrVkNugelKXV69wTa96agzLXoVIFzyDpB+itlxOm1tQj0xd 5HQOwXIQlgMT59U3/pbCo6fVPXxck8fPwfKzaffx3Q8v3lXZ6+Oq2DOnqoM0 xNFnVR3/tqqPvUOPfxEhhCa4xsikdNYVorMYnaWuzMqLSuS0Je1zZKbs91NG m2iIm5R+sFmpe71K3+dTxoFGZR1stKcw53AjswWbWpzfbnAlCS3Mq7QiqW2q ItXMFNUZ6MxqV61JTjulu90+DlRnHq8tYMYEpUf1oPyP/P8wf5S6KSPM88WZ jSrO4d/LtF/J92sr4ArLJlj66wLQbCV+6ijtDc1uTQU1trxFFWVsssW1iyTN o5OmPtrD17W5WyLNt8wcusWS3ALHLQ+Q3LxA8nGXpPN813/Qmd5BSB6hNhqS US7JaAX2UR/3GZIx90iSATJERsjYPjhCcoJMkum98ZqBpkezxuWcOczz+wjN o/O4G489LtdxjM6TnBUbMOo4RaJRugGly7WBPncDSjd81+RRbQRphDZ9zxyf +/GPF4l63AeRNpkH1fZsvtfg7rsH1PG5zPo89MyiUY/F+d+0c9XjWvHH/0Or H31CL/7Dy9r9uFcH1/oV9TQt7osUzVcpmtvNk6Z+pe1qVuLOZiVQQJNoeVMg mmLI7vEqjWstY7+X68yr3EMwhWhBFExjvCqGaEncEqYUT1NAqyBabZgmE4h6 VAvQ5QxiXto3J/UQrc80TOsB+p+oFHDMcVILzRpSnVvv0CRdpLMGmqSdBIif hDpnIXlRA5MX1D9xAZbvKDz2trpHzqhz6ITGoTnnVssPL3yq0u0Tqtg7r8pD p1QV85aqEs7x/3uB6nURHwSX1bS0NbispVrWUS0byi6qNG1WMW80KvYNn2K3 Nyj+zQYd3dGgY7salLy7gXPVoNR9uNxvXPo4Xz5c+hgXGpUb1ai8KB8+fSrg vBVy3opoOkoTm1SWgtGMAP9djOaQ3DbVYLLGPE6LydrCAKevyBxKAvot1Rp3 eKzFYyEzQgEei/BYxverKJ11VZisaVMzHv14bKnzUzabKaFNqiinpJY2qbio TnGvvSLjcN19RdKNtcmCHXr6HkubpyMtVtO9bjGvsbEqt6ywcVQ+5ajc+Bj/ EucdhXPhYc2SOScACpt3iR/neDw8pA8vXdVNR7DzmpHfVX9hOXqP0NlGqXlv lFrQ27ovWu3IDZIQCZNf1BurcQRPkikyQ2YRPEfmTZB7nJywgk/a4ymOp3Y7 ibDH5TrJMRfDGzC8AcMbqbURHL/H33ijGVHh+8x3HtWz3zX5gZ6D8RaLeMv3 H2UMfn3FE9q50amyttLieM+mr1H89Fq3zP7pg4xtoTWSX/7JP+L4HxT5wyf1 4j/x71vxqvY+1aDDG1oV82yb4l9iXN2G2+3UizeauEYDit0ZUPxOP9epVwlv enVsp5dr1OvUDSxnYjkby7lYzsdyQfQvei4znim3lTiuTMJ0snmerjrFy9+y JhXXWK5JN9+rQfLvqAbLNUiuwXENhqtt6lVFKkmo2jEc5GsHX9uIMdxaHVYL aaria+MIU+hphTHcPXpOXcNn1T54QqPz544vltbPVLJ9UuX7jqviyBlVxL7N lnOe/8WLlDkC4Sqm0ioIFyTMKuvICCzDSj8Q1qFX6nVkW72iX2+AsUt45wOE OUVpMM44YE4TjA/D+AiM4ZvHacrnNOVzmgo4TYWcpiK2u2Im/OJjPpWnt/DX pdzmEfhWF0CyENp0sdXFZoystoSrDdUyJ3kQzstuUX5Bq0r40woIV0O4HsK+ WlNaA8SvxpomymmTSuBbWFRv+R6y+z+Ev+kSPmQHpyWElxmx98B6rNdfd7Ru eUqvPfa32vbY/61Nf/HnKtkVrbJdMSrfGaNKUkUWXnxgvlbviGGpd8RQkGp2 RKvmTfJGtMK5lTrTM6zT3UPOzRPdF1H+jgaLyim/R1zAURZwG7lXgmPUS/of ADxBJsn0AmAyvw+45ASIT5JTe6nDp00xPrM3/ls6u8eMrwUrHbEbrVhq7ibA /qY2UXOfe/j7eunhHzj5zg/08nd+qJe/+0NtJS89AmDYPvOoyQ8sXgt3kwt3 s0Fq6C5fWn7B6zw+7DFs7ayK4sPPOmpf+sk/acWf/qPW/NVTeulf1mjfmg1K eHazotbn68imFsU+H1DCy61UYT/ja5MOI/jg1kYdfMXLJepVzOteLk8vlyd6 kZtiLkvkZiA3C7k5NMt5yM3nkrxXUdDLJVnKJVmG3DLkliO3ArkVuK1AbWWa EVuJ29+h6jSoMtMNciuRW0HKs+tVhthSYrWSdhIgraSFGK2NxFsZVkNFj+rK u9UcmFTH0Fm19p/Q25c/OOW+/Kgz77xK955Q+ZGzKo89R5PwjirQWoHW3COz OrY9zPQeVvLOMALDaO3V/pfrORVfo5WCm4jYJLQmo3XhtKSjNYPTkonWLDa1 bE5NDqcmj9OSx2nJ57QUcFoKOS2FnJYiTkkRp6Qko0nlzJkV+chDa4WpsxVQ /feqMBiBWm5ioObQY2c3KyffrwJ+opSxtJL+t9bF6q0JEL8aqqizpaAuqFfM tlcMw3W2znL5HH7GfcB3yVcDeO1ydzQ9yNHUWBNTGCLNP27a4Kft0zFPr9T2 J/5eL//DX/Gnz/3ou/oVPftX39Ezf/WwtvzFQ6rZHataUk8adsXKS3wm5kUJ jebQtNM8B9q0I1aNSLZ5k7xhEq3G7dEawvPb3UO6denqFcdz2PX88btXmHIP qRnT/r1H8BxFSx1FUY6mKEerC8s9tijHUJRjNIzhUVuQFzzHWs9z5Dg5QU5i +hQ5vdehbG7ci+W39jqJ0Nv2eI7vndvrxGOPy/S2+R5xxRvtj7BsmzH/04e+ r5cfelQvP2yk/0BbTYz2R36oV8irJt/j99//oV5A/HM/+IHeWPkk4tcuiHfA LwP8OsA72A887fTcC+Bh/mcu9n/Rij//J6378Qq98hg7xLqNSnx+s3Je3aLU F2MVtblJsS/4Ff9yi+K2+rT7Wa/2vODVvpe8OgD4w695FU2pjt1BuQZ8IuCT 7ZV9r5XMoZXMow7lR5kW0qeiWKf+FCYs1CCuZq7sEsCXcnWXcnWXAr4M8GXp Xo/K0P4fVIb1UhO8l2Sb1KuY1Beb159inPhJS5Ux3isf8Vb2qr4ijPEe1ZR1 U75CKi/qUEN+kz6+87nOuO8C68g/rxKglwK94MBJpb46rMSfhpW4lWwLu9B7 gU729GrPT+u1f6sD/fC2Bgs9hs46DugJO9zSDPQkoCdTklOBnsb+l87elwHy TJBngTybU5ED8lxORx6nIo9Tkc+pKOBUFHAqCjkVhZyKIju9NquMklxGSS6z JbkU57+hUpSXkPz8FmVmNSszz69cfqYI5WUor0R5DZNuXXUr4ltUXUFHlJKg 6G1bbaVdZ56ReebeEw3O11/UvvCVSh3hzL+QX74onQvY3BZg609+pBf++ntu HtHzNt+F/Hf0HNjf/J9/Lx/Im4h9JRIxL34wr0ZqJYFdscsU2BkboQDUv6UA yFvfcBIwAXorGc2p0O1LV91PzeuxX/6Lhd4I9Bagt7rQ20gHyDvJQvfdT4bI 0sI9dV/RXkAe5yAnZ8hb+xzdby9qXq7zHN/ZZ5Kgd/Ym2K8eXdgXH2G//Rt8 Mx7mD2sTxX3zwyacEqr6Kzh/5eFHtfVhx/krtOOvPvKDRePbSIReQ/oyvcrx eWN91ZPGuceW9m9q75aFjhzrT98r7AefcYs717ZdU7e2P/XHf6EVD/2LNv7t Km17gq594yYlvbhFea9toXvapOLtryn5xTzFPE9df86rnVu82gX53S/C/mXY Q/4g5I9APuZNH526D/I+Jm8fU7dPaZDPWNJ65jI15kE+3yVfAPl8rvMCt5gV Jt0raEVc58VpDSpKN5N1kTVfhPdCE8wXZNUrj1QXtcmP6xbSRHyVC857VYv1 GqxXlXZTBbtUwhTqjy3Q4GtR6n31iO5cvOqa/xt9+O4XOra5S/EbOpTwdEhH nw/rqDH/Sq8SX+vFfK9jflevdr5Qr90v1Wsf5g+82qBDmI/CfDTmYzEfj/kE WvHEPfQ8bH9JeE+msKdS2NMwn473DLxn0u9k4T2Lc5HNecjhPORwHnI5D7mc hzzOQx7nIY+tL49OJy+D81LgVzHei0wQX4T1QpKT16y0TEITkMW+kF/SpmLX fEVlQJWVNAfljarITFPTS3/tUI+wF8XC46LL7fEbDutn7jE/9Iz7LAbMbWXH +jPmdYtOgV9t35/5yk/4d7744+979MKPv2c+28oV/wLanzfaf/SwEtetR3ec WkmAtJF20mGyK05B0kmWmRczRagT8t9W55uxCkJ9MdtNqNSvU7FZyAuhIbmf jNvtur+F+ybc+/cctu7bbHGPorhHUdyjadijbcPuFPcYinvMkuLumF8o7ouF nZx1zb9NzpHz+4x7w/qbRjhJ0EU3l0z2O189/Iq24BI/8m3+MF4H//YfFv1v wf/L+H8V+69i/1Xse/Qq+pdr2yOOexMj/3Xi0euP/pBNeju/3savXvjhD/Sm 2Qc2r733AJvb3e9/eq1T8E2ZN7vAnzgL/uySPeBPfqwV331Mm/9utV5/aj09 /Sal/HSL8l/foopdm1S/d72a9q9W5RvPaff6WvfTkb3aYfYD9oFd7AN7X/Hp wDafDr/uUzT7QCz7QMIu9oI97AXsAynsA2nsAxnsA5mU/Wz2gZxY9gOu/TxT 69gHcrn+cxMp73lJ5pmovCWXf35ag0f56Rzy2AZ+WzkcszPrlZVRr1pYN0Ld SxrKeyntsCfVZWFVlvbQAnertLBTtam16j2QqnGuoFGunmGunH62gLsXrzrt /Z/obN+QffKj4rVkpW6pUdzGDsU/E1LC8z06+hK7wSthuxMkvsFusKNXbz5f rx0vshPQ4u/d2rC4ExxhJ4iizY9hJ4il8sfTBCWwCxyl8h9jF0ii8iezC6Sw C6SyC6SxC6SzI2ZwJjI5E5mciUx2gixORDanIZvTkJPKmclJMw9Z5LARZLMR 5OaY12XkF9Pn59nKn8EOkJzerJQcv9IZA7LZGfNL21RIz19c1spO0aj6I1tp lh9X09a/WXyc5tD9o9837nvwZsleYH7GbgJrKcTOs5v0+M+4sb+OZCt4fGEr eNTdD1788ffM4RH9O73IZrCwISSzGbTvcfAHSSfpIiHSvdu8p7V7V1yEenbG gaaHdr9nx710m7AxhN4wYQQn/APbzdsLul+nsrO8neRiaOgdZ28I2S9/sLg3 tLI3BNgb2vcdWbI3RNH4P7g3OI3/1C80/Qv7QsKSfSGBfSGBfcGp+3Y/2H9v H7i83+Qou8W7/OobHOP5fbzKVm9wtoOH7Hbg0baHOXnb2Ai+oW1sBNtoA+wW cG8b8Gj7oz+M0BtsAN/i+Bd6yd0GFrYApxewfYDHbfifWdrw/xHy/1Yrv/+4 nv5JJI3EBkVt2azUl7eoYPsWVe7epIZ9Rv4qNe36Zx2L/Eu99i+v6bX1ddq+ pUFvoP/NF3za8RJDAPr3of/gdnYA9EejP5YuIIEuIJHGPwn9yTT9qehPQ38G +jPRbypfNtd8Dtd8Ftd75jEz0Zur/veUxXWfxXWfldrghE4g04RuIIOkp9cr lTSUQZ7UkOrSXip9L5U+TEfcrZLCkPJz2zVwKF0zO2M0zZA4Rf84yYA4bnpG CsjgtiP69OLV/5+x+46zqrr6x79e586ALcaYxNhRVJQO0yu99zK90WF6u33u nd47JFFjNxFL8vjEFAtFxYYF6TD0phR7TfL8/v191tr7nHvugM/z9fVaZy4z gLBn7/f5rH3OuezRj4e98fAT9IJbXfs06C/49t9DD65/iBpy/kaNK16hptWv UfM6cFAUosC55s9UDgoq0ARUr3uWXKDAAwp8JeAAgSAICmrRC9VXoy9CIGgE A80IBC1goBWBoA0NQDso6AADnWCgC0PSjSHpAQM9GJZeDEsvBqVXti174eEQ 6oUEvXCgt1dVTx+G8qEXDdqIVHA9df32L9Tajep/kTp+91fqQe7pRw+w8Q8v Ikc8SH+qyKIXqpejk15Afy6abCogK/8qWe4S6a3FbcjRQc70Bby4eW1jnckK X5schT4cSxyvuCbIGl+TNI5WY413ZWTRy2htX0G96sQp8DXZm96C41auaj5/ bqtGNt6GZR5J23HcjqW9TdfWCn4oYWs554CtWOJby2yFZb61pI62YJm/im/j iZffpAH7Wr8FDb4f67yGXtLr/O96nb9irfM6a52Hcn+Dlfl5o26vlfebscab bWu8Beu7BX+841jREVjjLbK2T6ky6LSvZQid8bU4cGiGfW+sK6ec0VjgYybI OR9rnEq4sMxLsMhLJnCpRW5YSxyjVR4TSxW6HDjGYaDWY7VXLtOrHavcI5e5 OfP/0jzhy/meyzzjsw4LH5hKS2MX0sqZaVS5PJvqC3Kpe0M+PVSeR0+5cug5 bwb92bOEnq+aQd7Z/AcpmRxHd1LpvDIqzt5MpQXPURka/gqs+yqse1cJ1j7W vR/rPoB1X4d134B134R134IzfhvWfTvWfQfWfSfWfRcmeDfWfQ8meQ8meScm eRcmeRcmeTcmeTcmeVfHs9TV+Sx1duKM34HFfxO149jWtRkB98/01CNb6UnU E3/YimW+hR55+DWE4lfkUtzfmh6mvWgfd6N1/Bi1C8v+I9SHWPofVNRh6dfS u1j2O9Sy36Wv63xx6oxcX/0Llv1/eeoMetFTz4cGupf+VN5FXSufoYaCf1LT mlepeb1a/i2lW8m3/iUqXbEZI8LL/1mqWv8sNAQBSAEepAAfln9NBfojLP9a pIA6pIB6LP8GpIBGLP1mpIAWLP1WpID2sOWPkdIj042R6WrnUUFxCujC2v8l 8MNP58Lq70B1bXyBerDEO9H2N3b+mRp7XqTmjf9Nbb/9b2rfhGBQ00APF+fQ nyqz6HlZ+gvpzyVTpT28mqcIL/70CFnoEVS+cIYscqmUaAetTeG1nhKFCcgr fq1e74as+CHqvI6A//S6MnoNa32LSxY41ras9+04vo56Q64wv8Hr/c2qJvw6 vpvyzUqzGugNrgpE/9fL+Qbq17HkXy9TZdDrWPARtB3LfVtxLe3qfwL92+lD asW/rFf8Ww89pld8AKs9iNUeRKc/eMXXqRXvxYpHfYD6yIsVjzNx+FmdV3sL DWBF82o/ijruaZU034o/3UlfK1Z6KxY6f+6Mr9Wgs3gZQWf9rXROqoXO+UAB v4ikT/iH6lPykTEwhINIBQHCf+l4VYwBEAAFQyToswR8rjctqIwFD5WxTEEV jvih1Nq4WGHBkNN/BHny1UaA19YDGILBaFo7fSYtHDmDliUsotWz06k6LZsa V+ZSb2E+/aEij542OfAupucqpgkEJZPiqHRSPJWjKlBl88uoNL2TShAHStEM lG9AJChCJEAj4AYJXpDgRyMQRCNQh0agAVGgESw0g4SWIOIBSGirBxGIAx1g oQ0ktHJh8rdi8rdi8re28wZAC463UDNoaEI1ouo6NlNP/0s4zW+lh1EPPfga /Y7f0a/1MXov2EuHXA10ELUftQ8msAt7quvhQr1yobKOPoQJH8CE92DCW2LC af0AXQQdRjvAV3xe9MglWwcO9ZRMf4UKL6H+hvo76g+FD1NdPuLB6leocQPi QfFW8q59iYryN1Pxys1UsvpZKoMNFbChCrHAiVjggg0exAJf5XMYnueoBrEg CBdqEQvqEAsaYENTMGRDG2xob8QwNWGYYENHCzRtRbWh2vHjDnwNaakN4aAV 1QYiWrkARAt/7HuBOh78K9W2/5kCnX+hQNefyVnO74WWSx1rkPiKc+mPFdmA IQ25YBH9uWw69edPx0mrhu9bBAxo+wv4spGLE8CMZMAQAxhiaF1KND9Hj1dD qSg1FhVDG/C59aBindREWidQrBMo1kowGEtbAcQ21HbU63z16w2B4k0cd+gy 6K3qpgh6uwpavFXJmwJvQYe3kAh2qDLoTVFiB5TYUabKoB2iBLd3bxRbLZ56 awD6p/7W7njoUSjhR/tRQ393BwwQEaRfayRqw2OBINFI76MsJBDe9wGHAwDh EMpE4igwOAYgmIeTqFO+NuIc0Ib/5Rkcz/pR+HjO1+aABjh86mcvPq1plVfn /fLRwKEFY/XUshzRIR9VCh9KlQ9gASlhqODwEzSQsuFasaEqLk59RJXja4WT U8iVl25tFppGGKFdgpFCxJrps2nhqJm0PHkxrZuXQa6MHGpalUf9xfn0SCVm jBszxpuOvLCQNpdNtnAo00BUTkqganx08utZy6lycQUVrnqWitcBC2SHCmSH KmQHZyWwABIeZAc/skMA2aEWSNQhOzQAiQZkh0ZA0QQkGoFEHVcTh+E6UHEH 1QGLuhaE7FaEbVQNyo/ytmwGCFto4yZ+PvgFeqXlcdl8OYZkdxR1BDXgbqBD bjsU9YCiHgECBSQ+rqqjjypqAUUt7SwLAokA5tNpfddqJO1Aw/CiXBLmS0jq ziwDPnDjYFfiH6iX5QbKRtqC+q/KXuoDlg3rXqHAun/ShtzNVFiwWcanaM2z VIJGohSNRAXEqIQY1UgSTiQJN5KEB0nChyThhxhBLUY9xGiAGI0Qo0mPVTPE aIEYLc1831JrK9+31AoxWtpVNUONJrkLohFm3EANODbgx/XA1dW0mVZk+ylt 6nJavyiLvJCiDVL8HlI8LVKkQ4rF9EL5DNq0YibPGm4cMiLVHoFfLge60hdq JGKYiAgRYqgYUayrBFUIL0wrlBMIGTpQbJc71t5w8f2jb7oUDG/pehv1Dpe6 zdugd6vYkPdwfFeK7wt/t1KOEOMd6PGO9BNvc8J4G2oMpbfL1HbQ26WqH3wL ZrwJM/b0Pa53hvW/vXAHfXnqtIXGP9w1YsbLqMvVaLDU+EDUaAqp4W3WjYRS 44iphtdUo03UOK214OjQZrAVxFi0gYo2Ol/DX8BxCF3Ay6txhB2ot9dXajAm UhmwKENnUYYwUTaBRSjTYSIOYsSFaQErDGYikqrjOFGUIEUUTkmRxsINGTz5 ZnMRH2osVqhaM2MuLRwzh9JTl9KGBZnkzcqhFkyUjSX59Gh1Lv3Jg8niSwMS C+ipwiRBoiwVQKQyEPFUJUgkkAvlnpxAHnz08Y9nL6eqpRVUmttFRYXPUUkJ Gg9gUQEsqoCFE4nChUThQaLwAQs/sPAjVdQAjBqA4cFp04vTpheR2gswPChX IxYRqroBp2JURf0z1Bl8hF5ufpw+rO3H35G3ZW6ULZkTqOPe/w0LBcVeQLGn ug5Y1NHHlbX0EdLE+4DiwMbHd+qzzVswwrzy9BIHCb75a0wYDXxv9Suo1/B/ 2YrahnodVL2J+mtVH/VhBNZm/JHW5TxD6xEs1iNYbAAThWCiGEyUgomyUrRl Zc9RJZioBhNOMOFGsPCBCT+YqAETQTARxAjVYoTqMDr1YKIeTNSDiQYw0YBg UQ8oGlD1oKKBC1TUtqPxCKAL+TnVtEGHqg6qyC+h+SNSaf74+bRsynJauzCL 3Pjmt67Oo98V5dJTUOK56gx6wQklKmbRplWz+bYARURGRChUOBAoUtBbiBGY fUDCgA2xDsHhOsyWaBARha9OpPXAgYFgHjZlZikSUG+h3nYJBwY/AmLIEyAR 8gTITrM4SLxfxdfo3gcN71eq2lnVQDsrOUe8J0em4t2KenqvgiV/rxyN4Htl HCm4b3wXseJt5MR9fY/vt+swjF50+iCDX8mA5kPJELRkMC8x8naiyhNNWoZm kWE/JDDzxAAyxBGtwnGIcMKmwhlfO2RohwvtYKEdKLQLBu0GGMDhYk07/qwX A+3y6hJXAJ++FGjDUF4CFxe5Aupj7mg7FogS4xEjgEX5xDiOFoZsLKothwrd ZTgkTzhECidXfBw/DINjBFXjWBQfS1XLF7EdhsAxjrwFaj/CTseCkYm0cNw8 ypq8jIpwfvHh/NK6Np82lebTY8IG2lQf2lT3POrISKZScCFsWLkiAblCseGZ lEhelG9yIvnxsQYVQAX587PTqHp5JTnTK2kdzqMbyp+jIhBSDEJKQUg58kYF 8kYlOvJKLJDSGpx7UcU1mw0qqtnMYuaXUimqKKeIijH3CjH33imq4GavBaHx DI68wXMadYpL7+kexzf5mFfhMYBv+mGBo54OoPYDjn3OOuBRR3uqajUcQYFj /8bH9OPHyL6Q46/62tXfPHURcsfZPWFiKDUaRI3tqDdQO6DGW6h3UO+6m2Ds VMqfup5WLGyhNXnP0NoVm2kt2pJ10GMD9CgswqDA12IMTin0qEBbUoW2xAk9 XNDDDT08MNYLY33Qww89/AgZNfUcLGpgCHoECFLTrAqfa+Gw4cdrfzPbu5nK 88uoZC6/XUIhZsl1NG9EIs0fO4+WTFpGqxZkkTMrl1pAx2+L8uiJCnSeTqZj Cb1QOZs2rZ4bKTNHXa4097UMBYkypAiGcM7giCFBI4INoesFkVJdZfJRU5Ji UjJOKLEIUQ+SKUEctBPH93UZ/OiKQ55jwRGS8KsPq9SPGvFVvjHp/SpW5P1K pcrOSlaEd52vwrGO3i9HldVK7RRQcKrof5wbz70KFPVPHA6ntx56RIHiYlBq AEoA6TEclDfkZsNGdacw5tyHgGSXgNKCqGGC0iqgqJjRJqCc9JmgtNMZvwLl E1DxqVQHOOmAJh0woiMCdHQ46LNAB/5WnwXb6XPQ8hnKIcfrcWyjPy7PFUfW oUsphyPlNkfKETgqOHBI6IjToUMFDjEjVvTQZZALL66SH1biS+viY6RRMWOI bGZwT8qY3AZGUmnhxPmUM205lSzJopq8XGpfl0+/Lcunx5259IyXGVlGz7vm UFtaEiZAAghJoApUWPIAFcIICPFNShJCavBRMZJEtSi0G/hqBNXj2BAqpOcp CXwtfAE/l1RGxfMX47ePceD/E816YLqVpk6kEkw51mMD9PhEZbpWukm2ic6i 2ztrU+S0D4L4zAjSKBHkiBbkkFsJcsBVB0XqaF91Le2FILshyC4IsrMsQN+d OP22/kcX33n4cUQOtfGtNr/5Drd6Q25bvUcQeVkjEv4cSSNOVgxJI05YCpL3 UDuBSf9S9USI3E3OYXNGIRUsaaWVK/5Eq9ZsptXrn6U1hc/S2mIAg0hSBFRK AEopQClDJAmJiyAHVKqBSnWA0XDWMiROwOKsV2VQNY783EgFOXPLyTlnKbnj 4zFp4pkRWJLAluSMT6b5Y+bR4tRltHJ+FlVnqkZ1Iyx5HJY8W52JGbCUXqia Q5vWzrtW7YKpHiXkRhyXQ8WPokmcQSbFoisqwbFUCn6gylO5om2GjBdDQnY0 03uonaj3nc1QwdnM/64q/PiIq1pqCO1iSnZVc3eyq7oBn1PFlDTwv5GsL1h9 qMqQraoh9CHi5Qew44NSfK9hx9tFNWyHun6l/7Hiu6RV+SsCyd/hxz/hx8vu kB1bMAXUjY0N8v3l54T4e/sBiu3YLW0K29EqdhyWMNImdpyAFydRp9gNK4h0 wI4OuxtIIYEOzhwd+It8FuyAGbqCHUPpC3ziRrxUlHDljZ5Iq8ZECR0V40HE BJSmw2SjPCZeZZA4vaMBIKp5CrAUDlHDlaDKkCO+k7BD2hi50YX1uD0si8wf OYUWxSykvJlpVLYsm4IFudSxIZ9+V55PT7gYD0wb31KcimZTy9IEfPcVHpVA oQrlRLlQCo8kgcMveDAcSQyHQbWTk3AmrMOR3ajHxwauKSxJ45REQ/S4FtkF f8XJmFk8wwBHGZemoxgzrQh0PIuMpHo/7gJvkm2jT2xbzexIKIkoQ1QKaVB+ eJQfnEIOwo8DzlraDz/2iR9B+BGg90pr3tLhg+2wXTRjM9C78L2xvxyEhtmv hKPxrkbjfZ5c7mb6EGWHI4drLLf8uWOjcCLJm11C+XNLKS+znQo2bKaV6GlW AZDV6PrWVjxP66qep/WIbRsQ2wrdz1EhkkmhF31Joe9Z/HFLNnRRRVaFVHVc PCYBH1iLG8mDozdBVSnmRhEqZ0ISzR89hxalLKOCeZlUmZFDDSvz0Grl0WPl ObS5GqcO1zJ6oXoePbtGGt+hDIc9cKxPiRU4HNYxlukQOcQPQ/j4uQAieOiq ACAlNkACc6bL0+vq2VnAgfoA9aGTbx76CEcogeMup3osz5CH9hz6sb1mKXl0 LwIHJJGP+f1mmJVIQcW8DMbFr/G1yjocKmr5J4CUDxE83y8N0LvFNfTd8dO0 2+7JMHoHWeTvLh8s8cOSGnzbA2GWqOaGb5Ju1N/yZvoI9THyxx7UfhhyUCxp E0uOetvpuLbkNPw4gzqLOlcTsuRCoBOMdBI70ok/5mc4fhbsBByqvkANoS9x /CWOHfQV6kur2vH1dnomLQ+5JIoqxsVdAZZ4QaU8lmGJt2AxpI2JEFdsqjjI LajwD9cDFu5xDKHlDhVMClStmjEdsEynRfGLqGB2OlWkZVPtijzqKsynByuR bd2YWr4Met67hDZXzcACN2FJvAwWRsV7GSzJFJzMaYRlcWhZUFP4cw1T+HOs SyPX1ER8jo8qpPimKGQMIeYqQYbjcIlGphDIcNfI3eMF1VGyM7y19Kku8xqW WONXHc/lztSLM4fcdeLMQcuZIO2uCGLC1dDBTY+9qd9V/ui2N+hv7tClupf1 TXosjYNe8bI3r3pVlxNujepylDU44aJ44n3Ak8/dQrtQrtTp+rZ65U3uGNOb oZSHsJo3DjU+mtbwUzSYJOvHx9OGCfHcpUyMxwgVRSXQ6iVltGHaMiqLwXcJ VRGLUwCqKjYBcyWOs58TRxeM4YI4aHwBzQ3CjQ/lQilyEmj+qNm0MGkp5c7N pPL0HKoDOb0g55FynHCEnOVCzvMbkiXkDpFWR6HjQ2l2uMWJ45wSF3FZTglR gxxKlYOo+T16nZ1gxiLG1UIfuVoM8SWCPsYPP3a2mKoYtMfZzI8RNjvkWcKh +HETqlFqNxcizMdOdbndkItr19LHVfWyISZVWSfpdDew+RgJdReo+RDU7NTU qLeOpZc0NV+eOkV/c3rR9oAaRJdX3UxNUKgxn7HiHle1PU3yXf8AxOxC7Ubt BTMSXcDMgFDTJtRwdDnlbw+jRkWWzkHU3CDUfBEM1ZdSXfRVbSeY6ZSPX0t1 qY/W58BQLZIPW/RLUYijDT+qVa71Kce0Ko+Kv0yfijgtkE631ZguTp1nFDzu RI66LhzLEnCWQa5x5Ye2Zz0mP9NnYYrNpMWJi2nVXPRJ/J+DHqrKpychD/9n yPFGJU9qoiVPtciThDiTBHmSB8mTTIHJLE+yuMPq1E1JhjrJzE0SK5MUoakp nxxrZRlDkImwMTOBns/Lk3DIh9BmVZtog3xjCDQ34jukmDmtmTnBzPga8R1t tJg5DGIOg5hDrlph5kB1UDMTQFSu4VbodX1r11fIxH/HZOJte0OQAS76XuBX vUwNHyfRFi9vpjRcxsw7mGghZlroQ5TJzG7Ub5fkUNbo8WHU5OLck8vMWNTw YzzxihlNTeHEBGGmGFUSnUClqLIYfFtQNmogDb49XPE4OcSjZeUCLJ6EBECT oLBJjCc/yo3Kwe89b+QsWpCwhLLnZFIpsOETUQ8S7h8Em2x63p1GzzsX0AvF k66RSGzGmphQrHEwMvxS5xqVbVibn2lr8N1GVUixNzHwhq/mqG3akDPN7Axn Dxdf3WRodqP2cAGcvVyuFn6MuSWC9vOr/fglV/PDkerRZhQTtFfjs0ff57Pb yfDsqUaPtBfeDKW90GYPF8TZDXF2I9d+VFZDAxsfC9dmOL2LYPMPBJuXoc2r 0OY1N0tTK9KEHskO5VkVbCAkhNmD2odAcwDCHEagOYI6BmWOQ5mTEOa0luYT CPMp6nzAlKYLE78LYaYLQaYLwnQZzAvYqO1yMCoGfcOvvqntjBRffsWq0Oa0 fAkzTEk5vrkVV6CkHCeiClQlCGFKqhJMSuIVJ+ADkOAEhRdDxJSqRJz6EvB9 S1sIUWSnxRBObqOV0+fQvNGzaWnKUlozP1P26Pi/npICerg6j57ycJZJl889 XToJizxRRKmQHJMEUZK0KMlalGSIkgxRkqlmsl2UZN5dgScRLIpkGU4yDVOT HAyLyjAjKDg1wcKlTCo6LMNwfvkcI8ytJm9YcevJW1a8UXVJSm19XwioC2mf wJlzqDOmMv4mUeYYipUZAAUDmAkDUGbAXQtpaumQM6iVCUCZGjr828de10Hm JVf4RcFXpViXOqyf16DLr5Uu3oawCzymLu9pXT7QuuzCBPvY3QpdMNlQe11t SpjRLMxESxhDfIkUYVaMjxVhNtiCTIIOMsVRiRAmEcJAl1jWBfCjqmITDeEl QuOSqHFJMESXX5A3EeER5de+1KAKJsbCl5m0IH4JZc7OoOK0HAoUIOjCl4fL cumPpi+uhfRC6RT+F74EGGfGQtig+iaDj0MYGFu3dN1lrFRqVvgqEG/ZPpSV A1JaQtGFLXFoTXic+H6sfa5WFoRv1DqA4wEM4AH50UE333NxED/5INg+4JIy cOD4w+QocBppH3dSfNdQhHWlb181b7mhdeKeeQjtgzJ7kWj3Qpk9UGZXqSij biukv+q3Yv7ypIo0/wQ0rwgyAdriVru423SkeV1v279jmwMf4fu/G8DsRe0H MgcBzADqqK+DjgGWE6hT3D0Bl3OoTyxkuuhi8DJkdITh6sb4fF3bzc50Y0S+ qeumb+u66Ft8MUJeXc8C4VUnI4SvW9kmFGjCBFLJuJwTMRM0lCriNUIJJkIA CLOGATJCBA0Xgpifwqkpwo8VajBZ0uKm0Lyxc2n5pGW0bmEWuXKUP32l2h9v Nj3rS5PPbVrBF4mSMG+SMGeSMGdMf5Iv92fyZf4IPwbVT8WhYWoyN1FTk9ge apzGjVXjtETMYO+U+HCAMDFLAVAJACpCxn4hLx+/EpHRwVtddLOSJ6j0YXXO szwBJc9ZlgcZ5xTkOYk67md5kG18DeHyuFieIB2COgegzt6qGnTufvr+xOlt Otu89/BjctHxFck2r0q2eU3f8fial29lZ31uGqSPvYUys02L1qdV6YOZt9uN GYjaB3324+ODS3KVQKMtgRRANwhA+fKUMgOUQIXod8x4UwR8igFPCWKNxBsT ILhThYI/hvAToQBKQAhNSOQyhJ8bFEBJCVRjFQccdNtxiyljVgYVLs8hf34e dazPl0cYGKDn3OkAaBG9UD7Nwfk4QhCKkE6KIeKrzoXSSKXGDZWgM0QCToku JVEcS2QIRb+wMOK7Vfjm15fWVwhEu4DLx6jdKFOhfVIYNz12B/DxgLtNEGpz oEFui8Ch1cChBe6JR2JSMz4qiPYzRAoj2g+L+NLh/mouKLRfFNqPwLu/Eqck hN49CL0fl/nphxOnP7IrdD+izh/oH1DoFYk6AYk6W932qMMXD3k+8Fxokblg noX2YB7s86qoc4gVgkCs0HHUSX8nnYY8Z0WhLkzvLptA3RCom74AM1/g45f4 yPp8zQV0mB/GxwFquiPpu7puBw7IPyzPNeLOV6gPipxwh5NPvG6gEi4352pl DpyptJlTnRhyh6lBH5XExzKknnVgxyn3zbtkb5jZmTsymeaNn0/pU5fThsVZ 5MlV5PSX5dMjzjx6msnxL5fPtaWnhMjBxyrQUo1yDSZnMpOTYiMnhWqnpICc qYocxobdmcZJB9xcI8iUSQGYyRqZSVFUDGg6FszGQILzWjDzJVvDO+q/kbRz CXUxyNa0K2dQ57Qzp1EnkXROwBpOOEd8OuGABtOaw5xykHAOovbDmd2VNXTk d4/RVr0nzE0UX4x8RV2MNESZYRKZuUHf4uWqvyzl8LzagXn1tm1uhTvTGnLG 3Y5J344F0E4HPe0ha0artJM3xuynYih/PHeYTM31GptEgaYoWmFTKtgkYZLg OxSHkwKqClWNcsYnQRqMOFPjEGy8iaoM8iWBHcbmekVNcgLNe2AazYtZRGkz 0mn9shzygpp2UPN7UPNUdQ49y9S4F9PzFdOpO2/aUGnH1fWlDYg6haoUMr/Q 3VQcleCbzFUq3+w4HXnidOxBpcaKNLVzZyLqtGpl2iAMXwfgRBgRLowb/bOJ S6RsuEbiu9sml4C5DrvVJR1lzlU4NuPn64I3/NYVbM4BqQb8ZgDnajqI4HOw Gk02xDkIaw6g9iP+7g15o2+c1uAMR+Tx0D+dPtVXuXTkcddJc73dFn/NSfG+ nhB80tnjZXDaJfIcBjJHOPL4OjF3O+kUkDmDOov6BNCcBzQXgMuloMLm8zBs epB06nqskKPKYGrwue/qu+l7vPq+nj/Hr26T19/Xd6lCFPqOgxHqG9TXGqRn 0gtopYQgADQxDCMq44JH5dCoIoFFUipV4fQV0kj16EqjCEuj0vkzWSQF0q00 Z+Rkmhe1gLKmp1Hh0mzyYcrxfxvLgZErFxhlIf8sk8+1LE9SGKUyRsmYOMAI ZeUfoONF+VAhjFIoyBDVInxdyxyxRlZxDmqYxpVkfQyiEWOYDKEpUq6KMk7F +iatXWUuZgI83S5bYl/Wqu0zJurzoGrJLqIuAKnzglQ7nQNSZwOMVCu+uQqo 46ij/sFImW1YUCFVXYMcjvlXKWFoizaKdw5fkYsUfMETRrFOt+sNRBR+p63i k7phZjum4OuYgm+KTy0yFd+T6diqfWpTOYiTOEwSn9gmdwd86qBDKG/qTBg1 wW6UykQ3CVFWFpoAmjRRxdFJOg8lXZmoeE0UdFJhCJWYBJ+SkIQSTaKSE5ko 8BRAzX2A58tCWob5snZJNrnz8qiV74YozaMnhagMJKIl9HzlTOpbOXOIEIVz 4aKZ0pEVSkdWKBs/hTCoSFeEHG+gIvhUzA+B6CpFiVmT48LMKk6JloeD/ra+ Cl5h5JRXiive3wkBz1bxrSSHcDwE7A97eENwwNPuoCOe9kgc8MvAliF3y0aE a8XvtHPQxW/Wzo96HHLVozlHQapDkIrj8kEko4OVAWiFmYLIfOy3j5pK/bd8 uIeObt2uYpHTr5RyBZVSbhWLTKl26Onxnpy6WtGcqWmxF3/i/SJVR0gqKHWi JiTVOSj1aVBJdVEr9VmtikVaKUEK/RiOkeCmB+yo+p6rvgd/9x/qe/iAro2J uoa+BVDf1DNKaOlQXwKm+slzaB3fgBNCyRCRYAxCtjIpkV0yqBIgRYIlW0hK 4gqFJCZpbUI0Vct70DvRnd0Ck6bSvNhFlDMrnYo5ca9QJm2qyKdH3TDJl0mb fUvlc+5ZiZeZVJWaApPQ66HckwaZNCWFAigDzKTgj8ws1emqn5rioPppEpOS 8bdnjKqnxA1KSTFISdEI81H0l/wVHDFlP43ukEFS2/WqB2aXPq9VVxQv2Uz6 FPVJkD1qozOoUzDpJExij46hjiA4DfhsW0M2kw45MdNg0t4qPw387lH9LjRD 6Pi2121XTXmDEVOML6gzR3dJAN+q7+DbZoHUJCC9hdn2jsy6Vg1SmzXzdmPm hYPUboE04OmkI95Oyh41UTdqoeCUjxMXd2mrkaYhkiEk/RooJSmUgFEpowSQ yuM0SvE2lBKQcFGMkjtRo5SEpJsEmKQSkZwShSZDaBoKmFJp3sQFtGRaGq0G TK7cPGrWd3uqSxQR9HzVbOpbPYf0fw7ZAXBQdcYieYbAwilSbFK70iwSlyEu ReIYD5niw2QyxCZ0B/gNVJKaJQlqNwjag9rrCg0hv3NXB34fGUa8OuxRNYAy gBHfA3cEC51fHfXy5/hKNr+xT7u84uL3A2lDHOcLT3yt+wjfP6PD14C+7Z9v 8mXKzPcOOgzFDsOwwzDssJMLURyGHYZfh9DyH8RZ7gDOcnth2MXXXqcP7Ibd SS9VuW1JC5PLhaTlqpO3zN/mVjPqDcymHXo27cQf5QN9atvtUUnrAP46h2DX AFLWUfh1HH6dhF2n2TC0cedg1qcoK2nx9tEXtZysvqpTfH0jhDFeEUhWmq96 KYP1ctCP9fzzf2zokVdc8gW6UUj7FvWNFNYo6sv6Tnq/yIWzKpb0hHgqQ9tX pq+OlMUmimhl8awaCimrIlGrFiGiVSO4O0W0eAXa1RZo5csXCmr502fQ7JEz aH7CYsqbkyHXSAw9/X5bCdA8ufRHgKY+dx3ObElUIqAlU7mAloKuzwYaELOC FgcrFm0IBeAXi1arS0yblhLJniGCm4yVSjFhJmPRaPbmDJHo+gsdQE3ruzD4 mjDUxVrwhVJ8IVIFFV+nEatOok6AsGM1fI/IET+/B82AfY8J8WjAjUiFs98h Zw3tr/bTx1U+zZdDbvp4FXy9Br7YrCA+t1XfhLpVHndivW7WfqkwZc62tzHL 3kXtxCz7QNu1K8yuDiy8Dll2B2WxdeLPpew6inpkab5u/niTCYBdD8IUXyvH Y+3bA9VP+oXvU1wy39aRjKVt8ZWYLHR5EvnaAwPmUIQlczFdDNgNVJOSSHNH JsmmwKIpabRycTZV5+RRE/jqL8mnx6vUBsFznmX0XLXiy7wgKxdbPXKb4Qa5 zTDWbAWHMGLgbDLf61oIscxsFRIM830y3+8epwC7FpOPH7mcSH9HrFJ4dWAM O8LH0K38N4StSIGLsRK09JgyWh0RdMzLmh3juMIXrkQuPkZqydp0Kb04hbXw 79psiFjX4mia1RBuFnLXYXh1yDLLZ3r1onwYIRvif6/2hGcu9gr8bcVvuw3/ A9OstySSh85+H2Pm7MEfcB/++Ad8bBZmC7w6BqeOo8QseHUWRn0SYLN6YFYP XQJVn6OYrC8B01cCVi+4QtX3AqxeBxTqxXL9oaEXNtkKP/5XA778L8B1g/D1 Q0OPkPWdja2vUcIW1ubOYrCF6arISrSTZbBZBsBKpPuZLBGrElZVoarhlZiV HCdkufFxrUarZN4MQStv2myaPWoWLUheIjeulWfmUHB1PnWUFNDvqvLpMU8O 0Mqgzd5F9GT5FCoStJI1Wik4ESq0qjVarnC0yD9FJTFD3HKE5JrGP6qTYz2O 9dOR5qbyqZjhisC0jcH0jcGJOZo6F86RGMunA77MIJ31VzgKXCiBqy4E13nU J8hg54DX2SDDhexlwdVCR4HXEeSvAX+jzl86ewleAcxCzDZMpz3VPrqwZbt+ B5AIyV6vArDXANhWT0D8UsHr1kHBi6dcM/BqwbRr0cGrVZ8qTbjaBa49Hr3o 8PGAh+HqvAyuY6jjPglgBuuFaWXlL9m4itV4JRki13ViFzeDpbH4VqHK4ZbY BbaqUMyXDS++fpKs4LqRvMnJGi6Flx/fcoZrdXQqzR03jxZOXk75C7OpMjuX GtbkUx8/nGeHyzlXYeWWd4GT7I5XVRn6+c1Ubvg38D45Z69I2oBjoVlQqlBy Fr8aojNZ/GDJ+J4zbiI5hq1Hg/hwVn4ogoUp1ikDesgcVHNgVaJlvDoNGd4I GeDjXlUnvJ0OOuHrMGRT+ip8rgPVLsVX5Y/ZQfO2imc4m/A7uQy4m+Xd3AZA zwA0GwBDA+BowMmF+VUdQLFofojmoxO/e+R9O2j30dEt2+gf1aEmUgWwevXv jJmguXmPQZ0SVZznWdVOH3sZNPzl8cc+iDoMzI7UKNBOoE4FdABDfQLUzqNh vFgbAs3E7GsTNIUZ72fhyB1jb0i0ht4Ipgzfwn8r1MQ0UzT8Ehyvp28bIFqD TTTU56hadJe5OP3yNR17CCvlYtTK+GpNufSVLJspmqmawa4ZgtnNtBrHSnCW O20OzRozmxalLqWVCzKpIiuXajFHO0vBWTU484Izfzo9411IjxYng7Nk4az0 Cpw5JyvOkMOwNKakwiYfjn5UzVQlGn8uOE1pxmWIaBFUB8386Cm5dSidEmfI rmykBi0Gkz9aku23klm/40TL8fZXKujWq21FZo4va5jQfY5i5C5JQusU5D4V 6Bi5djoTZOTaJKEdDwhyoYBm3/dSAW2AAxos24eof/TBR7Rxo+hll0/7JsZJ RLMHNNO4rZjjdufeFOfsAa1dzUiYxsbttRl3KMy4LiyjLiwrnHJRJ1Db1rko Z1SUZHUFXYwF3Rpkdwu6n1GJQJf809AlpCjoEnVKS+Lvkicp2SHO3UA+zAAf hPPrWhWdQnPHzqUFqcsod0EWlWMG1eGE2MvvU6CVe9aznJ5zzQ8pF2Eptx7R DMoJcIq2oTjG04bJoVIRjStB3hIpnu/ptiKaqiLOZ8lRUK1jUDbrxBCGq2bI QEaGnS6OaclYsM5IjCqcO6kOHOVgm9zEyHVcqk0SG18B0KjJm1AM8HtPMWvX 6TeaVs8th1DDZHIGQ6gh7e+v8tKPJ0/ttKN2L7374MP0T5xOX0VPsMVpS2jy jyeiq8Tv/rq7hXag3nYzambGV6jt9TFq+HsDtAGAdlQntBOA7BTK6iqB2HkU o/YZowbEvkR9hbKBpjyLBFR9AKsPcJnFmQ2cGfLydsFO8hnqW5RIhvoK9WUD 4ofWLDhlDuWwZshofKGoNNaSjEqRzsq4EhPFM9asIsnMaVq05Hj8ONagNZDs dvGsIjedZo6Mp1k45y6ZvIxWL8qiKjQL9WsLqLusgH7vzKPHxbM0+pN7PjVm pFAhZnBxSgqVosq0Z5WT2LRUqp6cCs9S4VkqeYAYkyagTU1FbwnLIigwLVU8 02VQ7XTmjCmTfdopslfLGySxsmmiKNtT7pXLH700XIb1u3qrVZfXTF0o09o1 66JLqItQ7QJEE81QZ2u1ZkHWrA2atUpsOxIW23TP6R0U28DX7mqvegena6zE tuUy0cI0M4SziQBNYca1A5C9jRn4LopPrx9iJqrQplejJ7QSD3u66DAQO+K7 HLMTvm466e+mmlSc70ZFa9RiQqjJu7Im6ZYzWWIbi1bCosVp0eJN0VK0aCmW aG6I5pGCbsnSfwpsXg2bz4ItmeaMnkPzU5ZR9vwsKs3MlaTfDdgerszTsKXR syZsLgu2SkS31QBpLT/Ntj6V72tYD9lYt/WwiouNWz853iHA/UrnuAQhrhhV gipFlXFNUm/YsCYlCu2nk/a4eUA7ZUCvxNuAt8uQ04TDGlsulg1fwBBHADW+ 1wi+yQ0E8lGs8yvwHOLcUJHumK8tXDh5RL5ZetImzJjLcpuLiQNvgOsweDuE ZHbi94/sDG9C/17lplfw1dfwM8N5a5R3JtqGvGby9g542+nWZ0jQtht5zeTt kL8L07tL84aJA9ZOB3pwgu+hc+BMGlDJa71YPr3ofhRvXzNv9X3grQ9Lrg9L r49tMxg3h8gWAdX66N+NvVL/aYRw/5bs9i/88EepHks6Q6y7Btr1aOm6IV23 SPeZaDcX2kXThqh4ls4Q6q4FdkmCXWmiwq4M0JXbGlLBDk1ocSLzwcbdSSXL FtKMkSk0c8J8WjZtOa1Zkk3OvDxqWA/lygvoQVEuG03ocvqjax41pCUh8seL ciVauXJRLlUph3IOlg64+aaKdLAM8W0axAuwb0HxzTk1UWwrniL7JgamLfeg hfBtfWqM+AbdrhLc7pTU9k29Ik04q9eDo0kTzuqYs07NWQc4a6fTqJNBzZkE NEXagF9fBfDphCak4aQKszih7XV66fzW7f/UN4Z+8PCjaAv8tNV9eUCz756p gNaMgNaiG9FWMe0dWPYept77qA9hmQQ0LLu9vPxk6XVh6SnPBsI86zYtM+iU ny8ancbRzGm5Oqfl6Zy2ckKckFYSjcaSPbvGltFwYoJklahw0RC2E/FdYdIi gFmKgKaKMzhE+7UyLZU9S4Rns2le0lLKmJdJxRm5VLMKUb8onx6q0J554Zl7 gbx2FqSDNHV/8TqktNXSi8aJZw72zCGQ3cqMoRLko4psCVe0rHRSgryLBD/w G5g7m3a7QyeG/dbJQQ8maoBPEDrtHvViEI9hNCOscZWx9XU5MLZdWJanMOT8 6rQufh2BY6cht2kOlSBnxjgTtiPynIpssJnB7dpQN8rBzW1TzcWq+ekwOoAD UO2Hk6dI/SPH9F+6Gfjy5En6R5UHtNWANswzZ6gVtWhzNdMbLqYNcwus7XS3 C227wBrTtg+sHfBr2mo0bQFNW1DR9gnqU5B2AXUJlH1u0oYF9/Ug1r5v6AuP bY19htjmgGx9kE2VIcc75XNMnDDHYQ4fv0d9B+6+bewJJw71OeozBLuL9Z0U QKjL5otbUcg9CHQlcZjPMK4kgSvkHBtXnmSGunh2zqBV8TF84DS3Ye4MGDeZ ZkUvpLQZabRuWQ658vOocUMB9VTAOBeM82XR075l9JRrDgWXxtNaGLc+JUGM K9XGVcA2cW6yLc3BNzdc80y1nDMYOYOVw4zxTsWCm4KGArYVTRHb+OJFIYTb MCnW8s0cWTlxSHHTz+n3bnlt5rrvGnosAL9CfYlSZwYMGzrViwDwAuo8APyk rgMnLQXg6VrGDw0HADwWbKWjARM/E0BMTl99KM9BtsNudBMuL13cul2/2d5d CHM+zDy7flduTbdi6m+Dekq/VujXhva0Dfq1oz3lGdqB3gL6ubk97bSlOVO+ bqS5bjqKOmbJ18OLr0fk66EzNT30xnqPrVM1Q12sCLh2YoLB/HGXanaocVz4 ZsaHBGT9qiGfM1EJ6AJ+bulS3cm8OyoMpnBJtkvhizzs38roOPg3k+YmLqH0 uZm0IT2XfCvzqb0o37zqtNmbDv4W0bNlU6wrUeXIcqsgFvNnMIA48HN/6ybx fts6cU/VBqlEts8Q/H6p+Juk6ONb7gPz5oC9Tjl/hNjrCj+HWOyFRpPNM2RM HZKNT+IVn1LkxBIh55UIOoPjGaBxRglo4CD4aQGH4Ffa5JNCpOM3TuVch4bV q3fi5D1zzMbVtE/tgAxgKh3C+fXzrdvD6BtDR7dspX+ilX3Voi+U6LZq9raB vTdcrfQW2HuX6eM2wavo2wP2wunDXx/kXUYfyDvP9NWZ9PVhQfVhcfWF6Guw s9cP9lCN/VAPhY//aewfwtwZjCHdgSjXZ3OuVzWusO7rxpB1n8M45RwWLKoG kS4L1mWPx9yIRr5CoitG82q3rhTOldmsWxMfSyviY2hlPM+llWJdHqbm9JHT aFbcIsqYlU4b0nLIvSKPmgoLqLcCp2Z3rlj3lG8pPVE1k1aj8V3DFyaSlXfF cnEhFd6linemdU4455qivDOt8zJzPmGOY13VlCTRrXAKzuW8izwU81cxtw7M 7ZYYp0eyvk9441z8ox5Z2dfkzv/7Bo553zXwwPWKdF83mNpp6VAXUTxwLN2n qHMoiXqQ7lStku44utdjiHtHoN2AGfXM7lW0q5Wodxit6QG3jz52ev6h7/M4 AfS2hGFn3edRj2EOOWe3rlWsexPT8G0Y965Y10EfwLiPULs9ZsrrklV6CKvy 8CDnjvt66ARwg3VCnYbOoLM17N4O8Y7TXoxOe7GUB+u4id0gTwQBuhgkvtLY FH4m3G4dnKuyWedMQqRz8YGdu5HcKaZzyjpvKpfKerNHT6c58Ytp+ewMWocJ 5cGEai3Mp99hQj3pyqFnPOm02QPoKqYZVC3vLVu8aIY4t0r6VsyvSXxVYZ3c 7bEW1rF3ayfx5X027xaIl2ipV4jXkvYmKe4KkfJWJkfjZNGpo3IXuOsKUec1 qdODOYg6iXfCmw7PPQ4ZWIecQ5Rz/NUzMCIy5J6+4YvTn+CHAT3F7S3w48cC j6GOopi+ASlN37XqQkQYfaHnzhR7NSgvYp8nPPLdR8e2bIN7PrinO1l2zxnu 3nZ2D3HvbXHP1kpY7mFs8Kc+jL/PEdQx/C1PoIs9Be/OsHu12j14d1Hc68Oy 6sPysrlnmcdvpcjqOcLMc7B6DvofvLyZ/tOkQp8Ke33Sz/7QZAMQ9Q1KAdij AeSg102XgOAF1HkEvh3FLsocF01ZQDBrAiZPDCDk27qLIeBQKtEGFibEU14s zvRxMVSAWiH+rYB/P6cl+GXTRs6kWQmLKWtOBhWmY7quzKPmogLqqzT9y6Cn vIvpsYpptAr2KQP5kganvp/j1MrPAcA/uFc5WRs4xWagznseoOdEvqsEfOaV swjMYHODZj3ka1s4H/L5zIAXwdTxXTN9ir9hMsiWdaiQdT2WdZfquyTZnUd9 ivqEratj6zpC1gUHWVejrfNr63yYf15l3SGPj/a4PPr9Dm+jDx9+RGMH6NxI de7Ltugs6bZCum1QTmnXhp7W1K6D3odyH2KB7oJyu7EweaGydgdlgXZLqjNk aQ4Jl66Gteul0zW9LB0O5wK9SMlPLl+JaBejuNPU5Y2PA3c4y0TzrSGcydi6 yEHW4ZuGMkQ7B7xLZe8k2/F1qxSAw+qxeeJeKlfIvNmjptHs2MW0ZFYGrVmO ZqEgn1rQLGwqV+9E9idPBrxbTJsrZ1BtwQIhb0VKNK1E2cGLEOqGCnRrJ4dq nVSioGdIyLuGCicBPRM7/D4vbXBKttsr6bjLPGsY0I6Hz7ROnTx6YF0PD6kh YzrEOn+c0qPL3J3m8wiL5xDpzupy8NEhd+D/TKOnHgIyseNHE/kRRcEuHDzx zpCodw2Opnj22ynVRsoAZtdhzLh/nTr17mDwttPLVX56TcCrVdg5Gy4D780w 8HBGBXYfAzsBD9gdFPC6FHgIeCeCIfDOATsz6F0EdoPB+6aBwevHWuw3wRPi /hUKeAo8jCyL9z9Nqvgz/2nin8PZDwjejtzXJ+x9b7HXE2IPHz/HR5M9lf0Q X1BvljgpA/Rlgr5MGJY5ERUVS5nR+BgdS1kxsZQdE0M5cC8XlRfH/kUbVAD2 fkGLJ8TT1FGzaE7yEsqel0lFmbnkXZVPzcVgryqPHvLkgL10sLeI/lA6iVYm xYG+eKFvdQpvBgt/mHtXI6xB3UlJUiWT+SoqCsSVocpRvClj8PZMBA7y75dg qvOZfW1qLLXCu+/qebgwmGxcP2snhz7uZeW00jtIvF59VtDDI+KFEh4PT7h4 HXQS6h3XvawSb3DC0+L5cMb1BkS8fW4Pfc93K+n3gH4NjcdWS73QA3RXFs9U rw29bDvUa8dsbKf33KxeJ06/nfQxao8ZTbxdslAH7EvUzzu7vD4j6WRNryke 1lsvo0dKvWvoExw/RQVS52r9YkP6Qb68iaKfgm+oBZ/gB/TMoFeVyNhVJ6XC P96+c6WYMc+dypUs5JUlJ9CsUZNpdvQiWjwjnVYty6Hq/HxqAnf94O4x4S4T EY/f4mgmda6aSaXpCw3xzgGpYmgNtFsjwW7NpHgDB/SrayYnIOcBtl9Z0G0A cIzcekyvFRo4lei6whMdho2H7rC3B8PXg+HruVy4yDDhzFEU3iI4K2Ms1UFk 6zaEt6tVnpObYdVN/cc1bcKaX7FmhJLcNaqJ9eoU57HdpuRBinP7JcV9sW17 mGlj6W+VbnrlSqY5Q43rdjSub8IzMU3vB9tN28+mwTIJcfDsGBxTpuHvCsfY tE8lxPVdZtrXcOsblGUanGLRrMZVu2X69T/iG4vmUJ8HZf9u4hYNqGER4+UN 9D2O3zaZQQ5LtlGJ9kWjGeSwZBu6Qku2Xi1Z77Q5lDEeUmVM5H9YIiMqhjKi VWUBNDtqBlhjzQAbREugKWPm0Fx9I0BJdi751uRTawlEq2bRsiFaGj3hWUDt Bcm0AqKtSOJGIV5kM9g1TMRUfjKLYVs7SdUQ7j3QisjtmmsnqzO1qlhaDcJe KFiNtr8fRvUblmKSgdV54V4Zwx/1HqgCX4XlnxQNdQl5TonWbctwnXSmzi4a 2gqodgQ5boBVC1wpx2H2+QJYHn7a7/bShW3b1Du7Xad6VkHNb0NNPf5yBdQM EW2sMg2W7YBl76BM0z4S07qUaViQB3hh+rqtRcmeHffrFHcFz87CMBbtE6k+ mNZH54N9FJykXRtruhZnubZSrmilUClQK4tP1YkuVcGGFFfFlZSqYKObqBop zsmVgmguhZSXqoirTEmiNYlx4C2FZkUtpAXT06lgaQ5V6stbffIYcC790ZMF 3pbSM9WzqWvNbNqwcIaDClL4nY5Wg7bVmDO6HDgkgDQQB+ESrWLo1oK2dcwb f0xNkN/gvze4aBdGcrdbj6KnGzlOj6QQJ2cIQ4YzUg0oK4eBPIE66e+VLTm+ 88scWF0OGWEHxreHpZPi84cFH8S4Skc83cby7WdyG5p6HuAYv7Unu/dzTK12 lA50vhZ950mzCnTeQc/H8JUxtBADbh8dcrkpTL4RkM+j5cPUq9atq7NRyee0 yedqlfOnyAf1PoJ4Ih/U21+j5QuwfJhngSvIB+0uaPk+q9fyQbcw+RpN+Tby ztxGvgbbtBHoofDxf5o2RrB5hpDnwNeAo5TsTeF4qzIPiztkXq82ryfcPNSn KNM8XtSPZORT+vhoSkeaSwd96YAvneEDeJkxGr9Yxg825op7KcMfoMmjZ9D8 ycspb1EWlebkkn8tzCvNt8x7DOY95ppHNcuTKR/eFcC6FcnKvZWS4lbhyFM3 XvDTFckn50g5T18t07oFQW0XGlOWjkfrO1v+5VHT4DF199lOHn16d9OGnoxP nxofwPcl6gsTvYbuEHr1PD5dGj20F3X2GAf0goxeq0aPS6PnN9FD8+qtQUbw 0sVt2/T7WV5FJ8PU4/s1TfUa+AZ0A4cm+g2OQM+NFIc+YhvOudvdSr23LPU6 6QNRr0ur163U87F6Kooc9Sv1eHGewPpj9U7r3MHX8pV4fVKmeIaYN4QuiHzz KGeMki9XyWcIfdcIfIV8iQLYKfgUehWJYfA5IF6qIdwh1mnsKuTSxOrEeEyh heOSadaEBTR/ahrlLc6m8tw8qltXQD2YQn+ozqWngd2fvMvoGecc6lw7h/KT o4WqfKkYWimPZq2aJFMIzK1CrVbFn0jkfJeIRnFtaiKtws/Nw697Ecx9COJ2 ocy2X4XgbjroYerU8CnnIjCMvUhzvaZzhkDngE69YUlO7QVEyDlESfeJLkOO v5BnAs7Z6kxAWXdKnh2wnMP/kCNehw26EHYc9/idyRR2truavDrlefx02C2d K71jx24k/V2wq6HXqkzsGizstjJ2zhZ6XbBrU80Cb5Ewdl7Grkth5x+EnRnz ak3s+gZh149I0R+OXeOgmMcRD8L9G9KxbhsjGTvJdhtVv9rUL9muXzn3K53t sI6R775uGuQc6lIjO9cd7hzqTH2HWsd17fQwvEuDdWkTYwxKA3Y3hbgDc1mx 0eAuGj9lHCXdPYqS74ui2QkzKB+TtAyTtGYdnMMZuR9n5IcwSR/FJO0rmk6r Jk+kPDiXB9/yk8U7bj7ipfkAeeBtlWQ8HB08cfmAZcWTMxI/MZY+KvfT1xi2 b7R0hlgXGRqyBl2N/XI/Tj+0+FHOHSHoTOR4pyCEXK+V7n4KudOCXAcdr223 kDMk210dSnc1mHE1QM5fJ8gN+Bg5H13abiJ3Hb1S7caU0r2q9VRgvYmcGGcK t5XfhIaJ+zWQa7eQexe47RTkukLIYYXu51WKFXrY6rWwOk3g8PFUTR+WZR8W Vh+A65OYwddt7JEO5RDhHPTU8lXKuHH8nEHueP4u5IK4XKS73CgkvOgEKorj J7TKwdsQBVxSqKqSU9k4QAfjfkHlsG0lZFslFYeJlUwzx8+juVOWU/aibJwi 8yi4toC64NtD8jZ2yrc/ueZSx7q5mDb8b9rl8b94mQfeHGrCALSVkxIEuoRI HBLpl5gwLFoCFATO+FV/We9SrT3L5mHZuiGbGq8DntCYWT2qnByUaoacIq7S 46dYCyU4NY5nOcXBtkgOyBEi2jWWaJzczsi9tZAs0KUl4/tuIRknN6bseoWZ vzWU3EDZgM92P5Ns+qqN3wGcOwc83K5uC3NsCP29whvuWLU4Zghiw3Fspded bbRjMGOc2fxmZuvWjPXYGOsNZbY6G2NYh8JYfThj31mZbSP9CKk4sjFhEtpU WEOQG5TY/t2sUhtL1o8ZH5JMJ5KmQZLxYhXJuq8sGSeS2jZ6raiKnNNn07KJ PH+WR/FTDmnRSHMx0SAtGqRF0+Rhwyj+rlGUOCKKpmKKz4tLoOyZ06gobQFV 5ywgf8E8qls5h1x8Z/Cc8Whrx1IO5nAuWlU7aflwrCBFsQayUuMjcODutABT cXPBGvT0/fQVShSTdLsRo7WRu1NOtT/g+GOjVREyckNUl6qLneOx/ZZ3Khmy 27TxgxhDqZHpFsbOoVE9U68ZqzMZawdjbTqr2ZpUzmtCGeabv1YYO+j10Wfb t2vGrkZb4BnEmO2qvibMEMRutYLaNky57a52nEU7wh3zKMd2Yz3uNR3zmY4p w47X6E6qxuZYQK0/HdIM+jTYzyENhwvBfpy1LuJ4sbaf3i3yiWQ5ktbixDK7 ZLmIbCtjEmhtXBIVJSRTeaKKaxWmZslKs9KkZCpMTHLQigS+urQSx5WYBcuj kmjm2Lk0Z9IyylyYRUXZCPtr+NG/fHoQSe1Jdxb90avuuuwvSBSTACpLlgvJ IuBZLOZJgtTKVDi2EoLdKD/MS42lHPwk59w59I6rU8Lt+3DsQ3bfHQq3+z09 SGk9EnBDlvVyQjMEMkfYacDgATREMIc2TI2jnBMMNZzQzJD9yyEYWd7J7LGK jZMelWlzyIMDJ+V2NL7Cyrw5GDfMHhXVDPHtOiWc39TNLpy5yRuUTd4BnDS/ 3L49TLd7Ld22VNXadRPctiKhCW+gbYfbzlunbkmRZi3eemy89SrekM7OoCze 6q/E20YsWixYLMrvuRX9UVrRf2nZtG4OiWgx9D/N0plK/aeZSxlndqc/SPWF O4cS51Bhia3RlthQgxMbO3esVoWSl4sqqHr6LPFuGbRbBuuWw7lF48dR8p13 U/wd91P8/dE0BQtgbnwCLU1NosxpaEFnJdGqOYm0bl48rZ8XQ+tmjcUiGU1Z mOHZSchhOXwzXm4y9xPsXV6KWfgaw3cdv8SrUPGP/5i/JjSIIt9GcyCNMPoa w+hTfb4DI7VR+PtXo3kx5y4ZOUVgvxXnvmrsC0U5WBhmYD0biNNxvWlgpxh4 gg2s1QZKYWYGMSsDmJUBu4GYlf4ATBIDFYF3o1VlAs1WtTacQP6Xtl2Yli5M SzQOWzEtt0m1Y4p20Jvg720sZSEQS5kJ3IWlrAjsof1YvhaBHEdqdJOFZXrS xp8hi9ehCIR2EFD6VD6psoEXoN9F+Rw7eCNd0hoGp8ynHOS6HGiYM0jDHGiY Gx1POTH4yBXLF+mRtTBZVqPy+V/wyI/Hua1AGFyBCbIsKoFmjJlDs1KWUdqC LNqQlUve1fnUVpxPv5V/XyGbnmYC3fPp6aJkITBHNuZyJMvlQsA8nCmZPJw9 wd/NlC/8xVM2fgZXFqoKDL4FBt9xM4VdKgK7OQJ3KwplT67HFul6TQZ1pOvD qQRj6IdvDGGkDOXpgBpO84wSUpD/HWCOx0EVkT9Vp5leJDaGUViUskjErzcD X7cEvhOoY1w18gQpKASMCHw1uoM1gx+z6B98Z1OdtUs84PXTIY87jMT7FYmV AQQ+zL+qekViddMVSGyXa/tM4gdCYtcgEnXiC+rEV9urGte6nyAxrHHdiGUo JFqrmJetwSJK10rKxP9Pi2iwjYagGKPk5OiH+rFZsRhOYq+NxF5NYo8isbF7 EImdIRJRR2tb1WaUXtgvF5XT7zJyaOnEKFoaHUUzHxhJcbffQ/G3j6Apdz1A M0ZNoNmY4YtBYvq0JMqdmUQrQOKaeXG0dm408sEIyn3gLsrAjM9EMY1ZScIj CjOVO9qcZL6AlgMhc8Afl/rcUArMX0BvlfnpfF2/Gsg6k0UeE0ZxiDq/oL43 Sw2qQ0bVISj+Sydqcyv0R/NkopKhISb+IqQiigcuXMWeUDIUFbu0ip0YuA6l Yq1cQcPwXa0G0FQxoJvcmlqtol+S4Uv6NoATW7ZdgcbQre7/F407sLQVjV1C IyedXd7BNPbSYSznI+ay1iyesq3ls4F+rMd+YTEUDTFebOIFnQxRDkExQi67 MYvZYDGbt/NyZDsvZyKLiO8vRJSKUTLmxCoZc+OgI4uYF8+7dnCR8hNUMY8F 6HaX4pdPHzOLZiYtpWXzMmltZi65V+VTC3DcCBwfA45PedPoafcCecN2AxOJ acwGkFkavmx+FDZLrMyClerT3Jfzq5soE8eM5Bj603on4nUn4rUeQNNIj81I r4qK6vzSq4zEIB71hQbzhF8GVBl5tR7TfilzXM9hCD+R006fCWWwT/ZII8RE tMA4ntN3556R56/UHbss4nFRESIGtIgRSsQaS0RDSLwqBKK5g2xtrvjpsMdz GYi+cBCrNIjVmHHVg0HsoPfQ/n7g0xkRGO4FhAJiQGdE/B0kI9YOyohYtxfq +68AIqJN4/8CIv6i/2naZF634HJIVJygQqJoqOpfqB9MEfHxfw+JLGJPqBm2 h8R63fKJiG2ypK2oE8TgBnlR10PHEnImTKXo2+6lGIgYP+w+Shh+L6Xeey/F jrqPJowYRlH3D6OYB4ZR3P13Utx9d1D8iNvx8XZKHjPCQbMmjsH0nBU1hjIA Ipchx19Qpv5xRlIsPZq3Wo2i7If2Kw1RlyQkbsQobqSvGjaG0raW0JDxvFJQ xJjdJhbKXkPTRhFRemUdFL9rUmHxyiT2hpPY0B0isb5TjxxIrFMkDqh9v6BM TRlBTWKgTkg8bJL4+vaXdK98kkWs9mLuoVd2Bq8govTKLu6VWURTw23QcLCI 74uI3VrEHtrrUyIe8psi9iFp9P20iEERUUDEYJ7XGVFnRYmJhoB4FUDE1K5V p6l3i/wUnDafYaRsuJg9EUBmR/HWBqOYFaOKccyOVTjmxAmOaBlA4i8pl2/1 NAsoZsTG0rTRM2hG4hJaPDeTVqfnknNlPjUV5VN/RR494sqhJ73p9JR7IXmX RlFWMlc0ZSbzv5HF3t1GGVq9cqRCc7DetJ8+RL9u6NcN/XqgX4/Sz2c2ytDP byZENWicEE/YB08GkE8hjJ8jNIjyOQyluMcjKfj10s9EvzD7UPyUgrKvW9vX xfbJI/jMnyH8/UwBWNOqb4Oy3QAq19C0fn61tTzg9crFjLcHXbkt1wRW/l8E qvs9mcD3zUzIBPp/isA+RaCVCW0ENjCBavFekcCmTbxQN8mVW+jXvMl25dYM gw7NngqDhuA3StGHuow+1GdNg8Ngt6Kv4UphECOLQDhQezl9v83IoOr4yRR9 810UfctwGnvz7WBwGI2+9RYad9stNPH2Wyj6zlso9s6bKW7YzRR/182UMIxf 43N330Gx9w0zKA4vbsLxdoodfofUArTcy9F+v1ri1RsNfaGTCOqTwfzxCNaH +NO7g7zhoPSLDNdPB8EIQe9W63M/oL5HhdjrV+w12dhDqRMGs9cj/fFZVIi9 Tht77bo/lhOHIUM3BMcGGTxRr2aQetdcrp7ziu2xIeT9Mgy9Nxg9F6/jLo1e t0avx0LvgEZvwIyBNvQMWbFXyYrltarRE/M+DW6k87UbIR7G9EItj+lFHC+Z Vac+Rgh7EfR0xmrKGo/ABfSyGL2sKI73WUAvU8OHz8WCuew43hnJBnY5XAlc +Pm5CXFY1nnoFFJGxNC0uMW0cHYGrUjLocoVeVRfmE890O5haPeEJ508GUlU OGcsfsdxfPJM5jvz0nFk5dKT+a2d+fgbKoN4f1xfHX6a4BFzmfJ1W/LthnoS nKUv7oV8vbbcp08XZl9cwwvvVA3/1U/rwKdDn8HDaImn0nSkXDO6ziZe7/8h XhemTKcDhw7Brn0QeFfagObNF2Dn89EX27cNxu74a69fjl0VZldVOHZv6rz3 7iDs9gh2PTbsesLzng2784xdg4ldv8KucRB2Ej90Kok09wRVcfvbrNrfTWgH BcFm9Xkz7zF8Pwh+zN4DgzKfWsKfN6nla2U+hq9RZ74GtcWlMp+Gr84GXy13 wWVUNX0auuBxtExqLMXdAvhuG05xqCnoiOfeeQ8tvXs4Zd47nPLvv5vmD7+N Ft5zKy267xZaeN/NNHP4XTRzxAiDZo0Ygek4G8fFo8ZQ5riJqKjQx7FR5J0y hx5JX6nhw2LESFrw1V85932rtxS+a1S5b5Pkvk0QbhOfSlg6tTU4xJb5TPx4 /4C7YLy4HYPXrwZOIl+fzb7esMh31op8XYPs48HTA2iF5sYQfgGNn9+G37WC 39ZqXzh+zis3wIa0wDfa9OvUkQ/6eQbp59P6QTylX1945ON1ygt36JXxg2zn gzymkM8Q+ByavX6pIcLetTj20VOZqylzQixlogPOhHqZ0QjwXDGc3vBjKfYv k2NelsS8LLiXDfKyAR5fIUu8ZwwljYymGcmzaNmsubRi0XwqTp9Prpz5VJk2 ldbPj0dF03qglz/uHkpLiqY0gJcuHXCakLccr0vnzKan11fp3QK+osBDdRPW NgbL1WWdKgQ+HiyPPlUIfL2yY6Dg65NB47h3TKNnj3unMGqneRB12rMNoNjn sF1kOo/Z/HOJ0HLlvFaVbBVaFvaGLJQLqbAw2G1ZyDcQ8FvmMYcDgXYTRENE vPoKHoa2XdjDL1/fHu7hfXQMHr5coTzcUvn/4KGnUzz80ObhPvs1kiuGv37p f8/r8HcJq9UMf1/Zw58sx028by/Jj/Pfv3UBPxX6JoqJpoP/M8jDH6UH3iga ft80OAj2SRAUD5sGeTg4CMLDE2YPDA+PYDn/Pot3AsfTsiguJDVUmtRYmnYX et7b76aE24fTNHg4Hx6uGf4Ald5/P7lHj6DA+PuoevzdtH7cnbRu/O2YKZnj J+KvmIVj9vgoswzKGR/loJxx/AoWXkOBqXPpiYxVSkAZPyw+1CABDRnAoQLg d0CPCfzBwk99dMiA3nsFATeqsWrqF/5krBrtBPYpAht6Q/GPCWxQ8e9UWPzr oCMYs4Ha8HOICs+YkcEQgQdA4CWTwKt+mkB1X5VqeH9tbQFuxaLeahfQXNSm gGh4d/lMAXu1gGoxH6lRAp5QApJFoLV6N0oxf2b+U+EvIhT+6qQcoE8O/Os/ r1Pd72eiYx89CRH9M+ZTehRvbaRHI96lx3AcTAeF6XGgMY45zIiPA+eZOGZC wizUgrGjKP6e0ZRwfxQlI0nOTEigheYmM193m5tIayHhWki4dvoYWjX2Lvx+ mJJJ0RG0DCTeRiUA8Kl1lXq8WvVYqfHahvFSY8YJUEPo0RCamRkI7vfZINRn DoEQee846gRKJ8AA30FlJsCzGDOuc0E+X2AkHbbtA1ZQinFkAK8XDj+tVcVP a50TBnuFwVP6tjjFYLeOhBILDXHQoSQMqPsS1C1WV6l7E2QH2sYgJt0AJh0Y vIKC/ywP0Ks/oeA2m4Jv6VS402dTsEYpeAACHgoOUrBOKXiWc0y9bRXbFWxU yfBbc+laCg4NKdisSvXC6qNEQ+XiLYMMVHuA35nNcHP/5QbyPmAT+9dD5/Wt H+d0JjxtGoh6rbSKnDNniHt8Q8x4PtHimI7KgH+ZUeNwSgeCN4C/uynltvto 8S2jae1t48g5fCw1PDCGuseNpt/HjKRHE++nR1Pvpcb4YZSNz2WDvxypKMod HxVJeXjhoDxEwXwUfzTkeC3lgUP+9w/eKfbpGHgZgtaVJUMcdFgB+wf5nBmz I9Qr/sIwOeeE4OPs16/ga+rToXlQ34sKwdd1OXyDwvNA7U/CR2HyVUG+6hr1 Rj9h8jUbcmXu13Iq3uqEfE7I5+wIz35Q7z2s3ve9LF+Pzn69tA/qHfDp7Fdj kw+r9Cfl0+pJ+BssX51VHP024gz1OY4h9NTmBN/s9VaJjx7LWo2pEkfLmb7l MTikxfIhjjd50wDe9PFjpFJG3kfj776bokaMpUS0z1PjEmgewFs2NYmyZyZR wZwEWj2PH8kYR6ujRtAKRL+MiSPxZ1uSGIUhXIxja2YOPbmu4rKLRZCPTx4d 9Cus40EnC6Q/BV+PDb4eG3x9Pw0fp75TkvrEvWC/pD9uezc6JABCvVpzE4EH mdX7mcp8JnZB9VDDFbELIvMFFXYq912PWaRzn008604s63qbmmkDNcErajeS jr6qtauoRe7DXKv86cyntOu0tNuFvKe061HaoQbwpz+Kv8Vx/I1Ook6Ldn2W dhdsme+LMO30vTFNVh8s5v1L9GPrHJZ0SjsrBd50xcT33WVbf7YOuEkvZNau Ue/bm9oh9W0rrSb3zJmYnNHj0dakRU+QV+moDFQmKitqPG9ij8M3IhvcJd92 L029eSwtvXkcrb0V2N09DtiNFewejB5JjyXcT4+n3EePT76biqMfYOAMDVw+ jgW6IuTooBU4rhinyqACHK+X1wWArx4pcGexPyw1f92wCcl5E3rfTXLekNjX JOcPxm0TM7fJIYN6t7XFd0XumkIZ75LZ6jZeKeeBO5wXjuOccKzexl0dJmGd jbvaRsVdsBbTI0D7/T668Po2zd0QG3cBO3eG3D1/h3UbgqIuxN12M7Rg3Ya4 61Hc6aC3zx70LO76Le54oZ4GbWd0ODlXq4KeIdg51EafLrS7dThNmBmPxtJn 9RvllVyHr1PX8ULqqVtc+aHMT6Tn6aXXS7yYUvNoyv0P0JSRo2jsPcNo7L13 0TjUeNSE++6iiagxd91Go4bdTqPvvoPG4OeMu3cYPj+MokcMo7gHhtHUkcNp weh7aMGY4bRi4gicEO+ljTOnUktGFj25ttR6wFRtFNjgc/IVeR6/X6sRdHba 9OtGVB6sX2947PPb9esfrB+F+FMjelZG8hxvlPKgRqgziXU26b9KBLxOxzxV 5/TTDqfllmG7foh6KOhn6KwH+67DMWxv+bKdeXVZDfLV2OV7Uf8zYf+Aeq+U K/W2sHqV4eptd+lHg6DeO6we6gNRr4t2+20Z7yfVU3tVcrW3Qan3GasH5b60 ZTxeq4as1kjJeqJes6p/qyu/zfy1f9taXbPNNYS9X14e85oUfF816517K+YN gq9RwXcG6D2anY8YNwHfqnR4d3NIOlQ2KgeVGz2OcqO4xtKUm0db5K0xybt/ LPWMDZH3BMh7YtLd5I8fCecmUv4EGDZBrDMEuSG0EsdVYRXNHw154VBfHhdN K8eyhHy8ihoh4BemfBg9Sz81mrLp5+CxjJTBHB52YeNy9VR3q9Trg3p9tg0+ m3oNdvU66Shv8A1Wr85UryFMvX1Q7/vTp+xXNyz0qu0Phofdj2rIor1JoefS 6AG8cPR0xsMStTIeluihGhM9LNVACL1TQQs9WZ34BlgLUyLeJniHqtsk5Dkk 4Kl0FxJPvUbgNnSve0lvxzJ6OwDdY1kryTNjDi2fOBHfwmU43kbzxmC63D+C pumacPutNBE14dZbaNRNv6bRv/k1jf3NTTQeFXXzTRRzy00Ud+tvaOqdt9CC e26nBcPuoJX3Dae6UffTxsmT6clVRT81cKRG7jfW6WIrsFOnDD16VtzrCSVk Bs/H4PXRQR5BO3g1NvACIfD4NCGjGfgp8ILW2PKW38ZIrd55q8FVdZZ3xzj3 1aqHJU7Usnw9pnwMXpdcNetUsU/Kwk/dUjA0ZJ9MPdgXYPtq6Ms3rK2+F81/ ybVM41dh4teoY184fjsYP1QIv27aDfj2Wvj1KvyCl+N3rl7jpxtcCz+9bL/h pfqduMf6mfaFUh8E5Mu6m9S13SFWxAvFPFnKhnS0P7MSnoVdU4+F3aeNaiW/ UeYi36xZwG0C5cZM5PtFY6IwdEVxMbQSP16FKoiZoLEbT3nR3Ofmgb2fUx7Q m3rzKJoG9JYwercAvbts6EWNosfjH6Angd6Tk4ZTIGGkYLdigtA1gbVbNUEp t5prQjQqitZMiI6kNdDuGloN6eRL41Stgner0Og+m7FKayc7pIZQ57B2976X LdIf+Dp5OHihq7mD0Gu0Rb2mPol6Fxp6/3/K3vu/qipt/79f+yRgG6f4zIxd lA7p5aSCdKRDEiCBQAKE9N7LKemVJESKIFWaIIpAaAKCNBERlWLDOk57xqnP 5y/4Xve91j5nn4DP5/P94VrngM6Y7LOu97rue629D9YEBb0fzMpWQ++ujnpf 3C/qMfRcGnpOL/Ru1FQftu5oMPBKNPBK9WnTMt/Tpt6Q8pQ35lWYMU+FFG/M M4nXo4h3v5gH2rFLzZj3vRnzPMjrE+TZTOD1ccbjP1thp/7k7wEfbzptT1mB xTIUi9HCsDBeLDEuAudMLYZmDRsJgj1NUU8+Q3FPPktTn3yO5jw9hBYOeZ6W DnuBViDKrQwYijmAV7xPQwxMGjWa5o8NpNz4SdQyL9m8Qqrst1kycJtcqHZ6 YgDYzCSHiyRJTl0kBbZuz4W6gwTHS4Mv2NYCbGvlgn2DC3VPklPtO7l4f5A/ 4RL6MdUMs5p1qW7ejxa6fW9mOtkTNTMdyOZUmU7QZgjZ/P7vXKsfwLWzvlwb Rpf6ttIxcO1EoZtOFWmuFVtCXRlzrVU9uaeKj/Aprl1DqLsuXEPBX8dbuibX eoRrd13e5p2Xa7ylq7gmxZgOdf9s1OUs+/E/0mz3sK1Jc82PuWYI12w+pava vP2lt1HX1OsDNtmssJSv3KirmToNSS2EUgGv1fIAFeDMoFw73x+UZw+nfKgA yokMNWhZOCrX5SDa07QMRJs9Mpwmg2jzQLSVIFrpcyDaCBAtIIA2gmjbQLQd ccNpB4jmBNGYZswyJhnTKwMUywyOoPzgKCqACkOiqAgqDomm4tBoKsFrXkgk ZQfjR8qQTJcBymWAbhlS3a4K5Iq3CZlOspyk4X/Jri3j7d+NHsTZVCX7P9yw Y6j9XmNNXXGfCrZRZTlVvSqs/cGCtW8hE2tfCtaQ5dy+WDMEav4erN0B1m7W 1WIFrPLcjyvHlYs116w3FllPTJV6OnXKsb8fUL1qxzLWqs3qFY5FkPsUTr0F nN2p7R0Q5LRD74M1Q2cNFxPrTxhBNk5yIg5zhnRLH5L3Qjm3N9ox2XaAbEyz xaxw5PBF4WF+/Dfc1w3jMyxh9GtKDg2DQilFK/qppykGnJv2xAuU9MQwWvHM CMofNoKWI7GtGj2UVgdCIVA4s28YJYBxBiWODTIoYUwQT9O4ybRjRZG5DFhX Ad/01qUht8aS3iyQs6wG90BuwOUbuDJ4IKcB9wenhhzWbW4G8DX9o9OUHEJQ 5HtY9fZcliznHJDlnJp4Tk083qngMOdsF+HvnG38oCmfrTKzfaKp5wD16oR6 PtAbS1+cOEdHC5wIdG46WYjpV9Sgq9lmmYL8qJWzCHPecywd9L4JPd3DU9Bb g2nejZ+yGz9tj2XHQoU5z45FvWXHokH18P4p6hM7/ttTavX5kE/v5OLdf0lN y+/+z8+17Xw2KbSlB7CvFkFOM88G2kXaADv5BnuNuyJRGGUh0CHohXOzLi08 kFbERtJi+zia8ngAzQX2VpjYG66xF6qwtzNuBO0E9tzRow3h3UNCvKxgO+WC dHn8BbYhJvGihXglIF4pP3K8jIdy/OlRKgiNpNUAHyuTX4G/1YBeBrQS4e7D /BpP+fqvxj4TeyoVD5UreG+W8+Y5Bb1e2aUwi1gv+Lo1+DjLMfi4gPWC73MR wOfGvHNb8xzmnYvB58KMcGB21NJfsNoe1ifl//H1N77gs94+ZAVfKcBX2ubb t/OUsLBxlSafGehq7kO+OkW+r+5HPqc10PXBg7x6/JFznJno4LQ/u/uAtj6J doI/Q4hno51gHRhHyeG8ECUz7RYz7fDOn1IEdEswLkHQWwrNGjGSJjzxHObN UFrw+AjKeHwUVTw7hppGBdDaUMydyLFUHj6CskKHYs49T4tHj6GFArqksUE0 CmMwJY1RShwdTPlxU2hHerFPZ1PBrvO+ie6qD+x6pFT1wE4X+1/odeKr2rX3 JjoL7L539OHK9QF0EL861yrW/XYA56zc69Wg67XEO3Ui9Vup/dTRNwW7NQK7 z7ht55RNC2cHn9oT4JlnAgZujzXozokP7GhA3+6nu9/SEdDuGGh3ArQ75aFd k8w5c3/23Yp23x2LGtW7kx2LOr1j4VAx70uzd+fi8rXXZ3/2Txba/a3B3LFQ HSdDDOuvUoqm3f80efZsOeIBbirh/cqnbmV5tyiUi++3RXGxsILqpk2nTGZc nj0SDALp5B3DLh8qEIVTocZdMVQSibmcLsRLB/Eyp4ynZE28OUw8qOTZIHIz 8cb6Eu+18UNp84tDDGHdg6BdpHxVN9Mun4kXCtpBku2YdmF812UZRhuVY6yA KuXveHwY/66dMpERs1DWZiLwZYJ6Qr/7kM/m4Z5KeL+zJDzrHkWv5SyKF3Y/ 1t8PdqpbNwB2mI5uqSw8rHML625j2n2CaffHd8/oB4Q+RyeLqzC3ar2ck/MA DT/PufIOD+fOVfomvKvV3sL1Y7jWy7keH86p4pUjCXt2MCxmsk65lTknxatL F69MOQ56mnI24d2DCHMrBW4pHoXLa7K8hmvw4Z2NloRzDGfcLdUyeDQoFW9/ QfOHj6ZJjw+hqWBfEtiX9cQoqh4yhlpHB9A6lBFbY4No+6Qg6ps8lrKZfQHM vUUc8BaODbbRQjDvSVoI6iVBBbFT9fW6T7yr9Ma7q6DdtQHEu2WJd5/5xDsP 8QzB3SAP8DxLhQrKNku0+9GlWgHSnuOg51rrPZXiMmHHZ5edfDMbb2Uq3nVr 3q3x5Z0KeM5OqRx0wJOGiaouDFliB/vyzumSpskA3r2leXe5bzv1F7iEdSeZ dUXWsyitvq06fRbF2qrz7s76lrRW1qmSdq1Pq873PAp416h5Z3gqW0NgZ5Nw 9z9NZnn7f/iejP/hgQPdIx7E/dNSof3NchaZEbcMMS4LpWue3Q7MRUXi92bE 5YsU4gohTnTFUAlUCsyVRqIQjQDPQDrmXO7saZRij8csDaDZYFy6yblhXs5t t4+i18C5XeDc1heH0CqUMpmAXDZ/VxaDLlRBrpBBB4QVC8wYc35UFh6NFR6Q gyrDkfCqwqNtVI0/Dab80Aj8f4Sj0AXsTNBpyBmq2elhnHDt3/Kn/3A5+28e mHO/9q1lG3rv3ZdosB4+WSOk+4ZJVw/SQV/WcznxeX0bnwE1Y50bs83d6EHd Hcy4m0DdR3U1+unvD9OJImCu2MScy4s5nmpcSJR4MacK2SfFtmcZc9B7ljjH QeWaB3OIc7X3j3N34UfGnIQTJ/u0Dz7VwUQj7kfOcWaig0EZcVLP6sOPl3B5 gTEbcw1DhDwXAOOScI9stDSc/zoVYyowJwrDv70sjDfWlyPaLQDeJj/+PE1/ fBglA2+5T4ymuufHUMeYANqAibUtLoh2TA6inTMDqf7FMZQcEIisODbID0Mw 3oFuv6NFINui0SG0cFQwtc1N9Wa5igGFq3mJQLbruEQ3QDVvG7NXLtNnUvOv xaXCzPhKdhqsUU4tDH5gUZ8nykE2WR0Ge9YHk26eCCcNAClcOck9JBuUvEXt zXHdPjnuC8U1hbQHMHk6IWDN1a7l0zTx7ZnoFOeopb8NpNowXbO66HhBPcjW gBTX6GnUndYbEGc11S4gwV2uNht1Xb6NOsfP1azeRt3AmtXcgf27t2FnE/cN 8gS5/+gQ9x8V6Gwmz9aCZ/82o5vZUG8aUKbCpZcKK2k5mJZvtxuUH2VHUQqo jaCCKIAMKoK8IDNhFkqZEcG0EjDLiIukoqT5tAQwm6ZhlgYVPxNELsCsi+dl yFjAbDTtihtJu14cRjsmDKHV/BUwAFkOxCDLZ5CFMciQ2ICpEqgU8oAsAiCL YJBFcICrxlgdEUM1EfyVBDw+QAVhEfi/A9cQB7MR4phtzLXrHN54Dfgn77aa 64JN0PasT2jz7DiYODN3HHSFam7OeHYcoLsQ4+wL4Ixh9nk9ZhkLuW0gzm47 nfSpo46+2LpF0cyfPli3GQUqaFbs8NDMkB2up+6hmbU4PVvRAZp1KZqZVq1W NLsOkt3wCW26vwRPfulQ4eOuw1JqSaz4Xs7LSZHKZnR5iQaf/sndpxp0bqW6 aTMkny2RXLYkIkyxzEZpERGUEREpstHqCP4KWHm7Ekxbhn97eRjHt+UCtDSM s54bhrT/PM0E0JY+PpIKnhxNrhfGUhdWwVciAmlHPGA2BZoVSM7xgZTCQEsJ ANCSx/KhzmQQLXlMiNLoECAOYPsdFcVN9ZSnPtfJDGvVA5HWOwBpfL14BVjr DWwOHdj8cNn6PIsAZAjX/FWB6tLRVySNThdvP/AmNYc0sMzZ681nrp77cQzT hVnm4i+58HKsbSDH7umBfOZUINMPDDikZ9nhfBeiWT0g1oBo1ogZJzdjA2FD 5J5EaboJwNROw/uWnQazDPU03Rz3Nt18y1DvEZL/bjAh1gdjqab5PxpVRPuX SGUK2Vn11puiRrXHYILsX2oPVcGsyXIkolHd73RZg6zAbvdjkAEITLICrUKR 5hlUEhVuCNBeoDIgrQz5LDciRJCWM+VFKgbSllqQthwqEqQFAWmBHqTtBtJ2 A2k7Jw4RnGWH8vfNI5sBYwVhGmnhjLQohTNwqzxC4ywyWmhWhddq/lrcmkh+ VG0txlr8lalCxhqiX47GWraObBzXvOW9AO5fvO0g15TD2dM+O6hSiHq2G3p8 u27g2vcNuhAVpnE88zJNeFaPGVdvZVo93QHTboFpH4Npf3r37FF9MP3rk2e9 TCv+mYRW0mrhWvs9Ce1iVdd9mSZereVzI/BpnelRpDTHWk9K+1ZSWp/KHDql GeLLh4Rrf9RioDHYLuJKmjADyphkSGIenK0CvwoiedUpjMQCVBTJIboYY0lk lEcFEfwtFxGUJkBME7ylY5wipejzmETDsS6OpJKnRlP90LHUExhAmyMDaef4 IHptKjQ7kFzjA2gJ421JQBAPjLclgFzqmFBaNiaM0kZjzqaNjqDHKXU0fszR oUw8Sh4VQntWlivMQRc9yc3EXI9PcrtV0zMAc2u9mHN4MNcndanCnHkldRvz nrpUNp95/KUktx/NepSx4Oz1NuB4c9IMbi5gxAXgQZ9DAB79/yOeG1LEuzOQ eMPp0trtdDS/no6BeCcKG+kkiHeqRDVBmHj8iMZ7Gm/3OyrsGHBu5J5iVJ0b MWPbXxsGRLfGtYp8jcqljDrVFNc9dK6vZDv13/IIqX9b2m2GPjTSyLcsevdW e+iKlXUFUfzNTUw8C+swTaN41VWoi6BS+c6xMvDO38O7VahHmXfFSfPwz0pA vN+irAigWWDdsseDqfCZYHKCd53CuwDwbgx4N4r2vDicdk18nrJC7cK6XP4S BOZdOLMOdSiYVgKVQmWRXJNWYBykeMess7OQ3aBae7Qf1dk5vtWBe0VwUC6z zsK7rMBQZp2BS8gX6J964/qf8pSZfzLs/iHPRmHQmbWoucXwF2vXjcObgA61 qAV2Zi36+c/CTi2vtzHhPsVkuw7Ymd+u/Y+739LJwhov6fg2HL2TbwjrntSk M1tu6j4mSW+VKLY06S7Dru9bU4kP6XqEdJ/fh3TfOD2kM8SgD9IPLl2Sagns ALkLFsgx3dQYLoTLlhtcC5huQBwuKzOu2CvMjkh8TqX4135PhRF2IdsKrakg 3LTHX6B5INxKEK7s6dHUNHwsrQ0KoC1RgfTai0G0azo0JwCEG0tLAwMpNSCI lopAt7EhtHxsKKWP4R8pfUw4DxH0GC0fgyoYjEsB3/aBb7IsWNlmrUqrVYS7 BZ7x0iB8A890ZUqqNH3Ap5D3FPMib44zJL7ZLFeRZ9qPslH9oz4ra4rvEjWE a4MV2UC1r3zI1nV/srlZlv0s94Asp8nG55N8yPYs/fTVd3Q4z039+Q10HGQ7 UdQEujXTKdm/b1GPGLO02bwFaac+EWcWpJpsoNqXP3NyxNxW+DPfrPlXeXab N9J5AfcP5cI+AZwkEFw+FdhUcSUQM2Sf1N/SVuvBcikUw/8vY+xRT1Qr0iqG TH6VsUCwcpFmWHgwrY5D6VqycD68VgqICcKeCKLUJ4Kp4GkLwkItCJswnPZM eoGcMQGUE8YIi6b8cI2wCIUwE1/l4FIFCFUJVUHAF6KanW1Siz/WRcUIwPBq kANvHiYH/spp1zSDQ5houb40s6wJ/5B7Hbi8/0ejVWZ0U0TjV2+HrduXauYh uIZ7O2w+JSkTrV7HN1DtDibaTUy0jzHRPt+6lY7px02cYKIVMdGcFqLptoe1 JvXc06WIJu0jmPQCDKqIZh4VYaJ1Y031Zrc7mmhmTeqhmtOkmjLm9y61mfAD 16J/kB0D9mTd1Bm69mSS+QvJ+B2/rorg71/ndSdfohojrRCfF0PNBFuJneOb 9EuZbGWR/Fi78kj+9CNpJT4z1jSQbTrIlgCyrX58FFU+M4ZaRo6ll0MCaVs0 iDYBeimIds8NoPLp42hZIG8lpAbyMZHUwGBKB9VWjA3DK3LbirHhfhj4uSYr xkbSijGR+PsIWooAVxY3TcB2zyqgQ9unAJvUp7WW+hTX7d7gxvOJk5u/J/9+ Z8nBqkq1eZaIP7h0Lvbnkt8QoD0iSPtOc4B5YEXa5xakSYvNzY85AcseGkAz 7ySz5rSfzr2rYfa2/oL2i2t30JG8BsS0RjpuAdmpUvW8xDP3OQ3ygeU0iLk/ ese8f9Wp7l9VMc17R5fArF4Vp382C1Q+n/rfcs+lAK1RwczgUWzpLyHD5tMe MmT09znq5po23QsxLKFSfBZh9BIsEgSLtFAsQoWxoZiQoZiwCFtzXqJSMKxM tIBeeiKQZoJgS54IAcVCyDE0mDrGBNH60EBQbCztjh9NeyeMoD2Th1JjXCDl gFx5UD4CWCHIxRTjCV4KepWBReV2TbEoTTG81kC1jK9ohTE/JpeNnHj7iMAr zwKvHA0vsx+pgq3nVa6aTVD1pLfe9EQwb735o974/N96aD4RTAPrjruebmEu fYK5dN3hoP989+0xvSJefXkLnSqsA7Puw6vi5ntqTeGVecCj0nLAo5p51W05 4NGjdwTMQKGZ5ZAUZojpHhwYxFSh5Orz2IxZJT0yTBCTUWbyygJy8rj2z4/k rwwuwOiDKrtCValdo8qQJekxfKRR+EijBFkVIjsydyQtHD5asPXS40Np4eMj KBvYqnl2DLWPCsACGEg7YoGsSUDWDGheABUt4OzP4BpMy4KCaDmwtXKsOsu9 MiCcqYU/cyW8MiCCB1QWqwIiAbHlKErL46fR5UoFLXXheugjyNwxlmpTX7w7 SGKf3Qdad4ErBtc3uGqMrm8FUXwd/fSVxAIgi8DaQYwpP8HUYHle0Xfa5QMx ZQioBmHeAFNuwZSWpC5DQPXAfVDlDV5/G4Cq55C7vqe38+pRVTbSscImOoGZ dRIr4UnMrFNl6oEt5vamWVF6bsPyuRNhzT13Inhut3d7q0orrgwBlp+qLnUA +xs/HugnAZTOYFL+2BhQfvJ2sJdSMKBr2jQE/UghVaHUjKCVTd76C62spCqL 4seuMqsGMa0EVqw8bv3HRzGqDGHVk1QutAqgmU8GU8qTIZQPWtUNY1oF03pe Ke0BtEdoNZL2glbN8UyraMoDofIjNK0w70ugUruXVkKqKE2qaFikloc6HhzR MX7kBLUeFFjV2Jl9YYKrPE/WCqW2STP0BfqJAfUTY/0n+Vbcv0mN2CuvllRl CKUe82xbeg5oNCBUQXcbEKoa2n+WU3cwiW67OVS56YbTRZ9v20bH9e74VyfO olQEpAoBqSJAqqjeF1LFLZZSUUHK0xSrHLBtWa1Cwkc1PRZIqVKRg9Vn/0uw +kaCgPaXppROU6osfMQDJ4BJghS/Mp+YTgV2JlSMfGKaTtxHjbbhc8MAJtkE SL9BuW+nJSPGIEENoRnAEe9W5j0xmhxDxiKPB9Ar4YG0Mw4YmhxMu2fhdX4A FSfMo5WYemlBgbQcOEoPDDb46CGTB3XhqgB+NDDzZ1VgJGUE8hzl8Te0GiNH rcr46RYadXtoZLb4bw6sD00iqSulkO5v2evt8yRR60Uzu4q4eIOYTjZJTQ9J 3PjWAyWzHFyjspObxUDizj6o9IiXST/XY7VA6Y7Tob+88LD+QuALvTuRnRqp v6CJjhU1A0gKRicBo1OA0RlrU7+as1PHPU19nxbXgPtCpbHv9p6o/VFAxOXg g6rd1aDaXT5QalRB6id5eMVPXA3+xJUfQ2iw5xkVjCPuYaWrHhYmFH8jViGH J0+C8tNMwromwsJTykOZDHaeCNy+z5DsxAssUpMhMHqOZjyJEhA4SgaO8hhH Q0OonXEUauJoDO0DjvZNHkYtVhzx8hupJneJXeMIgKmIYhzFKhxFC45Ao1iq jdHhCa8OiJFkoKgEnVzR/C3pxewiTSYVpEKFTPuTV1gvmcFvDKHRUyiLmUn3 nqf4Y4P3tiep+Bp0xSdwQsWn4fR5Ayq+hlbLhAKY6hsBpga6CTh9DDh96HQi QH1HJ/S3PBwvqAWcUPEVuiB9MLvo58Dk7da/W2l26wfsQA6o+KQtU2dNUBY4 ORWcDMGTH6ae8lutQClUKjxUVdKwYirl4sNhGcKlBynfPpBK3g+PcxO4xCf+ mE4VePt76UZWYsaxqoCqtJEBgJTagUx9YiQV6h3I7rEBtDkCeWlcEO2ZGkx7 ZuP9grFUkjiPsieOF0ilBQfRysAQ8AgxPoB/xFWB4XyrCM/PDIwZQZEig0eD VuPtLykzyE7pAaFUNW7aPV16xXNFqlvITHdAp890dvpcOllfCqJMrkt+cvZp rn8r25BS9Ll806jBScqPYWUwrAzpYD/oiVDf6gh114xRbi+xBFcYkNAfxngf XlmaCp+5Fa++276NfID1gnSuDuU20BEkqP7CZjqGmXUCM+uEQAuzq4I7V+26 c8UJqpOu1qijFJKg6u53lMLbl/emKNXB+kO9gpYnSTXoTtZfGqxhSsuQRGDz yQbydzaxop8cl+BbLZlYBXbFKpWfeIySd8wsQ6jlJ9wq1SpjrHGo8pNQVWrn 1RVcmDpRwAXbly9aQBVaSaPtNOupYFr0VAjlPhNKNeBXG/i1LjTIy6+Jo2jf lOHUOi6QciMUv1T5YLFAFPMrlirAqkoAqQqv1TGxfGICox/4FethF2TT6Iph dNXiN8qH6bzBKpRyNL6u5lfLVftrg1wcDH/lL+piUv3unmKPe+4/gFOywTgw SGlefaZ5dQeT6Q4m023w6iYm0yeYTB9xIt+27aRMosfp7ol36WSBAwUfowo5 qhCoKmz04sos9jChTlsOS5jNqYuVut1+n43FT/nLAJhVD3hi1OewmJVWX6so ZcJqC0AOSOm6TnPK34dTuZKimFdMKn/FKl5k7J4ExbWdHbkWsddPIGUDnBSk quRhazz+mhKHjEBh9wLNeWI4pT0xikqeGkMNwwKoF+XbFjsS1IuA1PRg2js3 iLoSx1MpQFWaNE8glQ5lBIZKYArjIZwHvtMtSIZITEGG0+rgSDlkmBlsl/tH soGqlUBVNVDlwVSNN1R9WmtputfdN1RBfYKpu84BqFKRyias4jrve3lS8fec p5hOD0gEkSzlNou8HrVx6EZcca8xGE8MJmmtA08KTj8DqHpfQP33uXMmoI7o RsJ7SFRvI1EdKWim/iINKA2nk/wYOsDpXcDpPcDpkgaUz2l9y9PUPrN0pL6S KKgB5TYB5YGUwYQyBFEPwT69MJJXf2XpSPDXBv3aaLUcbIvSLgMTj8mksVQA +w4WJCk0Rek4FeWJVIaA6UFGk5CJVWqPFDatiggRLHGcYjAZgqVnqRJjesyL AqeFTwMGAidUWmNCAKdg2hYVCDiNpdcnjqbXAad1gFRuRIynglBwisV/Pxb/ 9VgqjzbhhHAVo+DEaFJggmJjyREbi0yFN/g9Y2PIpWXIaBNauWOYd7zDmR/O zybKCwtF3FK8apv80iC5kE96WlF/HnDj0Y98DMJCKTNV3ZVUZaVUG91paAGh WkCoZrqFWXUTs+oTzKqPENM/QMmHVHVSz6a/3/0WwcoBWrlAq/uQyhKsTg+o +Kxtqfd92lLaerWWqq/O0k7nGkYHBKc3W53JqxFMSZiyaUjlWAAlspuQ8vOs JEVqJRE+ydaxt5OopFnFiMJQbedvSHvpieehF2jeEyNoJSq+sqfHUtPwAOoD g7ZFo9qbAEa9BM0LojWJ4w3ZtvGjjGg7rQgJBoxCgaIwQ+4/82dAobyD+JUJ FcTZijn1W8oMAalC7OroDWiVI3e82RHFQmlDQppqSNV4ieUNVr36snmDlUl5 w1sI2ixVsxxlFeZ/pwOqvCpWraVHhVjf+Qipyq3YxcnqazDrKyQqTlZfcLKq Z2l82Sz4km8SBLwG/yy+bgNflxW6jurJdjCngQ7nN9ER5Kp+TKxjmFjHMbFO AF2nOLEDXecqO/QR1U7LCS/zRiOgy6HQ5Zutuj07g98O6FIJun7U/OK7eDln NfQKwkyM+YnrBovn/mLx3sWCSglT+bK+AVncjopSQYrbUVGaVVFgRZSFV4NV Ix2cYsPnRoZTEaq/skUWThlUuXgBPaFA9XQwJQFUWQBVNUDVClC9DFBttYJq 6gh6bepQz0KdD0DJ3I/SoIrWoAKQKmN8QWVQLcg0SIEqLlY45dSvrrhYPw0p dywXkJESqBhSoRZIZQNS+5LTbXLJ/kvafX+u5wilJGVfvbppyFv6DSz/vJHK C6pWut3QgjyDCeQPTjXRJ5hCNzB9rvGxrW3b6R19d/j7fVvpRIGTThW4VfXn E6daBvTO2w1Mpg4EvXu7Ut7iT9rntYpTN2G0W3W9Xk45vAXgl/ARg+p0bjWl SI7yLfhWoz5jTuVIgOJPyKY/I1X0GfJJDRpQ9HmaiDah1GOyd8uJqkpLjqBE RVMNxLSa8cRQWgBarUbpV/nsWGodGShhe3ssEtWkENo7M5j2LRBacacBuPKn 3EkvCq5WBYcwroRWfkwng+Fk4xRlAEyR+EwFT/qwcy4feIa4Ynx7dSXypyVQ AUseRAFJty14sgRRk1BCo68F8bp/zpuk33I6/U5OZHkp1Svc4pYwH15SSOoR JN0VLKmCj2/H6LIJkPx8gAQZQqNB9+XRN9u3++DoOfrbV9/TW7mNQFIzHSlq AZJa6Vgpq42OA0d8EIZT+XlBUucAJHF/ao2nPyXlnlMh6Qvz9LwOg/ybMGRV qgKWpEdlgokf3quZ9CdVA9rEUw/grddhZgzgFLUKsy7fLqfgoxhLUYYQyeZD JEOY9ICnwJMGlT1Sbv7Jio8xaQQYLdYweoqqkhfQilgGUgglAkaZz4RRFYDU MiaU+kIYSEEAUgCANIb2A0i7p2sg2dVkL4zSQIpWQCqLiaNyE0iATXVsHNVA jCOD6uK4vHPExSkoKdmYSAjKrjgkJohfa2OisNbjd+ZbAOA/gVIYJ6cQxP8Q uU5/bOAvG/ljPX/1D97+HnmpR9/DqPRDveVU1T1I6pD8ZCLplqgFPGqmTyHF pEb6EPnpMvLTaT2B/n73OzqW70R4coNLYFKBNTy13FPmSXiylnlV3jJPziDU KCiJ1XR4UjZTULoDa32mLaYSlB/VTH1JFXeqwLM2obI9TOLxIZ+PytOMMsMu VAqV6RIPM8c8T2KqKspztoS5ZAiYHgGWXqCZTw6jpCdHUvaTY6hmSAC1jw6k DWHBtDMOWJoMzQqhfQlB5E6abkNe5yDlpVI4ZQaFA0VBEZpHHJgGCY/49J46 say5xN/7khfKD/VmPK0ICJbA6cVTr+DJTE+3BqSngXXyV05FKIMBZZP8hNHl Pdxh40afITjywz/olYShazxDqDRYxSUVk0SfiToFTYbAyeZT6hlCJ38fPvGx vb+g1NOA6tcdz8+OvUdv5TXR4UIGVCsdxXzqB5yOYS6dYEBhLp2tVKf0TEBd reny3NZjbaCb/ajPnL6nqb62VK4eSNXr8s8EFd81UM9+skgMx+/8pTaRpR+v 7xVUSGYy+O7DQR5E6fZTkRa3n6IUogZpNKHwA55yx8Va0ZTAaEpATqpKTqBq iPE0+5lgSgCeVj8bRpVDw6hZ8BRCW4Cn3cDTfsHTSNqr8ZSLeZ0PLBVARcBS cbRCVBmwVA5EVUCVwJLBgEJYApEeAJ3iLGyKEz4xmlzx8mowmQxB1AMCp4LI UF9AhSpA7U1Os8llelShqMHEUTcuc7e66VBj6RtIIakTJV2nYOnzBkSZOw18 /yFT6Sb0KSbRJ5hCH2MCfYQJ9CEm0PuYQP/+7js6o4+svL92Gx3Pd4FM9SDT z5d0csuw57yn5RZrfdLgqlnW1aiy7kathUx1PRYy9YJMKjZtSk43BEmD5KFw 3HVK1eKkBCrZBEgP3wdI+IAgXyDhQ7LzelFh5/WiEqOFRoZsvT4qx0SYRytB nhlPvkCznhxOyU+hsH9qDNU9H0CdY4PolYhgem0cPpKpoNEcKDHIT7oHv6C8 yRNoZWgIk4hBhGUlQp7DxF2mLKnf1KsAKVS92gRL+F3CAKYwu3AJuRnjIwhQ EVT34nQhk6e2q7XUdnU+tZ0haPLzTZz8sGsTTpyhXN4q7xt+Vhh45Cf29QeJ erwZCTPqi3qdk1ThNmhgTjJhpFjk52ERn1/5xOW6ojCkjq48Qed7d9FbyEhv F7bQkWLGUBsw1C4YOomJozCEJQ0IuigY6qL3GUO1jKE1dAP4kba4Q2HotsaQ mZW482RIy8wmac/MSwbDyMY08odf8I5Ng7ewUN3UqUIZMAbiaiyPeZIfxaV+ AcZCLT5jHmWTRDRYukrcYcrkimzuDNXOXsxKIAGNIZx5jqpTEmhlHJMmhBY8 G0qrQJoKkKYJpFkrpAkGaQJBmrEgzSjaN30Y5eDHYNLkDSQN6FIqQQikiVWk qYKqAZUaiHFTGx9HdZAjninkjI8dJJx5UPhSYNd00YTJC+f4E0I5mK9Z+GH4 usg3j1uQgkuH8TH6FuM3wMvXgpYuD1a+gD6D7iD13AZdbkKfgi2fQB+DLzcw LT7CpPgQqed9pJ5Pt+2gszIdnpbU05/nAl/q6WR+AxjTSKcKm+hUUbPiS6nl 5KXEaJ16Kr13zVz28EVtLAlfaruFL9I2qvPwxRC4+NOJ3CpUXyHWsEMq7fjp U0oxkniy+aSS5otd8yUSH4kUzP+PfJFtVNlK9eFLdAz4EiR8mf3UCFry1Ggq eHosuYbyIyuDaLM9mHa9CK5MR7E8F69JQajtwBc/tWmCd8yY1fxFNACMTYji 5w06SsCKfLGdIEULMxvjL6kA4+qgUNqQuNyLllpLTeapYtWenBkYP5fAqPpu Tmvf7a7Turf5tZP3lr5GzuF3X8ux8a95G44p4ydxwaQMZAhqbAIbM/j4NIp0 ojZk52QwRrNR5C3ObgE4fzl/njRxjuvgI8QpaKZDha10GMQ5AuIcZeKUa+Jg KnmIA9p4iFODEA3ifFTrJY6nYeS0UEfOYCny3NVHIKzk+dbdLfTpHgwfMZbe RapZgkC7UiZdrnzBYC6YkgvE6FcEHh7uRZCfJB512DKbH7swdybIk0DloA6T hwNOZbJijyHoeYJqMM5+luETRiufC6OyFxg+YdQbEkqvWuBzYNoo2v/SMCqL DcHPECPwyQd0CqLjqAjAEfgANmWxCj4VgE1VnIIPAnw8Jx0rfFhO1rg4EAga h0DEKHoYIyqyeI0juzfw5EG58CUjKRvTe1dyGlf1uGy/A366FYK0vsYUuSsY 6gKGOoGhTiQcxlAHMNQODLUDQ20KQ9ANoOgjTJfr0DVBUQPd3L7znP463ytr t9OxPDedEBI10klQ6CQodIoP6JaoA7oGnQKHfi/9xdMV+gmoOuXwiYDL1br+ wtS5VqO22j6q7RlAIu+KXTVlujSB1IaaFUM2WhER6cGQIeOjqoHNy0Kk0v+N QxW8FWpHvgSEDKHQrzzHOdSRDkBoTBDNfGoozQGElj09moqfGSuPW+sJDqYt 0SG0ZwIA9BI0HxBaGOgv+HmECqZMpAxMIA43rGx5TocKNtkaQPzK/MkOw3LK b/xVvgkHiKB8lgCpIJy/kz0vNIJWBqEKA4hMIH1c2zugSQSC3Jbn2XtjouYR 48PpzTyGgMmGsRdYUuIKrZfjQa+NCWQIfh5Ru2v13UIfL4E66Y6UXlBDp6xw mkIKQoN8IMSbuLcQnj92ud+38meIdIYO5DbRmwUtdAiF19vFbXS4pJ2OIvEc B39OVvgy6AL4c0kYhIkE9lyDrtep5POJh0PddBvsueO4P4e+ErpKG94QGKEU ZSTVd8urgXEN38AjVlJ/X4MUpKgULvED6x6noJyoaJuHSHLbXbQASUNJVWKD 5clXzKKye1lE1iBUnZIIHikxk+aBR+nPhVPpC+HUqJm0OSoETAqi/ZMCwKTR dOCl4dQ0IZByoyPxQ8RRHnjETCoEj4rAoRLNpPK4eGFSJV6roOr4eKFSrQQh ppIfOcYpHmn5AUqxmHpMpYIozSK7ikd5wqMQ4VE2eJQZGmzjK4ULKnHoLsa7 mChf1Vv5oybKbeiW8Kcd/GkHf9roBubMR4jK18GhDzFjPsCMuQIOvYdI9J4+ 4XYk1wUI1SMONdKJAgAIxTpD6CSfdEOZdUqO3qoNDmsUOq+Ldi61vBDqFgh9 aIHQx3XeOLRhcTqlhPHzFxk//joHhcpzGxlBGZFcaDOCfgn8xGJSxKLIivUA SMEHHwGk4BOn4YOPIsoLIKEP/UbwUx2tVMNnyfR5skVDRwNAw2je0yNpxdNj qOzZAGocGSRNwm0xqLAmAT4zQ+n1BSHUs3DCINmTtdEqrrDk4Re8DQr0qBLK 3ySOUjjfpCyTORyTmanzqNzzxMRhFYbzM9BCaWNSmpc7ui5VxPYEIcUdP+GO JQv5oEfLJugZJOj5ymVVDywK7Hzp5kpLbep3640xhR1Doo9N0HNHB2tDwOMn AYjJc0eEgotPj9joFrLPp0DP//nue9LsUcfcnqL/Bnv25zbTwYJWequojQ4h +xxG9jlS2oH800EnyjvpFObOGegc5s57mj1XwJ6rNYo9koF01fUJePMpdMvk jyUHGUwggxEkWLVxvONhDf5Yz4fT+Tt5+OntK0CYbBAm2x5N2VFRfswYXhoQ OTgC5Wl5w4/slGH+RVLutElUxqUVM8ZPUQZsYb5UpVgCDwCzJJFqoTnPKcik ATIlgEzDmHDqCQlDvka6sEJmxghqnaggkxttF9Dkm5CJiadiEzQCmXie1cDL IEAGlRdgIqAZFy+YqeOgA9LYGDGGIMYP5RlDM9yMPIYw5mkPYXKgLO5yJi8H VUBwkeoGfokZ8QULSUcRhudGJwjTgZTToQnTDsK003XMkeugzIfQNZDmKqbI ZXcTKNNA//ru+/d02vn7V9/R0dx6wKZBwYbP91tAc1LSDh8D+S+EZNUd9MCG F6mqrv8FNt2e3s4nAE0yIKOKrRB9vhGkGezhTCYIw8oSxQpruOiKRZxk3uSD JwWQlzVxmjVxhsDGD6hBGsUHViniqBOtoo4ijXnAYubTQ6HhtODpUbTqmTFU MSSQWkYF0Tr8gNvjQmnvZFBmFpQQQr2LJkgV7yfbGf5UihJ/dWiYZBxRKB9x VE0bD3GENDz6y+1JOREI81BeBJ8sk23fCN5fieDbpfLCIygDGUtdNZCn1koe 0OZTSTkCH4eqwmzCHT9NHnNfsZfZ08vFGFe23Ir90uXVFy7ufTBlHqDPLaz5 TNQFhHQJa243dHJvsEOx5gFpE97xssZz/ONTwOarHTuvKs6okx+/B2d+oNfz FGfeBGfeQr55mzlT1kH9YMzxCpMzXfSu5sxFTJvLYMy9OacbrOn2sMagW6CL n5c3LuEN3/ICvvBv9pDkni/0MQMRfrtNKcs8yEkHcrL464yz5DbWrCgmj0eG sMfmQx8z7+RFMaiwUKhwM5A8lcmJIE+iIcFmqA95FH2Cad6QMFo2JJyKQZ/6 0eHUDfpsEvoEC33emDaG3pgxktqYPlGKPrnRUUKfghgmUDxiDhMonkpBHiYQ Rx3mT1W8GXMg0KcWr3VMIRDJxggyJOk8ghGLcaxdhRwon2UGHYgfBZODC8UI apgyTRXij3lWJXOm3BbqdII6naBOB6jTQR8JddrpQ8yYa/VtyDWtoE4LXcGM uQTynFfk0Xd1P02XenfQUWSc/rxGOoaMcxwZ50RRC51Aba4Ox6pDHLwpYRZa ZyrNnNOl0FOtiy1znZJaHQVXrcLPusVpJnYML3P4aXNm75iLqkzQ5Zce5kjG iYwT5uTZY3+OOVQGyKiMw7GSsfMYVeKzqmLF6IyjT0vUxCrqzAJ1Ep8ZTZko rqqfD5SzretxyXeOQ7aZGkavz4GSQJ3FE+DhKmkeAjuDKTsOUOTHF4aqsiqH BdTkSFsHkLEJZf7Ly5lIpQKoEH8ujLRTUQTXYwg5C5d7caODzg0UVVJkgTO+ YcehumWGFFk2LPMAjpYhow2jAoyGjKvHxozhCLPGkPkyCNzArKlXs+a2qENh 5o4PZm7rXdJbskvaRDeQZ/7nu+81Zt7RmDnXt5veAGIOAjFvFrfTIcSYw0DM USDmGBBzEjpdpRBzHvX4BUyRS5gaEmdqFWZkmgAvghmHFTM3nVwnMWwYNbel kXzHxei541bYYd3hQPMZGOOP33ANLQ4NAmWCZXFLj+Cvdcjkc2GZvJuQJVTJ xqiyjcmYB2hlZIQQpRTlkrVkqgBOgBTDy5Rf+/CkjpkyRDElFUwpfCGCXGDK GjDlFdj5NWFKIJgyVpjSPjFImGIIVR6hvBjMDvCkACqMVVwpidNcATsq4i1c GRdvCFRsKthoSbIhm6qgxqtKCgtbNH9JTj7yjYcsdgtZIkAWfnABLhTmhk2u 3K9lbtzS+rSeidIJonSCKB0gSgeI0g6itIMmbVAriNJKl0GWi+5metfVKFS5 rB9MconvDcptoP78JjrGR+31adbjJRxk+GDYb+i43uo8BaKc1vsMKtCYVPEG GpV+uz1UWRwa7EMUfNBSMAEoWgZTRUFlEKASB6DEKaAAFnlQPgeWQh4YJzYv UOx8BYET0AQMeY4qY5gkcaBInCJJLO8xRoEkw2j2MyNoIUiSgyqpdmgQdQQE 00b+5MeDINOhuWG0f2EIdS9+kTmiorHP6wJBC7+uDgsTsCioKLDYVKXEUEGI iYhWIUZu2o0WsPBjUzjE4O2vqAhjbjh/1UgwHcqqAF16fMKMWXN+Yqk7bzpU A+yWQ1HGLKlAlM+UGDY9/AARGXhf/DN3t5hQhLlzW6RmDh/4QnZhwDwskfi2 bgDe1vsRt/UpjJvgC5/AuIEI8+fz79EHCi6n9bp0tm8P7Qdc3gBcDiK/vAW4 vA24HAZcOMOcqOiid7D+nBHArEGGWSMZRgADsLwvgEEMBlg+hD5iyDgUZD4G UD6BPoUYMzc5utzCr/YgxjV0y+1Vf345f1czf42pfLnfMnUsjO/mWS0P2wBa EGOUsllRMRJkMlFSrQBXCixc8cQVb1TxoMVgshiClUcFLCnB0QKWJc+jSgFY nABLlwbLTgbLRAWWgzNGUc9MTBu+MY258jDlxqBigvIxUwuYK+BJcZxiC3Ol 3GSLAKRKoFLNeYU1nv9UNx60cYAng1BmIafEhAtT8lmKKnwIgPsUuZEASmQw ZQMqmbhA/O2IPAeYKDcxfoo58Qn0MYhyA/oI+hC6Vt+BbNJO70NXRG2gSSto 0kLvgShnQZR/ekroB+hQTr3cbXgUROGbd/qRUY7xqa4SOdVlyJblrwCUDgHK OxWqjPYFim9M4SrpzexKfL4DYOI/ECaUIVXQaoyPCVIYKFn3AmVASsEVh0pZ nFJAk/JoXP1ofS4hhkEDsvDhhFgsB0vGBNLMZxgqIyn52TGUD6g4+IF/QSG0 KSqUdk8AUF4Kp9fnAyqLQqSRN1iOTvhT2byZlBkWoVKJhoe0WUhFEmGHPHCE R/7YovW9tdFyBrZAWMI3Qj6IHz4KKLGjwAqmuknTcK1UNckANnvohsDE5oMT g4Fik/rIX1By28nqEd1x8j7THRf/j5gbt7W4YYIl/KbEE152bjZYxY27DkO6 d4NkK1OOSfB2pqCjib7Y8do1RY4z+g6dWycu0j6QYz/IcQCx5CDI8RbIcais U0eTLjoJcryDKXEW5DhXrelRo+hxWejRTVfrvPTgiHId5PiIK50bkkwEIi4l G0b8Ep9IG3dd8jIPMpLDQ2RLYQUuZ4YUOxkcRVbzkClHsbivx0llZTxq6zkz qQScEF4slhxiSAh5gipTPLiQIFK9xFraJIEY0NIkWj1+Es17PoxSno+gfFDD MTqCOkPCsSiFgRoh9PqkIFAjgA7OHEW7Zg6n2qTZlKObLIaA4yGNDsyJ2DiF DqCiNJ7RMQ7oGEcV4wQdTI5xTI7xqtqpGc80YX74MT9AGwZHBMsQcjyIMQwl nFIu8JFrZ3iEwEpIIxEmPD4BNn4FYHThA+4CMLrougcanYgeHYBGh0DjkqiN LgAc7wEc51zN9I6zkf5hZtWn5LEJh/hwel6T3FdztLAF7GiVE6H9+rRDf1m7 Pnil4aF7cO9WKXi8V9Ule5EMkCu6Ri6dPM0LDt1S8RQ3YYg3/CjtlXAdo2M1 MMHwyNTYkCxi5+IG2IhkbCAAQmZxI+iIwlWPxlUui+Yrap5mqkBWrGRm8EGD X+CKRgk3ZoEbc54dRUvBjcLnAsk9Iph6QkLo1ZhQ2jMR3JgZTvsXgBuL+ces Tk58QMABOMSh1gqLvD8w5FnHOfJINgZGLmZwnp2BgUxdgDe/EGIUaXGeXIUA rvja7e1CSWjTEUQ4wdSwCTc+cXjY4eiRvN8DgChxq6HHjxdmvBNU3MSoFhU+ B/GptGY/kQVGxVX8HcaHMHZIs9+rNs/5h4/0huN/vvteg0Odfvgt/fXuD7Sn sJX2ARz7ETkOABwHAY23AI3DWE/6AY7jAMfJKobHGjqL6XAOv+t70AWGRy3D oxvxo5ver1MAMeiag2uWDzF+6FS6zhC5zsD4iIfroIYflU2ZKtULz6dkXoiS pURexs+DAihWymFzHn9DqzBmaKUDLKkR4ZQ5dTKVLEzw4KN0cSIQkkjloIcu YzwM0fzgxJHEiQMDo+OXAo+5gMdigCMPqhsVQR2AxwbAYwfDY6IJj9G0d9YI ci9LohoAJDtaTjXE8AnOWHkaZGwMFcZhHoMWpfHjMIdBCuQejJw5KkGHqvHx Ch1++CsE6jjmDZgVy7BgYuRJDZOniZGL9S/HzlK04Od/rwoPwqe5BnToMoCH Liyh1zB+gMnwPnQFugRQXAQkLkDvARTn3a10DjoDUFzbvutD/e3qP+nj4m8j XBwuUEfGjxS1GnIe6jE5nyCMAB+OV3RIYXvKEzC6VK+eQwbnT+gAsvciLJ6+ fAjVt0Dxc8MG6WQRTmnhdloFNGQIIuIMYYSft1qJjIfl4g1BxGANCSA5SgGi JFogIYxAugQbHqcKJL5KfRqJ8ZCNijNlbBDNenY4zX12NC1/biyVDAmkhpHB 1BsaSltjw2jvZMSKWUBEokIEAKGmCZ/NTEmwvtrkjU3+KidewcMwy5Rom84X OXaFCwsy5D6baHym3tOivB0UShlYLNcvXI5CD74BL66qrIHPVCKGFR0SOAyh hj99yuxwqBhvRnmDwzyu303k+Jsw1qdKjAkMWFP8pKZ9UPplZqee9wPlTILs CbZgFjXRf77/ntT0oHO63/HOy3toD9iwD2x4HWw4gFBxEGw4BB0BG/oxFU5A p8CG09WKD++CC+eZD2DDxVrFiEt14AR0xYGlBLrqYJpddfKJmw8wfuBSMmS0 0VWMSUADTyn+ckF+yDivM4vD5V46XrKXIkHw99TwQ9DT8KHkIkkU++AgQe/U 4IP1V0SwJgqkCE8BwiSoXarihMOMFC+E0yIQIeeFSKoFFdqDI0CFcFAhFFQI poPTAoUKr88ewbcbgQt+VDhxHOUgSnCoyI3lrysBG5BqMRbiR8yZmUa5M9Mp D6/5s9KpECqalUbFUNHM5VQ8I43ypi+l3GlLKQfKnrqEsqYsQToBnFCPMB9y WaBDjigUBRjoAK0GIfjxsh/g0//A3YXM0AUkdKHAYCR0AgmdQEIHkNBO56F3 3W10VrDQSqeAhrvnLnykOxkmGg7lN9NhZIfDcm6pTc4tGXQEZPgFHZW+Otgg danqrZ+u5HTp2/xag0lucsEQMviBDaGaDfJsVEO+i4O/ZSgCWIgTLBiSHx7Q 6SEebIiHy4QL8FW8mR74PCT7v1hzQdgAIpSxwIRyiNmQByZksfVA7SVjER2e HUHznxtNK54LkO+mbxodQn34abbFh9PeqeDCbHAhKYy2JMcwEwZzW91PjjHZ KAM/LO/q5qhdXf6ChBx+oGGu3Jgpxtd7h8r8v/SYn2+dWw2A102eKkXZlRqv +T/QxYbZ7bmu63dD2oR+3jpeNQwNLub9OIibEfxjjB9jZbih9ZElS2LVbeBz bDcw3gAEbsiWLm/W+eOftEG8XdeCZaQZEPiBrisInJeXX0tIOL1uL+0GBPbi 09+Hz34/PncBAT77I/jc+/GZH4dO4vd6BzoDAJyF3oX5z9eysd+r447lBRj/ InTJlJP/2WUnSHXZxaHg9bxycf5CTJpF7PtFYaF+/EWj/G2j4UwAvkN11ZRJ VLhwARXB8MWLlOkNsfwgTwaQHJDicT0iIC/7CADIE2x50/Ae07/Ipg+jhTB9 9tBIqhkVSW0w/XqYfjtMv89j+jF0AKavX5Zko/rlSfQwlc+eqnwPo2fOWEpZ M1Np9YJCWpXSQKuhLCgHyoMwK5Ib6AUqXNxARaxF9fgVoIVQEpRYT0VQ4YJ6 yp9fT7nz3JT7Uj7lTU6h3Hj8dxAPstn4USGop2B8uzL+OhQSl2H8S9BFdyeK AyR56Jy7A0ZvpzOiNnoHhj/paqGr23fT37/7/mOdBPmQ0MHcJjkafaighd62 HBTiDXvuch+xdLpP6G63NKQqVUPqHJQUEnR/w4d5vmbMJob/FaVyDoiI06aP h9njfcyeazcNPw5OguEh9nsRXF7MZUJJDDduSmOV2Yvl5tAseahtFozO7zgA zHpuJCU8N4YyYPaKF4KoZWwIrYtAvBsfTvumwehzoYVhtDZl0oNsdJsYHeXH /Jles5vL/CAs8zF6mVf3b6s9uxh1VvIRy1lJxBD+AtLwYFntL+qgdBkrviqo YHxe8blj5+/1vqXyhm0dXAKw97kAvyG7kDfY8zckQH/kXiNpUCVCztUwu5/k wuuwupbBrWxDdsj89B5ZK5aGZvrDeY18/QU8v6G/fv0DnVq/l3bhA9+N9Le3 XDsdH/RbIPzbcPhRqB+V4XH8Mifxi7wDnYbDz0Bn4fF36/CDnHNgOO+Aq887 +Z2LWx0di1MpEdZOwvRYiInBX5KeFIZVPQlz4zFKwuxIwvVeiNeFvLCjTMtP WkAFUGFSgvK6LPCJWOATVd5P9uZ95fUkqoK3xey4dDXa5ywV+R+lulT4HSqZ M0sW+aShEZQJv1fB763w+zr4fVtcGPweAr8Hwe9j6Y3ZI5XXg6g2LZ0q0gso d1UrZac1U9bSBsqGclMbKB+vhVAxVAqVQxVLGqgSqoL3a1hwfy1rcT3VsOD9 Gni/Gt6vgu+rEuqpAr4vn1dPpXPBg9ngwNQ8yp2QTJnwfAb8vhKL/doly7S/ kcihs9AZeP00fP6Oqx0eb6MT8PpRZwt9ee7iTd0cYJ+/wYcB4fO3CvlQTisd KuaDObybxZvmakfriG4688a5tI4g3tnalVnh8fii0BDOZnB5qHz3s3g8bhot mZICLcEVX4rx15SS4KYl+LVSExoodQGQOCWNVk9Oo0woaxIrnTKhnPi5cFG8 Nvs4GH2cOvoSw1G/JJbdno2lPJPvepD70zPh819gjITLldOT4PQsRP3qYcHU FhgqhdxrL2JJnx5B++dDi8KoL2UiLFejO9B8NEbvmrPxa5YgM6qlngmwGqkk K8Kuuog2dr/arPfTJ5Sh6BgUHTG8BcUAKMSYGREizZ0MrPYvL1wmScjs1F82 u/UWABjcdTOkYvYT6193eoS/YMerkvlDjB/C7deUbFz94X/cwF/A9SHGa1jZ r/GmFfSBZ9OqhW7u2HVDWV09f+Ux+vjkRdpe0ko78Znvgs33QK/js34DNn+z Cgs7PuvDsPlRqL8GdodO1GKBx49+CjZ/R4R54eCOxGkHfozTzi5c1necndQC pyfA6YmYJIlywi+RfZ6I+fEwJWDkd8snT6IceDsPUj5PwJqecM+anshr+oD1 vBIfVhUv52xzfx+by5KeynZnkz9LTozzhuI/CZtnDIukypGR1AKbv4w0thU2 3wubv6FtfnDOKFqTNJ4qVxRQfkYrFaxuo6LMdiqGSqEyfk1votJl8DZUCVVD NfB+HeSAnPC8a2mDQW6Y/ndUD8vXJ7PqqR52r4fd62F3N+zugt1d8IUTS30d LF8Du1fNcVPlLDdVzHBTweRcyhm/iCqnTaHTLqy10CkXinEXeH7cxfdi9juR zZXD6Y4u7fnM3fm1u+iNfPM8DFTcZsihmIdlz/rtMsAc7j4qPR61tcQub01a BncHq/QVyh/c0qnJKLaWL3ZTGn76dK2V0Cr8JhnQavw2WVDOQvzSeUmNQGx+ YiPlJ0ALGqlgPjQPmos/z2mkvFlgJMxeODGNCmPY4ONQ1MRQBh/2XQ1X/4pW w9XsbH4tfGkqfD2CZg8ZRYuGjKWcIUDw8GDqDAqlV1AL7ZoIb8+ArxdE0IHF sor78XwYxH1iXeDB0rgsnvVcHnAQLfU67OzPRjbExY+yj6kgJlqsvDpSmxiq mTJVShpuml/waZxL78uQ7rm/tL8+YDmUrsn6fY1NfE1q9GtSnWnxin0VRn7E U6xdlWYv1MDqoA+gq3r/mfeeL8HKP5y/oDKbvs3kF/QXrNrHN+ylbWVttKMc dq6AnSs7aB+sfABWfqMaloYO1eBDh42P1HJJcLSWjdsPCx/T8qNj8u3z/Rgb 4eD5wLxBC0JDeAgFMxaA84tiY2jlrBmUnTgfWkC5VgcPcG/J4gSfVbo8xbtK G7JO28TAbN8aWaHZwKM9K7QjdaHICc0bGk4JsO+qYXYqH2mn5uBI6ouMgIVR sk0MhYWDafu8F6klNZPKVmHZzGqjkizYFSqHKrPbqRqqhRyQK7ONHCuayLEc doXcUAOs3Ag1wcbNLFi5hQUnty6pp9YUCD5uW8zfGNeKuf8basHMb4aXm+Dl Rni5ET6ux9Ltmusmx2w31cLL1S+5qXyqi3bm9lI//HvU2U5HoLedbfSWo5U+ P3fxS/ksf0W3j1+k/fDtG4VqH/gN3s2Bbd+Ead8sY6nmCzdnj8K0x2Dawlkp sOliSk9xGbQyxY0psWqJmzLw07IyoSwoBz95LpQPFeA3KISKdOFRupALk3KY 92GqgHkrYN4KmLcC5i2Hecth3nKYt2x2I5XObKCCKQWUN2Epl8NRfCsXO5Xf lc6fQ3kzX6JZQ0bQnCGjKWVIAOWjwHaOCJEjIptjwmn3JLh1JpQAxyaHSRcG lRRKssHsWZusxP5iWrZszrhY2DDCvPefnzCSw4ZlZviJbfNgWDZuThQ/CASu fVA8uyo8UFUl8Ov5am/P+iIW3ku1HK/Zvag7Ydgr0PsSuTHa6Co79qrscl2F U9+Hrri5L3VF7hG7DKteEXH//Yrck3pF78+oPZpWuuBuoX9//8Mnyqof6Oe+ /PnrP9DHpy/T8Vf20faKdtoJm+6C9lTBrrDofugAbPoGdLAG0f3NWnbkWxjf qoOL6/g/+GZdB5b7gxjnBAfSXOB6ngiJOiaKUidNoKyEeaiE4NAHvT5NNH2q V9lF7NNEeDRRr7L+llU2SVS5xPSpn49P4VKE6dSFNnHn8+RcBn8OC6MF8OcK +LMM/mwKiqS18OcW+HPTS1PgnWxyrHSQc5WDqjIxm3LaqQKqgmogB+SC6qFG qBkebYHa+HVVMzXDny1QK9QGj3aw4NFO1lL2YxccaqMuzPQuzPAu8WgX5vcv qRP+7IDa4c82rLWt893UjLK6ER6th0fd8Khzhot6UzbQmkXraWtOD53ftofu nLtEX8sn9yj9990f6N2+3bQfxjyABfUAMvMBvWPyRpnaNdlRuoY2FK+l2rwN yoFL3ZiQS91YQDMxZuPHzIHyoAL8sIVQEVSCH7kUKkuu5+MS9biilfi5q7go kMIAxQIrEUKCrkWCrp2P0DEP4WMuNAfFxWwIC2vVDISSl/B/OQkBZvxSynpx HGojfJJQevw47csxtPT5ACp8IZjco0KpB1nsVXxKe6bAk7MjaX8ifJli9eWD sufK7pR47BFbM4N3YiIlH/M3GcCVvC3CX2fA+6urI0O1ULjoDuWezHI6w33i ah9vGnShlpfIixgvwo6XWNzpuiwDwjBMhvGKyytuGV3m43CXZKiXocsmDc9B shPC26VqN6QNlVIL/ev7Hz5VljS7nX/+5g90A5bs37SXNle00ZbKdtpW1U47 qvjLkl+rbjdoV027jV6r4XbZzpo2OrVlLyVPiKeUCeNo9YI5XIYkzDXYdFgj sxLmi/PYczke3yUMSLeJqoqF60qT9fpoWRvZd54q1hDL2VS2TfVm24U0jBww ntV8aTBf6Qg7NcB8beOnIWTmUF26k1wrXeTOcFL9aicWv0aqyW2nOsgJ1UMN UDPUCrXDfB1QJ7QG6oYBe6BeZOHulc3UjUWzG+brWVZPPTBfD2ZzL2sJZm9v Cq+JvfBfL+ZxL2ZxL2ZwD7zXjfVxDfzXtcBNnfBfO/zXiqzbDP81znTR5pVb aXvOHlCwn3ZXHqWb73z5rS5Z+XTD3sIW2gfbvQ7bvQ7bbSvuopaCPqrL30CO gg3khDJT3ZS1DD6DcvA+F8pPhc+gYqgEP2UZVA7PVUBV+GGroRr8uFyN1wky HIu4O+fEguiE6VwwnZsF47lhPBeM54LxnDCeE8ZzwHgOGM+JRdEB87nmtJJr diuifA1VJqXTCjHdSJr7/Bha/nwglcB0DXzfPWyzNT6C9k6F6ebAdAthuiVh qpIxqxlJscza2qWJfubayEdfCqdPhpXCYSmYz27nm1jYgLIi5sB83PpabUe9 w7d5ZNhDwa8MiwO7Fy2T3VzesTlj2bU5V8vqpvPQe7DfBS5KLzg42V7EeNFp kRxOveiSni7GC26v3pOt6vfYiBfEiLzvoLYj22HCNrqxYw/987sfVEuCvpEX G63ifL5gttdS3MeDp8RRWve4aqF1NUuQ1QyuMsRSD2lTJam2kG4N8UJWvVQt ZDVLF+LaLpTFDKWi5E1tKautlg+3UzFsVTMlGSWfA5ZywVJuasjA3M10UXMm rJXTSM68dnJDjVAz1AZ1QF2w1RqoG+qFpdZCfdA62Gp9NgCzIYuPIm9EdbkR Vef6Fc20Pq2RXsZcXcfCXF2XAnetS2Z3vYxp+jKc9TKc1QdnrU10U2+CG68N tBYJrgfZrXdhK3UntSBh9tOhun4EiH46CGfth7PefeUK/fXrv3+jq0Xp7r+8 m14t7KCW/LVw03p2lEHOwg0UiZK3k3KWw0wwVR5UABVCxbB/KUxVDlVCVfhB q6Fa/LB1kAPGckIu/Mzuxah/WbBWA4zVyIK5GvETN8JYTSyYqwnmaoS5GmGu BpirAeZqmtdMLQnIAPNxTedBc9qocVYrFcXl0sKR8TT/+bG0AgmzbFgINY0N RU0QTtvHR9C+6TDVPGhRBL2+JNRqKr5LfGmSH7uKucp9n6Wq/6NKRRuVL5hJ 2eO5Mx2Ov4PL2EXhfJIpDHGCDZVhD6FV0MrIIISMZXQCduK9j1N6/+N0jd4D qeU9kG56F3Y6Jzs556UmPA8PnXdi8ZPtTow2OIMbp2645hxc44+xA3/knTpu 3LfSt+cv0m2rZQbBMrM8lslcMBemmaezH7zy8P3XIY9jEql4scp/vAaxZXiZ KTezn1mjYRFih7BVcLHgkDotg71iiFGep8yJU2jBcKxAodOpMKWOKlJdVJOG WLUCEWuVm5pWA/ewSnuWk1pz6qkhHx8l1GpaBOqGeqC10MuwyjpoPbQRVnkF 2gS7bGbBLa/CK1tYq9tpK1amrRm8N7ltVRsu3LaVbbRtBf4uHUqDlvM/27Ks DZ/dltQ22ry0jTYtaaVXUlppQzL8trgVZmqhY65+lGb9dASGOQzDvA3DvFXZ j3h3lM6uv6yj4CD64x//TofevEI97QepqXILuQrXk6sIjnEXbaDfUWVWJ+XD MQVQEVQMlUHlcEwVVA3VwjF1kAOOcUIuOKaeBcc0wDGNyag+4ZhmOKaFxb2V VljmSWqDadpgmLYFWjBNK0zTntCMoIuryYJhOhZAME0HTNM+B2v9eAfVxtVS UdhqynghiCqHh1BrYBitiwqnHRMi6fWXYJb5kXRgcQT1LZ38oLjFJu00NgrL X1umZqk3AyrL+FHhS5PFLiK7MgyXh3DMKi0DYyioLL6xB1PF1KnUD98cg3g3 4YTeUTjFuwq1MMNpHs7UwRtneT/hLO8SnuXzQ2fYL2fYKmfcbBXue/P+1jtY XD7csZf+8d0Puhvma5X5P2OVXw2wSoLFKonKKou8VuG1pQz2KPeWSdZuRrVe WAx2iywtFqcMF6esmJlF+UscVLrURVWYGo50FCEr66kpAwVKpps6slzUle2k NVArXNIOdUFroF5oLfQyXLIe2gBthEs2QZvhklehLdBWOGUbtB1u2Q6n7GDB LTvhlp1wy054ZSecsnMFu2NnOt9ouQNu2bFcaTv8sg3amtpKW5a20qtwzCa4 ZSPc8k59P51099NxuOUY3HKsBs6BWw7DLYfglgNFb6Ng+ulLvbIfevMSbeg7 ShtfPoo/vbKunx6nNY17yF28nhqKN1B1dicVARbFUClUjktSCVUvh1PgFgfk hFtcUD3UAMc0wi1NUDMc0yJ9GVgBjmlnLYJbOrDIPAVHNFBXolInXLMmsYnW JDUjnuJKLgJvFkJwTHciBNd0wzXdcE33XKTiF53UMM5BjfEOaoqpJefYydQe HEYboiNo50Q4ZgYckwDHJLNjpvDT/RUkLRvL/jLadHda2cjw2CjRYyVz5alZ soDKZPWJFb/wN1twiFsVxa3zVVGhtJKlHZSO1eftyi46XNVFR+CefugY3HO8 hhPYiVreMuCG/ck61bQ/xTZ6h7fl3mEvnWIvneKvvT/l4px2yq36y6dk+6id jrva2Eqf/5yT5ionLfB1UsICr5OSLE5adO+i87NOGiwuwsJDNalKnpVnmV55 dN+hNi2NSpaXUt6SOirColOBuVKThvmyAnNkFebF6nrqhKW6s13IXS7kLid1 FsBKUE+BthK0HtoIvQI7bYZehbbAUluh7bDTDhbstBN6DZbaxcrkEnH3ai4M d2e0025YavdKpT1iq91iq10Yd8Far7FgrZ3LW2nHslbaDmttZWthIXq3sZ/O NvTTadjqFGx1ErY6iUXoOGzVX4FFqQyLUfFh+uzE55/JB+FPf8I6tKHvML0C W22CqTat78fnvRnjM/Qqxg1dB6mh9GUqSXNRGWxVAVVBtbBWHazlhFy4XPVQ A2zVBDXDWi3c6oTaoHZYqwMLUifs1QlrdWExWsOCu7rhrd5FTbR2cTMyKl+K dSnt9FsEVFzSRVrwVx/8tRb+Wgt/rYW/1sJfLROd1AJ/tY0D6eKd1B3roO7o bHolNoJ2TYavZtlpfyK8lSKrkfYWgluqd4fnPq+GJ9lxYtH1kh/eLhBnSa57 MdaAicIwVdlUK0WhtEIUQitgqzTY6qDsg3XJPtjb1Wov7AhsdRTqh6WO8dp0 rG6NHx13cBF0HGHuuLOLjrFcXfAOt9ePuXh5Og5PHRO1I2C00VfnL9GXA0w1 j001x7s8sakWzPckOTZVgsVUCy2mWmw1VZJOcv5WU8FTC5HQ2TkqzKV6wtwy q6WGoLRJp4qsBipFeVOY6qSSZYxihJV0zBOsUC1YoTpgqZ4sN/Vlu2k9LLUR lhIrQS9D66GN0CbYaTP0KrQVdtoGbYd2wFI7oddgqV2w025oD+y0Nwul0N5M 3tbah3EfFqp9GRzo9sFXv6V9cNVe1grlrj3prbQ7rZV2wU3iqNQWutDST+eb ++lck3LTGSxUpxHr3nHAVVikTmCBOoYF6kjRYbrQd0HnaRsdfusSbHSENq/j FQrmsdGWDf1IW1vho23Qdqg6u4XqslvJkdlCjlWN5IIc8JILcuMaNcBHjVAz fNQCtcJLbVA7fNQJma3JNVA3t0dSmqhvCbyztA0lYCrf7rFxKS4drLQxRSsZ WswV4iIM62GmX9J62Gkd7NQ3t4XaJzmpA1ZaMwF0G++mdbDTBixZG+Jraefk 6bR/DmyUZKcDSyNg7dmyEKmPPsnTUBoko/q7utREsyzSFmLzJPAf+cFv5Qkz qHDGRBhFTGOIax6gdPgmPSqYltuD6HX4Zr/eeDoIz7xZjeXlrRreXTpUCytB h1l1+OsjdUhwR2QD+TDGw85OkSGjP8YOiLdJ2ukt2Obzc5fortU2/to2WIvm e21jsHHEM/Mti1GCxzf5iHSFixJ9FiNDnDPIuxgt8XbhqtgxHtsM9bGNQ69A ldlYdXKbqAL2KF7molJMhypehdJRzcI2bfj7NZmo12Gb9bDNK7DN5lwn9RXi s4RVNkCvQJuhLdBWWGYbtAN22Qm9Bu2CZXZDe2CbvdC+bEbu69w/2J/FpjmA 8UBmGx2AcQbxaKP9GXzb6eurWuGhVjinFc6BY9Jb6HJHP11q76eLbf0e18ga BMecgWNOY/05hbXnRPlR6se6c6lPHyHxo6Mwy+Z1R2CTo7Rlfb8/bRWrbMO4 HdoJvQa7OGAXF+xSDzVCzVmt1AK1ZbVRO37MTqh9RRN1pDdRJ9SVhmgGdS9v oh5o7bImWgd/b8DquSENPoBeWY7f9pVlvOBugmE2wS6bl2il8OXYnMxXYhPG TYuV8O8v4tvkNsI8a+c0UtcU2GUy7DLJResnumnTBDe9CvtsneCkrS/W0ZbJ WbR/ISyTGiFm4Y8br+yShYO0YcQ+2irmq+kVP/HKrzDOxx/nU1nCS5Q5IVpM kiYKpmUwCu/SytYPzLIXZuHtn9d5C6hGtoAMeqOWnwl/EGY5WMfqZOEvHPhn Bx0d/M8c+MDr2BiX6W/f/fCN1Ru/p5XmkjLfktPUsvK/eAPrCnvDXFOSVVBj d1i9YYg7bPCGSmnV0g9gfwzx8Qd7owreqM1tpLq8ZqrNboY3kPDTVEpzwx8t 8Ecn/NELf6yHPzbluJG8XLQN/thQ0EIb4ZFN8MSrBR20FdqG9zvgjZ3QLmg3 vLEH2gtv7MvF/Hgd5hhM+2GPA9AbWgdZcMibWXwO7s2sNn/8kdPZG5iHb2S2 wjCttB96PQNOWdVCH6zpp/e7+ulKZ7+4xXTKe3DKeTjlHJxyFkntNFLaqcoj dLzkMF3pu/ixRtOf//gTbX75EBxyBKvIUTGJISZ5lrZt7Jd3pmV2aNvsgnZD 7pwWaoBlmqCWbLZMK7Xjh+2EuvDjdkM9cDn35NfC4n1YIF+G1mF5XA9twPK4 EXolHZcOttnMYuu8upx/+S0w0BbYZ8tSkR9tXcKu2YJxC1z0qjjpVXjoEVo/ v5F6pjupd7qL1k1z0aap+HCm1tN2aCfe75rqpJ2T6mjntCx2jISKwWwVP7aK nzhlsHikJlX32cyqJzUBf58gS80CQ+zyGzFMzdJ5ouqlcyl/xouUN2M8pcIw W8pRjFaAi5WIETDOzqoOeg3aVd1Bu6E9MM6emg7aW9Nho721HcgSdeySvXWY H9CZrfvo9ruXf7C6ZDCtnAuXzNMuma9ckskOgQzxyIOUNdAli5RLChcPXEEe GLCCLKTKpSp5aZd4TKINUr0iG7nCLQZxwCDOfEAzv03l9XTOXQ3UsAKl7Srk bZjkZZjkFRhqC0yyPZePFDhpS34TbS7soC2FbI4O2g7thF7Lx4WB9kB78zpo H0yyHyY5wCZ5I4chehDjm1pvifhk+CGMqNrxrx7KbRP584h1PIcN82ZOK72J WXkQs/IAtB956HpvP33Y00/XYJqr2jiyxLBpWpVp3mPToLw5izB2pvoInSx7 m95/WZ9BVYZ5FYbZCsNs23BUjGHQ9o39frQDfvkt7cT42kblkj3QPqgRTmnG z9IKtUOd+Hm6oDVwSk+mdgjUB5esg9ZDG+CUDXDJxpVcom1awXN/M5zyKrQl jef+1jRcoW3ilW3wyvZUrWXt/vwG/wzOeVRs80piI/XNctLLMxGEZ2ApgXbM qKddM+tpz0w37cPf75nhpF3T6/B3meROSpPGkKwn/mwSSV48cLmSKo0BbQ1t j9QFfHtK6vx73FG9dA4Symyk/FlyDf/0zQ90/fQl+oh15jLdgDZWyi9Z1Ya5 vhnj5mqlT969TJ+cZV2ij6E/+dYjnXU12hamNcQWKlv9l/hCXJHkm6tMVxQt Tvr/6HoP6LjyPDvvHrB7dteW7fWuVsGStau0a8nHQZa98vGxfY53NZKPdjux u2c6MgMEQAIMAEiQyDmnCsgoxEJVoXIBhZwTc845drPD9Mz6SJZXWnvG3/9V gU3OrHjOfYVEElX1/+69v1ev3oOMD8iPD34lO/6DVPy3FhXHIeIEw3pBZpmK DlRAQ5VKDlIjsmogggkWIkytqoSKeqhoZRpxQkU3VLigYiCzhEgolgsqeiHC hfqTRAxlYREHyduDDRrl1nuArIWMscw6+VGAJR+0VKfQAaN6hVHE6KC5pZFC U5TYiUJplN+J2zf4Yo3+msJswwcg5kA1/wSQID8t6GLbuC6g861JSJp+FZJV kmWFqWWZVFksimn+ZETTuSGdsq2cfQWQHnuIeSQCHDGoiPHU9htADBp/IwEH GkFu4PAgH6oEkpeApCcAaQKQFtQKJG0AYktNwoHaUQeQdAJIF+oGkZ7dLPve XcY0+ti64KQ/qYGdhqABCxfzsfnI0s7axJf/cw1AUT+yv1Mk+9vk+lv037dK 1PenJRp8q1Tut0vlfadUvndK5H27WJ63C9UPOc4/LlHphzusTvHriUNOXiPG LBxrs91AtT0ByxsJWCy9Y5Ri0UJb+eStl6z861fX+19T1DP6MgZervd3332t LL0eA+8TA68ueKLgo+SC//jlgk+xVvwbL9f78VfX+z+gAu3Qif1FKsxkVDjA RHmwkrVexVqvVll2DWudmsRaL2GtV6Mm1rud9d7Jeu9jvQ9mlDISYDIHeBj5 u67seg0gs86HsxrkzmpknTfKg7ys+bEDFEkUQEEU4mthFDHKMsNYltllGMtu QPWoTuPZdW9o/BDPZOyQOfNwjF8raqmav1LNX6/WUmmvLtP4L9vHdcnGWrcl 1zqhcKb59bW+zlpfIwxWymNaLolqoSCi2WNBnbJvnQ/lTX3JQu+1Bxm6I1Sj KKvbLPQBs9DNEv+b1iIfTi700fbvF7ofVbPY68wiR43pZqFXWwu9jYVuQ3YW ujPVvNKKeaPOvXQj1M1C70G9u82rRyYFXLvMiu5nO4AGLdEqhnaZdBzi0yF+ bHi3tffP0GG+9JvWz7W/xxJHHe8yV7CkB9DIu6XybC/VGPK/b1TCx0UafpdG 9Sdl6vhhMUt9Z+K16N9INOitJv2X3pp9PKZevfl9vdrS59v1Cg+//goPCSby P0uExzGU98mf/JtXWXjDYmEvLOx7x2IhxYLhtxMovPdecm7YrvRXvX8Lhddm h9e9P/cT4/8J709JTtXWQH1ih6GgUIW4dzGuX4Jzl7KaywwFOGw5A8AJnL9g d6nVhWpRCyQ4U8vUk1am/vQyDWeUUf4xEUgYgaBBlvBQdqNGWNDurCZ5spoh oEk+5EcBFDzYDAHNCvO9CD8TzTbHNMSym1JY8GwmDptXaicON2riSCP13uxT jx8xeyviR+oVP1pv3fITR1gV44fNrk/DiLm2zUpFr66xMK+iKyxKQ8cle5IM kuBc6ytkMF9sMomvU5PWKmJaKYlosSCsOYuKpeTpYAwVX6vPHlC/I8ywEAUF QwVAvKmhDjOAW7afJMKLxviPAyiE6oghQ0QTaknH9iHCxiRkT6uVwxx3ABEd qXXq3Fenrn316t5Ln0S9e+osGlyoHw2YhT64u46KMLQHk7HUYN2OWDK1e2/d m2xMKIywHdmTEC3kgyIA6d5OOL9HSG/HuD4AiA9LFfxRqUI/NipR8MfF1tf7 GT36yIZOxo+yH32+tfLfNB+kWOvfCgNKwwcWB9tebg0BCaVY21caVYKMz/9y KBJg/GVQ/LZuXb2qvW8noXjn+4BIe4UKExCGCqsVvUrFViNKBkSKFRHblAMN uchQkWJx8ftbCZFQ2gmgKAYKJmXioRQwypiIywGjAg+uBIyC3eZF9jJV7C5X PWrbW84TSfVJq9BgeoXcGRWU/nKsv5woqNEwi9yd3axRA0RWi3xoDAWyWhVE IRRGkexWgGhlRbdCQ6uhodUsf3P6z8mjrZrMabE0ldNiTtPavI1Nk/62pnIb +aiB7yUUzzGo1GkCjR+p1VqVSze6JnS9c1zXWLZX0RUW62UW6cVXCDHZcRpC zBR+itzYrIlpvTKq1dKwlgpD0OHXvanrW2dfM3C47H7gCGnQGQGLqJUShgzs ucNM3SMdCT48W3y0f89HxEzhxb2/ygdyGj7S6iw+ulIb1L2vQT2od2+D+lj0 LtQPBANoEA3x9WEjfmZkbyNA7DOvEIzy6WjqlurlSTW7Oj1pTKse/uW/ytbs 9K61dtH1/KhI3T8qVt+HxRr8oERuIPEBSeCjUoU/KlPkY/RJicKfFMvH50Mf Vmpge7lcb5dQsHIMKL/2EpRtFiPJvb5JMraZrcHDNKfPTVJ8bk73eOJzYPj8 nZcpcTwJRO4nf6IkEQ+SMbHnFRpS33knxcLhP042piQM72/B8L7VmH4ZhhQL hx9835iSEZH3qRUTpAQU/IHy9x5WYXohHNAGDzAQHyyHgUpUBQfVcFCjalio wORKdleoCjUi+95KzKxKLgbUYb7nyaik6ldRfyrp5pVw0KpR5M1qg4M2+bNt CqAQCmfbYcCOm9thwI6/2zF6dNTO+kc5dta5jbswlWvj0ZhmO51n00xem9E2 NuZ8udN5LZo5ZmRO7jKdZ46lm8oDkVyDB2jk1Ol2b5zv3eqJ67d0s3vCwuNa 5/doXDJoECDnbYngsGoVI8RpguMUWGxURbRWFtJyYQAsxvTdva9Xk2Pcl8++ Up9tTAOOIFiEQSJKcYqlGCLesID4PbnZjna8isWEAu3fYxFzTmig2GVh0Zae QMKxvw4sQCKtXp0GiVSDRJN6Ud/eRrlQv6UmDaIhNMz3RoxSm+VGo0ZpzQaB pm3y7jcPjY+tL70xof0N3Jq3qpiPfkfeNJDaWaW+j0osDZAVI8gDEv6PweLT UkU/K1Psc6NSRI58WiX3x5Ua+VG5ht4vo4gVM4McBYofWcOmxYghw+yr/DyR JSnW9g0w+OBljrzGylaAnGCb4CXBzOu8/OlruPxQ9SeZqN9+O4nMO68HiOFl +/bXwuNXJoyPkgHycXLC+ORXeNExcDm+J1sF+wtUnFEELCUqA5hygqMCYCoA phJgDCy1lPtKntJyQKnZXaVmXMfsFekxx4bQk904oM/sGjK7gBhqw9x6AMOb ZScw7MDiUBCFsp0KH3ICihNQnIDiBBQnpt8OKE5WuZPV7gQQlOeEC3TMSel3 8lDPHneYjZ11OJtv19xxG7dGbaiV7xiBz/FmTR9r4h9IoHPXNa27fVO63Tdp 4WPgudlDqryCzmXW8EXW7wVS5ZyFTkxnm2I60xDT6dqoNqvCYBMEG7/Ody2u JpNkKrQELgENOUOgEkFRmlUMWEzdApltFjG/lWCmwzAzkWRmQiEUgZeYM64J 56SGivthpk525Nhfr3ZWckdao7pQd2qTelJZ/337min8/ftaNJDUEBre16rh 1FZwaZU7DaNKM1cU8ew3Aexl60t/KbM3r5V/YiyjRX6jzOaEMswthTejie81 Wa+epqj/k1Ja2NAnFGZCZOzTMgWhJrKjTOM7yzSxy6gUFcu7A8/8rFKjn9Aj fkzJJogG3mWCf+ewYcAKlw+tj0wVsxD6MAlPInBeRciqYtsSEEHONgubN5Vv wPk8Cc5nb7Gsfylo/g9FR5lHDDlvJ8hJ3SLn3feU9krSbNFz4Jer1y+T8/GH 31evJDnHd1AwqVtFxExJZjHUlEINtSqrQpWQUwk51cSMoaae2cK8LaUSauqY FlvpxR2mJ9OdhzBFD0+0P6Neocx6RVD0QD3UOKGmHWraoaYdajoUOdSh6OEO xY50avxoJ9HSSR50ajK3k4zoZLF3Qgo63mGR0sHjOpffofktnehIYdPOAz1/ 0qmtPynW9m/zNZvmTthefn0mv0VnG926PzCrewMzutcPQ64p3XHBUB8MwdEN wxARdLWL6GFtX4KhCw7TymJM9DGda4ahhqhO14XhJ6T1sgD8jOlc58Jykp/J 4IIGaWJDzqCGiZwRGHLDjxt+3rTQ+fsv0fF1GHTioBMHnTjoxEFnCnSmFHdM abh4EHQaQKdRTqKhA3WmNas7rUW9qS3qgw1Xapv60QAaTLVpCA2jkVQ73Njh xs4zgtLt8mbY8TT8yyjTBhwmwP0H7Cl0Ats2Nm3MUYEDVGEUOEAtzmyhuDH3 fFauQeRGPhT4vFzhneWK7SpXnNodZx6N7y1FTPU4qY+g8n5O9f6E2k1AjZge 916B6j9I29r3byCxNuYtHglcdvzy5PJG4ms7tm+JL++wetqORO4k8HlHx0Eo D3xmg6Ov4/NbicnlrSQ+b7+TDJ9E8KS9nOdfnVxeDZ4PtspaisXPf6Ojn3xP T+6nCYJO7D2kov0nVULmlEFPOfRUUNK2yKmCnBrIqYOcBqbyWuywGnLqGSRt uxvURWvupySPYIumCATTmxTBsGKY13hmI+R0Usw6IadToUNdkNMFOV2KHe2G mm6o6YaabqjpJia6oaYbXlB+N8R0yWDSxYM5f7JLC1sq6Ephzu40J6voIH7M n8WCdut2ocCZvLXzd+zWxzc6Y3o4tKAHg/O6Pzj3EqO7YHQHjG4RRTeTCF0D oSvE0GWDkDPGYBPThTYQao7qXGNEZ+pCOlUV1HqpX0sFXn334KvFJD4vGGQG 7T4NE0EjRJC7PYyiIBOjzxlwfl/e19CZBJ1JRdqnQGcadGY0iaYcM5pxzIJO E+i0gE4LqdMKOm2kThvo2EDHBjZ2sLGDjQNsHGDjBBunRvejdCfYOMHGCTYY WCY64AQYJ3Cgg04FjTC3UJZzGxvSPJRlNxub/hrbtuQhOhRwEybIj8K7KhXd XamJvRWa3FeuqVSURvBw699XLf+eKo3xM2M7oI2A8nzMBMRENLD9pMo//vwH ycg5uSMRN1v0JCLn/SQz1ptIk8SkWMC8+RKVvwSXh8nKvOett5JpY1B5l7Qx SfNuihU1f0jYbP9+75cZa36UpOXHCVpM0Bz++PuwOfrJBwlcTMjsTFVhWr5K 0gvApAhMSsCkTJXUsyqDSdb3mNQzpzdlt6ge66vZXc880yj77iZ172mmIpgG zdxODQiltyhK+o9jVHEMy5/dDSbdVLJuRQ73KHqkh3Dp0UROr+K5vZrM69XU sV5CBeX3gkgvKdELISd7IWShoBcKkirsMSdxMZuibr63zHa5uIvPuhI5s1TU Qc5Y4BQ6LZk/j0eW9MhoeFEPhwHGQDOUgOYuwNwBmNsAcxNgbgDMNbrbFXrb ZVb4JYLikgNg2qK60BIBlhCwBIHFr7VSH+C6F5JnRzajzYDNAyhjgBKQG1hG yZrRBCxvWgHzV19jxQ8nQTiJtE/DygyszMLKLKzMwcq85lA7j2nH/jZYscGK nZixw4oDVhywwho3f36AU3XQkDuszzzpnSDSKV8mZjJ2oBOK/QcxLBTMSihk ZJlXJ2s0TPD/gAmzHSMzShTo8CEHXwOgEfrEb8u9q1Y+FNxVowjFbRwuJlOr 4KRS0/srNJ1O+jDUBujqQb4XYNgN0OX9FLmxz0pIniJKW4E6fnTI7Oz6/END wwdWyJjN9m2vJEm+pQQax1AuaNy7efV1NLZRxDzJJDFHWRk4tiWTJFHEUiw6 /lkiSWAj8zU2vi9iL/nYYuOzz3QyNU/F+0+oNKNA5bBRQYRYXBystLiozqqn fCW4aGBmb85uUzNxXQcTTbub5djdop49rRrc18ZkSbTz/IXTbRrPsClOzE8d sClysINnoBcu+oiOPo3nuChqrYrnuWDCRXS44MKl2RP9MNEPEqjApYVCF6vb BQsua9W7LBhcwNCXFPwsl1ibHr63UtJtLYzlki1QijvoFebPk9FVPXGvoGU9 didAeTiyqAeAch9I7gLJHZLlFpDcBJIbQGIBYiVKjKEGOaK6aIsASFjnG4M6 W+fXZuWYVks9erhwZT6ZJNPBeQ2RJCMOP3AEASMBiAdAGCQ6YikWIok48YKI ryMOJpNgMgUm0wq3zyjaPqtx5xyYzGvKuQAmi2CyqHn7kvxFPjCxg4lDvURG X2o7TawdTDqIlA4ipdO6z+79nXLDyGiG9XDIm9kl34FujR3slj+rWwEUzErY VuhQt5Xw2FcKz1M3nEQOJ8I+emTrttNU5hSrO/91tu0a3dtgyUOPCKDw3np4 qVecNj5NU5/JqNFsZpVmD5A5mdWYZq1C+7mFp9C+CgV3lymws1RjnxeTN4Vy f3RCTR+lJncMbAUN2mHtGLCCJp/tVtBYVKX8cj/L/w+Q9X+/StX/avWzPVC1 9613IOvd70MnSVXa9u2J1LGo2m5RdeCVxHmdqg9fFrT83QdUlHZcpeknVZZR qAqKWeWB8gRRB6shqk41WY2kTTNUtaqR4b6Vgd6OL9VDU/PuNqiyqWc37WAv BRoHDPBUR9IdmshwaJI2MH3AofFsCtmRfko2pZsnYXBHpbWfxpdm3g43QMoM QtSg5k4OQtNgCjgN0iMXiwbhYhB4jAaAZQBwUKlRP6vZyKXVMlfitrSPj3ut FbRamrhdKe3egkzPvOt65lnXU8+aRdnj0RU9grKHUPYAwu5D2F0IuwNht4mh mxB2HcKu9U7qqjXyxBh5otAV0SVbWBdbgtAV0JnaMejy8v+MJM+3/h9R0r7S ENkzQva4yZ5R8PJQ1DxJvIDLsJViYfVfso2jSeCaAq5pOtsMnW2WHJoDrnnF nYvAtQhcS5pF845lLdhXFCj0A1c7cLUDVwdwdQJXJ3B1aTjNKOEzo+k98mSg zB55D/Qmp0B/Vi8LM5DdqyCeZ3wvReHDmFTkiPlGlG30aK91m4Id9vCLmqIw Tp82ilnqsiLKs69JXuRDIRRLbVKcYjKV3qiZzAa4qtfcwVrNZVVrgtswU284 g1vDGHkV2lem4J5SBXaVyL+ziAnqpEY+Oq6KTz9LMGaw+TBBFiUtSVV+Uid2 WoPQzu1mn9vO95RvtMWVJcocbHVUnUyi9Sh55sq6EycTWL31rva9k0TLYPXe 1p4D0AKrdMIqY6vMgVQWyv4ogVaKBdY/0hETVgRVQWquSvbnqwysypl3KjMJ qgMmqKqs92pVZzWoNqtZdVmtBJWdoHKoDaQcxH8DODWDk3M3jrnbCVbtPK7t CvIER2kT8YwOgqpDM1ntmjjcq6E9TdYbRQZMh96VOOzdvZc+kO3U7MlhzRUM g9QwRA3D07CVNMM8osslw7CR0DaoGdIfaLV8UGsvNWAtEnO7Vt6f/NiVYKu8 lxF/1Pr4ue8U2tQz34aewtcT75oee1b1CLYejC7rPmzdg627sHUHtm4NzsLV TIKrPlPtxnWtK6qrHRFdcYR12RaCq4DONYzBlVfrlaN6tHwleQWUX9dg64hG 7F6NwtUoXHmSXHnhytseTfD0j17y5IUnHzyNwVMAloLt84TWAt1ukW63RGgt aRqWZh0rhNYqTK1pCS3b1tWT1glTXfS6LpjqhqkeeOrRyP4ewirBkCezD576 5DvYxwiaeHgC2S4FDrlgyqXQYZfCR1yKHHWBklG/YjlGLnMapeS2TxO5CaWw 7dXfYttDI2zHIVstBVAETTCjTWW0aOZAMzg1aZ5ReZ7OM3+ojqe8hf7SmDgU KbOGblMNXuUKp5YqtLeE6lcEWgXyfp6vzk8OvowsA5WFl3kjrxVfFlY7X4ok 22nOcA1UP2D7bhKpd3QsidVMaPQ1rH5TEXrgnj99B7TefSWx3kugZRJrC6sP 3n/ZAxNovW+wSrG4+v1EYJkD7Hdlqjj1mEqhqpzRyAqqTIKKtLaIOthAUDVB VavqmSsbsxxqye6QDaKcdIYmaGrZ3Q5VHVDVqeG99PF9XThPFw25i6Dq0nRW l2Yp33GeLlfi2CRzNIeG99SZ16s1uq+OJtGp+UI3AVXkZjEuFru1VOLWcqkb kFCZG5RQuRtY+LG1ihHcap3tesXwKxpK7IJLYXkP6O/wY/0v98F96T+LzugL /2k9HzulZ+gpgD0BsMcA9pDwegBg9wHsHnDdAa7bwHWT0LpBLfzLwQrpcltA F5v9gOXT6dpRrVYMzyQvtHn59BUN20blhisPXHngysus5H3JlTnM0st49LsW UF6A8gLUGED5ASoAUKH2RUWAady5TFitMDCtElZrQLUGVOtatG9o2b6pVdsm A1M3UPUAVa8G0/o0hEbS++TOcGk0M/FQeA/2A1U/UA0wsA4kAyt4eNAcaHpk EKgGgWpQ0ZxBYBo0+ZRLcRg3m4m8AfpVnG08r/8VuRSnvkd4jhnC0s3ehyCF JIYmGQFmGBXmstrAqRWcWjR/GLyONFAu2xJosb6sI/xAK5JRqcj+MkVSS0iu IgX3Fmhs1wl5dhxTxWefWUQla2D+9wKvnR9se0mU+fS9FAuoNxn8E0jlgVQu SJnZKsnU4yRTu//k+wa47xWeUpMN8CVTrzRAw1PWR1tMQdM/1tFPP1HB3hyV pB1TGeNUOcXPJFRVJqXvQA0pVQ9PTao52EJC2eDJqaasDrUyoNrp4O3UhaZd 7Wrd1an2XV3q29UNIz0kP5aFNcaoGZMHezST3aM56vlUzoBcO+s1sLuetGrQ yL4GuVNp4pQ/0yAWijyA5AUk06AQM8pKmScFijyGIA8P5Drb9UqPlQYbVaPb 2EDXRtWI2ZgA26ga0noVsVVplsJXwfN46IvgOX0ZOKsv0LPAGT2FqCf+U3o8 tqlH0PTQt6770HSPKniXGngbmm5B0g1i6jokXet/laSIroLDFUcAkvy60Owj Aj3aqB3R49XLmraeo/9aQ63DclP7RpmqvExV3tdQilqvBHnbJ5MYzaA58mke lBZAaRGUlhQGoSgITThXNQk+M4518mmDgWoTjDbB6JRWbKe1hsyJCPpT+8DI paH9/RpO7wejATAakOfAoIXNWNaQxrKHEtl0aBiIhpM4hY+axy6SM6xo7jAA mXownjfMcpxgGz/2io4by5o8NsTm+KDZDOhvYoeMZxlOBVAYjaOpAxQP7Hfh kF2Lh21aOAJSR8Epp4kiaefv2BQFL3MoVTTLvPRRoyhLL5peClJFpFWBgvtO aGz3cXXvOGANTh8m991tsWTw+eBNA1LKS5C2oimpY0mWcj5769++itEfKuJ+ PZr2vfNeAqXtRgmM0pIYvYymHydb30fJ1mfeNLkjXUX7clXKAFVO06vISGYS U2TVgTrUCEctqj1oU91BhxqI82Yypg2GHBTvDupCMwy1wU/Hrh65dvVqZE+v fDydYdxwnGoxldWnmcN9PIDc5varf3ej9WL58F7zInmTRtNo3enNmj4xbE4M MmZOHlI6Bj6o3AdBPkOQj8dmvdIHID5A2ZJXm9XeFDZQtlnj0d9nO4rcfMmt jZoRbVQP61b3jL4OX9JX4Yt6EbqgL0Pn9QV6DlzPgmf1FLCeANYjwHoIWA8A 6x4xdRew7hBRt4Dq5vCirhuoBl+FKqarnQaqIFD5danNp/PNHp1uGNFq9WDy qr3/QFdOX9ZI2whAeQDql6FKZJNJpgRQs2geLQDVIlAtKQBMQUCKONcofeuK A9KUYxOgNhmiTpFNpyl8Zyh8ZwHqrNZt57SBBtL6AWoAoAYAalDuzCGAGkq8 crYNnkbkPzSiwOERJXb4valwjluRXDcsuRXLc2v8mNv0uWM4Vfy42zDjNi8e 57utI6j8mQw/xMrUiWG+ZmQICxww+0tDbKMobhX9Ds0xYC0ccWrxqFMLObCV B1N5MJTjpFE64KoNrgxTjTBlDj6vhqkKRTNKmMVhaj9MpebLuydXlTs+gyFm /50fJm6TuWRl0AdW5TueVL41VeVbU5Uh7LilJF8oD8Zyd5j650ky9sS6+d9V l1+gPfBlMQZf+6yo2m7xlZrka/+HyanqL+ErG74K9hxWyb48laXR+faTURlM UeRuFQ9c1YEG1AxfbfBlh692Ol+nWmDLBlsO2OqgOThpFjbY6tjVJ9duF9lD o+CZDWf0M4UOaPrQgGaPDGBO/VqAr3DOiAbNK+upLXJTtSNwN3XCrYUSvxZL A1ou8wMWqvBToPzETQCy/JDlhyg/aVTt54HcrPGjMUunLPl4bk/V+swJYBlq TtV6LBngNmrMKvkmcoXh+uvIZX0VuaQXAPclwD0HuGfA9hTYnqDHwTN6CGwP gO0+sN0DtjsMXLdJsJsk2A264PXheV0bnEmCNgFodMDOMKAFAG1MF9s8OtcC 5A1DerR6SZPWU/bfa6iFRW5zy/MaaEFEcjljyeT6PrW8AOYFsDEA8wNYAMBC ABZ1bmgcuCaBa9pxGtDOANlZkusskJ2jAJ4HtPPasF/Qpv2ixnKCGkof0kgG yZk5LM9Bc4nLEfmy3VDmhrJRKBtV8OioQkc9PEUeKPNAGcrzKHbMA2l42MRx j/4KpHk0mZ/Q1Am+RQscy3zlmHbT4Gh0k8ddmj5JfwhiyX9DoYPdGj/YheGa IaCL4tcJbR1ayu3QYl67Fo87NHUM2vI6EtTl2JPUNZNmUJdtqKuyLsYYZTiJ ZBRg4vnMbXnq2Z2ZYuG2LQneB5a2Gd7M5v03mG/M23iO7/qesRSLsG0WYznJ PvgaZP+bbl25pj1/QpD9KaC9nYBs33tGCchSPzCgvQ9oCci+D7L3LdByPtul or1HVJpqIDuhiv0EWEY5ogRm1gNYE2qlCNqBzAlknWricWo52CvbQZecANR5 cBDI+mXf2Qdk/XLtwS73DWpsP/Ucy4zTPaYPD2nu6BCuNajFY4OKnwzwrI1q /PioZouCmisOAlhQi2VBLZmD1MpDABbUamVQa+YlUKPqIKQEzdlX2UIR21O1 RoGE6gJ873Sd32zGzManv8tXvXrqOaNvY9f0TfSavo5e1VfRK3qBvoS1L2Dt OZw9RU/CF/QY1h4Rag8Itftwdo/Z6w6M3SbQbjJz3Rhd1nWLsbkkY5MwRjvs juhaZxDGxnTZ4dEFODrTPKyVWkYO69n6n/Ti6Qu5WwkRvue1GBtLMkaQOWmG ToLMSTN0wpcTvpwLaEk+muAYfPlhKwBbYeemYrA1AVtTsDUDV3P2c/B1Xku2 CzTDCzB2Eb4uadNxSacdl7VUv6HhzBG5D7g1enAUvkbhy6OxQx75D3sVOOKF L69COV6Fc32K5PlY6eiYj2dqjGdqDLzGFM8fAyyfJk/4gMt42tRJn/4hIPkA LHnIPGNSiBwKo4m8bs0UePi8F/UwRvUqjmYOMRoc6SHLuiEMHeuCMIjLb9fU cQjj82heJ4wnSTvaCm2Qdrg+8c4SczWyrFKIK1LkwAmFMo5Rm46qYuenLxFL xNkbiTDb9VIphjULtZeEsc2FMmf1Sf0/CcKeJmOs1sSYoeut97T3nS3Ctmvf 9i3C3rcI24qxzFfoOr5jv4r3HoUu6mEa8cW4WJleBV1Uw8xG1AJdNtXQl2vJ +XrIaoKsVsiyQ1b7wSHoGlF76qDskNW5e1D9e4cYnYblTx/mfo/wWI5o5siI 5nNHIGtES/SIeGFIU0UhzRSHNVsS1nxpWAtlYS2Vh7VcEYGsCGQhc2xbdRiy wpAVhitUG4amMFFVFzYMhcy1t+pDOlMftJSiMw0BvlHvB64rjrh+Mn5T347f sPR17Lq+ArQX6MvYVX0Ru6LngPYM0J4C2mMge0SgPQyd030guwdkdwmy22Mb usUodgPArluALeiaBdi0rrkIsN4ogIUYwfy60u7VJYdb59qGtdE4kITrv9Ks f0qj5tS7FlzeJFyBZHgZsGiIzmk0+xIsL2D5CK0xoPIDVRCoIkAVA6q446ym gGoGqOYJqkWAWrZdAqzLWrdf1objik45r+h0+1Wdbb+m0LEYYHnkyeL/zvYC FkAc9gHWGGDhR6GcMfM6VZ5fkWN+1rdfseN+uApoIp9HNH4iwL2YxBinTvot TRcEkB98/GA3osgRc0RYi0KMTjFzvOTJYc0W+hQ+5EJ9inE7iWYPu5gWXFrM 7dPysV4t5/do6US3Fk92gixY8Xn0OLfHOhJ45SbxOmrGs3rrrSnRQ4RYNtUx ixA7cJzxLkcte/YkiNr2kqhju963QivBFB3R5NexLZl+aMjaSX5BF/n1Glw/ IL6uavefvJvoiW8nAXuPYc7Q9U+0L8mWSa/0H73CF2wV7j6kkr25KksltdJK YKvCOht0ZUYDaoYtm6ozHbDVAVtdajjQq+YDLrXBlQOu2g8Oq+ugW+1pw3LA VeeeIdjCH9PoGxm0eDwyTu+YoXPM543iTW4tUwMniyKaLo5opiSqudIoXEW1 WB7VUkVUy5UxrVRFGV6iMIVqzGuoG7VR7uom21N1UcDZUoRBJ2JwMpvGsNmE zKdB/T09H7uo7yZu6ycTt/Qt+mbipr4GtK+A7MX4dX0xfk3PgewZkD0FsCcA 9gjAHpJgD0iwezTFu8B1B7huAddNC64V4FrStRHa4RBj2ADJ5SK5esM0xABw eXW53a0LjiGdaR3Qk82L4y+D60uNtAzI85KvZDl0EFwOE1wUQ+fUr7Dl3WIL rvxwFYKrCFyNO84pDlPTaJYCOA9XS3C1bLuiVftVrTuuatN5Dbau62zHdZ3r vKHp8iWNZvH/Zo/Jd2hMY4f9sIWO+kEroFBuALiCwBVkdQeBK6jx/CBwhWAr RGChkxhjQQiqjJFNY5O/oRljlFSQ2aQmjvfTIPupJAEEeVQU82rYgP6WxtlO HWZeOJqYFZaOuaALnejTUkGPFgu7NHGyT1E+f42yPEOZDZmBjap4lKp4hKp4 uAwVEor51M9c+dIPg9aHSciOJba7PrAwM0oxW/Ol7WZDfOVZ8ZVjRVeB9WQl CXuWfNk47PYkCUvQtffd7dqbjK9977+fiK8Pv0fMFMSjn1IKdzN57T0GXoXg RWztN++grwetJtSmStCqzmxXTWYXePWAV59aDvSr7cCgHAeG1UHN6Aahjv0j 4EWMgVb/PjcT1ShjL7Udh4xTO2aoG/PHvMSWVysn6ezFMU2XxDRbOp44tq5i HLQSZwYwp9VYrU68Edq8QXSjNvGWuM26xJt/TtePE0wN5vRm5ujtM40xnW20 juZOYRM1m4j+gc40hXVvcEM/jd/Td5N39ZP4HX2Lvonf1tfoq/gtvYC3Lydu wNkNPYO3p7D2BNYew9pDOHtAkN2HtbsE2R0msltwdhPObvjWdB3OrrkX4YwA GyLABuJwFoMzAqzbp6tdo7rUPqxz9gFd809uMXb11CWNwpjXYmw0wZjdMEZ+ OcgvB8XQQTF0zMPVYoIvx5p8jg2NWXydUQC2QrAVhatxuJqkAE6jOdhagK0l 21Wt2K9pzXFdG87rOtV+A8Zu6mznTZ3ruqUL3bdYu/w/hwLwFZT/SBC+ggoy oIXyQgqjyLEw6zqsWH4YvtCJMGs+QqWPaLIgAl+oEJMsDLNeZ4rCPB2zGOYs ZWQuIXNCzpD+juZp/JMnvOAwpBiKo+mjg5rLYVJgSljKH9DKiX4tF5ijavq0 WNSjWMGgoif7kcEMxPK3EHMgprE8OmJOA6IjHq1AJSB2UpFDeQx/R9S0Z5dF lkHpA0MRoxc86desyMrbkhVb7+poIrb05wmqriZz69Hjb7WyduelVtHa2p0U rfPBm1pf5VO0usK30aNH3/LVBJC1xwu1mz65x4q77QkggXHv+68DuZV3eZ+l qng3E9refJWnFgNjBVOaufIBOZfeAow2VWU4gbETGHtUl9mnxsx+YByUDRCd gNgBiN3Uku4DHjn3jKgTEPvTPHKne+nsdHzsdPLomGbzxrRAx186MaaVAp/m ePKmSyc0WxZPwFgZ11JVHBDjgBgHxLjWa+OAiOrigBjXqXrUEIfDOATGTapN mKvbNE2AH2qeYFWcbR43mxg0Xuuc18+mHuinU/f1HfrJ5D19O3VP30Dm1+ir yTt6AZVfQuUX6DlkPoXMJ1D5mBR8BJEPopd1P3JR9yDyDkTehsibgVO6AZHX fau65lmGSCrlCKk3NAWRpJ6Lea3XT/J5dLlrWBfaB3WqrW+LxpGmXnlaBpM0 MqrZaZP2ZNrRer0OmqSDEc0BiY5li0QvJPogcQwS/VAYpDmGoTAGgRM0xikI nIHAObRou6Yl+3WtOG5o3XmTtLsJjbd0pvMWJN7W+e47utBzRxttF+U7HNLY 0RAkhiExTNKFITGiyPEIJEYhMQqJ6EQUEmOKF8QgERXGIBE/LYoyCpgqMsv2 TUYCqssrmi8135svjej3rFFh6uQY/XLEUhzN5AxTgYapQMMk3RBLY1DLRQNa Ku7XYgkYFg4jsCxIYnnSYMnodrwd0S2P0y3z6JZ55oJxpF4uqZdTSAIep88e UU9ampV1eWZfSN4uawOVebsoggbGN5TL1uCYgwi6f5eg0TqHEsxt3KF41tSP qw7Vo0bUhFpQK8HQVsdys9WysRMb/6PshIidMLERKq2ES3PZuPwDmzq9fEdP H/7E+tdr8+GU0DSc7kmGZoLT9xO99JXQPLnzIIzmwmiByveVwWgVqoNTwjKd sEx3wGmHqjO6YbQXRl1qyhxUa+aw7JluGB1lzvOqJ2tMfdl+Ofe61ZXqUf9+ r9wZjBB8PUrdmaTmzB4LaCE/QN0IaKXQj4dG37Dg/A0tVU9pBa3WTGmtdkrr dVNgOaXN+imwRA1TZgdJ45TF4xSahMlJi8dJ/WOda5lE8aTM26SW9GfTj/Qz 9NPph/oO/QRUv51+oG9A9Wv0Fai+mLqrL8H0i8nbeg6qz8D0CZg+BtNHIPqQ 4LwPovdA9E74vG6D6C0QveHf1PWxdV3zGkQppm6K6cgMUx+BOUhguoK61kdg 9ozoYuegzjj79PjUhaj1/PwTSukXcje75G01mI4kMLURmHYC004hdVBIHRRS x0IS0VULUS+I+kB0jOHOT1AGQTQCojH7FcVBcwo0Z2zXKaXXtWi/oWXHTa06 boHpLW2239bpzjs623VH57rvguhdXey9p0t99zReNCd/TkSBnKiCuVECM0pY xlj+Meu0x7ET4xo/OQ6i4yA6AZ7GCqeKjD2ac7nOmDNQlpiX2WdLWKpzpWzM 2Sn/HjPGOIolFWUY9CmWO6pxNIlm8tyaZz5ZYj5ZKRhhXQBq8ZCWSga0WOpS tHhE0aJhRYA0UtivSEEvkHYnIM2nmuZTTY9TTc0Jgo/VInIzj9zMOUHxzZE/ K8vAaWj84AcGTkMoFdRguc2C8oiVk9eUJDNxLpofgeZtebwbqqeGNTQBJWpG rciOnKi9cVydqBv1UN56jQC3zwh4XUa0vD7Q7QPcPsDtAdxuwO0s5+/z4Dh5 2KqPdCv17YMAu0N7CFYD7R4L2vctaE2wppqjt378kQp3Zqtk93GALQJYAjW1 BmAbALZFFek2gG1XVXonwPaoJqNP9RkDasoYAtgRgB1VO0HaySzSA6wuulL7 vlF1pXkBdkyjmcwkWQHcLcCTE7ROW7J4IkiJCWmVWWMh2WznKqYTB8VXz2i5 ZlorNTNarZ3RWt0M1M5ALWqY0anGGZhFTTMQi5pnDLDT5jqPLdM612o0ZZTC ZlK/rxfhW/qzmSf6GfrpzGN9ZwTDP5l5BLsP9TX8fjV9Xy+m7+lL+P0Cfp/D 7zP4fQq7j+M39Qh2H8Lu/fGruge7d2H3NuzeCp3VzeBp2N3QtbE12CVaPUSr m2gdJlqHiNZBBsp+v672jepyz6DOdbj09EyS2z/U1c0LGn3JLcOkjaJrC8Is 0WonWu1Eq52Sa2eItFNy7etoE52Wz34Wbs/D7UWFiNQIkToOr3FYnbbd0Kzt pubtN7UIr8uO21p1EqHtd3Sq467OdN3T2e57Ot9zXxd678PsA112PdDVgYdw G4PZcZgdV/jYONE6ARUTMDsBs3GYjcNsHGYnNVk0CbVxTRXHNY1mSuKMK3FD bNwQGzfvtCuPayGpFLYT+rvWeTPHGXUs5Xk1xe0sWsj3aInRZ6VwVKuQulIy rKUymnAp1JaMohFFiobQAPS6LHojJ7tQB3IocqINNSmSX4+q+d3LGIQZKnPz FDycrbK9HxtwodW8iT7X0Ju7y1wfxuCbY7TzPR0F4umwR/8+AfCp5LvCNjdv y+fbANyYmptJVNSG7C1AhzpQF+rha33IhQbQIGAPoWGgHmnEyNxQ/YcahWk3 PLtrk4JpN0yPwPQwTA/C9AAPkwumbbleHXm3Rllv1yjdcG14huU977//MoQP fbRDRTuPwPIJ7mYpLFdSkgnetCbUBs8OeO6A5W5Vp/eqJr0flgdheRiW3bDs UftBn7oI2J7sgFw0rfZUr7rguD/Dr9EDAQWygwwRIU0y+8wx9yyeDGuZ2Wa1 2OxUndBMxWziFeH/RIs1s1qunQXjWTCe03r9nDbQZgNqnNOppjkwRs1zYDwH v3MmfFtneV7OsT3XOqNzbTPJ22lAZqT4s9ln1OSfsf3Z7FP9FH03+0Q/mX2s b+H6G5j+euahXsw80Jdw/QVMP5++q2cw/XTqjh5P3tIjeH44cV0PJq7pXuyK 7sYu6zY834LnmyFymKp83fBsqrKXHB4lh93k8Ag5PByF56Cu9nt1pW9IF7pc 2nB0JVj+p5rzjctjWG4ZgmWG1jby10b+2hhYbeSvnfy1k7928tdORbZvvOTY B8djtosK2C4pBMdROB6H48m2m7B8S3P221qw39GSgynKeVdr7fe00XFPpzrv 60z3A53reQDHD3Wx76EuuR7pysAjXR18rKX6swrmTSh0LK7w8TgcT1pDbezk JByjginFC6fgGBVPwfGUpktMNZopnTL1uGxKc0nNG5WbwrRQMcl2ke1iRdxS ivWayBuaODamaT6ayx9jcfgShwL8jnUg4FL5sKbL3YqWepBbEYNyMSFMc44U 9YFzDzh3onZkQy0g3YhqQboSnIupEPkK5xxWS/ou/stck8C5Zn9rguEctjlJ jg3DjppC/cWrF/78TW2eug27UbW0xNQGq7ZW+EVO1Im6US/qR4NoGI3wc27k aTGHpzebs6P4wHnMCKT9Rg2mqgQg+p8qANN+ePbD85gRTPvg2QvPo/A8As+d WF7+9hodg+lcmM5++4TS3t35kudDH+2C5VxYLlTZnnKV762B5wZ4JpPTbKgd nrtUtb8Hnl2wPKD69CE1pbvVmuGRnUG2/eAYLAfUeygk15Gw2tNgO92v/syA 3AeZoPh6lAlq8lhEcyfMCZSiFKWo1ph9FssnNVM1n3xj9K9pqXZey3XzWkVr 9fNab1jQBtpsXDAv5Dct8Jicbl7QmZaEzrbO62yb+fvn2P4aQ3JQoSxK1e5S re4p1Xn86eq+Ej1vNWcI+Nncc4rdT+ee6Tv0k7mn+hayv4Hsr2cf6Sv0Aqq/ gOrnJPUzqH4K1U+mbusRRD+E6Afx67oH0Xch+k70km5FLuhm+JxuhE7remBT 1/yks4909pLOo6Szm3QeIZ2HSefBMV3pp1X39ut0R3eC5n8md2N3kmaG3lYv NJPKNlLZRirbSGUbqWwjlW00aRupbDuFzshnOwfJF9AlaL6iMC062nZdE5A8 CckzttvQfFcLjntact7TSvt9rXc80GbnA53ueqizPY90vveRLvQ9huTHujzw RFcGn1Amnuo6mipbUej4FMk2Bc3TkDxNKk9D8jQko6IZSJ6BZFQyQ3LOaKZs BpJnoBiVz5gBt5zitFAxnaLFSmszpd9lO8nsHLAUR9P5flaGn5XhZ8Yd02qJ T6tl3sQbtSrdmq4gkPncEB2xiKZWl2wRTTAXdSOCuZBgLiSYCwnmAoK5oAqq Ceb8kxSMHI0dyTCn4Dc055hENhy/oaNQfIQ0PgzJd29eS4KcOOfER3r69BuN +dbU2hIF4hgQx+RoA2TUgbpQD8brQgN8PIxG0CjyojHA9qMAYAdRCIVhO2IE 2VEjyI5CdswItmOQHYXsCFRHoDpMUocgOwjZAcgeg2wXSV0M2UXv1ejkOzXK f7tWR946qbT3dunEpwdUtOOYSnYVQzXpvLcWqpuguhWRzmkdqFuV+/sgu181 +4egekTN6aNqy/CS0IZqv7pI4Z7DhuqI2knnrowAVAc1mhWW/3AYqiNQHeW5 i2mpMKaV4hhUI0am2eoFzdUsWM/hUu0CVC9otX5Raw2LWm9c1AbabFoE6uZF zOx0y6LOtCZ0tg3ZFlkaAxrYVaGR3RWaQJt7KnQjtVyPM8r1VVaZvj1cpm8q uvXT+S/RF/oO/WT+ub4F7m+A++u5J/pq7rFeENtfzj7Uc8B+NnNfT2fu6Qlg PwLsh1O3gPqm7gH2XWr3HWL6VvSibkbO60b4rK4HT+lagJj2E9M+YtpDTHum gXsCuCOATeUeHIWgfnouv8uz54pYS+e/02hjDzY+ANn07dYxlkPYWhLeNjLa RkbbyGgbGW0jo210bdtpREbbzltUj9kuK9B2VWGojrXdgOxbzMl3NAPVc/Z7 9O37kP1Aqx0Ptd75SJtdj3S6+7HO9j7R+b4nuuh6qkv9T6H6mRbqzsr5SYfq /3mxen5YLO+/KFb0g2aMsheyZzVeMKuJwlmonoXqWTMjl8xhttOlc1A9p9ny hObKTXuar5gzfbtyTguVs1qomjUpXTWDuS5WTdPNYxpn+DKKoxk0fzLAEgnQ s/1aLR0zR0gm8K4aVbxiTLHyMQvxSNkoiBPYpXTvUrp3Cd27hMAuIbCLCexi O6gT2EUNYF4D4hWoSOH8YwrkHjRwA/QHJqPNZVEN4UdfCs53JTifCnv1/yZA X0mek/30qVskdSQJeExOgO5AXbYE4H120hoN8fEIGrXaFjAiPwryzIZQBEUB PobGgX2ixUR2vNm8QjIJ7JONSTWQ8pPQ/r9oEt4n4T0O73F4n4D3cXiPwXsU 3sPwPgzvFfBeBu+l8F4E7wV/WquiT46reEcBrJeobHc1vNfDezO822Ddibpg vVeVaS40qNr9w2ogvZvTPbDuk+OAX+2kd1d2SL2HI3Idjao3O6wuOHcdCMmd HZH/SFTR3Kgmj8c0d9KcBHecJ3Iczs1pEcdhfRHWF7VQu6iluiUt1y9ptWFJ a43LWm9a1gbabF6G9ZZlw3rrss60JTSePyTXzir176rS4O4qBffUamVvva6m N+rxoUb95HiD/k1Rnf5dabX+vKxC/1dzj3668ELfLXypn6BvYf4bmP96/pm+ mn+qFzD/Jcw/h/dnsw/0FD2B98fw/hDeH0ze1P34Dd0lxO+MX9Gt2CXdjF7Q jcg5XSfErwUJ8QAh7ifEfYS4lxD3TMJ7DN6p5MNekpLxurdHT86eVTiZ4lfW zyV5Z75uoZO3BlAE1ifQDCLF20jxNpPi9PE2UrztDDovn9nd3HZZY7AebLsG 7zfg/Ra834b3u/B+j/n6Prw/1HL7Q612PtZ612Ntdj/R6Z6nOtv3VOddz3Sx /7kuDTzXfN05Ff1RCayXqveHZQr+yzLN/qsybbxTpnPby7S+o1VTR0KwPq94 8bwmS+Y1VToP6wuaLluA9wVYRxVYeIUpXvOVC/rP4Hwevo3mtFiN4H6p2ojk LzUzewiFrRd8Z9F8QUhLRUGtlAaTBe+vU9B8Wq72KFbJgFfhRz5Fyon1crgv 2+KeWC+lqJcS66XEegmxXkKslxDrxebCI5T0whKiPZ+Gkq2SfR8Z5nGro6aj H7VS/QjbBO3vyVZTmKK1jTvmrJeeTVXVxlRVZ6isBrq/ohqwq0V1oFcPeg1G 4NfA0q4Hv3oizTOwqY2lO9pYvPNNwjeWku+8f0ZBsLWE8AyzQ99cR+13rOuo daMe5EIDxjeQG3mQD/lREIXxjgiKoXE0gX/E0ST+MYWm8Y8Zy0NmrZFgFg+Z xT/mjCgMc/Xme3PcnyzNcX9muScz3JNp7sUU92KSexHnXkwAqwcTqcFEqjCR Skyk3FxK7eMiVX7KxzswFstAGhjrKQr77KgdA+lWRWofJtKvqrQh1aaNYCCj GIgXAxnDQAIYSEhdh8LqxShcOTFGgYi6MA/XwQgGEpUfU4nmxTSZz+9bMIGB TGAgE1orn9B6JeN8zRK/+xIptcwkuazlhhWtNq5orWkFA1nRRvOKNltWdKp1 BfdYYT3iv5nt6uF37ttZI9euGusUqCN7mjXJ730m06m7OR36ilL4ryvb9Rf1 Dv28uVU/b23Q/9dcpT+jun+38BUO8kLf4iLfLHyhr9FXC8/1Aif5cv6JvsBF ns09wkEe6snsfT3GRR5O39EDXOQ+LnKXxnBn4qpu4SI3Yxd1I3pe12kM10I0 htA6LrKCiyzq2tgcTsIY4GUMGGUMcPt0ZWgYYnv17Py5pIP8D7q6cU6ehl55 m5jqm5kDWFNessjbOolL0BbaaAs4preNttBGW2ijLbSdQxdwj0voCmXzmoKt NxRpvYmD3GYd3cFB7mkW95h3PNCi85GWOx5rteuJ1rufahP3ONP7TOf6nusC 7nFx4AvN1l1QwR+VqfyPK+T8YZU8/7JW02/XaeNH9bq8o1a3GRHvpVXqOo1s Y7dNM5TAqZJF5oVF3GOJgb58ybz6XMFTWpnQfCU9b6FqUX+gBaJikWqY0Dze MaelGtMx4nSQMP6ReEF7lo8XisJaKgkz1AeJmWDibeXVY1qu8SpWxVBZGVCk ckwR4yEVxkMYDRj+I2WMBmX0hjJ6Q1kXojeUMeiXNiPGgpJqhYtLFS48qdCJ I2rK3IFVGP84YvzjiHVMcPbunTqw56AOZZvzUNWb3WkNjeasJQ0w14iazetc 9dbrXLIhO+w5kBP+HPDngD8n69QJf074c8Cfo5SfIzhtRTGFejd0ZuHOlwk3 SZxj6L9QiJ7paGWIZgJMXDwupi7jJMmLXQ2gITSCPMiHAiiEIijKz46jOJrE TabQNJrBUeaMcJT5Vu7MQospJItYylJTUuY+LnHP3oJBPuU+LXJ/Frk/i9yf BTTPfZrjPs1yn2a4T1Pcpzj3x/m5TbXvGV8pV/mP8lX1SZVqPmtR9ecOle9q wVPa8BQH6sRTevAUF54yoKrUYQqJWw37vfiJDz/xy3EwqHZTQCgjvUdjDDrj VjHpOhCWKyuikUMx/IR7msc9PDHBSolrsThOysTxk7g2KuP4yTJ+sqyF+hXu ywp+soqfrGqteVXrzWvaaFnTZusq6TahkYxOdX1ep+4dderdZU6pbE4b26iB vW3y7OvSXGafLuX161HJgL6rHdCftwzo584+/YK2/4u+dv2it1mPneY9JGv2 ef2eVm1zWqHdL5P6S8zvp3tXdcVzXpdHz+mS+6ye4ilP5h7qMZ7yaOauHuAp 95lC7k7e0J34Nd2ewE/GL+lG7IKu0UquhWklYSaQEBNIgAnEzwTin8FTmEC8 TCCjfl0ZHtGFgT49u3gunNzhf+2lnYxgJwwfLQwfLZSR1mk0hygjPATeVspI K2Wk9Sw6jygjrZfRVebW69jJTezklsaxknjbPRbUfezkgeaxksX2x1rufIKd PNVGzzOd6n2uM1jJOdcX2MmXujj4pU78UbkK/7hGtT9sUu//2arQu3YtfuLQ +b1O3c506NFhm57mNqNaPciq0s19VTq1z6FZ5srp8mWWGapY1mwlT2klHXK+ is1C9bIZOaqXWJ6Llli6TJt/z9qDNEW0jBdELU2h2cIISySi5dIwg0dYa5Uh rVYHkrOpT7FqZtmqoCJVAYUxlHClF40qXDGChlA/6kPdqEPhcgdqpZc3olqF S8sxlEKFCnLVfHCnMRNTQMxZrrL2ZunAvhPKTKuxlHPY2InZq/+b1n79luQL czbkwF+cqB0GO42gsAsKu6GwxwgSe6GwFwp7K4G1Bwx/XT1A2I2xdANidzEq 5K8VxHRh4Y6+ePBt4qA0JU4983f0nLriaCGyGUY7k5fVS14tzDKYfufrV3HZ Ond/EIWNwaBxFEdTmMw0mkVzmMw8WsBkFtESRrNshM+smB2aq1Z7WeN+rjUm xX1cs9rLmjlWYJW7mKkV7uQyd3KJO7loLnxmLhdoZgzu5TT3svMzm2o+KEle WLZCtZ80qu7zdtXu6Fblzk6sxonNdKFerKZfFfsGsZkRasto0mbG1JYZkIPK 0mFqyhHqSg41LW+C+oLZUllc2TGNHDZXlzbXzcViTk5qvXhaZ8qmCaNJwmhS G1WTmqldoXitWDaziMUsYzErTWvYzJrWsZhAnkfOT+vV/lm9OnfUq2tng3p2 Nap3d7P6sMR+LHFgX7d86UNazB3VlRKvntb79DObT/++y6uf94/qFyPD+oXH hTr1b/sateFY0DpGY8xm1Y7V2LEaW8JqFtumePzjmHxcs62mNsZ0fmRTZ0c2 9ACruT99W/emburO5HXdxmpuTlzGZi7qGtXlWuQMorqEqS4hqkuQ4ScwYw6W w2qiWE1AV92jujjk0vNL58PJ1yJGatuxGRc248Zm/IiZpyWOmHlamHmY9byt NJZWGksrjaWVxtJ6ARmLuYKuYTM3FMJiIq13sJm72Mx9ltUDzTLvLDgfa6nj iVawmLXuZ9rAYk71faEzWMy5/he43gsay0Wd/OM6Ff2wTU3/skOD73Zr/LM+ rZEyV7Jdun/MpceFvXpa1qnn5TZ9UVSv5/m1eny4Rrf31+j0/nbN5VsNu3KF Kl21YnZuVPO81iSUgsNgOks01N9ga4bcRU2A2XhhjNuYptEcmb5YEtVyWTT5 zsS/pZXagOZRrDqiaHUIgwkqXOVHPuRBboxmGA0iF+pBnciJ0bShJlSH2VRi MsUKFx1Tc9YuHaatHMZfsnfv0sHUkzpoXWQwK71Gf5ePMdsqLzPJuKWtVw3b 4a8TdUFgD/T1oj4IdKF+KOzHaQbQIBgOAuEQEA4B4RAQDlUkXiYcBMIBIBzA agawmoEiZN4JfZJ/Jz+mS3NYzv1vk2/5TZ6Th1IztoTfBPGbMGPR1tUJY9Y1 1ozfDCavrfYrfoOiaNyZ9Bs0g2bRPJ6zgJbQMr6zYjMWgvFs0xpLfx1tWFPT huU7m9zrzcaETjUkrnmSYq7vsE0b3OkMrdcmL/ZT/cql5CoSF140lyodzO5U 9ccVqoPnuk+auLWpfkev6nYMqHpHv0r3dOM5fagf3xlSZaobz/GoIc2H5/jV diCI51DsDuG51Jre3Am5jsXxHBw7i7Hp0Li8hyc1eZSB+vicThXO6WLpnK5X zul27Zxu1M3qXO00y4lOXb+qefxmsXFNy/hNvHRSPkY7G15o/7SROtao9h1N 6tzZoq5dbeox57TZ06G+vd3Wm9YHGOO8h3xaKgzqSm1ET8mBn/VE9e+HIvq5 N6SfB/36RRjvCffrW3jfdCziO4tax3vWHK/4jj3hOwu2Kc23TVIwJyzfmW4h dzGCeFNIE00BnRpa0aXAWd2exHPiV3SDenPN1Jso41KUehOh3oTxnBDjUpBx KcC45I/hO0Fd9Xh0cbhfX1w+r61u467twHT65W30YDxBTCeKGJNaGJNaFtEK Wkf0mpYziF7TchFhOi1X0XUF6DWh1tuKtt7FdO5Rlh9oGsOZpdcstD/RUudT TOeZ1nqeYzpf6JTrS53BcM4NfKULg19pJGdaJ/+5TcX/olutbw9o+JNhxXnO Nw55dO2ERw9KR/WkekRPGwb1vKlXX9bb9aK6RV/RGV4U1NN36nQ3o05nMzs1 z0g8V71Kt6leZa0u1KxqoZan1xLRUmcsaInZ+B9au9cmmJ7HkbmdgcB5SFwq jVnX7VmtjGoNt1mtZW6qC2qmLqxYTVSRmogiOFCY2hNmhgpXU3GqqTj8iuFq Kk41FaeailPdhSu1Izsu1IIacKAqak6JwiX56svdr+w9u5SddlLZ6bU6lGGc 51CGuZZpfo5NDcxm5qUR8zpnO+poTR6rgHqTxyr0w+IAHA6hYTgcMQcofH+Q QopGa0w9GoXEUUj0QKIHEj2QOIoBuaHRjQGNcLfd3H03BjSCAY1g4cPHYprp WNeL+98mzuGWPH/R7yriX1YnHtRtD6vHnrjuY58j9vKyqKbzuF+9+gQKo2h7 0n/QFJpBc8Z/0IIj4T8raBWt4UPraIMHYNOIO3+q1RjNadOAzlj7gM3lAc42 JtVkDsnlg4PW1fnONCSuHGBdPaA+cYy9Od7eujBTdeJCZMaXPDm9sqW2qGlH qxo+t6NO1Kf6zwfxpBH8aAQ/ctGFBvCjYVXuc6smFS/aP6amjABeFJI9O6L2 w8aLeGJy43jRJB0oru5sHo/safkPzSqew3CeP48Xzeti2TxeNI8Xzetu45zu N89qvX4RL1rTPD4UK5lUd2qPWj5uUiv+aPu0SfbPm+Xc0aaOnQ517upQ1+5u 9ezpU+++AblSh9Sf5tYAncyTF6HjTehyy6Qed03pu6Ep/blvUj8PT+gXE1H9 YjKgX8TdejIU0qZzSRto3bmIFyX9yDGnZQe+aacD2Y0fTdJF6UA8BzOtMcuP JpvD+FFQ441+xRp8itR7tdo/r3M+vGecDhRj1IrSgaKb+NEaYtQKM2qFpvGj cV0bC+mq18sIN6D1PmfCiv5njRorqh/EirxYUQixhJqnECNWMyNWCyNWCyNW C92nhRGrhe7TcgnRfVquoRsKtNxSqOVO0oruY0UPsaJHmmO8Gm+8pbGKCwpW XoTNi4rWXNZ47WXF669qquGqZhqvqTs9qpPYUPG/GlLrjz0a2evXZHZQm/lh XSsL60FdSE+o/E8dPj1vH9aX9l69aOvU101OfVvXpm8rm/RNcYO+ONag+wcb dOYgU28NT2vNGpNW7Zp+kLCiulXsZyUpa0ddisaZvH9PcXNEVvGE5hm8lsom rKvlrVXFCNSoVnGglfoQThRRrDbGPYgoXBNGdKEaulANXaiGLlRDF6qhC9UM IJyohmGrhmGrmmGrmmGrGieqqsGNynCjQgWKj+swvnPYXDLzSKa51NeRTPNp jU7m2tSefPkmBerNJQG62xIHXLjMQReY0SAaAshhnrAR5Ia/UfjzIC/s+WBv zCh5hIUf/vxV4OoHwP9Ufu6hH0PyY0hjGJIPM/JiRj5aoQ9D8mFIXgzJezzG 8o5qvn1NX937Jnkd4MQJoP62oszzXW0B69KBvY6IZUjm+ppWKUpeSM1cMsqX NKQQihhDQnE01Z40JLSAFtESprSCVtE6prSBNnkgTpmCdLrNsiBzER9zqavE 5a5SdL7F9KbzPBzmI3Nrfc36UorObblUmuVQL50pecm4sbw+2VNb5dzfJQft omV3rxp3uNSwYwi5cSUvE5pf5btGcKQRVe4dxY28qjdulBlU68GkGzF9deZM qAcXch2f0kD+tHqzuM2ekfvQlHyH4xo6FNbo0Yj8OVGFcxOH+S4UxXWqYgoz XdLgYZ869vWq4cfNavq4RS2ftKj10zbZcEnHjnY5d3apY1evOnf3q2vvkHpw xl6c0ZU2pv70gAb4XUZOTGiybkZnnfO617+gr70L+tc4wV/EZ/XzmUn9Yi6q v5j26nT7sv5/xt4DOI40v/J8AU6PpFlptRt7N9rdu9jY29i7iN27le72ZjRS 99xJd6E9aTWmzbT33pHdzWaTbBqQsIQvlPcFUyhUFcp7733BEQRA0LX3dro1 o/Eac+/LTJDontbFMeIlQKBQKGR93/v9X+aX/+xQkiOZhCPRjag6f65GN9p1 pJKe1REdqaBLSo6U1bA6UrM6mparo/iUH7FJ4njCg9D4IqozdJwEE1mCbhRn IoszkcWqdCS6UYSJLJykI3Fq+33Y8DjRmTf+E3lRfk1cDVNvXmZKaXArrovZ Vat+WbpCplm7jEb1MuqVyzBLo/Av6WEWehhLQtri0lSEHpaksvQv5rdp5jfG 2aVp5rdpetg089s0S6npc9QWdR6+6QsITl9CRPKwlzDX24bzdBfqp5hA9qdY 9qZhejYD68Es7M/nMcMSd+5wEc4jRQK7BPeLZXiPVXDir+dx6kaWy/eHsbCf yYrRu9mfwtZ4Ci8z1r5hTuAtewRvO3x4176I961OfGCexUcGGz7WmPDJlA6f jKrx8YAK7x2fwivPTmHl2BItrInSuFCDJkaxfK5IqiE3XBAmlsbXkCLBxLLS In9lZZAmdiYpUbdB06pPRFGbjCDHjzGO+yi/FmHlHB4NI8yAFx5jSTXO93Cc JRXfw/A4A904A92Ynd+zUEY+VkupEB4Zo5mNMwyOIkwje+6xATz3+ABe2D9G jeIQ1XtEB4tePvls2z0BzbEzS83TwRbEkjG1vGTMMy2WAyYk9PimlLVi4uSy WCb2RxxS9A2aWHhUVkRZUBKhj0XoYhHlBHOYLhZmWRWikwXpZEE6WYguFjpO 0cmCR/m0nHJ+Tr2SoY73r3yAK7KdZa4eW3ofZrWPrzgIh3Q31Ajrq5h0R1Rx o8jdG6DutbSrNRaVprJUniqaFDujalRD2BnVotrcMx2qy72yImxN3EPmOune ZOJermd3JZVeGxrhbRv8v/hsQ7v7v33S/89qdh+3rhYGJ7xvVSVVZvL9zWh4 wRdnYHhcCxMNzvzkPMxPuWF4wkujc2PqAQ9NzsfyK4jxe8M0OS8NzkuD82GC hiIZHGOfjrHPyKgnG1waMy9mMX88B9uBJMz7o7DSeOb4uMWDUfieF9cyxKUz ZskX6fI0pNknFjByqxpjt2swcYcGU3dpobpbB/U9RmhZ/ukYRQ0PzMH44ALM D7th4WuwPeqH/TG+FU/KZ+LmDvJtOJKE82QaoUmWTRaWOK4a3gjW8HGyir/P lfHTYh4/KSVw2ZNC11yjwdXQNldlgzOx5DIJgyvxLWHJZaTBGXJyyaUXBidK rqRUcmU0UaTVERqcXHLFaHKRSS/CE24ExxYQJOUroslAkgaXoMHFGf/ijH9R GlwkxRgYxVaABre0wPho+rJysvWNNz6SLj3yLLX5lo3zzfnyZ07IqK+dkOmR zsj8Hgx7zsfoOeZ1HPMajvlpjvdlOmGXTqiXnv4Eg4cFS+MuOqGfitINU5xW OapEMVSqGCpVDJXTrOSmGSqnWcmpNqltagdzg2uwHKtj5JEwxh6LsuCOQfUk X9bTSegOpGEkzszPZemEOQb/AmZZYM8fLmHhSAmLdEEPXXDpWBWjtwXQe1sI 449yyj+fQfRUHrXRAs6qC7hszuN1IuKt+STedobx7nwA788t4YNZNz6aWcDH tjl8YrbjU4MFP9AY8INJDT4dnsYHvSq89rwKKyd8KE006YLUZAMVShy8FMsw E7TAVF8WeapKtQayWD6TRWckzVqOdjjOlDkZQ5WUiE+kEJtIIsqvRcZj9JgI bS9EBfgu+yjxbtMKSZbwxBzloKz8vonSURoW4Ub+vAbh4RHWc8fx2O0HcODB 4zh8YBSHaYMjfTNXz6M7qJndhXbUgrLQzs3Z66WWOH99nL0BIc7ekBBncJhD I0JFOTSi8sK6Hhah4lRenMMivmetTZzDIk4rjHNoxGiFMVphjFYYpRVGWdRF aYdR2mHsRXFcOCFVIOFDMWalCHbSO5dlN5QbO/0Pkhta1Ev07gBmpFvmRljY ybfNFTcIdZmu3fNQJM4Q8Ral4lTSrBR3VIEqCTekqnTCOtWk2lSHbtillrlz VpSbaa0pt/k9K1W/4qa/X8I5bjeF9JKuw5ZerBfY4o+Kz7b0yrf4EPFQ8UMb iouua+SqcJX7NXxsFsbHdTA/YYPlqXnKA8vTfpifDtMRI1A/HGLpF6IbRjB5 bwxnHvZjhKXVOJ1wiqFT/UyUThiHkaHTwtBpY+icEWUeSz7d00EY94dgpxM6 WQ56Dop1A3FpJ3sO+BkaFzB0iwZnbtVg5HYtxu7QYeJOA6buNkN1jw3q+2ah vd8J3QOLMDworrnl63okCMujESkh2Q9wDD2flILu3Em6b38OC8N5LNIJExaW cYt1nA818FqyjndyFbxbyOGCN4dlc4Oqy25oVtzQvNcNi5IbVuiGZYNS7tEN 83TDnFLupZVyLyHKPZUfUabF8CTLvQkXgiwVgmOzlJ2OGKYj0gkTdMJ4nm5I JwzTCYN+bPjohC4jTVAMrz9Eq30ZSwyvUxznU8plXuKMkmZaPpukVy7zMlNW canXpHKpl3TGRVzk9fuY+dwlXg5OBHFSycaJYOFEMItzu5wAq2X6ZOmyWmmA 5Rm10iYXmZMCtMkYbTJN5akybZCBV8XAq2KxqKJNqhh4VcImt6B/sYS+h3xM AQEMc6iM8K0ZfzxGm4xj+qkkNCwW9cImn83C8hzhyGLRcaiAuReKBBdt8miZ NllhsViF73gVc8/mcer2CIaeTMN8tAD/QBn5yQpnBKtlexkvOYt4xZXBG4sJ vLMYw3uLEXywGMRHLj8+XvDik/lFfDrrxA9sM/ih2Yof6Y340bQWPxjV4KPT arz+ghqrvT7aY1OcA6BR/jvkz5SQ6csjS1X6CuhQZ4cKOE97vsR98JI6jw11 mjYZR1XFyDuZZnWfYnVPv5igTbKCDDMOhydYNRIz4UkxFNyUi5qnZigbxeg7 5UBUZefPsXocmUJoaAiBvmN4+t5DPTgi3ddeO7EknbpzGK6tUJxXVim6KDdH oFesOdUoS5HV8lLkMEdJRKUsQd6z/DjBl5kQ8ExyaHwVSWVFYoqDI7VnMVFK nPjvl0/+J+mSSQ6ShJA4KXJSvuQyQadMHhOXX/GpD1N0yiidsq6tX5KdMvUZ p/TSKf3KbZRZDBl3b6Us3Rbz6p2TA+ZrTpmgUsIpqbxZqRlNSVSpGj9v0CFb xiSdMskxkcQytSLu1qmXbz0obmorbv0sbo7eQwNMsojc4mO2DJx2/JnzkoR/ njdxl+yYmIj5Gf6L9NVtakvIIJvnuT2mGTkxB9PjelietMP6lJPywPp0gGYZ oZhzn07RNHPQPpJmGZnC9ANJFgwE/lM0TxrlNI1Sy3LNcIjl4eE0rEczNMwk tDRbPUtKMx/jYLm48GwMXj7OT6M0PuxC301aDNyixdCtOpy5TY+RO4wYu9OK ibuZye+Zg+reBajv90D7gA+6BwMwPByG8dEYDZ0T/gANmcWG/WgWMyfzmO3n zONon58oY2GaM0/PmGYpIzZfQXGJJhguMX9WsTJDWcQMWbY08A10LXV0LMIo a7JRUg2aZZ1mWTMVr5aNJZplkWZZ0NMoxTIVrVw2pkTZOB2iUQY4PJmppjyc DYs0Syc1x0DjoFlakdY7sezj+5CgUcbSNMsYtkIBnPW7cIEZ/c03P4Lf38L0 dBxqDnkNpVVOihnECTHKQtn2HpoWl9JxSjj3Hp7ePUQtLRl0S0sGP38N3YJy cmyOc2KGc8LBuWDjHIjZWuIc/CGlfH39jY+lZC7WIvZgmCHy93GGTyjWIUqr EEfkVYjjfNoxPu0Yn3Z0MI42U3uLtWqzcvn3pKc6Ds+IHUtjbvpwkD4cpw9n qAI9mCXkFAP7FAP71DLFwD51lt6bp/d6qCXKj4GHgvTgMEYfjUoePMUyVXiw dn8aepapJvqv5WCegb2AGfrvHMtU55EyA3uFgb0KL/3Xd6KGwIk65l+grz+e wuSLfNxwFZHpOkpEZocjY50evOXK47I7i9e8GbztTeH9pQQ+Wori46UwPvEG 8Kl7CT9wufFD5wJ+NDuLH9ts+InJhJ9odPj7CS2+P6DBG0c0WD3tR3mqidxQ SVqeLl1+coq4ZX6vsnRdO5PDZVUBL2kpjrDzhgw9OIb4FEtolvKRqSRHEms2 lvZhpvnwJD2Y4SQscCxGmYoerHLy81l+nEVU7UJMPY/YtIMebEBoZALhMyOM z304+swoxgdm4KADiPOYs2LtxO4CLbqBSyz35Kj26pTrQLTydSAhjXINiFq+ BkRc/xGnEhxtSY60FCVWhael0ZYZE+6T4dDIKks6s2LhR3ZIBJ8sjTirLIvI ctBlhE6LVeUcfV9Bml6cPiEWSfHL9OE0fThNH07Rh5P04egBkvDKhxf2evG/ g2XaDYfWp9yxO0QPjkh37V5Q7rUq+bBZ9uEwFVN8OE1lFR8umZNXfbhONU0p enAKHWMay9QK/XWNWqfXnqU2qHPUJh+zZRTem+6h0aZpxzvc7phTuCApiQsW cf3+RQv/yovWhPTZl/jFBP6CD0tI7ry9682KL4sOGabHDZIX2+jFtqc9VIB+ LFa50wOeTlMc7U8VYNlfZiSv8usVWDjajUfzmKbHag6yoGJ0N0lenIXumTAL VvonvdhyIIIZ+rWLha37+Ti0jN+nbtKh7xY9Br5nwNBtZgzfbsPInbMYu2sB E/e4MXWvF6r7/VA/EIL2QRbFj9Drn0jByOrH/DyrH/5e28kC7P0lFmZlzE5U MK+uYoGVjcdaRWC2ipiLPuyqoukUpwfXLO0erFpauF4yY2HFXapDM25bhBFX ZSM204jNihGblKrVSCM2CCMWVWtSMuOMllWrhkasphFPM79P+1gvMNFNsVSZ WkBokkbMUiXERBdioguN6VGZWWTVmqEZ04jDAXQWZ+ExOKHVxOXrHzkFdi+d MlHiwLw4LD+z5zrIBeWglntaObCl+uyBLT+nR4DTIyBqFHH14x/I1z9ydvjP XLv+0aucJ1zklFhgfeLslRcppOnH7778EQ4oN0p/g4wQhbTX1762xvN3McWt ir9JPSmv8dRRek5IA2UU+VEs8vw9GPlbjfytJmWZp1jiqedv1fI3LlcuY7l8 WWlBdASeM/Tr0T1+PaH49WSVol9Pyn6tZzzpe3CBHr2I/oe86H/Qx48BDD4U wvAjEYw+Rr9mvTxFr1azitByxBhYLwu/trJeth8ShxVKSr1cgYte7T4m/LpG v64jcLKOYG8D4VNNWI6VMXG6CNtERbrwP2GtoDRbRnuhjA13kfGngJd9ebzp z+L9QAYfB5P4JBjH3wUi+IE/hB/6/PiRx4MfL7rwU+ccfjZjx88tZvxMr8eP xcHYIS3eeFGL9nF6K9+BSG9Capwvls2kemNSW7/06QgqwxwwmgyuWLJMsqyX p7Ikf1r26ykR42NUhJE+RAUQ4mAMTTM+TbMqmKZfU1HtEmJaN2IaJzVD37bQ W/UsbKcQnzgDA+tsyaeVNSfCp52UyyAvy/dQS3rlch4OyqC4nIcDMkLFOCDj VIIDMsnBmFIu46E/c4D8DrIcHjkOjbyQsgS/wLFROCMtzR8WBxsLHB8FsZZk QPpav/ia6LeW79ttQCJakXwFOe6jHPdRjqM1R9fO0bVzjMBZunbmICckXbs+ XdmRXTspffiPSASKdO0lurZfukO20xjGgnRT+ShdO0bXjv+WayeVyjlHFWit wrUrZlE5p1ivpdCi9XZMGXSNGaxQq9SaIU3HzmCDn5+jNqktPmbbnMF5asec pRsLZejPQmlcErKlcdlGV79sT32JmyTn3mVbUvrskk1INnTcIJm5ZOXUNu08 3kv7fswA65MOyb7tT3sl+7YJ+97PbEv7tgr73l+E9UAF9mermHmuDteJZf6J LyFjfYVv4nl4x1bhn1jHzIki1E/5oRPXLdC6dxf8zbOMdh/O4ORNepy62Yi+ 71kxcKsDQ7fPY/hOF0bu8mLsbj8m7g1i6r4wVA/EoH6YofWJNHQHsjA8nyMu CjCfLMLST4ycqcI+UaO71fh21OG2cfLN1hBbrEq23XW0xDk3S4febW3jf5TM e8XaonU30bUK627I1k01LVVad4XWXUbNLKy7qFh37pp1K3W0bN1RWncYCXWQ o9fPiox1tMotVzhTTJlTtG6mzNCEmfatp32rkdYasRYIsq42I67RwKkWt0US l8F9VTqTatlzMdzuQbi9V7uKg3C+PREzNH0tZkamlINwew7ERYWRiktc/+Az F7mGOUmCojeUOKvKieFlMePlpPBwQrjEhOBueo8W/oRSU7fal9DpXIZKOms5 LU5YisMg/1I6ECK1zVB63ph3e97sORDiGFf63XDWzvKlzPKFzPKFzPCFzHDG OvhiHHwxdr4QK+enVTiYo43V0uWe3UJcMnYPi/EQzZ0mMk5jnyhSsrEbjkRp 6DM08nnKRbkpYex+KoghFuFnWISPsgifYBE+9TSNfb8YUxnJ2M0swq0swu2H ipg9LIy9LBn7Io3dc6yGJZq6XzH1YG9TMvbI6RZifW3YT1cxPVzEjLrCqV9F mgV5daGCFU8Fm74yLtM2Xg8V8E44j48iWXwaSeMHkQR+GInhR+EwfhwI4Kc+ L37mXcTPF+fxi3k7/sFhwS9MBvxETYM/o8OlXhuKJwJS9E+J5menaFanY6xI o1QEmf6QdCalxbgXU2U5HDIcFin5+KwqzmESpcJUUDZ2tZfiUNXQzHWsPHQ+ Sny+QIOfpblbWY3okTUYWa1MY9akGLqykFBavExT9xg+d62VTr4+M/IF12eK qzPFtZkZKsvXmuPwyAtxiBSkQrwoBmtpVJTd4kKIEsdIaVheoVzmOCkPJvZJ SwX/UOobJTpIFfsV9ckrtAq94tonfs5xXBTXQb0YQ/5wFLlD3EfPBtHme3Re dnW5H96/RcKfx4zWiznugnnW407W4wt09t17t4v76S6Zmf4lV08iSiWoNIvl HFWgSlTVnKZzpFmHZ+jqGbo6OWsSZ7hzWKPWqQ3qHL+2SVfZMjNRm/M92LGI LikXrHlctOVp0pSdUc6ewxV7rgdXHDlOwJccWbw0IyRadnArNmnx3RTt/Ip9 1+UTfJKEZPIXrOKI0SzMwtafoK0/uQD7U15ae5CK0tqTsO3P0N5Z0xxgffJs BY6DNcw+38D8oRY8vatI09Zz9tdQnHkD5bk3YXsxJ62x1B8IS7ZuY0U++1wM zudZxj3sw8mbbTh1yyz6bnVi4HY3hu5YwvBdAYzcHcbYvZx69yUw+XAKqscz UB/IQcMppztahOEkU0B/BeaRGqyTNdg1dQ63OhZp5765umTnlbkGVs0d2c65 sXbwXcnUV62KpVNdaxMdYetWpSKnpTctu5Zeki2dFbmw9BIr8gJtPc+QlNOL q3jitOcoUhpauka29Kialq720NpFaJ2XAmt4ykaZEZ7QIzg6jaXBUXhO97N4 0SCh1WCBhZFlz7WJu0cMndTinsDq+4IiKKpWCiHOlYRKLoSSe0JrinMlxbmS 2nMhszhsmOQUSSgnV2KcF1HlPLM4xxzgnPArK2U8R+MomJqPKrYuLH23eUoP I4Qoy3ebqEiNVPY2QpKP4PRgViXKKrG2UDqAI63xdfF1jWGRr2xxT/MjN1/Z Il/ZIl+Zi69sga/MqaxsnuMrm+VMnREHMPnOWQ9psTRChx+lw48Jh89SJcz2 pTDxFB39ATs1S9HhHxD/91BL1GcdfuzxuOTwKpbtGpbtumeyMLJsFw5vY9nu YNk+e7hMh6/Q4at0+Bo8x+uKw8vuHqK7h+nuUbp7rL+N+EAbiYEOZgdr0I7x Z/U1hO015BkKm54a1n1V7AQreCVSxlvRIj6I5/FJPIsfJtL4USKJH8fj+Gks gp9Fgvh5aAm/8LvxS48Tv3Q58MtZC/7BYsRPtXp8OqrD5VN2VE8G6O5xqZ1l vp8aiFJh5AZDiA6GEZ3OcUQKh0/TzZNUnMVAlApTQQQ1foojVx9GzBChOJoN PsT1HmoBSaMTGdMsClbKbOHon8ac6Zqzi2XibqPs7qJBr3+Pu0tX0nLExqkE h0iSSnNoZKgsR21OXDmrunblbJEqcXSURJYsS0daKtxWxBUo8lUoPaieSVwn rbm8jilFXhGu+D3KUiVf7hdJsNwnXxVf5oAun4yjfDyG0otRFA5z1xwMoqup YFs297hy0HutfQ4OzSLNfYnzz89oH+BfF6LCNPeIdD/oJZbtARp6iCYepRJU mkaeY6ldoEpUlSV3nWrSvNtUx5THCn1klVqnztJXNqhNaoul4zZ13lLEjlW0 zbloK3LGXLIXcdlRpGWLr700U+zBy7PiGy/PFvCK0JxoCcGt2OTERrTCe2U2 w0cIpfGysPyXZlL4Mz4LLZ+6RNsXlr9r83bavIM271Bs3q7YvG0/x/8zJdif q2Dm+RrmXmhi/nALC0faCI1uI+egzc/S5uffhOrJAKv3EHRPhVnxRzHzbAyz Bzk2XshCzXh88hYXTt3qQd9tnHt3hDB4ZxTDd8cxcm8KYw9lMPF4DpP7C1A9 zxRwtAzNyQp0/TUYRuowTdZh0TQYExtYsDUke0/N12nvdazQ3oXFr0r1uly0 d/B/SS6/Zmsrbt+W3H6FTr9sVYp4qm3dU8RbhNuX+a4pbs93q6QU8ZLbG5LI 6On2Ohbw2ghdm/ODcyaqUdxe7aJE5KXbT9vp+mb4RjTwDk3AOzgCb38/Fk+d IAXG4NI4rl3Wtee60atRlwqKqkiZO7HPzZ0U502a8yZDZXcro6lrldFu3GV0 HRWVj7jqPCcfokSGkyStnCRKcHLEWQFFOUEi9NXwCXlFUYDRdumFOLayl/Cg ckBmuXtZbrOjlY4X9UgHjP7Z1UNG5j2HjXZXc84rqzldfJmLlJsv1cuXuSQk r+bskZZzTkiLOf17Dhf5+Up9fKVLg/IhIy9frUdZVr7IV+riK1U9OArjfjMW Ti+RAEkSIEcXp+Pfb6AslPic7n+/k1qk6P73K+7/UAhDHJUjj9H9nxDun1Tc P6O4fx5mFho21vYO1vZzdH6nctBmkbW9l+7vO9GAn84fPCXcv0X3b+9x/w4S gx0kh7pIUc7hBoxTzAbmOuIctSU3R6C/jnOhGi5Fq3gtXsG7yRI+ShXwg3QO P0pn8JNUCj9LxfHzRAS/iAfxy6gPvwy58SufE792z+DXTgt+aScF9Hp8wqi4 ORSm85PVg9QQLW4ogvxwCMlB1u8kQESdYf2eptun6PQcYZoYFaHo/toAIoYY YsY4FUGcfhc3+pGxBTnLAyzmfCg6FlG0zaFosSBL9xfrYHcvSBTO7zXKVz0H xJXPHMFhpYdCTCePXql/gkbun7DbO0F0TihwWBSpEodFicOiLK5xVq5zrgpx bNSERsWFRKOJ35UuBdqH2p4LgvahOiQO0lQ5XqocL1WOlyrHS5WZp3oyisqx CMpHQygeCogORnLncsidvv4D3nnzPTjUC5jTeuCk6y/Q9V3k3yL3gpuuv+v4 8mKQXcfP0PGzdHxWhFTJnEOF5XmdapgLdPwiutSKqUTHL9HxS9igv5yjtqht 6jw9Z8dawQVbBRftFfpyhf5cwZWZCh27Qvum5so09TL/wlfnpa2zjNecJUk9 3BbFpoC/4DaP1+aFcnxolsrwB4XIAOql2RSfOIXLM0mYHv288Yco2fjtT9P4 D9D4n6XxH6xg9hDr6sNNDv82XEc7LH66SOqvEOg7mH2xCM2TQaifDMEgDvsc kK+Xmn0+iYXDBUw/msKJ7/mlJVOnb4+h/84kBu9JY/jBHEYez2NsfxETB8uY 5PRSnaxB3V+H9kwDesZzk6YJu5G/19bEkmT4NdRtLNdNHSzT8IXxr1gk44dc 2v/NVdNft8kfV6kV/swKn2OZ6tp2jb+OFs2/aRXGz1LfIoy/xDewKBs/cV0w 0viNadn4OaTT+hiSOhq/LiTF36jWx/Kbxq+h8WucnF6zjM1WGpqeRakaS2cm sTRE4x/oh/v0CcwdPwjV8XF5Cbli+O7dYmm3WQCnTFR/reWI1G5Eq7Qb0ShT hip8wbQRBZOYOmVOmRKni8jEu4lYtOUoDnH65Dk//ol0Xkqck0opCwTiJ+V+ zDF6f+QIxzi9v2xo4v0rH+Jepexf7l6i78vdl3qkRfz/HCa+VNFRZbcb09UF sdQcX7ZTK/dPFCvBPHL/RGklmF9ZCRaUDtWGJsX8DfOlh5UVsT2I8MUPfWZF bJjzOySOQPG1B/ja/Xzt/lPymv7pB0egfVgH7SM2Rkw3xh41of8+LWWkSIL7 vogEPmaAAAaUw/cjj8VIAkbNp66RQP9s7hoJmAEczAAyCaokQY0kqMNLCvhO NpmYBAlaCJECYVIgSgrESIH4oCBBVybBcBfpM11kqMXRBmuaKpbsDaRcDVSX GlgJNbAdq+OlRA1vpiv4IFPGp9ki/j6Xx09zWfw8l8IvsnH8MhPBL1NB/Crh w68jbvw66MRvlkgElxW/nDHiJ0YDlkdTJEAcxTMxijQYCSM+RBIM+LjHk3R9 kkCTkk59BrQxKoIAh7Z0aacpRcWRsXP4s4QszqcoPtd8GMU5kmCWJHCQBFYL ayKVtGDuiygQ2jOkY3u66Hx+SIvhXKRKqiTKU1LDC1Q5KqocEzUh6UhPXaSB xlhiH5pjyR7p+iv5GtGmIvEN8RCJEyIjiMuyvoI6R0+dI6dOLtTJx/rpGOq9 UdROhFF5MYjSYT9W9eXNvUz490j5cyxiFskDL3ngIw8C/BuD/BtD5EFYunex fDlaChFW/nHyIEUGZOn/BapEBgg7EUcQGlTbVGYCKGOZWjNVyIMKeVAhD6rk QRXbrEN3aEkXbDWygFWBo0arruHKbI3WXWPdP1fD7+AVuuCrTlmvOVk4LFTx OvWGS/RdeMNV6eGmLDYl3MBtkd8VKlBkw0KOPyXz4RXy4eV5cmEuBdMjRlgf n7nKgxkGgZmnY2RCEg4GAfszedjJA8fzVcy+QB4coS+/2OYE6MB1pMHvZ2B4 IoyZp6KY489pnwzDxBBgF4fvyQLnCymGhhx5kMOJW2PovT2J03dnWIrlMPhY AcNPlzBC1owdqWL8ZB2T/Q1Mn2lCM9mEQcOgb2xhnv7t5V+f5YRpGzvcmR2J BV2zzIMeiQbXsdjvSDS4Kpv4niDCNxUmtCQJLiwLnvB5O+RC27aHCVaFCRaF CXwzBROKpqzMBOM1JqT0ZIKeTNCTCTofRSboFhHROhFUObA0bmJpSiaMkgkj ZMIwmTDIMNB3HLPHn8Mt/9v1mO41SpNH3JnNb/xs45g4J09SaRzz+aYxRU4g 0S+mLKR0jKkKyROoR5o910nzR6mgZI2I+cQEjX96rZ2DcgpMnPoSp70y9NY0 vTUljrW8yJdBLkTJheBzUXxw5cO7rmLhIjNATGqv1SNg0CMdx3pS6o2z92iW 1G1Lt6dLn9KG06esf/v8iYnd9W+7rTeV9W9I8O9I8G9I8G9IKEuEP38UK8LX HyYfxKnNuWfnoHtIB9X9embQQZz83ijLERX67xVssFIOao5aoMiG+7wYIBsG dtnw6F42pKDanyYbstAJNhzMw8K8+hk2MCG4mBDcx7+ADeRChFyIkguxgS5f s8yFpODCLhtGusiOdpncuvBONOEw1BCYayDnaaIRbGI91sSFZAOvZsRq2Co+ ypfxg0IRPynm8YtiFv9QTOGXhTh+lY/iV9kgfp3y4TdxN34TJiP8DiYHCz62 eUW7ljj+BMXRGApjEUSHQkSsn7E+RCxkiIOUdKDRr6PNserJsfhMO0oo0nOK LEGLziKKdJOik2hwEg1OomFeQcMM0WCzImJakNZRe5SRLXUQULAgOpZIlY5e qXR0AgtJZKXLFJKscpIoUKXpFEd2iiObmkqhNpVEjfiqy+1JpOHdnEiiJSkl qT2RlloIiNbzbT62I0k8viPdDku0GGjzJ1uyegREeqQ+A78vXTfX5NBqcmg1 ObSaRGhzIIZmfxTN0xE0ToZQOx5A5YgP64bSORkaUeVs73p7A7NqF+a1bg50 L1wEh5vgkKCh3J/bT7AGTUmETWnEGByShEWG/pKnz5SkGlQ+ECHOKoqLO8SV bMvUqqlGaNQIjTo2qS1LHedZy+7Quy7QEy86GgRGg8Bo0tOb5EWTHt8kKYQa 9P4GGdAgExrEw2KDO+fNxTredMvqwVvumthUxabCQPHmYoXfKfNjmY8vUQSJ iyBxySB51UmIOFkkD3phfYzweMKFmScJj6cEPKIU4cGZ4ni2wCDBGXKI8Dhc x/zRJgNFFY5n0pjZH8PCAVaJT4u+cXSBZ0X4iMP8TByOg3QMgsN5JE1lGDw6 OHFXBr3353D60SL6CY3B5yoYPlLDyIk6RvsamCA0VBMtaAkNC8PDLHdOwF5n JVNDw9BC09gmPChTGx1zm/BoY9nCkECtWuQjRSJE7BOokKnxjavUWLF/ETUa aJEcTZKjQXLUrXz3SI6K5XPUMAlqpJDlHEgzaKcMpIaB1ODoiHGURPUeahF+ 1Qx8k0wREyYpSfjG1PCNTsB3ZoRpQqaG48SzuO1/vx63khwGkkN05QhTUSqu dAFKK12AxEmK/D/SAagmHcH/bPuf5qQiaX6J6uo6+Ur3XY3K3TikCgt/gBrn SFU57ipOsIn1E3lx6xZab/aEvL4tRXQkDsURJTqqmhpuVw4pvf3Wh4iGmko7 NdZ1VgPnoc0grgrePTwmVu/tNmkUJ0KuNnfVyidCpFV7//hJkB7pDMifSgv3 MvxjxLI9sWgvwxefUfowSkfEBq8dFUuSHgn+CfFTornILFT3TuDkTb04eTPp ccsoNUWKaNB3N5PFvaTHvaTHvaTHvW4MCHo8IOgRxOBDYZkej8f30CMDzTNZ Jos86VGA+dAuPSpfTA+Sw3+K9Dj9OXqQHPGhbo+EjuuQUsCRGVXgMSZqnvy4 yMQ+VQNz9Iqwq4mCv4VOpIVzySYuZ+kF+TreK1bxSamMvy+X8LNKAf9QyeJX lRR+XU7g1yU6Wz6I32R90nX+v4nN45PFENZJiNJoHPnhKHLDESTPyA0swiN+ LEcv4nzxDWwXX6VewXr6AgoLTdKiTpEeC6QH69KiizNjgeFiQaGHk/SYc1+l R5T0EFfgXK2JjDI5dpvpSXWRoIaOtZightTjJCn1WCqqU6yL0iSHWGcqlCY5 0qiTII3JNEd4Gi2hqTRBMZXeh85URtwMiv/tqlLKHdq6lPi4TzpN/mU+Rr7s cLdNTXuXH+K2i19Bm+OqPRJHm4mrPRRFeyCCVl8YrVNBNE4EUH1xSRz335CR EVGQ8c6b72Jmeh7zGheR4SEylmRkGIISMrzGmHRJZoA5I2TKcLfkkKCxpImL HDFRICbKVJUZok48tEzi2sA6kVEnMhr8jQ1smJpERpPIaBEZLezQyC46Wrg0 08bl2TauzLXx0nwbLzvbdPQ2Xl1o4zVXm07fputTbnrhm+4WyeARa2Pe9jbx tkdWD7cNMZm9dX5GeWv8WBNfruJ6/kCFOCnLIHErEFks8OnzyA8tERxzBMci wbEkg+MpGRwznCgOThKHAg7HwSKsT8dhezLEhBHFIiGx9GwK/oNZBA9mEDtc QPgoo/pzCT4+KUHDfSzDCUVwnCjCzqTS+2QZp5+tov9wDYOcYMMExshwExPj LajVLRgJjBl6eY27s8ayq6Zvok41DE2Co4UW1TZxBpnp/9QytSKvDeqRzij/ DlHRks868OO6kL0lfb7Kjz0SQL6GZfvnQofAB1NfwybwwV9t3YMP8x58cASI i3DTHBEpYxQJjo6YMSCdpYsaPAio5znZHfBNER+TxMeEjgiZJkKIj5Ez8A71 wdV/DBNPPoQ7vnY97iBCbv/P18Paa0D8i5o56ZVmTpxkFapKu61Rddqt1MmJ dtsSJ3fb0yJ7i0ZO0gyZUiqt60RDgh6pI8EfXmXIbicnqYvT8B5u0HQLp+TV dVnGjTSjRoK8aJAXt0pT5TqJF2ZdVOmMJ7fe3Ac7X/a/vrrae3cF4dVTKoZr p1SkZuA6eaGJdDpSo5xS2V1oMn1toUl2Ullssud0SkEcWBDLB78hLSDMK/02 xTG1nLLaWxxVS5MdjqeMOPHdF3DyxpPovWkQvTczdZAbvbdoyA8DTt1qxcA9 8xggNwYkbiyRG36ZGw8LbkRlbjyZxOTTKUzvcuM5mRsWiRtlmRtHd7lRl7lx UnCjsYcbLYSvcqNDbnSYmjpER4fg6BAc1GiH4OjsAcd/QWGigyIV0DSw4Kgj xrlfCXPYJ1rYzrTwcqGBt0p1fFip4e+qFfy4VsIv6gX8qp7Dr+tp/KaWwG8q BEgpRIj48EkwwZI5Jx2oLIzEkB8lPEbDSDNyxMcCqNFtzpcIjtJrhMYlFPj/ oqtFNagaiqxDS7SP0iKfw0WDd8VRWgij5PSjNO9GaXYeRbscO8QFST6G9CAV MiSVBolJBvUkw3RShoZYUa0VV0aLxnxplKiyOoPKdBZVqqbKok41prJoUi1K 0CIrFkHw6x2VfBuyHvkmZMvTWflOZPu4zWBFLWufdDvB3+M2xYdQxEtXEgHD MLMLla5UcHXHxUnrLtHa5R7qEq3dwTA6/SG0TwfQPOlD7ZgXr+Y35ds9XsNI ypfGnNqJBe0iXMSImzWlhxjxsMb00iyk7EUDCRIhESIkZiogaSohw4SRZ7oo ERsVIqNGXDSpNpHRpVbod2ssls9S51ggb1k7OG/r4IKjQ4R0iZAuLs91iY8u 8dElPrrER5f+3qXPd+n3Xfo+5emSBSxY3vZ2JVp08M6SrHeXOj3ctMWmJTZN PuDdpQa/KcSYuyRw4q3SOwVO3vTIOHmDOFmnFVgeJUIed8PxhI8YCWL2qRhm FYTMECFW1l2GRwIwPbJE1AQx91QYi/sFPjg+DmUQPpxH7GgR6ZNl5PtqRAcz C3PHPNHhPpGBtzeLxZNZeDh3HIMrOHWsgf7TTQwRHaNEh2q6BT0R4aCHx40l NFlwvC3O7EznWXCUUTc0iBDuVuKlxV0qdm2HNO6am+LKLG5WrNys2poidfCz NXsTXycyuPcVLVNdZrwOo0ybv6ZF7UVGdRcZFpEhxQHIHPNkRkEGh7uJyGD2 TJjCiJvEqb4lpnwX/NNzTBwOygr/lAn+SR38E3uQMXwaC/0v4sSdt+Kur9+A u4iNu4iNO5g8RN+tNCUSTV7pu1Xe0/evTjXosk2qpZF7bokbDQjP7nIrmm4t S0tDV1SJfcpthpTeW9j9t7LbfEuO7xMicgigXEXJbkNAZdlHSazpY/TIH+cL O8I/+iBrMG0NtyiRIxasEx8xqcmhQ6QNcmOfBI5bPrNW0bVnJYtPOZ/5mZ7w nzufubuSRZzP3F3JUpz6zEoW6aTM3r7N5TPXlimWlIaGxUF5jeKZu4/iJu7s 4985dI0hN5EhN5MhN2soA2WmbOi/0/n/yZBxiSFpqA6QIc/mFIYUlSNXZcxc ZUjtCxjC/NzXRKifDBlokSFtMqRNhrTJkDYL/zZSI216eJsMaSM7xmmcG2/j r0jONhFCTdLGhaaIIl0D7vkGkswhtRjLpHQbF/ItvFpu4t1qAx/Xa/hho4Kf Nkv4ZauAX7eIkmYGv2kkiZMYPonnsC7GOOv4grSuP4bcRATZiRBS4wHu2jA2 ouexXX6N+OgSGfy9i0TIYgMld40iQtz8eTcRskjLXyRCXETIwi5C5iSEBIw+ CR8BgQ+jwEeS+EgRH2niI400ldGxJNNlUNCKHotZ4iOLijqHKlUTU59qiF5s VEtVIDlU4r4tv3XXu2nprnfqwj6sasTNW9Y0eaxp89JH8T+iZU0jFvXs3tty hcGG6pFw8k+lhCLuKi1NHQ63lYk4VrhfVojXlTMRLA+F0B0IotPnZxRZQv24 G5++8t66zI+w9OGP8S5jyCzdwKlZgIsMceu88Oj98Ap+iHuuG+NMYdwj5EeI /IiSHwnyI01+5MiOAtlRJjeqNLc6mdESB1ioZVOHMaSDs+Yu+dHFlm0Z2/Zl 7DiWcXFmBZdmVxg/VsiPFfJjBa8srOJV1ypeW1zF6+5VvOFZpeGv4i3vKhFA La2QB5RvBe/6VogL3zJ94z3/MtW9qvf9HX4UEu1I3vOLq6/e83OQ+YSIFZ+E FT5dlU9NplCvkyvmh2dhe0ywxE+WhDD7pMwS+xNxGB/wwnC3E+b7XLA/4Mbc oz649kfhZeQIHEojfIRYPUaskiO5fg428iEzVIeDUWSeUWTxZAZLp7Nwn8rB 05eHb4jzbmoNFtUKJqab0Ok537gLs9oCB04ODXUW29zFb8/UcFGfZ4WQQXMi r7CkwV1MmYlqqmOWrypbtjQknOwTOBGdd5gx1uzXtEqJHNKQcgh/hkD5IqjU dqFiLclQseRRtBAqloy0gDkjQSXOEiLCNBpG1OhnnbjIDOKEX02oqAmVaUJF RahMESqT0/CPj8M3OgwPoTLffxRP//Vf454/vYG6Hvd8/XrcTbA8/7d3Xuub ZpB7plW/oIljRys3cFwWoveuiDaOq2qp2ZDSKE20DRIS/+QmQl+WPt/7damp kHT3dZU4FyJaPXaVRmqtXcqIVSbKQa4KnbnM6r54Mi6tEs8cCqOtrd2knAtJ hOqw66NSB8seAZV90hr4fyWtk5w3KZ3j9p4n3XtAfM+p/6Ry6j+jVc6Raq6d 9pfPkyZ+6zxpj7RWZt+18zzyGhky5j/Lr1/5G1zPGXEz9/Yt1PFvPY/e7x5H 740DMl1u+m269N48g/67FmW63O/H4BcmlDSmP0+XQyU5oRwRdKnCeYx0IVnc J2S6LPXW99ClKdElMthCbKiF+HALiTMt0qVFurRIlxYyY6wNsyy3/m86fot0 aZEssgRZilNNUoFS8anE3ecZGjKhFprJNjZybVwqtfB6rYn3Gw180qrhx+0K ft4hZTqkTCeH33QyeDdSl44YFVmeFyaTyE/GkZuKMQ+GUZuik05GWHyE+XZk kJ9lKHF3SJKWtJir5OGEZ3Fa8nCyeEgXN+niJl0WSRcX6eL0oDQ3j4LNwkme IllSJEsKESpmSCNhyJAsGZIli6wuS7JkSRaGf5KgTBJUyIaqukCyFEmWIg2i KDoolzio29yKe7V1qWUhdZnzoSzuf1wmQLTcrOvEA89ye1ZXlLQuqcDPSaZ1 XR7/Auv8dWsEmZDEGY3EGfkG6NNJrBE0axxxa5MxrE1EsTYWwepICCvDQawM BtDt9zGleFE/sYDP0OV/YTphOT09jwXSZVHnJl2W4NUHSZYwS6y4xFq/McO4 lkPYVGQ6KdNaqrSZGtMJ9zSJUiFNaiRJg2qbukwnXaaTZayZV3DWuoJztlWS ZRU7M2u4OLuGS3NruDy/hpeca3h5YZ1UWSdV1kmVdVJlnVRZp/VTS+vEwDqR QPnX8a5/XRBjjcR9P7BGre5qHz4IrvDLHwSXqa6k9wMML+8HWPW8F2jhm/zp Jp+pgbcJmDcJmDcIGN8LouWXB47HA5h5Igw7w4jxHicMd83CfOc8rPcuwEGg zD/sxQIf494fge8Qx8fRLKLH80j0MpycZjgZrKMy1mao6BIiecwdz8DVy4DS l4V/IIfAUI5QySF0hnwezSE9nucY5vhR5Rlo86hJ1UkWb7k6eNvZxDl9QY6q U2np3toNY53Zr06wEAiiS4CQpS71jVi2NsgVikBZlVQnUOo9ElX2iU/JljrJ Is4kLXP7b8mWGtlCrigSbKnbKqjZyqjaSmSLCCwFcoWBxaqwxUK2WFhTW2JI mskWSwhBrQcBliQBDh6/Zo6MIVvUZMs02aISbFExtIxhaWwI7uFTmOk7gvv+ 7IYe3PeNG/CHuI94uZdmdy/xMvnIiyhzrO224mzok2hSLV1StOGUunBKPTg1 Uv9NcfW2RlxHui41o0vK0iaxQZ3T7rJF9Bf5I+nz3fZM0ud72jQJ3uy2atrb wG4XMuKImFimUhuUly6WT8VQOh5F9gUGf20V31XiSzJcl9uRGkV/5PiXJLJ8 9Spbdtv4uT932Py3lhLs3n9GKy8lyGv2LCUQywimpWUEPXQ9sYpGLCQQZ1r3 idtBXD0L9CVpe1oCpPeQEd/jPpZEpD/+l3fg5HcIlu/249SNIzh10ySloQyU mbLhFMFy6uZ59N/twaAClt0LMiSwPLUbW7IKWAowPq+A5fAXg8VDqAiw+E4L sDQQlMDSJFiaiA41EWNJljjTRHKkSbA0CRZqjGXaeJNsaZIsTZKFmmySABSJ InooF1V0eKHpBncQn1dbgd/TQC7aQjvTxmaxjSvVFt5sNvFhu4FPuzX8aJmE WSnhx/UKdlwkk5pkYcWeZ60uImJumu+xuA+ElharidPGBWniSE9GkRYN++ZJ Ey9/p5dk8YrPFbJ4UhTJ4o5cJUuZZElZOTWMaVIlTaqkSZUMqZJFSk8noDIs IXM0+gJdv6jl1NMUSZUSHaGEOpHRIDqaVGu6wtdSYVKvMKdXiJMqy6wq50QV qxyLa0K6qqCGWHK0rq/irCRxc6kNQ0VsyhyUG4YSRdrohQp8YF4CzZpuFzMZ zo0U50YS68TLuiqOddJ2nZRdJ2XXR4NYOxPA6rAPywNe5pdFbM3k1mSyhJSl u+++8Q7mVDNYUM9jUeMiWTzw6Jhb9IIsMSpJumS4Z+iLxiIL1TJzS5XFax1Z ZpUCyVImWaqkSZ00aZpW0DGuMLesYtW8inXrGjZsa9i0r2N7Zh07s2dxcf4s LjvP4qWFDZJlA68ubuA19wbJskGybDBMbJAqG6TKBlmwQYd417/BXfVeYIOo oILifx8Ez4ptaB0fKurhdo0V7IfhVX4mtEKRNVQPt12Wcu8HGWqCbbxL2rwd aOItfwNv+usonInC+ogHlgcXob/DAd2tVphud8B65xzsdy9g5n4GloeX4GKw cT8dwpK4e+QLLDuP5xDvLSDVV0JmoILsUI1lZQd1TZcjtYmZE2k4T2Xg7svA N5glY7ISXyIjOSTG8kgzkOSnGA5UOSn9VsiXy/NtvOlexstzDBisX5ZFcOXo X1WlpQOnTVONtYuZG9GN6MvkS418ESJAbEI18oXfXiU1WNBzKz5bUbTsEG01 BF3+E9r2KtlSRVNIHAz7DF+YXciYolXhizWDrOCLlXyxMrtYI3RG/zW+6Jz8 yEmkdZAxFsqIgEqLwJQKAfLFOzYI15leTB14DPf/+Q144M9uwP1EzAPfuB73 EzL30/zuI2S8vSbUOeyahhRaev7J+hS6nNDL1IpWdElZ4/YrrLcIE35tQ1Ka GEljUy+UwiZ/VjS8kvgi+qX8S4kpUltAg8yXzb3drT7XFlAkoRVxfE2lcGZC 8W3RNVcshxyIo3o6ivKJCPJHBGPK31JOsrzz1gew64JSi1jREHHOJMLMvOiw JRDzzyTI7HZI3O0X+5n7guzeh0jc6EyvrFfTKevVtPKRPpJFarlfVw71NcXK A8GalmBNeyLxZeko39fgO2zArdy3QrdJEnC5HSe/dQy93+nDqe+eIWAIlxsJ lxv1vwWXU99bwOk7PFfhIlLL6BNyapn4/w2XGtwnBVxqWDol4FJX4NJAaKBB uDQIlwbh0kD8TAOJkQaSow2kqPQYY8g4Mz2Vm2A2z09yU5jipqiq469IhDqp UkfmTB6poQKCfSnGwxJCrCELiRa6+Ta2K2283OR875Auyw18WG/iCkvSIudV UWSR6TSVQo5OmiVROga6rDEv9YTI8/vS10mXjCqM1FRIWrVYYm1aWipTpIo3 Swmq8OtuOa+UF+S8ErcssYTI8J1lLWrgnOdzpwwFPkeBRCnynS2SKCW+s2WU qYqmgipVJzkaJEeTalHSTSKprpq1pIZzXMuCUUhXJxUofZ2U4G45a2BRuWGs 78M5lqP7sGmsYdMkq4fbqvS1Kr9bkcTyi5b+L67hxiBQI5Tj7MpySqSxQcxs cEpsTMexoYpig4FuYyKEs2MBrI/4iZklrAx50Ol34fXyBlb3MuZ/RXopCadq Fi61E26tm3zxwaujhzLrC74skbR+8iVAvoT5YmJ8eUm++IyRFYWxjaKxw6qz ixq50jCuomVcY3pZx4p5HWvWszhrO4tzjg3SbQPnZ8/hwvw5XHKew5WFc3jZ tYlXFjfJl0287tkkWzbJFsq3ibf9m0wsm2TBJplA8eP7/PiBUGiTHBE614OP pE1kQ2zO4i+4XcfH1EeRNUWETXgFH1Dvh5fxHlHzbqiDdwiat4MtvEXYbJv8 UH1Ph+mbdDDcYoL5Vhtst89i5q4FzN3vYXjxYeEJEV7C8D4XZYCJI3gkiehJ Dpq+IlKDZWSGK8iN1FBkaK/putwZy3APMsj0puHqS8M9kIanPwWPAM0IB9xY FskJli4MJ3kCpjCd5c7pErJr1ArWzWWW7QQMS4oVnUitaaxxInQZapr6ktRb qW2pEjOUtYquVYyhZZu4jZSAzC5R9pEvVfxP/JyljoOPs4suIPwZqm2vkDAV EoYDmqqTLjXS5WqCEYSxkTA2vkYbCWOVCZOyxhAxBBDScwLpSRidQhjdLAlj Z5pRCDOtIWWm4JsYhYeEcQ6fxLPf+q948Pob8CAp86BIMg8SM7+HB2iAD3zt erz4rbsIlwzaVEefwTK1Qnis6sS6x3VdhhOIX/oyzvEBm9QWy8AtTuJtSUoL L/mUy3lzSpJiy+dNSfw3UovF3SaKAjOiDeOG0rhW9PEWoWgvXsRCGLH6pXWG eBmModYXReVkGIUjAVzJnP9bJb2IfruzClbmTfEeAZQvYcEs6LZolmni3SWK ac+aNuNn72z3RWvaxHo28a/Oad7gS2tSLYUubUGWjth0pUtNxAkl6a4u0kqF ZfGNZWlh6K0k+W3U7bJ6uLkBf4ITf0vYfPs0Tn1nmMCZoNQybG5UYHPTDE4T NqcFbG5bxMD9gT3NQz4Hm2dy0CmwMe+BzeyLAjZVwqZK2NQk2HhP1eDrq8Hf X0dwoI4Q839kqI7ocB2xM3XER+pIjNYJmzpSY3XChp4zzrp2ghKNoydFGM9P 0VALhM31EnKK0zXOQ8YCzrHUUAnRAQGdNPz8mmgiGQkx4qRbWC21sVNv4WJm GWuujnQdQ0EnYCKURpaeKhbrio66q9YKVi1F1I0iYuSYKdNUHDkNI6wmhMy0 DymVB1lblMDJU7vAicvAWZSBUyRwwqYo3/gcYZNHnF6epKenOZez+jKfu8zX UCFsGIcYQyqMJGJBYY1gaRAsTaqlboizjA38LjnTJGdkreqaTB5NYqGFdUOL qGgJzHBzztQSXGnx/d9kINgSMkvaxw2fbMtcZ5zZMpNB9BNJJrJHXL9hKvM5 ZO5s8LVukDnn6EOikjunEbfNiePcdBTnCN5zkwFsjPvJnCUyx4PVM4toD8wr qAlKH/6THGem7FiYnpPijEfrJWoCWNJFiJs4UZOGjxgO8DcGiZoIURMnalJE TZaoKRAzJbpqhZipEzNN4zra5rNYtpBq1nNYt53DhuMcNmc2sT23iZ35LVx0 buHywhZeWtzGK+5tvOrZxuvebbyxtI03fecZMc4TNeeJGSp4nqg5T8xsEzFU eFvEFm6/RIpsU1skCxXd2sfNJv5PfD96jp8JbSg6SxE+1IfRNXxA+LwfWcF7 hM+7hM+ONYzswROI3vsgrDf3Q3+jDuabLbDfOoOZO+cxf+8inA/74Xo8iEXC xkPYLBE2/qMphI6nEe3NIjFA4AwTOCMV6V6QOc6KsqGLClNecLwMe28SM70J zJ6IYr43RviIO1kxJY5mEB3nz09mWCllcHa2i5fc69wlaxzgrGRY8XRYXHSZ ZZf1BA4nxJo2hTW1OP+W5PdLUvsQQqdHIs5X0GUqWVbUEiu6WDTktUGO46DU +qVtLWDZXhGBpoI/JnKYvu1M4VSTatiZzqmarUjkCNzwKWwFBTlZ5GycirYU 0jbRnzyMEAONjBw35aKcCBI5QZ2dQcdM7BiuIWdyFO6xAcwOHsdDN9yAh4ic h4WInYcZbh6i+z3EgvuhrxNDX7sBx751N//yHP/yHFapNUqUWRv6PKeRIS9V ZnlSI89qQbQlOC+1qjHnODh2LDlcoMS/C5ZsDy4wjf0r5b/pq9phPtuRkJSU WCT6jO2l0C6BVvcQSDpjMy6vvWwNRdHoj6B6knv4iB/ff+kD/I00t76MdLgq NTCeN0al5sUiyBA+X4KL7Plv4RYEMn/2PmPSbX0UAiWN8qrqrLQ0LokCVdIl URbL42iENY6DOk1RyjMcDy0p4UhUXVYlxSkmQdlVVVI6mL4qrZlblR7zwnfu lJBzx59J2sfNDfiPOPY3R9H7LWLn28TOd8aJnWmc/q6OMuH0jTac/hx2Tt/h Zc4JXTuApmBn6kAGagk7eWJHXnNsFWuOj5SJnQqxU4HrRBWLJ6vETpXYqTLj VOEnegIDNWKnhvBQDZHhGrFTI3ZqxE6N2KkRO4zp6XER0zMTNVKHc01oqkbu iGKroKrhn/NrZSQHUpJk8FSRZlwS4AkNZPj0WURY8CWZCLK0s6Klzn1cQkad JWQyyDDF9HCbxp8iw7gslm+J67TEQYBlzpIc7TDHAZjjnMyJbmtMODlW6Fmd lwBy83kWkJp2ImsPEj4Ej5fg8URQXgwQPF7kZueYX/O00wLza5HVRon5lf6h p39QeV2V1QYTE19fhapqGnyvG4ROk+91k9BpkTmUpkXqtEmcNr2hTeJQ+g6J 08FZpoANIVOH8KDMHcKkQ7BQom/FtmhRtG1pc0RsW9s4L4mFt1hdum1tkkHb lgYlX/qxaZF5dE5cQ0gOnSOHNhlAxAzc5KTcFEcTOCw3NTFsqiPYVIWwSQad m1gih7xYH1vEysgCtp3plc8yaKO1BufUDFzT83Bz53m1fvInTMXIoBSVhZ+0 C3AnhQxVThCWIeRPmvzJkT8Fxpwy+VMlexrGs3S9DVbgm1ixbmLNtoWzji2c m9nG1tw2zs+fx4WF87jkOo8rizt42b2DVzw7eM27g9eXdsifC+TPBbwTuED2 XCB7qNAFvE99EL5A8lCRHQ6Oj6I7HIQfc/tx7Dy+r+iT+Hl+7/vxbaae78e3 +H+hTUnfjxNK1EexDXwYO4sPYut4n1C6aBdNHfsQve9RFO9/BO37H0Xk9mMw 3miE9Xt2zNw+h7m7XXA+4IHrUULo6Qjcot33oSR8hFDgRAahU0wvfUw+QwTR CAfSWIVlWVWaIFm1vK/Kc+LuuiswHg3DdjyCmZMRzJ+KwtUfh2c4Cf9oGmkO tu7sWWwsnMWFxbPSXV8ajNwCRG2+B10O+mXWAyus8FdZia1xcogDQOIkQ4uj oWUhTqwiJXe4/TIaYnGYTlRlAVZoAQ7sAP8f4DzVB5gwWgwxXUeZ86qEDtWm WlSTathZ4NlFG5oq+fNVlG0KiewMPnbOOztJZE8y+MQZfILSobWQwYuggSQy CBLNUzMkkU0hkZ4BSA0/SeSdGIFrtB/9D9zTg4dv+GYPHrn+m/wdj/z5N/HI n1Hf+CYe/lOKJHqIJIr02rHGebouBf4i4UNJg7/IAq4oLZs4z4J1x1IiVoqE TREXhUjQS7Zij2TSX8Ile0Hqm6b0TpO//FU+IstHyj0yL0hKSWA6byGQCKYt k+iIzEhkkDvVr10FUpxpgpqIozMaQ3s4gmZ/CLVe7ugj3v9ezC96frYirlLN VbCWvab1rHiTxGfyI1aot6+8in+zC69QhfAS/UMjUsdn0XnfJeAlgtN/J8HL a5YbQP9jN8mU4ZVE3iCqdsKLqtBIqxwzdVbsDdprk5IikzqFzrQMs2Xl44o4 D6xOS3egS4u17nysdABf0u7JsQR0jx7lYwiyHtwpbVhO/DE/vQFP/uVdOPm3 p0g1Eu3b4zj9HRWllYn2XSuJ5qDm0Eei9d3mRh+J1neXD8MPR64SbVwQbf81 ohlINJMg2mES7aggWhnzx8pYOE6qnazA3VuB53QFS30V+PpJtYEqgoNVhIig yDDd60wVsRFW0aNVUq2K5FgVqXHiibM1I26kmJ2scqjkpqrIq2RlJ0s9LDGT +H0kB9MEGotFwiw7IlYslMlLAu1MBpHRLOIsJpOTLCin+FEsEE5MZ/B1JLnr UtzlKe76FN+GnCmL1kyLaqDAKZvl+M2aCmQhw5R0vbFYkh+ifOQRg5TOxSns RFo9h6TKgYIzqPCMH8mzhC3CEMVwZyiTZRX+jgpDFF+5nlzW1TnlG2RZgyxr kmUtsqzFt79NlrXJsg5Z1kFX08GytosVXZfW0iXHljnflskxyrRMji0TPiuE EGVZEcepLSuCVCsc3tvWZZy37VWXD9jhdp+0fHhHEWtEW5tT7rytJTFu29qQ dJVw3BmiW4qY1FuEs3Qkgz63xXG7pRXNiSPYmg5iS+XD5pQXG5NurI8vYHlk Dn/3+rvLe8n2P2N2wooF1SwWp5msNEskW5BUY3zgsy3pM/CxrPeTagFSLWxg yDY0mT/byDA65A0rKBpWmazWUTNuoGE6xzJ/E13rFlbt57HuOI+N2fPYpKtv z+9gZ+ECLrou4PLiBVxxX8TLnot41XuRVLuIN/0X8VbgEt6m3gleItEukWiX SDQqcolEuyQR7VIPYXaRvvx9br8fF7pAdFEJoR18KomYSwjMfZLYxl9zu4Xv Ux8nNvER8XZ5huPnhUFE738SxQeeRJs6+9DTuPD4M3h5/0GYbjbCftsMZu90 Mlu5sfCQD4tPhOF+hhh6PgnvEUbO41kETuUQItIigwzmZ4os/1gjjZWRmqhw iFcQHeU48r6J1tJbHHPrWOhPY74vKTXuc4mu34NJBEeLCKlatCOWB/Y1MoVR lTu7pC2iRqw1iLUWsdZmEdPl2F82Zom2DFYZe9c4T9a1cdbMcX6/gJaVfKLq zBcpdQBpIi1DpGWpHLGWJ9HyBuKNKpsiTFaiYU6HBPs35Bp/D9UkABpUjaoS AhWqTJXItILEtQxyjjQyjiTLnBDnVIDysVYk14zkmnGBbCPXDOSa3kq2mcg2 PYLkmk81CTe5NjfSh+e/8y088s3/g1i74Zv4IzxKuD3654qIt0eJt0eIt0e+ /k2c/Pa9WDeK4wpl6fj2JrVlqhA8FQKoIvcLoi7u7Rkk9Q0q4wrVgysz5X3c lPCvpbZxV2aECvyckJOU4w9lKRKOzL7IBLljFXRLXaXbOfrNWYN8L5Y1sc/V lCqOlYkYlse4L4fDJFuQZPNjzVL6qrIA7t2XX8NZgs1+6DRfh+OFPhrnDLez L/Rj7lA/5g/198B5qP9LWHi+nwRZeL4PzoN9mKdmqYx+DucyFbx35TVmQ/Gc v4NUqCS1WN1tr+pSbnewaI7z2QX3/kgin0+Qz3wttl0jXxIZSrTxKUjkS6FM VVgf1xjf64wXTS3tlxGjTYl/XXUGy4weK2pxxYf4d520BnddK84nKNKJazs2 uL1OOnsX6zXjjj+/nrS7XiLedbiL2/+AB7/5X3H8b3rR+7dk3rfGcPrbZN63 ybxvG8k+K/pudKDvKvMW0XenR2LewD1+JrkYRj/DvCy0z+XIvDyZVyDzirAf KWHmRe6jYyU4j5fIvDIWe8vwnCrD21cm8ypkXgWBwQqZRx6eTsHZG4W3P0Xm VRAfE4VHclwUHmIqpzmVM5Pia9mpCv4f5FT8/0RRuvWauAVbghEuQcIlGeMy tIHCZAcV9TISYwWER0i9sQxiExkSj48h7FLclwnWCzFWD3FWCnFdSroKRxzQ LdoZpWZbqBB7aY7vNEs2cV1jhlVq1pwhAuNEY4QKEoFEH8vJnJ7o080z0jmQ VtkYB4m/WQ8R6EGEPxMh7uK0lKShRuQxTuobRB6xqmuiqG2hzGhWJepqGnGS u0PkdYm8ZUa3ZXS1y1jWrWBFv0LLWWWJucq5uErcrWLDvErcreGcZY1UWiPt rGtSUlvDtm2NAJNExtnFl3fsq7jgkLXjWO3hJyv7uFnmaN1xdCnyz97BeXsb 23ayz9bkE5J71hpVlZnHvbHFImCLJrhFA9zmZNxmBtvWhrGt9mNLvYTNaTfO TbmwNjGPC+40FOAFpA9/grONFcxP2uBSzcGt9sCrYZTTRqg4oZcm9PKEXhF+ 1gdB7rAIgRcn8FIEXpbAy3MHlOjlFQKvTuA1zZv03G0s285j1bGD9ZkL2Ji7 iK35izi/cAkXXJdwafESLrsv4yXvZbyydBmv+S7jDf9lvBm4greDV/BO6AqB dwXvh68QeFTkCj6MXiHurpB2VPwKOXeZw/GTxOV9+DR5CWJ7EZ+mLuLvUhc4 MsX2r/j/HXySZM6jXppj+D88gugDB1B8cD/aDx7A2f+XrfsAkvO8zwT/1EBc SbbOvvXqrnwOV3bdXV3detc+33rXtkgABMEgimIARIpiABGYCRBxBmky8mDy TPd0T3dP55xzmJ6cc+rJOQ8CKVqUrZMlquqe9+sGCHpPVc/bjZkBOOr+3vf3 /3f3937HTmL6wzNYPJGN9XMXsHPpMto/ug3N69p0//aODaZ3nbB8JF5EJHTZ UdguxOHITcBZ2AhXMY/oa0n4byQRIFyBW03w3+okdP38cx/7twV02deh44wy cjaZWQtar/JBZe3n5Ezw3IrDx/rPwb/nvNkIf2kSkYokGquSafBqk+jKYNfL iI2fJfDElv7ShVjE5QIDrLbZSnCd6WYDE+eTF+GTGGVPHmPiNU7OCCexc2bx 2XLiL9Eod9K35MN0M2nnGtHB9b+daaNtrUwL06SJI8k0ajjhNGJjOx/8nHDe OlpXR+vqbIw5bZ1cx+NEk7FOTutq4KysgK38Nky3r6Pi7Em8t3s3n6L3hXbv P74b38f7P9iN9/8xk39g/n433vtvuyXtwvk66Z1d8eq62AFp8uEuSB3EqYNI ZXZCYubTuyFlie2QdmFR14Y/z+yQl94lT4pWpFnaJHVBCuFrIHoNRE+TRm+a 6E2pCB7RS7GlG6cUoxJ4QT7eTFUQQ+UBDJb6iZ0Xvdc96C5yoS3Pjp8v3cEf ZbQbpXQxhQ46CpcF/blC2kboHoOJo5mxMDbGzmTBca5oF5xnxUD8vgsHR8dp fpexEj/LqUKYTxZysdJhgghus/v7vvSf+g62N+4SQQeM7ADT29D6YSGEFiJI AndJL1z+8SMOhjNbjITpINfaOrYZ8ggdjEjtRJKrSTPTwpq3rTaOjpo4OmsS 6K5OoIfprWb5VdWY7vp4O5g+JeUBhSM1SZKXlD4/OsYVRLz0m4VxmdiSXHr5 iZXb+VfelBgUCL7xg8cfw5s/eBzn8Sb/eGb/CeQ+f4Ui3qKI1PAFaviCHIUv KlH4kpoaaqmhIa3h69TwTTs1dOHKITdufvi1hhUZDWtPCw0bocxOUsMkNWyC 7mIT9JebYMxthjm/meo1U8Nm2IuapYsRGvLCqL/gguqiC5pLLmgvu6DLdcFx lROARW24RBS2LewCmdIWxMpa6CG/Lt6VLgoiIGkYRpBzXmgYvZZg/5dAcwWL YC6c3dQiXMb1oyTKeU/9yvlzFVGp8QtTQLFVhY/HmTiXTPrUvzhZT9uLpK4H URX1YqUXVvJ3YIEbrW9ETMkiVBlEXOmnjF4kFBSRkzPBQjQhM7Lg1bIhVCNe ruDvXcv/ZjU7YBsbwHYu6B1sADtZXXXx57opYQ8l7KGElLuqjxL2oYMCdlXy 92Z6qgYp4SAlHKKEQ1yLhjDErme4bhgjimFKOEIFR6jgCK1iVCNs+1Ti02yT 6hGyxmjEn6Y1/MZMgzQM7+IwJO4JDBsG2PNNN/Q/tHBS08O/nHYwxbmfooEp VrkpZTOL0iRSbJBTPHJTMmGgnwa6GQdSVVY6aMJouYHzVYtfrG31PUrg/42o 1Q9jqQbmcvZ8Fez5qjywVwVIYIQExpkkCWyBi62xh4+Sv7aHtUkvonwW4/x/ niR/LbJRtJG/DsUEupUp9JK/AfUUhhpmMKKdxZh+FhPGOUya5qnwPGat85i3 LWDRvoBlxwJWnQtYcy1iw71I/hax7V3EDnPHt4i7/kXyt4j7gUXSt0j6mNAi 8VugbgtZpG+Bc+6LyDzZY6Lido63Qsh/is7iGXwRncGSvhmNOSXwHzlFAE+h 5+hpjLx7FlMf5mDx04tYz87FzuUC3C8uwhc3rmChoARqAeFbZhgOO9IvZH7s I4Riw/c4bJcTsOcnOWH48FwlYNeTcF0nitfb4b7WC+/1Xvhu9hLFXiT4kPhZ NukKwjAUhdntRWDhRLJfjxLCKNwsCb0lLM1ux9M43krAX9aYwZAdF5+Cdq4j XVw7pM6PEPZJV0KIYaAuikGW7xKGtcSwyi+d+BMigmEmQgSjRDDGxAlhggYK B7MkB/93dLK76aF8It1MF9NJ9TrYBbUzbUShhWlmmihgUnTLTEwtWggPfJKE zoyEVklCz0MJ1Q8ldFVXw04JLZRQX3IN515+CR/s3oP3mQ+e4O3jvH18TxY+ +IEY/nEP/gAf/MMeCUORgpfeEe8284DvIoBdBLCLAHYRrS7i1UXEutI7O2m7 sqStnR7Dor6TT3s6y1LE2/3Lhg5pr1ixRWAbb9vE9uD6Vs63JT1tFNE1s15i U0gb57SNmKWNM/y//8DFFF0cpyBjwkWaOFobZMcTwHCFH0NlXgzc8qDvmgtd xQ605Fr+MPMK5Rg5TCi0MGYXSjFJYcNnyRYoWjnaGQfjyi6Gm8mC51wxq2Uv R18m/nPFWQicLRYXn+HoPyNSJMXHeKmlh3EzTorpoJh2xvJpAVLRVvz7zG+z vXEHerGVr7Rto4da+hh/FqUMsga3Zl4vfZCHaioifKojLIDoAA+9CGuxGJNg kuIawkxrLQ8bHq4dTCcP3e5qFlqs53qZ/pqmTMf47yhms3TijXTaTW2z9NUx WTOllHOYqGsWr5PVifWtWdr7PVyokbjcRSuf+Bbe+sETWeIezuLY7h/j8nPF yHv+JvKfp5g/qmJkKPyxgmqq2ENSzIMGFL1mQhHFLHrDLvWPV95x49pRP259 HEHp8SjFjKHqVJxiJiA/m6CYjVDlNEJzIQntxSTFTMKQm4QprwnmgiZYCylo fhzybCcU551QXnBCdckJzWUnGqilLs8FQ74L1mI/QiXNCN9uRqSUYomUNcN/ JQxfUUAS008tA5neMXKNvePNBBIlCfaPfCTlvejTUBv9EJoVbfCW8RmoiKR7 xmrWMeV+eMq96avRVPM+FwIvlQyydwxxYvipZaC+BUFqGVLxkaSYEU78aD17 //ogE6CcXoZqKrhI1Fm4UBioYQMSlUr+rrUwvpmNqr86hNqnL7A/7Wbv2MPq uoflWC+17GPF3o/W6gH2jgPsGwfRyXRXDfGZH+YzP4y+2mEMyEa4WI1gqG6U Wo5Sy1GMKkep5RjG68f4pKvGxJOuHiN2jGaM+DENYxAojtFI7Zh4X4LjrHY0 Hd3oLg4j+F84DvNLIuIMJzaXIgJRZrKhT0I0xTUjpeY6ompPA1qfAVQhTibN AFrrY1yE1I6JGgvGq40YrdBhxh7GN/T8K+hKFDDRVUu5lXq6uMT5qWeYesYY No88tp01bdSzE14+aoHaXoRr+1lrDLIvGUYT5WyRj6G9bgKdZKK7fhJ96mkM aGYwRDlH9HMYN8wjZVrAlHkRM9ZFzNkWsWBfwpJjCcvOJay6lrDuWcYms+Vd xo5vmXIuU85l3AssU85lyrks3ucLLYu2MbxMLpekCCKX+Ij+U3QRvxCJLYhk cZjHX0hLZOP5cqp5Fk1Hz1LNcxh5LwdTH13C4sk8rOcUYif3Cu5fuYYvbt7A L8tv4Vc1t/HrulIEP1ZB+7aFejphfJ81+ScBmKmnJScOCyeRhRPIUsyJdDXJ tPN+L+xXeuG61gPP9R7q2ZPFfrIH/xvUeUFoC4LSS6VGzhPLVXaj1yJw3IjA dVMAGs1UkjEJVQc7S3+ZeNmzEY3iBMEatnUyAeiDK03E0ceKckBBPLmSDXIl H5Kzs6nlCs4OMlliQYjVU4SJ1jBsLWLEMy7BmSCcu9BI8NqUAaIpdjgR458S TvYKlKKdEXC2EswWplkTRRPRbGxgf8GElGwhFcSTVaqX882rsMOjsBBPE2Mg oFp4Mni6iKejqppHVwXrtFuozDmDD/fs5W/w4W4xfvDEXnwo8vhe/h4fCj0/ pJ7fwYfUUwj6HvWMFZlJVw8J6yFlPSStN4u+ie1gF3S9FI/R96b3tjKIM8LF DlffworY58rYjVWGt1kcuvh/U+yUuGLsyISQSmnjX299iOhCBtEHgE7z4Zhi c5kioOPKCMYIyhgf8jEuVaNcska4dA2XeTB4y4W+6w50FtswzPrje5lmcryx lVoWwJwtmkkLxz+QyLRlIth0MoJND+Nj/EyACTKhcyJXED53ZRcivMORfEZF zghpIxx/H2GOYdIZYoJMgPGdIqsnySoZdX9aCCcpbanW4g8zzWfM0yztiG+W uTO74aevgWJTBJjgLgnQP/0GoR6uNH4mxAouwoMxJr2PxcWeB2mTLMmCOklC m0hoE7q4hHTXtHARbWHb0UJCWzBQ04pBZpgRJxaNisjEh77bpA9/Cz7bssRr 4lnSi+K7MJV5afwNgimxuQtvPb4bYnxCuieSJY1nSetuXHymELnP0dMfltFU evo8PX3hgacNKDqoR9GrRnpqoae2tKfsQK8e9rILDeH28QjKP42i6mQMNadp 5Nk4FNkJ1OckoL6QQMPFRuguN9LTRnrKJYDFtKWQ3enlEGQ5TtQJTy86UU9P 1ZKnTmjzndAXOGEodErvHoZu07LSJpraBN8VcXUmukdPfew+/bRUdJ/ha+w+ +bNxWipO9mwqb0Qz14UedlWD5iEM24bQre/iXGWPU8bV+7YHjlIPnOVuOMWV 3aq96HD1ot07DifhcLHzcrPz9BIOn6oZAXoaZNEc4sEd5sEdUYWlD5vFVH66 6pNMjSvYhcpNXPF1iFerEaKnqn84BtXfHUH93xyB7K+OwvyOnN72s/scoKcD PMIGaekQu88hejqMruoRWjqC3ppRWjqKftkYBijHEPuuYcU4LR2npeMYq5/A uGqClE7wAFBPiGvAa1J0lGlI0cMUm0yt+DzijG6CZD5MFub0E7s4jIt7Y2IY zcKsfkS8468f5o8PSaJOaQcwqe1DqqEXKQ1bUg01VVNTVUZTZSNDTRXieshB xss4KasNE7UmaqrHUIUG/7S21ZvG1Cnd/Cm2VzdgKKmHudRAUNmKVrAVrWQr WsVeqZr9FgtIB494Z00He4pu+Fh6BIlphJjGiGkjy4tmPiStxLRdkUJX/RR6 VNMsnWYwSEyHiemoYQHjxsXMp7u/hzn78sPNdFbcK1jzrGDdu4pNZtu3ih3/ Ku4GVgnpKu4HV7PwWWiVtevn4VX8PCKywvZyhX4ysRXh5gqew5fxZXwZY+JL UsSKmTxfRUdzkDx6Hj3HztPRS3Q0j44WYi3nKnbybtDRW/ji1m06WoZf1Vbg 18oq/EZThd/qa7BRLYfmbTN0RzgB6KnxkyCMp8IwnovCeIkTqaAZusJOaIsG YCjug6moF7YrPXDQUzc99d7kI3arG66rrVDlBtCQHyCoQXakQZg5eazXWOpf D8Nxk6je4hpVwlL/dvrlGfFnR4m4FnmcqHIi8dloYZnfzjWri+tXD9NLUPsI aj+f9wGuc2lU2ZHKfOhkeRQr0SNMTLnUktNdiMqIqtyBuFx8LVHnyGLzGeeg iuNPSGmMlMZIaQxtpLOVaWGatBEkmUZtmFMtgAAZTVPqIqMOeJW2NKWKDKV1 pFSuZgGm5LEjh42UmivKobt9E9mvvJKFj/Y8yefzo91P0tMn8dETD7IXHz2+ dxc++sFeHiUf/SOBZURfWvTKERraT9X6qVs/5nX9WND3Uz3G0I8lY7/wk8OK icOqSeznld7qq/dBxAbDPWLoZtm6au5iOvmT5FRKhlNjK/9BUqpvxhwpnWU/ Ok1KJ/mQpNiLTog+VBnCeF0A4zI/xli5jHDKDJe5yKgTvddt6Cg24+fLO/hu htEJMmoho1aJURvLtz/kyM6TcTBOxsV4ctKEPuSTCWdfQYSJMjEmLikq3jr/ d2jk2Hj2kZwRYaeakFiNny5GjJRGmQg5DTNBkhrgsR8gqX7Gc6IAM+xQ0+L/ Hkb7JmBkBW5m0WWRZzb7JK22usADWoWsWdJnev5CotWVodVHVoOs88J1jTzE klx7k0jKm0hrM2ltJq0tpLWFtLaS1lbS2oY+VukDzGBNO4aY9AlXHWS1QzrT aryuQ/qke0pEbC0tbS/dQVQZVUeW9JL8t6D4pJC67n5A6rfw9uO7d3HYg6fE Xenex3vfweVnbyDvuVLyWomCH9ai8Ed1bFfrUfSyhrTq0rT+1Jyh1UFaXbjK dvXqES9KjodRdiKCypNR0hqD7GwMddkxKFlZqy7ESWsC2ssJ6HMTbE8TMBU0 wlzINvZyELLzDtRdcEi0qsiqmqw25JFWsqonq4YiJ5zXg6Q1iQDLaE9xEO5C tpSk1SMugFjENlW8qEtWI2Q1VhJHopSVS3kCTWS1heV2q2j8VS0YtPRg1NVH XltIX5TlMyNOr4mx5v5rRPiM9XgGMNO1iqmuFYT1HbArm+Csb4KLqnrUVJ2y BlhVBxlJWDWFVYvLoQeoq4e6cgFhtxqXGxAV56Vevg3N3hPQPv4x9P/wPnT/ 5T1o//o9KP/j+7AfqmeXOoxWatpeNUJVR6nqKI+AMfTUjlHVcao6TlUnqOoE VU1hhD3ZKDNWn6Kqk5hQT1JVzSSPz0nNFEWd4pRktFNEldFNkVJGLzJJQvnj c4ZJzpN5jvOGlJQsaRRfm+B3xxnR4Irxf+bIntYwgmmSO8V+f0pHbrnEpFit p9jPpxrIrYbcqskt64+UitzWx6SPJqQ4LVJcDFPsTVJyCybYw4+yh9/qHf4G tX+D0U4iUaIhtWZYy52k1kdqQ6SWHVRVktS2wFHdTmq7SC2bsZo+BFmZRGqG EWf1kWT10cLHqa0uhQ7lFBftafRqZtGvncOgbh4jZHaMzE6YlzBpSRM7a1/B vGMVi85VLLvXpK+tedaw4V3Dlm8d2/513Ams415wndQyoXV8Fl6ntet0dp3O iqyJ9zdja5Q2voYXOK7iy0Q6Ykve5Pla+I9epLIX0X3sEpXNw9THhVg4dRVr 529gJ78E96+WUtly/LKiCv8iq8Gv62vxmwY5fmusw1dWBX7nYDxKNgB6NLB7 1b3rhe7jIHQnw9CeiUKd3Qr1+R5o8vrRUNgPXUEvjNTWUtwD+9Uezp9ueG52 wXurC/ZilrRsXzX5fs4xisvy1HiF4l4NwnqdD7i4oNtNdgUlYXhuR+ArjSBQ lr51lIgryYuPCKT3u2muZWspj2fEjVHcKMWNoF8ZprghJkh1/VzKnEiWNiBe SnErrZK3Qtssydu/4IRh68oSVRgrRRXLeBult9GMtxF6G0EznW1iktoQEroQ gkoPAixpfVJoLiegR5irzJirMMBNc10010Fz7TUyWGiugRVNxflsfLR3H1Hd s4/w7t7HKfAxsf34iX3SbRY+fvxJMezF/4CPCe+HzPtkd5Zl55xukNQOUcMh qjhEHYeo5BCfdIZ1/Kp5EELUQS7Ca5ZBrEsZENmFdWs//kzsrynts7lu7WWk bZuZbiYN8Iq5A8vEd8nUhgXiO09854jvDPGdZh872RCX4E2xxJ8gvBN8rCdk XozVeDBa6cZwqRMDJXb0XLdgVJ/49kNzW2huPp0Vn/pxSOY6zrOPPE9rGTfj Ybx01093A0yIieQ8Yi2TYBqZLCSzhbxNNLc5kyy0iMa2hfT+PlqIb/PDFKOJ +iaZRuobp7wxyhtlIifF+65h2rsLQerrP06BIy2ZYuG72F7fgaHaAnPmKg1W Kmyr+1phcQXnNL9/wpHHK49Hsf+dm8enV9pDlW1RXRJR0puQN5PgFhLcQoJb 0cZutaO2DV217VyA29nWdPC47SDBnSS4kwR3kt8ujMi7yG9X+tQzhfikv1Kc iSbt0i2i6ia8/PKMWnx5RtOFWXXXA4HT8HJ8Yg8OZZKFQ/zakxz38rt7pZ8Q txf3X0XuM6XIe5YgP1fLfleArETRS2oUHRAgGx4B2Y4rb6dfP756xIObH/hR eiKMipMRVJ+OoJaLhPxcDIqcGOovxKC+SJQvxaHLjcOQF5dQNheyD74cQC1B lhNkxSWifNnB0tzBxcKBhgIHy3kHFwwHHNfZ096MwZHvhbPAB1eBnygHCXIY PtHnXmOfy+9HiXG8NJ4+F5hlenOmTG9lmS6uttpGJ5rFlqcyIhyXR7Kkfer+ K6J8CiNMSBnENCUeiE2g1dmDuKUTnoZm2OuTcKiScFNjr6YRPiagSSDISjTE BSOsDrAY9yJa70SMvW6EvW6QGmt/VoiGp3Og23cOxj2nYH78BCx//zHM/89H MP7nj6D6jx8jdj6KjuoxdFaPsx4bp8QT6JOl0C9PYaBukgvaJIYUk5R4CqNs 6MZUjHqaEjOaaVo4zYk5TYpnOEkZ3Qwn7AxE6zrDQ2KO45whnXnjDOk1Tour fXMU9xZM4uQIMYqvTfJeSor4uQnBsXEMs8ZRzDBTZFmQPKkfTJOs+/8hmUVL ig9TSsV1oj7E+Bg3D1sbaWb3K9diuLr+Gxz/BWJmP0wlOlhKreTYDXsFZ1cl u14+ifaqJqaVHHfAWU1ZqnuldxNDNUOI1owgQYqTpLiFFLcpptBZP41u9Qx6 G+YwQIqH9AsYIcVjpHiCFE/aVtIcO9Yw71zDomv9QTO84dvAln8TO4FN3Alu 4l5oE/fDm1R4E59HNvHz6CYFZmKbNHhDGMzhy8QGXuS4LhoeNF6Qw3s0lwDn EuA8jLxfSICvEOAbBLgE2/llBLgSX5RU45eVtQRYToAV+I24ZrOxHl/ZVPid U43feTX4KqDBb8Jq/DqihvKQHepjXqg+CKD+eCPqT3ai/mwPVDm9UF3sZSHb y5a2j0VsL0yE2Ha1m/OmC66bnXBdb4OlIAZdXgjqPB9/zs+55WebLDAOwHKN rQSLXru4wuqtENy3Q9I14HxlLHbLxS0XN7bAvnLxCYWYtK1ps4yNqZxwikvT c+HrVUbQR4j7+KT3cx4NsBYb5ELZWmVCU1kDEqy2IlUWRGR2zg87EmxYH0MH OfkTwhshvBHCGyG8YcIbluBtJrpJotuoCyKq9hFfF/yMj/PMWy/gtTNWxgy3 wsjouQA3wEl87cTXWi2DsbIKDaW32eweJK17nyK5e57iPer7LXyy+yl8Qn0z yeIgAfwkV3+Br+7TG1RwhOAyxhHKOMInmTGPYNUyIsC1jGQR0xH2gBsPNoyT MoRNKYNZ2LQPUl+xM+mmrZ/fEuljqLAtLfGqtRsrVHiZCi9S4QUqPMcWeJYC z1DgKV2SkzzBWZbWN8UHOMUHd0LmwXiNm/o62fba0V9iRdd1I36+sv0taWp9 H3cWl9Gs0LLDLZDsdVJel5RH5GV8jP88u10mfF7oy5aVAseZBCPMbcq+koVm Cd8Wjq1Mm4Qvxyy0S/1wBwluZ8Qtv3aG32gTQysB/h5aODaT4SYynCS/CSYu QoRjTPREIcJkuKdKi3tzy9/OvM0Udzc+3LXcRoltcg/s0kX2fNKFV8U5mXYu 5XY2v3YekE4K7KLAHgrso8DBumYedC1c81vQKG+lwm1UuJ0Kd1DhDircSYW7 qHAXFe6mwt1UuJtNcA9GZOzixO7mdZnz8ZS94lQ8Epw5TUHdi2m12O28F7Ma ccrCbIN4Y2GOY/2JK3R4TxrZJwTFJPgxDnuxm+OT0j0h8Sd7juLS07cpcCXy n62hwNT3R0oUvqiWPv1b9JPMu7c/s6JYfN5J0je9Kdq1Yx6UsDwv/zSMqtNh 1JyJQHYuwpY4CiV1UV2MQnMpBm1uDPq8mLRdk7GArfJlP2rO2yG7aEed0Jfy qvIcUGf01Wb0tV5hyZPHB5z6Oiivk2W8W1xBrTgM/7UIQjeiiJTEEGOpnqig vizXpQ2PWa63sFxvVcTQqozygY+ITw3LIpxccfGp6zqRUFpfHtARZQCh+gA6 fb1ocYgrh7S4uvF/otndjZitE24tJSYtTjUl1iQpcRJ+KhygwkF1kAr7ECE1 YYUdQQpsOFWJuh8VQf3DAuiezYXx6Uuw7DsP+55zcPzgFBz/7QTsf3sclr8+ AeezN9B4qRHdtZPolU2iTz5FfacwqJjGkHIaw8oZjNTPUF+GuEyw15toEGdh THL8DqbY903r5igvo5+jvYxhjuoyxjmh6Rx75gXTHDObjnmWc11khvdnpNtF M0U2TxFk8yT+WDrjft40gVnTOGZMY5gWCHMZmmT9P2kYREpPhPUZhLVEuIEI a1p4S4T5yKTUEYZLhdrLZcNJiC1EWM+CUo0vN7Z6HkX4P0N/U0mEjUSYk6yM k6uck6qC/XBlIwFuYdrhqOoiwj1EuB/+6kEiPEyER4nwOJpYsbSwWmnn49Wp mkWPZg592nkMEOBhwyJGTUsYJ8Ap6wqm7KuSuXPOdSy41tMvP3s2serdlO5v +rewFdjCTnAbd0PbuBfexv3INj5jPo9u4+exbSq8LXrh+BYO4BeJLXzZmI7Y Hjp+XgnPkQIkjhZQ4UIMv3eFCl+nwiVUuIwKV1LhGioso8IK/Iu8Hr9WqfEb nQa/NTVQYS1+59Lhdz49vgrqqbAOv47q8M9xLb6Ia9DCYqX2kBd177ZA8VE7 lJ92QnmmG/XZnPQX+ji3+jiP+tjyita4BxZqbL/Gx+5GJ2xXxKcnotCyLa7P 9fLnKHKhD7piHwxXWAhdo8iseG03AlQ3CFdJUBLZWxqixCGKHIJfXCKdUnvL I9JnBhM1US5qbF25AHZS425q3EONe6lxH+dWH+dWv9JPlb0YYBvTSZXby01I ytxo4ffbVeLk83Y1S+J2dZiYtWnC5DhMjkPkOCRR3KQNsveixX9EkQOSxgFK /FDjempcb4ObR5mbIrvYCjsVOjgosl2mgrVWAVN1LXTlFSh+/wNivH8XPtm7 n2vlJ3v2M09lkr6/C8ep8+9zpM0iXC5FhM7XXn2PHo/R4zE+3WP0mLGIF5HW rGOcjusc121jNJaxj9HeMWmnva30jnu7OIzgz9NbujqGMhnEppQB/pV+rNv7 sEaeV2w9WCHPS+R5kf3APHmeI88zbJCnyfMkm+NJ7aM0Bx6h2Uma7Rgqs6Kv xIS1zjH+30p3xXfpsoNdsZMu76LEhVkSxX/4EOMAE2QExlEmxiTOswUmxk1M M/NQYaZdao07JJ07OXaeSycLXRy/hW6O3WczESJ3sT3+PXRy7DxNrymzSDvT Rp1bqHIz08QkPy3KQuOn4nSdBIGOEejIJ/noqmx4LLOB7w5bZWO1iUDbYJU5 YJe7mAdI+/8N0HEeEwki3chWuYmtcjP8dS0IEeaovI2tcjuPS7EhRwdaZZ3S ZZY6a7sJdDeB7iHQvQS6VzrpcFjWxxa5L3OyYT/Glf2YqO+XzjKcVA0Q5gFx agVxHkhvJ8/MaQfEm/8D4gVIbT8uv3o00yYLjHfhHY7v7H5Synf4pydxGhf2 3cTl/RXIe6YG+aS54Pl6Nsek+WUdCsUbwdIHqzJvBL9Nng85pQuEXjvmxs33 vSj7NISKUyFUnwmj9lwY8uwwFOcjXCoiUF+KSLsoanOj0OdHSTOpzg+h5kKa ZvklOxS5dtTn2aHKt0NTaIe2iPcvG6G9aJFotnEJsecLmtkUF3OZuMrC/Yb4 qDJpLo0ixmVc7EotXYuglsU7C/cWLhMtXCYSBDlWK65XG5au1xGVSCbHijTJ YqOqcL0fIZUfAZUPLc4uwsy4uySamz0iPYjZSbSOTLADdGqaSLRolqMkmksW G+RAvXinygG3zIjyl26h5sWbUP74OjQ/ugrDD4thfqYQ9v15cD55CZ495+F9 /Cy8f38Knr87CcffnoL7+RI05zWjv26Gy9gMBpWzGK6fxYhqDqPqOYyRm3HN PFmeJ4DznJTzrJvnyfJCFk1ewLcp8gKb2QWKvECQGdMCKWbMC5wmixx3cZzn PE+HX7OIj9EucVy0kGrLjPS1aWGzZYprwSRmafSMeQLT5nFMcSmaFD4bh5AS PhsyPusyPmvbGPqsTfJXjDFcLxr8XDvYIKvZIKuMLC812BkY+obNRTDcVMNc Yoa1lMWveJee676dtZa9ks1xJZvjqg6mG66qPmnPgED1EMJ0OVY7hkbZBG2e ZB02jXbWMJ1q2swHqE+3iEHDEoaNyxg1r9DmVTbHa5i2pz2ec21gwZ32eMW7 hTXfdtrmwA62gzu4E9rB3fAOXd7BZ9EdurxDl3fo4w5VZhI7+EXjDk3eYWMz wkVMBeeRIsSOFqHz2BUMvXcNkx/fosllNLmSJtfQZDlNVuDLShVN1tBkLU3W 4bdmA76yG/E7twm/85vwVciM30RM+HXMhH9OGPFFQo/teAMWw1bMhdphPtMM 2ZFmyD9oh+J4JxSnuqE818t6uA/1F5ncPmjye6GjzaYr3bDSZgdtNkgTMApT QYT1sIf1sBeaAi8nnBd6+my86oP5mp8++2G7KXwOwHU7wG45CG9ZEP7yIAIV IQQrQ/y68DmMkNgJqyZCn9nd1kXQoYigizb3KEPoqQ/S6AC7Zz+N9qFf4UE/ 185+Njq9VQ60s7lpU4XZQ1Hl73IMoVVEk0lDEC3aIHUOCp2lRjlLwnkXIhqv xLO/XnxoSwD9PdJsh6veyljgVJoYAxwk2kaiLSTaVFMHfVUN6m/fxidPPs1+ +Mn9HPY+LXrlvfszNkshz3v4veOU+g8lqYXTD6wWbyEvcWIsW1J0OcX+NkWZ GVuKLqcIrMgEsZ3g77blEJ/S2HJOYFvsVphOFrZdYzR62zUqbY+77RqRIrZg 33Kys3YOYoNer9HrVXq9Qq+X6PUi2+kFej1Hq2dp9bSpDVPCaT3nnHC6gU6r hdN+TFCnCT7aYzUOjFRZMVhuRtctPX+ltNEtigb6nE+dxSvXHmG0l63z/ygZ 7X/E6BDztdHFSNLppvNpo1uZNqadETp3iia6S2K6m2OPiMR0j2iie6WBRP9P 6OPYe+br9IhQ526mi+k8JVKEdqaNSreezKhNqJvJdBPTSKrjpLqvsgH355Yz 1cd/QsIVlzbat9Jr+6Neyx9tqNNW2+m0g0676LS7Tuwp1sr+Smxh2Y6YvIPr SyePbYIg60YbG+aO2l500eeemj5a3Yf+mn4MygYwLB+g1QPSmZLjykE6PZg+ NVI9JJ0VOa1hGoZo9JD0EdY5Ed2QeNcjS3rb4zE03XRIL1ZLbbNwmsfZLiH1 Yxz2ZfHPHA4/sQ+P4/3dB3FxXyly91eT7TqyXY+CH6lR8JIWhQf0KHzViMKf pskuekuQLa7K6sTVoy5cf9eFkuN+lJ8KovJ0ENVnQ5Blh1CXE4byQhiqS2Go L4fRkBuBLi8CvTjDr5Cddp4PtSRbdpkdNclWkuz6AjvUJLvuvA7KHD0M/J6F q4qVXNvZSbuKuHJcZUV/PYzgLVbz5DpaLvbPS1f1yVpW9vKo9Lp1si59WXlp 61xZKMO1mPIC67+VuBZUp7n2IajyIsglImFpRrOrk1wznq6HZDd7RfoQ5Dyx qZKkO87uOgo354dbxS6fZLvqWIKcrceNVypQ/nIFal8qh/LFUjS8UALj8zdh fe46u+cr8DzNsvWpPATId3BPDoI/OIvA358h32T8xTJyPYeh+nkMq+bJ9QK5 XsB4wwImtIucl4vkepFcL4oPOuuX2IDMUKZZ4xKtZtg5zouYl0RrvESlLeJT u0uWRSxZHyaLwwL+jOM8M8fMSlmwzmDeOs0lYQozXI2mmSlyPcmuYdI0gpSJ XBsHmD6STa71XUwH00q6mxkuGzouG+yBUlq20g1spTVmHrxaFp6KDNWOzNQa ae8j1w3k2grrbdZmZMHOJ9Rezja6gvVRJdvoSnJTKS6d2E+uB8n1CLkeI9cT nE6TfLKn0KqcYVs2hy7WND3aBfTrBdfLGDatYJRUT1jXMEmqpx0bEsvzpHrR s5XmmlSv+Xek+1ukejt0B3fCd3Avcgf3o3fwWewOPo/dJdV32UEn7uJVSn2X 7dQoIufZrR25isjRq2g/dg0D793ExEe3MX+qgkrXUGk57l1V4uclKirdQKXZ GasMVNpIpc1U2kKlrVTaRqVt+E3Uhl/HrVTaii8azVTagKWIC4sR9lWxSSxH J9Df0I/qtxshe7cV8o87UfdpNxRneqHI6YfiQj+U7KZVeb3skntgKO6G6WoX zFfa2UHHJLENBWHUXfKkxc6n2IUUu5hiX/HCeI1iX/fBcpNi3/LDUeLPiB2g 2AGKzdK0gt1sZRDO2+y0y8WFP8NSSZyUh9HCOdeuCKGTWnezU+6h1j2cXz31 PqrtRZ/CjT65E31cRXur7Whj39eiYqPcog7iT9HMsUVDoRsCUpq0ASQZYXRC ih8xJqh2U2oHm2kHvCpWyYxLZYeTDbWTWjuotV1hhI1aW1gYmWrroa+WQ11e hZyfvCa05tQ5/uTT38Zxcv3vcYLjCZL9MIT6xF4yvYdEM+IFcOOZUva2U1i1 TZHmKdI8RZYZxxRpFm8MbTmnxEnssiS68w0YLjBgQZ7chR13KovDBP4yvbGw eywTOs1s0ukN1zDW6fQanV5xDmDZ0Y9FGr1Ao+fo86y1kzVzB2vmNtbLGZ91 cU6uCCdWkD6zh+ZjO8HHdazGhuEqM/rKDRjQe9BGl93n8ylyASkWNvvI8h+R 5MJvsBxmIswDlhuZJqaFNLcybUwHWe5kupiMxwRYDH1i6BdvKw9Iw1kxiMa5 nxA/gT4S3JtJz+kidJFhwXGHyElBciFaSXErGW5hmklxkhTHPs7HZ6RYrBY7 69swVRlhJcW2WnuaYtkDih+0zZEMw1ygybCTBLtIsIf8prdW60xv70l+kzIu 6LJetLI1bmc6SW93zQDb5gGWlIPpTQvkQxiuGyLDwxirH8Z4/Yh0duZk5rzM 6YZRtsoPTy4hwaOYFx+FXdCLyxIsGkalt0M0J2+K95LF+yWiU/6WABiHv863 OTxFhw8/8RSOMGf2XMSlfVX0WE6Plch/nha/qEXBK/pv7G1R9CY9PmRHkbhK +lEnrr3rxM0P3Sg7GUDF6QCqzgZRkx2ELCfEtSEE5cUQPQ5BkxvmehCGLj8M Q2EYxqIwzMWs4vOckOfaoMi30WIbVBetMFxywnjZBRPXCzPNtonWuYjeXaXF 12nxLVbttyOIsMuKVqard9EmJ+Vpgxvr0tfgEtdKCcuCrITElc6Ew2FFAH+A sDJjMBMUDqtZiqs9CBGQqLisubsDTR5hccZjb7ewOAtN3l78Hxx74De1wKKK wKoKwcolx8rGwFhrwcUDMhQwNw7UovyVWtS+XI36l6qgfbESph+Xw/7Cbbh+ dAu+528g+ByXcXbV0adzEdt3AbG9OQg/ngP/P+ag6ROWvOpFjGqWMNawhHHt EilexqSO0S9jipk2rGDGuEKGV8THs0wrWRSYw4JlhceBdUV4K0rKJdsylm1L jDjJRtz7c46LzAK/J8J22jaHedss5mzTnPpTmLZOYoodwaQl7XDKnHHY9MDh Ht6yZTa0M3TYwOXBwOVBz+VBH+BSwZZZy5a5wYAJVT2+3NxE96MQ/xlGOwZg vKGD+ZadEHthK+VkKuNEKmfPXNHKsGeu6CbEfXBXDsBXNYxgNQWsGUe8NoVG 9szN7Jlb62fRoSbErFZ6WaH0E+FBPiQj5lWMEeEJ2zomHRvp0/p20eEtOryN Zd9O5lS/w9gI3sVW6C52wndxJ3IX96L3cD92D5/F7+HnzBeJe/inxntYMI0j lKOD9fB1hI5cR+vRG+h7twTjH5Vh7lQVVnJk2MpTEGAVAW4gwDoCbCTAbId1 FgJMdB12/M7jIMBOfBV24TcxJwF24p8bHQTYhp2EGUsxL5bjA1hPzGItMYOV +BSWYyksRsel695Uv9OM2vc7IDveDfmpXtSd62cBS4wv9XFC9UFd0MuWmBhf 7YausIWFsHjNKiJNvrrLXsbNnyPGBR5oiv57jK03Oelu+TIY++Eu9RNjP3zl fmLMSVMZIMb8HmunQFX6gkTiGrLNnHhtLHU7CHEXi90uTrBuQtxT72U77UaP wsU40Su3c92zoa1afOqrSR0QvYOG+mr8SDYwWj8amSzJ3/+AuM5HhX2I6n1p gcXL2Q8VdsBJiR2U2EGJ7ZTYqjDAUqeDSaaGvkYJTWUtSi5cwvF9z4AAP/nM Lpx48hkuiieefDojsZQsieLvpCHem369+/rrHxDgGayJjb+YDcdMFrvbGbbr WxwnZC1wf1AKy8tnEDtwGr0HT2Pi1dNI/fQ0NpVNuOudYiZxxzOZhTveFP5X 3p3ADrPtGceWZwwbJHndPYI1srxClpdJ8hJJXiDJ8/ZezNq6MWPtwpSlg/Ww 4Lg5Pd8kjtkqsxVIsRVI8ZEdl9swWmtGS2EV1K8dJcH5xLeA7BZkSf5+n/oW /ncCR5k487XAxV8LzHSezwjM9DAEWPiLfmHwgNQsD3IcZKM8JDXLYvw9DHMc Pvt1hijz0CO3g2dEivlPnCnGD9BPpvuYXqb71CNkk+p2EXLddqIAraS6mVQ3 kurPSfV47xgs1SbYaqywS0w7GXe6W+bab6cLdjlXFjlLfHkTHPIWONkhu8mz lzwH5Ol94qKkOcEkZX1oqe1ntzzAbnmQ3fIgu+WhzDmiwyR6hESPpM8NrR+V TgtNqTInhDaMYVo7jhlmVjcuzlchz4xhHAvMomGc67JxnEf8EleTt6U3mZ/M vKK9j4/cYemTDwLnw3sy2f2U+MJ+an2Eo7h3JJOjlPvC3nLKXYvcp5XIe06N /B9rkf+yHgUHjSh41SxdP6WQXXTh21T7HQeKjjpw5ZjYncqJkhNedtF+VJ7x o/pcALU5AcjPB6G4GET9pSC76GB6o+38EHQFIRiKxBmOIVb3YenTKRpxxpPY e+OiA3qqbeDCYuICY6Ha9kKqfYWV/PUgfDdDCJRQ7bIwwhVhRKupttg4Uezs VScuQh1AqCaIUC0j433+OQuhugD2IKTggkOxg/U+SeuAFC/8VNuvodokJ2Rg N+5spdoZub1ptQXVAu2kCDvqRnbWjeyy7ZoIDApxKQMXzh5R4cQrCmQfYNXD XGfKDihQ+0od6l+WQ/eKDOaXa+Ag456XKhBgdx3+8S3EXriOxI+uoPE5Fo7P XkbjUxcR33sRgd0X0XLSRbJXSPYKp+kKyV7FlGGVZK+SbMa0RrAZ8xrNZixr ZJuhV4vMkm1NuL1Kru3SsCJOd+S4Yqfl4sRa+1L6U1F/zCViDnP22YenCU3b vqY7ZRlN020m3WbSbWL7bOpmSDeXkpSJS4mpkZTHGLbPBrbPerbPOhMmNGrs DA18Q+3rGOsYotpGWG45YSMBtlLOrbIE00y526l2F9NLufup9iDVHqHaYyRi giXwJOuzabSwdW5j69yhWUC3dhG9+iX0G5cxZFrFCB+FMes6JuwbVHsT064t zLq3MU+yF707WPbfwWrgDtZJ9ibJ3grfw07kHu5G7+Ne7D5b5/v4PH4fP0/c l3bFD2TrYXrnJvyHb6LpyC30vFuKkQ8rMH2yBks5ddjIU+Hu1QZyrSfXRnJt xv+rspJrO7km0Q4XuXaTaw+59pJrL36d8JBrD75IurDTaCfPQawmRrDZtIiN 5ALWG+fI9ixWEtNkfIqcp7BAug1n2lB9tBW1H3ZB9mkv5Gf6Ic8eQB176Lrc PtTn97I37oHuSjdUuUkmBk1ehLMvzN7ZBxlnV10u6c5/QLcH2ise6K8Kur0w 3/BKdNslun1wlfrgLvORbrJZ7oO/knwzTn7Pyd5a7GAT5qxLcI1sYn3cyuq4 nWx3ku1OzrYust1FWLrr3YyL/bUD3XU2dLHQbeU6myTXjRrBdGODj1ZrfeTl a6u9iDABjRueemG1PWO1Aw7GXm+HjWZblRZYFCaY6wwwyrXQ16qhqapD6aV8 fLLvmSyB9mOE+lkac2Lfs9K9T3mbJQjPwqfp4Wkx7Od//gHdH3HhXOPMWHfM YcM5R7HnsOVi3HOY4NqvfPkcGl45B9+Bc2g7eA6jr57F4s/OYufYWdz78Azu NrTgro/U3/VN0+y7PjLum8QOs03Ft7wT2GTWafgaDV+l4cvuYSy5hrDoGsQ8 7Z5z9GLG1sNauouTUdjNOlnYrW9Mv16l4YRTi89futhO29F5rQaql96E6sU3 SXU+kabZAfGqdlB6VTuUATsqtcxFbJmLkGSaJayLiXXxQ6y7mR6ml1j3Mf05 Gagfk6AeymRYRAJ7RLywPXruymMYFY30iPRJ7eGzxRgmzUO8pdNkuojd9ddI 90hQF6LrpDhdq5Pj36Hj0wK0n8gn0vlo+jgPhtwKWImz/SHO7J/FdWO5xNu5 /NvlMSYhwWwnzA4+OS7C7JZ3wyfvQZAgi/3sYrL+9CauBLm1dgjtNcPsn4fR XTuCXtkI+uWjGJSLk03HMCKdaDqOcdW4dI7ppGaCME8Q5hRmdCnM6lOEOX2y y4JhEotGxjRJkVPp90WYFrYkh8Tr1dIr1zQ4S2C8C0f27OeReJjj4T1P8+vi vZcju3n8HeXdv8PxJz7Axb3VuPRUHXKfUSHveWr8kh75rxiR/xNq/FMrCt6w o+AtBwresaPwiB3Fxxy4+p4DNz92o/SUD+VnfKg8S5GzA+yjA1wfAiztA6i/ HIA6T6gbyOw3kD490ljMW2qrPm+D5oIdDdRYd9FFkT0w5VHjQq4JxSzXr1Hj m9S4hBqz2wpR4nAVNRbXE5WlFQ7Xco2oCSBYK+LnsSf3i8/f1xFgQhxQ+vhM B7g4fA9+QuwnxD5C7CPEvgYCTYyDxDhqayK4nYS3i+lm2D4Lhf8Sjd4+OsxK y92NOC2OOtvgMcVRWmzGqz+S4+0XlfjoZRXOvKJG7gENrjKlB9SoOahG/UEV dAeVMB9UwHFQDu/BWgQPViF6oAKJA6VIvnwLzS9dQ+sLRWh9Pg8tz+Yiuf8y Qk/lYuBWHx1ew6RhXbyKbVznAT5jWseseZ0Ob2DOskGHN2jwBg1mbBskmLGL iL+zzHEX+V3HimNNyi6Oq2ynVxyk2SloTp9LtOhY5BIwnzmvaBYzbBzE/6Zo 8yRtTll5YFpps3WYRg/S5n7e0mZLF+93MFwqzE0MS3wzS3yTn0sHW2qDlUuH FiMq2Tfb6RuIGYMw3TARZhdsJQHiHIW9lAVvWQth7mC6GQHzADyVw/BXjSJU Pc4nP0UAppBUzKClfg5t6nl0sJXu1i2hl630AFEeYokyQpTH+HCkiPKUcwsz rm3MeXawQJSXfHcI812sEuX10D1shu9jO3IfO0T5buwz3It/xl76M8xynnmz jTAcKoH3cAkSR26j81g5hj6oxuSncixkK7GWq8HOFR0+u2XELyrM+GeZjSA7 8K86F0F24yu7lyD7CLKfIAcIcoAg+/EvST9B9hJkF+GNYj05jp2WFWw3L2Oz eQkbTYQ5OY814rzSOIPlBGGOTxLmCcxHxmA414HqdztQ83E3ak/2QXZ2gJOP QLOnrsvrJbg9aCjuRt3FBJSXY8Q5SpzD/L4P1RfdGZw9aZwLH8H5mgfG6x4J Z8uDvvo2AS71EmevtDGOt4JAV3I2VbHHZn/tYK/trRIlcQAxTsokC+Fmzr42 zr52zr0Owtyh8qBT5WZcxNqJTiGIwopOuQXN7ALjGh/iguWY1puFqM5LHIXH YSbEpN9rtqd7Z8bOx9hGp638mkVpg5kum+iyoU4PnawBmmol6sprhMlSH318 37NpkAXOz/Hec2me9wmen+OiKJDexfEZnMyERu97mr+GkPrEk2yv6XRnRYQ+ L2LTtUifF7HtZjyLcH1YifoDObAezEHiJznoezUH06/nYONwNj7/OBu/OpeN X94ox33/XBbuB2Zp9D3/DO4yd/zT2PFPYYvZpNcbvhTWaPWqdxwrtHrJM4JF Wi2uwTjHPnuGTk/be1g0d9Lp9vTkM3Ly6Tn5tBH22OIjmiyDbtWh4eW3oBV5 6S3Yjp2gzAW7CHMh/gNpLvw3vXSa5xZG8NzOdDJdj/Dcd16iGQPMYM7XJtNj 0VmPimFM+njYGL86fi4TIfS4AJv32GaLr42dFSmWMsqMCLrPFpHuItJdJOjO ktz+L5S7ED1UW8jdfbIAXRS7k2IHXj+Ohn1vwFJQndHakW6jZT7pKu/i4lX/ VmonpXbJuuGh0n4qHaLSEbH1HpVOUulmtsytNSPoqBll2TiGHtkY+uTjGKib wJBiglJPYFQ6eTXFhoOLY8Mk3CcM0L5WAuWeUwi+XoLuM0bMG6ekc2IWRUzT VJqltVlsJrtimeYhqD1TKrTOvMqd7pslqx/jIBG95xnpnpTdz0hcZ+EYzf6v OP1EHi4+Kcel/fXIfa4BuS/okfeyCXkHzch/zYr8n9mR/ya9PkS3D7OLPmrH lXftuPa+HSUnfSg97UMFza4650NNjh+y834uE34oL/m5TNDlPL90gmVDQQC6 Itqd74My24r6HBvNttNsJ7RcQgxcPkz5rOGL+IBfpdc36HUJvS4NSp8qDVWl X9eO8MmIclkI1Pjhr2bEbS2XDz5RAbnY/lUg7Wd/uwt+JXHmcuEj1FkS1X8D L7H2CLC1/DcIdoBgB9gBNhLsRoLdSLAb2Tk30muhdcLThzjFjlHsiKsDIUcL PJY4HNXDkOW34aM3LPjZCyq8+2IDTr6sxcUDOhQf1KPkJ3pUv6qD8jUttD9t gPmnGjhfV8H3uhKh1+sQe70WjT+tQvNr5Wj7yW10HLiBzldYwL5YiI4f5VPv fLQdUmC4dADTpk1qvSk+vm/eFB/ft2xh3rpFrRnbFrXeEjvl2bf4XC87tphN ZoMyb/AYcW6w8FhxEm7n2sOsOld5u4JlZwZt5xIWuBSlzz6a57qQbqqn7FOY tE8iZZtgxhgBNxtqK+G29jE9DBtqKxtqK+t7K+t7C+t7C9cNMxtqk4NwGzDe oPgm2mpoi5UwXWcDdNNNtINEm8VwaZJpJdxEu6wHjvI+OMsH02hXjhHtCURr J4n2NJqUs2hRzaONnXSndgnd+mX0GVcwQLCHLOsYIdjj9k2ivYUpgj3j3kmj TbCXCPZKgGgT7HV20ZsRgfZnRPsz3I1/jikWxu5zJmgP3YbrnVLEDpeh/Wgl +j+owcQJBeayVVjJ1WKr2IB7t8z4osKKX8oc+BXbmX/VefAbk49YB/A7d5BY h4h1iFiHiHWIWIfwRVMAOwR7tTFBoCdxt3UDd1rXifYatgn3JuHeINzrhHst KdCeJdrTabTZUc+zo+5u6EP5oRZUfdCF6uO9qDnVj9pz/ZBdIOCX+6BgR63I 70TthQTqLsUJdxT1uWHUXmSFfcGNmkuEmx11XR7hZketItqa4kfh9mbg9vL5 8RJuL+H2EG5PBm5vGm5GIG4THTcRD7B6jrBwTrBsbuI8bOEsbOMsbCPa7WoR N+Mk4g60E992pRVtdWZ24VZECXpUy+aZZIeZkE68xuVhae2BnxFvOafBZgPN WPlvWAi3mXCb+O8YFWbo64zQynRQ16hRVyFH9k9+Jt5+3pduoh9I/Ry+Lawm y089x2+c5HjyqWdJteiuTz71DJdGwbZA+8S+/ThOtq05VaR6mW0041km1ctI KbqhPHAR2p9cRODVC2h/7QLGfnoBS29fwJ0PLuDL0+fxr5fP47dXL+Iz9sH3 A/O4H5zHveAc7gbmcId67wRmsMVsBqaxQbfX/ZNYpdsrdHvZO4ZFzygWaPYc zZ519WOaZk/ZuzFp47yzcN6ZOe+MnHf6GAvkELpLObkOHIL+wNswvPIW9Izp Z8dItfg4d1h6Ozp6oVDqox9g3ZTBuo3pyGDdzUh9tICaGTifgZoZZh4wLTbQ FEJnMkGRJ3ibyqbUKSH1g3v8r6ce/MA5sbHXOMfvEnnBdpGUEUaiO802+ul1 32nRYfdS7P9EuwvQczIfrpeOwbj/Leieeotmy9Je17KzlrGzlkWYOMPFRMYO QNYGh6wDTlrtotVeOu2n0yE6HaXRCXbRSaaFTrfVjKGjlpNLNoFeeQr9dSnp FNdh5WT6FFf1lHRqa8u1ZhQ/fhq3njiDuj1nYHzyDLz7zqDxqbPof7sMU2Wt dHqWfZOFw4p1Vmw0Y5vNOP3Ug556v6Tz/q913vP0twXXJFoMx3aL4/Bdju8S 6+wnqnFhnxKXntHg8vM65L5oRN4rZuS9SqZfJ9NvOJD/Nm/ZWhccFa01qX7P juufuHD7lBdlZ7yoOOdFVTapPu/jQuHjwkCqL/u4MPikkz00BT5p/xH5OQvq yLQyx06qnVBfEBtNk2kuFuZCMn2Vlfx1Mn2LTN8OwFdGTiuDCEovZLOVlrGa r+bCQKK9JNpHon0k2ifnolEncazwijMKuDh460U88HKB8KjTPLtFGtzw6vh3 DRH4jFEmRoq7GDbPXrEVXpxI/18c+xAj01F3D8KuLgSd7fBak6zRCEjVCJxV Y8wEF8Mu/OyZerzzghafvGxAzgEjCn5iws3XTKj8qQmKnxnR8IYB5jf1cL6l he+tBoTfViP+lhJNb8nR+mYtOt6oRNfrZej56S30vnoNvQc4T0h2+wtk+4gK IxXDmLWwO2TmrdvkWUS827po36HRjh2pi94hvNsEWLi94trKwqprk8XsqmuD WX+YFdcall3p05EWufIsuJa4Ciym37r9PheCWUw5ZjDpmELKzs7aTqTtRNo+ QqiJtG2A99lZc7FI2dlZ21nc21jc21jc29hZW9lZW5xE2owJveobPt+izyr6 bEuv/7dCsJdwSt1m+VvaxnRKPtvLBujzEDwVo3RgnE1bClHZFNf+Gfo8hxb1 AtobFtHJhrrHsII+0xoGaPOwdQOjtHmcNqf4SEzR5hnPHcx572CBNi8F7mEl eA9rofv0+TP6/Bm2o59jQjcF+1kL1G+VwX6oDOF3KtBypBq978swelyJ6bMa LF3WY6PIhDs3rfi83IFf1Lrwzzy8fq310+UAfmunx+4wvvJH8FUoSpejdDlK l6N0OUyXA2yUm+jwDO63b+Fe2xbutm3iTtsGdlqFz6vYpNGSz82LWGuaxwqN XmZjvcTGeiGe9nk2wrJf24/yw+2o/LAbVSf6UHO6HzXZdPoijc6l2RfbUJWT 4HSMQHYxDMXlMKo5Lctz3A+NrmVlXJf/b4y+mjbaQKNNwuhbHlhLPF/vkEej 3ZldZyWnq9L3LWy8nVWiYvYjzGo5xmq5kROxiVOwhVVyK6dfq8bNuHjfyTjQ qrKhtd5Cx8U5WSaE1S66zL46QKC/TZb5zzMujTP9mjZZtjBmJgsm4vxdGNmf G9if68h8g9wAVU0D5JVKZL/6Bo5T3eOSwSekUXj86VM/lPKYNAqdf5gR+jlJ 5+fE8Gza6V2S0ccZ6/ka8bEwzyr+GtveVez4VqE4eBn1P7kM26uX0fjaJfS/ fgkzb17CxrFL+PzEJfzqwkX8tvgSvirNw5d6Nz4LLeF+aBH3Qgu4G5rHHWaH Vm8HZ7HJbNDpdTq9RqdX6PSybwKLvnEseEdZXHLuuwcxTaOnnL2sm7s4zTjt LJkXtIwJdJfroT14GIaD78DImA6+DeOBt2B4+U020IVZiFwQ71MLnuMXipC4 8OBl7kd5LmIfnea5l+ljJJrPP0IzI2TOuJwlQM44PJl95TFMSa+GT3OceiST Uvc9mV2MffzZYgnpiXNFZLqISH8T6MEzhQS6EP0iBLqfMPcx1mfeZN6C+WkW HvvfhqWwnjD7Ga4gMlb4skamWULZTpQdsi7C3AM3G2hv7QCrxyGEiXKsdhQJ YtxUM06YJ9Bem0KnLIVu+ST66qYwoJiSzn4dUU1LZ72Oa2aRaphF4eNnUbz7 HG7sOYfqJ89Bu+8cnPuzEXk6G+3PZmP0WAWWLPNYtnLW2uaJMmOfxxpziDBL OEsi7+dj8XX/fPTrCJyflTrsZ6V7R6Q/iXvZFPtZSe13M/nwideR84QMF55S 49JzWlx+wYDLL5uRe9CK3NfsyPuZA3lv8ZbtdT7b60KaXUyzr37owM2TXtw+ /YjbOd602xeF2z4uFnQ7z8ui34qaMybUnrHQbRvddqD+vAsattU6Lh4Gem2+ QrOv0+ybPrhK/PCIT7RUBNhC0+3adAvt4SLhrmIRT7c9NYz4mowLB8321NFl BaNkuJiKj1+76bVbnbbaJcUNJ8326ILw0mwvzfbS7JC9hT53I0azY2ylo8Jq Tz8i7j563YOAsxNem3hNpRd2eu2oGoWDmLgqU2z8pgjLNG58nMCh57V4/yUT Th+0IJc1z/XXrSh/0wr5W1ZoDllgescMx2ETfEcMCB/RIX6kAc2H1Wg7rETX O3L0HKpB31sVGHjjNgZev46BV6+gj353vnQFHe9pMGe9g3kbARKx36HYd4TY HJaddwTbrjsUeUcKxXZvi2ELf8Fxk9mQsuJef7iD1qJ7hYV7Zoct1yJmXOlX xaecs5h0TrMzpdsOuu0YZ9hYO4YZNtaOfoaNtYMFvqOdYYHvSNBvNtbsKlM2 NxcVKxeUBtwZ7e961O1y6Io1MF3jInxDvOAaYe+WoN2ccbfb6XYX05t2u2yY fZxwe4JuTyLKnjqhmKUF8xm3l+j2Mt1e/dptm3B7i25vI8WHYcp9BzM0e853 l27fo9v3sUKz12j2Bs0e1U7BctoC5ZvlsPChDxyqRPJwDbreq8PQJyqkzmgx f8mI1UILtm7Yca/chZ/XevCl0o9faYP4V1MYv7VF8Ft3jF7H8NtQHL+JJuh1 nF7H6XWMXoex3tjK3nken3fcwWcdO3R7G/do9932jNtt69im3ZutdLtlmW4v Ya15ASu0ezk5i8XGabo9ifnYBGajY5iOjqBT24fSox2o+KgHVZ/2o/osk0PD L/Wi6nw7ys/FUZEdRtWFIGovhVHBqXk7242y825UcOpVX07bLafdCtpdT7vV tLuBdusku9lj32Q5nbHbRrvttNtBu13lnFZix/hKrzQtXbxvZeycnl5OyyDt jrC3jtPtRrrdxGnYzCnYzOnX3OBinPyzg7HxexY+pybE5SYE6LqPbHsZj3gh nLFrxElYooP+Hrm2w0iyDYxe6YBOYUNDHest+f/H2H1HR5UlaIL/jiCrumd6 umd6Z3Z6dqanT9eena7qMplVWZBkZWUmCQgZvBEgIUAGj4SEhLz33oa896FQ OHnvLR7kvfcGm1m+95z97osQpqZ3dv/4XoRCEkihuPd3vxfvRRQgXZaLpLgM 3DWz2EZbMnsbafv9RHq/CWPMOVO3deDWYb+RPkLs/QdxUHLbbt8BhFvewrKG fxpmVbuAtgDOaqe9kWvmjcoz3ug864V+cy/MXPTC+g0vvHH2wh98vPAvYT74 vxMC8G1xJZ5Xz2KregYb1dNYr57CGrNaPYkVyr1UNY5Fqr1QOYp5ZrZiGDMV Q5guH8Ck9hkmqPYY1R6l2sNUe6iMg05Sm4OuuJVqN7HZWyOfKTx1CUWnLjIX UHSSjfq4BZS2dromLXHth0bBtZuO6zamg+liephePdf3Ja4DJK4fu+qpZp65 BBlI/fmj7fYseTykt9lA0nonRlyCMCrCj0aF56Pi2e1R6ft4lZ8P4FfqMiy9 T8WQ9B4Wg9x+YLn0xk6PnfzwMR5xKzx/6OiLxvN2UBy0QOnB85Ab0m/DC3T8 Ih3PoeHibdc4m8jYAmRtTCfTDYWsF2Wye1DRby39rmSZrhFneNLuRtrdwlbQ Jhui4cPoSh5Gb8oI7qWO4oE4TTZj7O0psuL0WIV9Kfy/dEHg1y4I2euCmH0u SN/vyp/DFRUHXdFs5Io+U1eM+CjotzgnZ650SryunGIKuU5x+nK9X0f3jg/o /gjWX0tSf23Ej3UxkLa/gA31tuE1W16KXJZiiOtfnoPLV6lwO5AFd+M8eBwu hOfxYnieksPrrAJe7Nxe7Nxe7Nw+7Nx+tvT7SilC7TUIZ+eOpN0xtDvurs5v GRf3SbRbHIkaT6/jHAoQ71hIv0sgcyql3WXSmztlcfLI9dUgP0Cc1KlFCSdz Rbj+sJYYTgKcCLQ0WpOooZVaLur5uQStAZSJYkO1/w2UdFtJt5V0W0m3leKU KZpdlkGnMxl6rchSGUDBWePnnAuqoCLbKrKtLqhHhbwNNWS7Rt3L9KGabFep 7qNS2Yfysm6oS7mCy2APjH+M0jhB9jNmkGwPsXOM0JVRVMWNoyZuAlF2rbDl XXfrVAnczvIuslAgyrIMsksKZFhxvuGyp9RGDs3lYlRdLkL95QK0XM5Fh202 emwzcM8mFQ+sk/DoUhwes/c9OR+Gx+eC8ZAVvOdkMJ741JHsdVGzFetEu2xd 8nqdVusiqBaGz7FkzqlXpRhgXr2Cf+B2mR8vYVa9iBm17gTjKbaISZX+1bhU 05whdPvGh5XjGFKOsrSSb+UQw8qtZOUuY+UuY+VWsnLzDhpUsnIrufZXcu2v bOLn6kh4FWcXDWcXOWeWPKw9e4gP7E5Hrn827Vboz+GtQWk4V8sRrQxHWmQP c49GPKTdT2j3M5THD6JKJuwepd3jaM6g3VlT6MiZQVfeLHoLaHfRAh6wbz+W L9HuFfSXrersVgu71zFOtyfp9nTlFu3ewsPsYRQ4cFllHocCizhozsej/qIM Hfwb3L+RhWeOeRh1L8S0rxwLIWVYjWZt4kPxVWolvsuuxu/4+PmDnFYrG/An bSP+VNmIP9Q20ewmfNfYhFfNjVhrqsNCUwfW26bwsmsTLzo38LxrnXavYZN+ b3Su0O5lrNHvVfq90i7snsMi/V5oFXZP6e0ep92jmGTvnmDvHqvrp91PMVz7 iPdBH6JsuhBzo4/D7D7ine7R7T7E3O3gsroOUU7V7NlViHOtQtRdLUKdVIh4 67ca8Z5qJNLvpP8Xv/OE36FqFNLvIvotnVBHv0vpt4J+l8VyuIkldQKt5TAt 5m0l4mOZ7lkq8U4TtRk0PJOG0+6mbCZHxSiZMqYUjdlyNNLvhoxC1KYWQEO/ lbS7jFHQ7oI0Ob1muWbymFyancNkp5YiK0WOjOQipMryIIvLlNy+uU/s3n5X t+30RVvsBjf+vuCbRB8wwX+BwwHKzWu6S73g0iX53m/IrzfETZbuFS3/QiLl S0g57Yt0M18ozvqi6ZwvF9o+GLP0wdIVH7xw8MFvPX3wx2Bf/EtsAP6UGire 9aRmHruxVTOHzZpZrNfMYK1mGqvMChlfJuOL1RNYIOPzVWOYrRzBTOUwV5lD XG0OYIKEj2mfYFT9iCvRBxyY9zjIxL4urpvl7VBdd0e+mQ0KT1ujiCk+fQkl p2nZKUuJcPVlu/fo9vtX6N7eCa5r2fcltgPwSE/3U9cgwTb6mQGRu0F0NghD vD4sOBdYU+i7erIZA4y5BH2EcfHZcRfyPSbxTbj/8i3dw6RaoC2RfXebbD/W bz892T/Bozu+qDphA6URVyFGligzukCy+asduITCs3fJcj3TxHDykHHhL+t6 y7SSTKvJdHniEy78n6FWnFRCoptYAlpIdJtsBJ1Jo+hOHkMvC8H9tHE85MTy OHMCT/WnxorTYn2/9ID/1+4I3OuG4H1uiNjvjiRD3uUH3aEydke9iTu6Drnj yUl3ofQMf8V5BdfeZTPIc46n1LrDyHT7vbeZFo9PMv2RpPRObo3f99pAIG1A oY3wS8noK/rc+Mocd79Oh5thDtxMC+B+tAgeJ+XwMFPAkx3b8zzDju3Fju1D bPwuyxF0U4XQ22qEO6rfOU2j493EPnIloh2KEW1fgJjbRYjlhBjvKGfXViCV 3TrDQ4UsTgy5/jRavPACfS6hz6Xi6JZoGh0nujT9jVdBLhbucWLxznAyUAiz ZQyVVtBoBY0uS1XTYSL9ERRkWkGmSzNFVFyfq8TrwdPoTyHn/FBGp5V0Wslq raTTyoIGVNHoKhpdRaMrWasrOBK0XMyqSulGLp2Oe8Q8YYTRA1DEDrFTDNPp UTo9RqcnUBM/hXqmMWGGd1UFbnCJc+dcGXwsVQi7pEK8tRpptpz3righv1oG 9TUFqq6Xov56CVquF6Hjej56ruXi/rUsPLqahidXkvHMNgH91jHovxSBZ5LZ oeg7E4qn/uLdqafLNrhMmVGyMyo32Jx1mVOLrJPldYnreY3IKrXWrOD7mNMs Y1b/UlyS1OwOk+p5TKhn9ec0/SeMqCY5IUxgSDVO6qi1ikVbxaKtotYqFm0V izbX/INczgyquOZXccJQtTPNDIu2soZil3MyUWCwpADrA48+lDqOf/hcFAbp pQ7lujiMgy2ca+IIrogievlAuM884oLtCe/lflQkCKmHUZtCqdOE1JOUelov 9RylnqfUi5R6iVIv46lCLzWXLcNUelS7Qak3MUWl72UOI9dejoSz8cgxj0eZ RSKqLZPRap2O3uvZeOyQjyHXYkz4lGIuWInlSA02EirwIqUKr7Nq8V1+PX5b whZd1oQ/aJrxx8oW/L6mBb+rb6HQLXjZ1MxW3YDFpm5stM3gddcWXjGS1Iwk NbPZtUapV7FOrdc6l7HaIaRewBK1XqTWC/zeeWo9y6Y900yp2bQn2bTH2bTH 6gcwUiek5p+i5iHac3sRebkL0Tf7ONjuIc65D6F2TQi7XY8Ix2pEOlchmlqH OWkR5KiStA6/q0aUqxox1DruPa1TqHUatc4IVCOLWudQ61xKnce2XUCtC6l1 MbUuodRyqlxKqRVxHIQcoGUcoEoO0ELeViQGa5IWavG2wukUW7yKX5YGddka 1OeoUZ+rYpS8XoY6al2XI0dtVjFVL0QVtRaHmMkpdQmTR6lz+XFOmtgtnp0m dotnUekMKp2WVIwUWT4S4rLgbHZeUvomdb4l7e6207VrIfV+EROxQ5zbjySp bx8w1V/qrkt+Gwi6dwi7DSS0/5bbg/xWQ/6TJLt8BasVK2gLqkLqGX/knfVH 5TlyZ05vzvtjxtoP63Z+eOPqhz/4++FPkYH4l6RQfFeQT7FrF7ELW7UL2Kyd xwazVjuLVWaldgbLNVNYqpnEAuWerx7HHNWeqRrh2nKYa8xBTFT0U+xnXHc+ 4frzIQcoB2AZl8uKbjT4yai1LYqYYqpdbGaNEjMryM0uQX76AkpOnYf2ij0a /n9q/UHJ/kDrYGodjEFmiBlmRhjBcLDwOZh38Di3467BmODl9zDhGryDmyCC NMF/aYJcj/NyXNg9RrW/4rcGSH5/aLefzm3miZOIL9TG5gyXHsaWNPIi7b7E um2FEkNrFJx1RWliC9Ouq9aJPbTiHsoSH/Ah+Yhd7wkqWKur6HUtp5MGet2U OIxW2Sjak8bQmTyOnpQJ9KVN4H76JB5lTuEJy8D2ObSDeTPw+9oPAXu9EbTP A8EHPBBm6Il4I09kGXui1NQT1Yc80XbYCw+OeWGci935Mg5jEeUc/M7dlI75 vvQW7IOS1VKjNpCo1pdrCW1j6G77Pr/QGDa8ZitCui/zay7z8srX4vF9haX8 5wTcAnf3ZsLVKA9uh4vgfqwE7qdK4XFGAQ+WbA8C7sGS7WVVCl82Rf9rZQiy 0xBwFm1HFm0nDaJZsqOdlAi9UYCwmwWIsCtClH0JAS9l2VZAxnKdwnKd7qXS vXJSoBb5IVoUhhHvCN0RLIpY8QwZ5wbOC9KKnfNASZxYuXOu4HwgJ9xy6RB+ 8QpyvE2EBVtOu6k07d4JOfUuod4lWSIs2MXE+9coJt4K4q0g3qV5tVAQb0VB IyooUIWKpZpwawm3mnAruYSVS3A/4PTEgh37lOnnjzfIDENFuDWxY6hgwa6K m0StwJtwNybOoiVpDoqgfq5xanH7nBLuFzQIstYi5rIWyVe1yL6uRfENTnO3 1Ki0U6HOrgwtdqXosCtBr10hHtzKx+Nb2Xh2MwMD11MxeDURQ5djMWQTicGL 4Xh6Phx95uEYSx3EjIp4q1gc1ZvEelOHt2aDVm8IsNcNJL7/QQCOOe2K9Oof M9plTLMyTGkWMamh3Jo5jGlmOSnMYEQ9zYmB60sht2oMg2r2bDX1VlNudT/D nq1hz9awZ2s4cWi6mQ7e3so0MrX8vgpOKkrWgEI8K0z9UO4M5PrlozCwDMXB FZCHCLmbGd7V4i0hIvoY3uWRj6GMfsq7eIByD6E6aYRyj6EhfQLNmZSbQ6oj dxZd+fPoLVzAvWK93OzXTxWr6Feu8UdZp9wblHtTerurTN7FMWYJyDibAPk5 GSrOp6DxUga6rubigX0h56USjHmXYZpiLUSUYzWuCpvJNXiRWYfXeQ34rrgJ v1VQaU0rflfRht9Vt+G3dW34tqENL5pasdrYTLF7sdU+h2+7X+AN87r7OV51 U27mRTfl7t7Qy72OjS4h96pe7iUsU++ljgUsUu8F9uw5Se4pzLRMYKpZL3eD Xu76Zxiu55+ilouomntoz+tG+NUuRN1iv3a8h+AbTQi6VYuQ29UIc6xCOPUO ctTC77ZKr7da0juSekfr9U7wVkNGvZP92Lc59aRT70zeF1nUO4d651LvfOpd QLkL2bOLxAgV+8W5tJb/2dI6P1aFfH5ckszlOHu2RpyukUXBKXe1dHyZmlEx SqYM1blcy1LvSupdmVkEbVoBR3cxCjhwsyl3FtXOTBVRID2lFGnJcqQklUCW WIC42Gw4nbb4QO1b+4wluHdIXu/U7Rd/q7WpUNlUAtxUuvY2hgJwB0MTmMKR W0dDlm9DfQE3pOBU3I6Kr1asYrVyFSlnApF+NhBl5oFosgjEw/OBGLsUgKXr AXjhFIDfegfgj2HUOz4Uf8yIxMuKZ3hRt4znzFbdEjbrFrFRt4D1unms1s1h pW4Wy2R8qXYaC7VTmCflczXjmKkewzQZnyTjE5WDGCvvx2g5F2+axxhScyRy 5upN4d1+5jIKmWKm5Iwt5GdsGGuUkvBSEi4n4cUnzCW+mwXfbttPa7874qxP f2j49lPaOr6DJL77XXVFe9AlaJtuA8luse87WKJbROBNsnm/T7oGfw9TQu8p VzbuSX7/Xm4DJcbH9RGCv/Xb5Z3f/c7bfvtCa2LOcAFifAEa40tQG1nRbmso 6HaJIX9Lv1J6zZ6dyEkksY8PxPt0+yHdfky3n3IS6Uc1za7jZNKQOIJmmt2a NI725Al0pUyiJ3UKfenTeJA5jUdZM3iSPYNn4iTavFkM5dPevcEI2OePoAPe CDH0QpiRN6KNvZFq6o3CQ97QHvFG01Ef9B7zwbMzPvR6EQuqRSyqFnDhbdEW h4HruKbUNtwKlW0kqbmV2rZ0zUBQbUCnhehC6ytfb2t9de9B/BR2X9rDeV82 XIzz4Uqt3U7I4XZaAfezjAXDqu0ptLZm3b6sQMAtEmSvQYiDBmGs2mEOSgRc LUDQ9QKE3ChC2K0SRNpzfnRUIN65DDJW7BRW7HTOB5niRRpYsfNYsQtYsYuo dEkMxzxVLuQKvoAp5FwgrdipdHECk8jImCQKLL2FttC5mE5/H8WUuphOF1Pp IhFKXUSpC6WeXcgRvweFpFpOqkvyqlGQVYWi7BrI8xuhJdUaZR/UZFql4J+5 tBvFueLMX7a9WHbsWHbs2GcMO3bMEDOip3ocFbETqI6bItXTqCfTTbI5tCTP oy1lAR2pi9CEDXPebITzRS18bSsQcbUSiTcqkXmrEgX2lSi7XY5yBy1qudpp 5hza4ViGXsdSPHAsZuMrQP/tXAzaZ2HELg2jN5Mwdj0Oo1eiMWwTgYGLkei/ U4jx9CFSvWVAo7c4aOY1m5jXimzoI/aUz2vX8N+p9apO63JqXU6ttdRau4AJ 7TyX8HPUehYjGmqtmeIcQLHVFFvDrq2h1pohhlpr2bW1LHhaMqG9x/QwnUwb 08SvqeP3VXL+UFPsYvQXp3+A9R7U5TaiMECJ4iCBdR1KQ/VYh3GchRPrcGId IbB+Bk0cseZ6uDp5FHWp43qsp4j1DLGeew/rJWK9rMOaFbtfpcO6PXUIqTdK EXEqESlmiZzJkqA2T0XtxUy0XclFH9dGT5zlGPJSYiJQg9nwCizFVmMtqRZb GQ14mduE10Ut+FbRht+o2/Gb8g78proD39Z14HVDB543tmO5sRULjfeI9AK+ 635lQKlfwlJv9Qta/Rwve4TVW7R6E1v0erNbWL2GdXq91rWCFXq9TK/fWt1O q9m0Z1uF1ZO0ehyTTaMYbxzGWMMgRhr6afVTDNVx2VTHvlXbS7O7kOnVhQj7 PgReaULA9VoE3qpB8O0qhNyphp+9Ft5cGgqvAx3VCKbXYfQ6wo1ee6gRy6Yd T68T2bST2LRT6HUavc6g1ZkhamTT6xxancumnRelG6MF22OUXhcLm2l1iX41 XczLHNG6xdsX0WslvVbT63J6XUGvK3PFMeAqVOQpUUGvy+m1ll5rskugptfK tEIUJhcig0anM2kpCqQmlyI5qRRJshIkJBQi2Cscd3ROG0hQ7xBMS/Xabr+0 C5xIf4/WHoWLkTk8TC7BzcRi2+jvSzjvJMnbNDMH2bSF0f+RnzTCbUO9zpXr UNjnIOVcMPLMg1FlEYyu8yydF4IwczkI67eD8MYjCH8ICsafYkLxL6mReFNc jJf1K3jBPK9fMcBm/TI+xUb9EtbrF7Fav4CV+nksE+mluhks1k1jnkDPEehZ Aj1NoKeqR4jzEMYrBzBK6Ee0TzAklsrq+1Df8kHh2SsoZuTEWX72MkqJc6nA +YwVgb5IoC1RctKcvdrvz443C5CON9P16vdhDpJgfibB/K916hCyGoIx1xCK HCLetsc1RBjMzRRv24lptxBM85p06cabZ3hlB2b4j824BfMmUcrF9iN+WTCm 3IIE40ygZLiBpPguGh7A/0QY7s//lH67CL/9pP7dcckOFaYWjCXKTS4yl2i4 NQ23gcrIht3bBkUHeEckdDG9zD0oEh6gLOExVAlPoaXblQkDtHsIdXS7kW43 y8bRljSBjpQpdNHtXrp9L2OWds/icfYcnubMoT9vHoP5uhNuy5xqEHAgGEGG /ggx8kWYsS8iTX2ReMgXOUd8UXbUF7XHfdFxwg+PTvlhMli8XNeiell65TLR tw23jzUzeG+3uM27CLRNxK0m0jXBt4mO70/JtjGu7DWSclXKQVxjbu49D6f9 ObhrXACXI8VwPVEKVzMF3M4x50slwj0ukXFrOXxvauDPsh3Esu13naTbFsDv SiECrhWTcDlCb3LWtFcg5o4S8XdVkHFJL84HTffTIJMzZTZLdi5Ldn4ky3a0 Rlq650WppKkhj1NDPj8uIOcF5LuAfBeS70LyXUi+C8l3IfkuTBWEFxLv76GQ fBeS7oJMXfKzRFi086n35yjIoe7UOy+rkhGX1fy4EaUlHVCV9aGMcsvlPSjK 6ZBer6M0hojEUO8YluyYfmaQGdbpHTMGLeWuiJ2k3tOoZcmuT5xDU9I8Wih3 G+XuSFtCV/oyejNXUBk1BmdLNTwuVyL4ejViOaum2dcgz4ErCM6sGqcq1DhX oMm5HB13Nejh3fXgrgJP7sq54CzEkFM+Ru9kY9whHRP2yZi4lYCJ6zEYuxyF IesoPqiLMJ4p3rVyXkvH58s38Y/cbmCBmRfnIZevYbZcvFjICt1ewRT9nixf pNsLdHue6/Y5Tg0zGNZO01+6rZmgxWzaWtpdTrvLB5lnGKxgvavg9FFBMipI RkUXb29nmpl6fn0VpxYNBpVyDMgzP2zZu/CsbRAF/gLuSpQEE+4Qwh1KuEN7 iPc9wv2QLfsJlDEC7sEP4c6YRHPWNNpyCHce4S5YINyLOrjlhJsN+2nZmvSu HrJrpQg5kYjEUzLkmiVBIc6vs8xCk20+um4W4YFTKfq5khz112IqtBJzMTVY ltVhPa0RW9nNeFHYglfyNrxRduANlybfVnXhdW0XJ+MubDZ2YplwLzQ+INji /Lvvul/jAr7reY1ve15JedPzEq97KDfzsuc5XvS8L/cGNqj3OvVe3Za7U8jN hXnHPObZ1HVyT2O6lXK3UO5mIfcIxhp1cg81UO56/hnqWbPq+qh3N9OOdK8O rhIbOQxr4XejhsOTDZuPMS87LdxuquBpp4avgxoBd9QIotwhbNrhHJZRbNox HJpxXFknsGnLqHcy9U5h006j3umUO5NyZ1HubDbtHA7PXK6289i08yl3AeUu FFJT7CLKXZTM23iZwdvyqHdROgXPZOum3qocrXSkmSZPzaigpt6qvDIoqXdZ Tim/pgSKjCKKX4jcpEKkUOwkRka1E6h2bHwhAj3DibU4f1r06x36hm2MWxLZ diT7LyS4nQ+aw5XFzJ0TvIepFTwPWcHd9LxQWzTqQ+JgNENT6ZrDQRHTj+i3 KX4iFGdYspnbZNyOJXsgcwDJ50KRZh6KMotQNFuG4uEFWmYdgqWbIXhBz37r H4I/RobhT7JI/CE7Ds+rBvGyYQ0vGlbxnNlqWMFmwzI2mPWGJaw2LNLwBSzT 8aX6ORo+i3k6PkfHZ2snME3Hp2pGMVE1jHH+W6OV/RhhyR7iAroxKJ1+X0Xx uasGkJ+7wvV56TkSftaW0TGuOMOObXYBpacs0Ozq93bX+Du+t3t1EPkOkvh+ SlWfMYLvQYnvENId8o5uZpxAT0gJpbqhwu5QoXLoTiId+n3MuoXslLjeyxuD dEgzk27bJftDnIdd/CScOwlzJf8+laYXmIuoMLFirImzDXG2hergZeJ8mSsW b6LMppVwn3lEmJ8Q5mfQxg+gMn4QNQkjhHkUjYnjaJFNoC15UoK5O20GvUT5 XuYcHmbN43HOPJ7mLhDmBcK8iGHOJ+K82kDDCAQbBSPUOADhpv6IPOSP2CP+ SD/qj+Lj/qg44Y+Wk/64d1r35MiiehVLmlXCbEiYdQd/6/d560s0AZbatanw WIpQ2/SdzFKnNsHlvQJm8SgW2906nL8xwjXm+jc6oO8cyIGzSSHuHi2By0kF XAi0C4F2JdBu7NfuVnJ4XVVJQLvbFMPdugCetoXwvlIMv6tyrus5O9qVIYJ9 O9pZhTjOAomeGiT7aJAWoOV6Xcu1uhY5EezXURrkEuSscI1u5Edtj36GOOcR 5zzinEec84hzPnHOJ875xDmfOOeT5nzCnCdCnPMIc26m2gC5WWJDmb9APmeE wtxq5GRWMlVMNT9Tj+KiDshLe1Fcwj6dRpVjuBSLoRIxVCLmsU7maMocPcQM oyx6lDKPQxszSZmnUM1OXctOXS8TMi9Q5kW0UeUOqtydsYLerFX0Za/hAZPn 8whuNhVcyNQg0q4OSQ51yL5Th+K7dVC51KLKtQYNbtVoc69Et3s57nPWfOKu xIBbKYbdijkoCjBxNwdTzhmYdkzB9O0ETN2KxcS1GAxfjuHXFRPi56JIl2/h B5iv2MSCFD3QFeLc4zXMVKxiuoJAVwiglzBBpMfKFwj0PMf9LIbLZ4jsFLEl 0uUs1+UEumKEIdCcGwYrWa4rWa4rKUMlZaikDJUdTAu/poFfX83v1xLpUgwo sv/M56eSz2xjgVUoCaqDPLiFRnfofA7lPR+27XM/NPHC5xHJ59q0Cfo8pfd5 lj7P63wuWsI9luoH8hX6vIbYK6UIOCZD7AkZMk8mo9gsDVqLbNRb56P9ejH6 HBV47KbCoG85xkKqMB1Vg/mEeiynNmItqwWb+a14XtKOl2WdeKnpwiv+di9r urFV1421hm4s1HdgruEhXV7Gb7rfUOY3wueeN299fk2bX0l5TaN1Pr+gz8/x nEZv9Wy+9XmtW/i8ihUaLfncuYgFtmudz7OYbaPPbcLnCUw0j2G8aQSjTUMY aRzAUCNn6Ab+FRr4V6jnX6GefwUW/sHaFuT5psDTphreV2vgc1O06ho4XVHB +boKrre4RrRXw5tG+7FdB9DoYI7OUD7aImh0FI2OodFxNDqBPsvYrpPocwp9 Tg2j0xE0N5LLa47aLC6ps+lzDn3OjafDwmKxF1yENufT6ByO1lSO3iwanUej i2h0SbYWpRyRCumIMjUUdLqUTpfmKiGn0SXZpSim0UXpRVyCFyJLVoTEBLrM RMYWwEl6rtpQf1SZrlLfpMuSz/ve+SxsdjEWdVqYbAWPQ9bwPGwN7yPWcDI6 Ifm8U7DMNk2b/084GplKOOsuybORnueD5JktW+GQj2TzcOSfD0e1ZTi6L4Rh 4FIYZq6FYf1OGN54heH3oeH4Y3wk/pQehzfqVrxs3GDW8aJxDc+ZrcZVLvBW sdG4gvXGZaw2LmGFRHdkNiHTmw9a70S4XrTjL3Hya/FyqSe4PfH1AZz46gBO fnXAACe+3M8qcvzX++D8s11w+Xg34g8cQ8KBo8g+amEABX3+O27ZMc8Kna1Q xpKtOH0edfau0ouM6l4URfeCKH3U+P5bmYNZrN/JPOAqSvX7MoeS1FDSGmog sbyD2oZS3VDBsijQbvzErHR11j0UcyL8aKe4toObEOkTwfwSXQwkv7/6//Rb 2N1kZoMqul116CIvLzHWqDSxod22KDe+DI3RZRZrLk0Mr0DOsa2If8g8Rln8 U6jj++n2IAv1MN0eZY8aY6GeQEvSJNpSptGZOoPu9Fn2qDncp9kPsxfwOHcR T/MWMZC/hMHCZbq9jNGiFahdGxFsEo5Q02CEHw5E5JFAxBwNRNLxQOSfCITq VCDqTweiyywQT84FYjq8Bl2JbW/LtJU4oEzn9g5de6bYYte42MljvdcUNowt P7I3Pm0At+MXxVEXxqdotQmufCMe21e5/ZhaG+PaPp3YktrfWPDhnAOnQ0Vw PibH3VMK3D3DmJfCxZIV+6Ic7pfL4HypGE4XWb2tiqhRCTwvy+FzVYGAm2UI sVci/I4K0S4c/+4aJHprkOSnRWqgFums0pnhWq7POe6pdFoY5wGKnfneXJAV I+YDrt8pdg7HfA7FzqHYYg7Iodi5FDtXqtM5aeL56myKnU2xszOlGCCbfdoa Wdn8UDwBxuTlVCMroxKZGdXISK9BVmY98gvaUVDchRLxvEd0t/6E4PsMq3T0 E+YZM6BDO2qEaI9BFT2hQ5tVujp+hmjPoYFVuimZaKcu6dFe0aO9pkM7ZwMP czfwOG+TXD2F97UaBNvXI+5OA9LvNqKAD4Uy9wZUeNSjzrMOLV78U3tX4Z53 BR57a9HvpcKwlwJjniWY9CjEtHsuZl0zMeecirk7iZi9HYepm7EYuU7Eo1sJ 9nNmi2BvSXDPE+45cUKygLtyDdOVq0R7BZOEe6JiCWMVixitINqVcxiumCW8 bNYVRLuCzbqSzbqSaFcNMQMMm3UVuah6yNxjephOppVf18jU8PuJtkaBAWXu h636F3jaOoh8ilAUQLUD6yEPotrBvPtDttXmXR/5VK/2EMplI6hKHnundvYM WnPn9Gov6tVe4WgcgOsRGcKOJSHleDLyT6VDeS4b1ZcK0Hy1BF23y3DfRYOn vEuHg6oxEVGLmbgGLCQ3YTmzBWu5bdjgGm5L0YktdReeV1Dq6h5s1Paw83Rj tr4TMw2PsNG2hG+73ogi/UbS2kDC+rCO697XeN37Cq96X+KlFHLdq+N6k9kg 2es9GzquGYnrrmVyvaTjmpV6rn0WM6zU021TmGol1y3kuplcN5PrJnLd9Ixk 8/5v5P3fwPufS4lBLiUG61qhiohGhkcogm4WwvNaNbxu1eC2rQoOXGDfuaGG Myu12201PB3V8CHZ/iQ70I3V2kONMHIdQa6j+MeJ4bIqjlwnsFInhpBtcp3M Sp3KIZvGIZrOIZrBIZpJrjPJdRYrdTbJzibX2eQ6R3Cdws9xqMo4fFNJdhbJ ziXZ+azVhTlaAxTlaPBXKKLahbkq3qREQbaCny7l2ruEo7uI/1w+UmNyEegh GvQBIbXBu53ff8OtaNEmUoTTDoancdfYCq5U2o2zujuV9qDSXkdsKLUNfI7a 6KvzYc6F4hrNNjpEnN9mhyT233LLf465TbOvfb0XSRYRSD8fAaVlBJovRuDh pQiMXY7Akn0EXrhF4DeBEfhDdBT+mBKH3+Um0elN4bUBXjRt0NjnTevYalrD JrPRtIpcn1Tk+qbshBmr0l9zexBme3U5I8UQZ74WOQAzka/2w+4Xn8Pt413w INOejNfHnxnA65PP8F8R+vk+JFLtnKNnJarLWKTLzCxRdcVe/9plgdLrlukK dJBUoB+9JTqERIeQ6BA90aEkOvR9oqloGItzGFUNk3Znh0lCh1FgRrptzj3s e5h3DzPAgjvlntdtQnRU75SoFkDPkGUSzQZOmz//QOcR8fKopuaoPmTJXGSs GGvqTK0ps+Ibc+Tu4cqEyfjsCFKMr8LVJozyhOPC4as4sGs/DH+5HzaHrsPP Nhb+tnEIvBzPrlSHtlTKnDbLKXkOfZnzuE+VH+Ys4kneEp7lL2OgYBlDhSsY KVrFaPGqdBptiGkswg5HIPxICCKPBSP6eDASTgQj61QwSk8Ho+pMMNrOBuPB OS5tLgUj3zVVL7MRrN4eQWYCfWmWaCbIOp8/ps+HcI2LLdfjVlLcTlyCu5SL cD56jkCbkGcTiWgd0Ma4LpDmQvXGfiItTmA4GA7Hw4W4c6IUTqcVcGatdmat djpfAgfzQty2KICDZRHuXCzBXWtW7csKylMG/1tKBDmoEOqsRqSbBjHiTC4f LWT+WiQHEWnW6XSCnBquQnKoBilh4jpHfqRu9BsgnYX6L5HBSp1JoDPFopxA ZxHoLAKdlSwW6YwEdKa0vzuDQGcQ6EwRIp0hkqXewY0K3yAnuxrp6ZVIS69G aloNUtPrkJHdjOKEVsIrzvrt0Z31G/WAYZuOYpuOYpuOGmSGmVGURY1DLXBm m5ZwTphFrUzgvIAmtmkJZ7bpDsLcnbmqx3ldhzNhfpy/iScFW3ha+ByJLp0I INARTk1IcmlGjnsz5J7N0Hg3ocanEc2+Dejwq0OfXw0e+VWh34+q+Gkw5qfE pE8pZnyKMOeVh3mPLCy4pWLhrgzzd+IxYx+H0VtxmIhrxULlc2YL85WbmKvc EK+jUrnO0TxNoKcI9CSBniDQYwR6tHJBwnmokjhXslVXslVXEecqtupqturq YYatupo41zxhHjH3mV7e1sW0MU38+lp+bwWBLsOAKu9DnBPxpIU404BC/2qU BBDnwBYCzbs/mHd/CNdF4f8LnDP1OOfMoV3gXEici3U4Ox9Ogt/RVMKcCblZ NsovFKCey8U2OyV6nLV46FmJ/oAajITXYyK2EbNJzVhIb8VyTjtWCzuxVtqF dVU3Nsp7sF7Zi1X+Wot1PZiu7cJU/WOstS7jTdcbATO+1VdpUaS3a/S3dPm7 Xt3lG/r8vtEvaPRzZotOb/a+Z3TPus7o7lUavYJFYTRrtc7oOcy064yelIwe x1jLKEZbhjDcTKOb+WdootFNrNSNNLqRa6QGGl3fAlVkNOQh3lwA3UX0HRlc r1Th5iUVbtFp+2tqONxU4w5rtQtrtfsdNbw4Sn1Zq/1Zq4NYq0O8abUvrabR UazVMTQ6jkbHs1Yn0GgZjU7iSE3mSE2h0ams1Wl0Oo1Op9PpdDqdQaczxC5v Op1BpzNSNUjg6E1M5uhP03Kk0ms6nc16nZvNSp4jwqU319E5WUouscuQmS7n 9xYjJSEXufY2yPvyh3D56su3SOM/SEoLoyWn9207LXZhm+EujXal0W6HbOB+ 2AYe9NnriC28j9rC55gtnI1PbDttdPjPnTYWThub4j9zq3ea/frCrl8i6XwU 8i2jUH0xCt2XojBgE4WZG1FYvxuFN75R+H14NP6QGIc/ZsnwWtuJV01beMm8 aN5kNgj1Bgp80+Ft5YiPcFZ6BZeznH/P0ulzbyN2FpjT6b/g1hDmlPoclbb6 Yq8ktKTzJ7vh/QmF9vnksx28tgf/O7w//pzZg/A9+5B3+DSqr9x++xYdPSRZ 16CD2aCDpQb99AOaQ9/S/I7l7f3ZUjUWLs/oMysonhMboryDKIfh+1jwCJOu LbJNL3KVuOChv3QXPVt89PdCbgG35LaIVLLdg7bl1pVqRirU4u1HDp1nLjJW KPr1YeYIEn+8Gwn/vBvxTNyPdiPmh7sR/U+7Ef5Pu3Dlp1/AmFSbMKa7DuDQ LvHOaod3GeIfcITbI7sOvs2tY/aIvJ4ERVAT7pPrR7lLJHsZzwpWMFC4iiFy PVK8hlFyPS5fR7lnC8KOxCDiWASijoci+mQo4k6FIvV0KArPhEJ7NhSN50LR axGKZ5ahyDx+Vb8D3AjvDv42kXZ/20gtWmwF24ckr0UMpO1fwOW4Nd1mTtDu k1Zwl0K/T12Cx6mL7Nb7qL5Q+7/i+n66vX/bbeaAIewO3sHtI+KVQOS4c6YU DmfluHGqALfOMOZFsKPhty/QcmsFZ4gyeN5QwddeJT0ZFsIaE+6uRZSXFrEs 1Qks1bJgLZJChc0JwRr8OyTyuoxuJ3E2SOZskCJmg2gxG7Bwi9DtdLqdTrfT OfLTk4TV6ZR7B9JpdxrtTpMOCE9LZ51OyyDVaaJYp2WqcBGZWdVITq1CUmo1 EpKrER1WihSXIt0rX0Z16r2+957XLNKRLNKRLNKRI8wYvZ6g15P0ehoVLNLV CXP0eh4NycLrJbSkLdPrFXTQ6u7MNfTS6j5a/SB3U+/1Fr1+LnndX/QCLclz SPbqRQjNjnNrQbpnKwq9W6H0bUWVfwsaA5rRHtiI3qAGPAyqwzO2wKGgSoxx yTMVqMJMQCnm/Yux6JuPJe8sLHumYdktCYvOCZhzSMDo7XjM5g/T6i3MVYlX CWGhrlrHdJXe60p6XUmvK+l11SJGquYxVDVHc+l1FQt1NQt1Nb2uYaGuYaGu ode1/cxThljUPtAd2UTUBmvamWZ+fR2/l15XKDGgzv+A64+xPL2GPG8NCv2q UezfQLLJdSDv/aDed1xHCa4HoJa4HkVVyjbX02jK2uZ6QeK6p3gZWR6tuHsk ExHHC5B7thgV1nI03ixDxx0N+twr8ZgrnoHQeoxGN2EisQUzqW2Yz+7AYkEn lku6sVLGvqzpxUpFL5aqezHH32iiphvjdY+x0rqEV51v8LpL7Ol+0/WaD7Zv u/VEMwZiu0NS2vA9p1/pnX75Z05v6Z3eeOv0Ujed7nrn9GyHcHoW0+3TmGyb xEQrnW6l063DGG6h0y10upl3fTPv+iY63USnG/VOR0WzT4ehJNgTxUGeiHe6 jqtnfHDtogo3bNW4SavtaLUDrXai1a7s0x4u9Jp92pd9OoB9OohrqRD26TBa HcE+HRlMs0O44ubIjOWKOo6jM4GjM5EjU0arZXQ6iU4n0+lkOp1Mp5PpdIpI shjdySnilcCjOWqj+XFCKkc+e3UKe3UavU6XohEra6RzoKaklSEpRc4HiRPU l34FzblPoT76YxTu/SFcv/5q+4BvA0lo0adN3uvTprA7YEqnOcmxg7nRaHf6 7MF40WjvY5fhc/wyXA+de89pbo0PC5+lCKTFHnFK/R8lqW/s24ezn3yMNMsY KC/GoPlSDB5axWDsagyWHGLw3DMGvwmOwe/j4vCHNBl+U5CGV80vmOd4ydzP 7oKv1R2cE5Or+T7xPCSvStfEpbjN2AAW0ulmFlx8nP9GFwNuD1LA8zT7PMUW cfz0c0lqb8aHWu+Ar/Da95M9Au3PDeBHrv8W/twG/+JLFJ+xRReB7iHM95gH zJ936MH3kB5lXx5jRHeecAszkMrzjrdIi+oshA4XQodzkbHgEU6IwwnydsQX LHmIbxLXl/TR3bZTum1RDzjD4u0Rgn8r2T1Ps+ckt4MxzUzR7wnaPS7cdgtA 8ZemyNq1j/9U4k/34N9D9pM9zGeQ/fizd3bT7Vjh9g93wePHn+PQ7v04vPsA XT6Ao7sNcYxWH+Pl8d0HDXBitziu4cRuI5zUx0Da/hdWUwfE30ol2aske41k r2GkZB1j5Hq8dAOTik2EHUvkbBODqJMRiDkVjjizcMjOhCPnbDjKzMNRYxGO jvPheHQhHKmG5/VkG79t2BLTOyWl/4I3vLP66oETdNqGRjMnudQ8aW1AoK2w G+6nyTRDpaVc2y/Cii3FCDcOcOV6QEf1rQMHcPOgBewPR8HuRDGuHc3HtRMF uG5WjOtk+6ZFKewulsHRVom711RwvyWeE9PA31mDIFctQj21iGC9jma9jiXV cZwEYgJFOAkQ6zhSHc8JIYETQiInAxmplnFCSOLCPYkTQrI0Iag5IaiRIkKu U8h1CrFOJtXJpDqJVCenkefkdPVHSGbJvoSkdE4AGdWIT65EWGAh3C8Gw+tM gM7pSDod+d4rckTqnistjXzP6Yj3nI6ZgpaduoKdujpxHrXs1A3Ji2hK1Tud sUqn19Cdtf6h0zT6EY1+QqOf0uhnxS8xUPISg/JXaE9fQLrfPUS6tSLJqw05 vu0o9W9HeWAb6oJb0RrSgu7QZjwIa8TTsHoMhtVgLLQKU6HlmA1RYSFYgaWg YqwEFGDVLxur3mlY9UjCsksi5pwSMEXPpwuHpVfzmqHV07R6ilZPVq1iomoF Y1XLOqerFzBUTaur2a1r6HQNu3Utu3Utna6l03VDzABDLKjYYJ3+OKY68Twp na6l0zV0urqS3ZpOawq2e3WZdPFz5HppUOBTjSI/PdIBHezV20jrdmcoY3VI a5NGUZkyjpq0SdRnEOnsWWmHd3v+Ajr1SDsezoLb0RIOFSWKbTSotddycqrA ff4fT4LqMRDZhJH4Fkwkt2E6swOzeV2YL+rGgqIHi+peLJT3cRnTh2kCPVrd g9Fa8fZXS3jR8RovO18TaYY8vybOb0S2cTaQcP7mXZnue6WDuk8PNS8/hPo5 NnoF1JtSoV7pXsfyW6iXJajnOhYI9bwE9dQ21G06qEcE1K2DGGrlfd/yhHlI rAXU3TqoGwTUUVBGhkER5o+iIA8EXrfi+DzGHMfVc764aqPCNWJ9g1jbEWsH Yu1MrF2ItTux9iTWPsTaj1gHEOsgYh3CsRnGsRnBsRnJsRnFsRnNsRnDsRlL qONiBcbxHJ3/B+I5PuMJdjzBjifYCcQ6gTjHM3FMKJfaIbw9MkWLGIIdx4Kd QLQTGRnHbUKKEjkB3lDdOgT1jYNQX/kGGqsvoDH/JTTHf4KS/T9E6K5P3t/p /Q5q07dQO5tYEmNbQm0rQe159DK8iLT38SvwOXGFnz8pzswyOiwZLWg+zE7q aKKjWndpKil97uefSErnX4xD9aU4dFvHYcA2DjO3YrHmGovX/rH4bVQcfp+c iN/npOJleQ91foEHOT3ws3aC+X6T78NCvBDL+f0mO2ApTL7An/0vcYEWX6DE F/aKGML219/Ag43Zm/76SvmMP6OfcNhPEOz7ya+IiB+3/kzAx79CIBP6i68R QY+iaVHZmSt6jkPIcQg5DpE4HiDBus4c9h7F4eyv4ZQ4nA6H02GG5M4yksXi RbgEw9sEC515ZQfJDSdwy9wue4ZLlwbS9vtYkj5+x/OSx7turTP5LzHH7axH MP8v4XEQHl93hsb4JHI+34fkn32OJGYHkn7KXziJFP81kgix7J8ZIpz4I12J FhBbfrqX+B7Qw2souXuSOSXymdEOnP7M6Hsw+0wczu9y0hE1kR0YkW9grHQT 45R2gqn06UDEiQREnYpGjFkk4s5EIuFsJNLNI1FsEYlyy0g0X4hE38VIJB+w xIVf/kpoK/qxie6YsP+N20MSt+9ymOAe1sN7GLeMz8LlhC3RZU5x7ci4n7Km uoyZFTwYh8OnJXkNJHt34PoByntAJy8f6oYH8T9wy5D6Gh6Axae7cPzHfLiY 5uDysUJcPVmCayzNN86Xwe6SErcvq+B0nUtwOw08HTXwuatFgJsWwSzIYb7U l/JGsuGFc2SHB3AkcnRHcXRH/9lSPI6jO57yxnOEJ3CEJ3B8J3L0JlLfRMqb KHaRJVHZRKknJxDfBOKbIPXkxDRW5MR08bQzryKeiUtVIT6lCn4OsXA6codx pcCBSLlbTF3fe6WNCDIQwa4WQYEj+plBZpgZpcDjKGNL1gk8g0q25GqZEHgR DWzJTanLaGFL/kBg6ttHfR/kbVHg5zqBqe9T6qsT+BUGKPBQ6SsMK16jM2sR 4XebEevVTpE7UBjYAVVwB6pD29EU3o7OiFbci2zG48hG0sLuF1mLychqzEZU YCFCjeWwMqyGlmA9uAAbAdnY8EvHmncylt1lmKPGk8GlmCwaIjcUmJmsXsN4 9SrGqlfIzxJGahYxVEOBa9iWa9mWaylwHdtyHdty/SgzzFDgeipQT4HrqUD9 Pd2RStJTnxS4liuEGgpcpcKAtvBDgX+MbE7yBd41KPKlwH4U2J8CB/Z8UJPL JIGHPxQ4UydwS+78hwIfKYHHSU7il6ogt6tBvVsd+vzr8SSsCQMxLRiRtWE8 vQOTOV2YLujGrLwHs8pezGqobkUfJip7MVTZw0XHYyw0LWKr/RWedxDPzld8 LL3kdgcFJqzduhiIw8CEvq90BO8UVyV+JXr7eLOw9x/xou9Dfdep7xr1XWVN XunZ1ndV0nde6Nup17dDr2/7JMaFvm3Ut436tlHfNt7vrdS3lfd7C+/3Zt7v TbzfG6lvtNA3FPJwfxQGucPZ8qwY0/T3v0kCXztJhc19cJmr46s31LhOge0c qTAFvkOB71JgN/5xPCiwNwX2pcD+AZQ4iKtnjtEQChzKMRrGMRpOgcM5RiM4 RiM5RiM5RqM4RqMocFSCxgBRJPg/I5LbSIIboU8Qh68fvyRIxsV4EqcEAh0m E6d9BUJ++wyUt09Bdfs41PaHob5pBM1VAmxNgM/vgubkT1F68IeI2vOJJK9Q mLAJeP+txK7dgUOwNzwEV7LrduQy3Mmu57Er8CK7gl4nk1NSMya9xkd09Vhn r6OJLjske/8Dt6a4/OVXOPeLn1Pgj6G8FI9m63g8tInH2PV4LDrF47l3PL4L S8DvEmT4fWYq3hRmsRP3Ul1ngiv2VZ7fb0p2D4idl7wKS86t+tBg6UTui9xe ZM25uE+KAS6R5r/AJdJ8iTRfIs12n33JWrxLItlPigTyHvx3wbLk8Xb8P/mC Ln9Bl79AEG0Oo81RJCqGNscxCeyJrVdd8dg1FE+Zfpos1WR6PKJ3eVxXkT+0 We/ynHsE+2yEoDRCYByB79HYCLobQXf1Edc9w3dixVNimtsVzzBehkkfhRlI Kn/01uV5eixM7jC/wj9Lwa/EC2Tn/Wo/sj/bixT+Dskf/4oS/0xsfvq54Pgn nyOZMCeTZR3N2yzvghe78XH+vifI8TbFpxmzz4wMcOYzI/63Z+jxWZE9upzb Ix5G5/aQ03OfmZBq91N3UB/dRaK3MFH2HFPK54g4lYyo0/GIORODuLNRSDCP QrJFNPIso6G6EI26i9HosopGoqElzv/zx/pCbLJ9mLZu5/UHShsIpndIPv8N bpmc4wrhMnW2leJ2movG01TazIY6W8PjjBDaDFf5GJK68QETndCG4me/YWiE /0syWgh9gv+9yT/+EKY/+AnzKc7udoDtMQptpqDQStyyUsH+ihqONzRwZlFx u6OFl4sWPu5a+FPoIAodxFEf4MMh6qdBsL9Gt/7mDBAe8t4aPEK3Bo/mDBDD 0R/D0R8bp0YshY7lEI9LFAzHysTxYLHsx7FEOjZFCm+g07aIJcoxqbpEJisR HCJDsMVtuB93gNNhp7dAB3PlWxouXlDjz4AOJ9DhBDqcQIe/A1opgI6dhjZ+ BhWJAugF1LIeN7AeN7Eet6avEug1Ar2O7uwNAr1JoLcI9HMd0IUvCPRLHdDE uZ84D5S+JtCvJaBHyt5gVPkG5fGjiPZsg4x65QR1Qh7ahfLwTtSzyrdFt6Mn ug0PqU9/DPtfbAMmYmsxE1ONhegKLPNuW40sw0aEHJthBdgMJtSB6Vj3TeZw IdRuMtbrUkzVvAd0DYGuWcawALqWNbmOQNexJtezJtcT6AYC3cCa3ECgGwYJ Qj/zRHdsknjes0H/vCdr2mA9ga6tYk1WYbq7+UOgf4KnzWPI96pBoU8jin1b dUAHEOjg+2+PCRNAq/4XQLfpge4m0A5Hacq5WiRea4TcpRn1fq3o4zqmP6EN wykdGM3igMvrxmRxDyYVvZhU9WFc24eRil48q+hBf9VjzDYuYKPtBTaZrfaX 2OqgrZ0vifRLctv1kg+0V90v6fNL6QDtNz0vd7ANv8SPiPNLfEuJ3zCvmVfM S0bSuU/ozH+1T9+NhdC97wu9hkX24wUhdNeSJPRM5zymOyl0xzQmOih0+zhG 2yl0O4Vup9DtFLqNd3wb7/hW3vEtFLr5ndBlkSEoCfdDXqAbrh4/iqv02UDy +e+4PUGlT+A6c+3sddjapOAyu/LV22rcvEOtqbQDlXai0i5U2o1Ke3CcenIl 7c1x6kOl/ThO/TlGA6l0IMdpEMdpMB9wwdFUOYQDdQdCCHWwSLyozkHc/ifK rEGAPj78KpcoLgqcguBt54Coa+eRcssCefbmkDuchdLhNNQOOqU1t4yhubYf GpsvobXcDe3pn6HM+EeI++ITndDE+dY+U10/JtA6pA8T4pM6pAm0J3F2P2ol AS16sYTzEf0ebAeTI29xPox/D0dTfUUm0uaf/kJC2oI1udo6Ed02iei/kohp +0SsuSfidVAifhMjw+9SU/C7vEwUuQeJJmz6PViK1025IOF8kduLnFQv7Zdi ACvp9dCsCLPVPhEjXaSd11Z0eSc8hciMENlfiOwvdlX7E+S/k+qxHymWOGYC P/k1Of41QshyOEnWcWwocSxjkncdRJHhGXRecWVVDsMQCRYkj0och5NjXVWe dpcoNqDFEfzxJI0p7oI+wmOha4RwNkIAHMEfdJVbcW2VEDM7JJf/5q3J21ny 1HE8eNMVNaZmKP7CEIVfHEABk//FfmTt+hqp5FiQvJNF+Vf4KyT/VFCs4ziF FEskC47/eRdiyPFJMnyKkQgWu6YFwTvIrxGtNYb5Z4Iv8z3G34PFHrF/Yo8J 6+x5Kux52glNsd2YUr1AVUAXos4kI+ZsPOLMY5BgEQOZZQwyLsRAfjEGlVYx aLWmy4YXYPGjj3Hx57u37ZVOmzokbQ9LtVjkPXm/p5P3FOU9rYubGeU1szWA +xkbfAyPs9ZwOEJ4+fgQuWZIeKUYk13moBFuHjyI40TXmOia/OCnRHcXDv/g 1zjxP/bB/GdGsD3oiWvmCty04uC9osHtG1o4El5nwutKeD0Ir7cXB6+3Gl6e 4lIDX+Lrz0EdwEEdGKhfeoe8t/SO+J+X3pEczZHEN5L4Rkj4RshEL45MErrq slPafowIbsOSVAgMToLXjavwsDyGYHN7eJ9y0sl72A1eZkFIcSrRv5RV17tX xxD9LPypTt6wIV6OUN4xkjDxnryzfybvMuVdYTWmvKzFHVl6eVmL+1iL71Pd hwUvJHkfU92nVFcn72tJ3kHFGwxT3WGleKpyVPUGv8CY+g2qksYQ79eOtOAu FIR3QxXZjWqu3ZpjO9EV14H78W14Gt+KoYQmjCc0YDqhDvPx1ViOq8Aa77ON mDJsRpVgK6IAW2HZ2AqmwP4U2DsJM1R4IrUV4zVrGKulvLWUt26J6lLe+nkK SnkbKG8D63HjBEN5G0dYxShvE+VtIgBNBKDpvu6Io0YdAIMNlLeO8taosT4+ +AG8n+BJ0wjyPGrYjptQ5NOGEl+uK/wJb9C7g7HLYgS8Q9DIRlGRPI5qwltH eBsleOfeg3cJIVda4XqxEbEObSjy7kRtWDe6E7rxLL0bwzndGCnowWhJL0bL +jCs7mNZ78VjbQ8eVzzGFH/L1ZbnWGtlcW0jj8xm+3PC+4Lt+AXhZbpe0F6m Wzpl2UCcu8xNLzdvqCoFpq+vmVeMaMUvpFbMf4DebjGbfVv/qrtLPXp3u3Xu zgp3u+hu1ywmO3XujnVMYLRjFMMdwxjq0Lvbrne3je62Cnfb+Sdo5uokGYrI YBSH+yLeVZyGc/X4Mf58144f1zVjxkCS9+9w49QJ3Dx1ErdOn8QNixu4Zu0P awcazJZ8nf7ecuMw9tDAkcPWmUPVhUPVlUPVjWtkdw5VT66RvThUvTlUfThU feivtwiHrHe0Zge8OWb/EV7cenIEe/mnwdslAF7Xb8L57GmcOWSGm+YW8LY+ jwi6m3zrPHJvm6NEuOso3D0Bze0j0NjR3ev7ob1Mdy9+Bu0Z9lTTHyHxK9GO TfXm6ry1M9SZa39QPCF8Es6m5rgjWXtbb+1OidmdRFWHraOpFANJ27/Fla++ orWfwuLTn+POlyZotknCA9sk6ZWBFu4mYcsvCd9GJOG3shT0Bwcg8JwZe66p UJY5JEHLyx3iioEAl1X3gJihrbi1FtkvndjK7V9xawybfdsxgjVjI94Me8+X 8HmHLnEVobsBdPfvuf2V5G3An7kbzITS3shf7EUsPYpnEmluEpPCpO4yQjpT SoOH6O0IM7btLs2dct+2N0Ki9314dTV4x7saLKFLcHdI8n6EVa8IrEn+8lJc 9xL7q4XG/06ieFUqyOESwiO33FB36AxKvzgI+a8PooQpeg/ibCJsQIa/YE9N 4TZZ5GdfIIUcp/xU5HOk/ERkG+TdBHkXEoixI+8EM/7iZ4jx2c8O6hU2osJG wmADGiyeqBcIW+pjILY7uDHln22POBBf3Opt5oRpzUtEnU1HjHkS4izikWAZ B9mFOKSyquVbxUFtHYcGmzhEHbwEc+J44Sc/hxV/AWvpLGbRfv91l/G5ftf1 Ed2ua1PyfPoKaWbMBM9cLZ4RIdNnbVkpbEj4cdp8SO+zqc7ng8JmLty+/Jo2 fwKjf/wRjH/AYvyD3bT5S5z8J9r8MR9Xew7j+t7jfPifgsNZf9ywVsHuOge3 nRYO9NnprhYuHOxit9hdXrpw0LvRaA8a7eXLgc1y7MuB78eB78+BH8CBH8iB H/ThohvBHOli3S1W3SHSijskQc1NIrtwiKR0MLeBCSr4uvnys56Wx2FFlY9L MvtaWCHEwp0qO8PtuBdCLKPeySxetyqMModR5rDHDGUOG/hQ5ijKHDMFddy2 zPOoThIyL72TOUPIvE6ZN9DNPtzLPtzHPvxWZvbhx8WvdDJT5X6qPECVdTJ/ S5m/xQhdHqXKY5o3GGcmtG9QGPkQMnbjrIhuyKN6UM5VXX18N9oTu9CX2IHH snYMJLViNKkZU0kNmJPVYUlWjdXECqxzJbMZX4bnsSV4Hp2P5xHZ2AxNw3pg MtYCkrCSoMBY3SpG6lYwXE+Z69mLGyhzA3tx4wxDmZsocxNlpquDzUMMZW4m Ec2PmPu6Y4yaOhkhcwNVr2Yv1rwns1K/zzrHrRoFnlTZu52VuEunciBVDn2o V7n/f1Y5Q6dys17lDn0drkgch7N1C8Kcu5AT0IvymHtoS7mHhzl9GCzq5Zqn D/3KPjxV9+K+ugcPtI+4BpnDYtMmlpo3sdKyhdVWgtlGOJmN9i1sdgiZn7MS i1PFX3Q956PqpXi5zh5ddlJlsX3D7RvC+5p51fdcmPxcMpnfSou3GMnkPmEy PWZWaPLyW5NXJZPnhMldOpOntk3upMmd4xjppMmdepM7aHLHY7r8gCb36Uxu ESY3obUwD/LIIBSG+SDgho3OZAOJ5L/X767WleEbxPjmaR3IdmYnYW92CrfP cMwyty7cwM0r/rC75g9b4nzVXYMbHKO3OEbtOUYdOEYdOUYduY6+w3F6h+PU iWtppzARNtxQNRwZZ+9U/gBuTgH4b/C+YAYfkYu6+DLO/L/MOE9cP2cBT2tL hF+zRBJlzrltgRLHc5TZDGpHyuxAme1NoL1xANorX0F7aQ/Kz34C9eF/RuYX P4TzV9+8p/JhobKBYHmnkFg6KfSIVH3FJXU2OWIgwUyjTQmzFDFZiu1fS0fE mP/yUymWlDnS1BZdtsl4di0ZUw7JxCUZr0KS8V1cCp75++PCr3fBcp/hR1T4 kFD4kL78XuI1wbGVcNlactmGWxt2YhvJZVtu/w23xrDdtx12GxZil08/l4pw AE3+wOP/h7D7gKrqzvuF/10HTCYz88wzM5lMn8kkkymm2MBOU4pSxAZIRwWJ vffek2g0dsQuXZEmWOj9gNhABem9W5LMc9d9773vus+8399/73OAZGa9Wev7 Pwchytmw92d//3ufvf/0HY9tNI+Z/aOkC9vgM+ZLa0d8RZKOM6YuHMGIx+fG TWPvnI5E53m4F74ZtfS4Xnn8BT3+QvN4i8njQ/SY2XqIIh+ixYcMNPWQ9N1D fDk92w6RYWabfMTRUmn8U2WzmCzp2aZ5fC9gMRJtpuE6c40GJ+gWa6XYhRY7 4/KEqTg7yoYc89X8Jzm2IcOTVSI+kUxiJjITEEGOI0jxmY/G4iRzdLi1mWHf 8er09fFyFS5/FuIAKhyo4iroysHYYNIbPFGLQY1vI0T/OESPfE3QeDfs892L I/5n8VXgKRwPOo6Twcdxev5xXFhwHAkLjyMj7DiifbbAlyoGfjgaIWMmqLOt 3fWurES2N2ksZ1vP0DWeoc62noG3uCc2gyqHU2TJImzykVDleYyvqBwqqzJ/ pT5GuLOusourynxbB7iwKYvI094fRZXHw/3Pdpjzdyf4j56OBRNnYPGU2fyV 98KGWfOwbZ4fdgcFYEfoamxbegDLVnCtXpOMpcyytZR6PddsyryGMq/j7vh6 rvWbuNZv5lq/hWv9Nq7x27nGb+cav4Nr/E7uku+izjup8y7qvIs67zqShF1H ma9o8m41HJOuvIvjzq+SsGPjLrbkxcLy7O/bHIIDfpuxZ94OHAw4oNm8Jla/ NBVtPkibD9Lmg7T5YCUzyOZDtbhmtrkZKcc1m9PF5jOduGu2uVezmY252GQz Xb4X9QoVbMz3dZsf0ebHyuZ/aDbT5WeJJpv/a8DmFM3m+tR/4F5MF+KOPsRZ NvyrR0qReKwUGSdKkXOKPfF0MSrOFKHyTAFq2IQbInLQEpGFjog76D6Tgb7T aXhxKgmvTlzH62OxeH30Kl5/eQH/49g5/K9TEfj60jXUZNLmzC66TJuzaHMW bc6mzTm0OYc259SRA9qcS5tzaXPuY4Y259LmXNqco9ucRZszNZt7v2PzCJa7 MrbmbERvo807itmajYjfe49LWzuMf+1IlbqNWNKJ50ilzem0+TZtzrzQrGzO u9qmbC5mYzbGd+KzNaXYtr6Eey73EHfsPr/2PoqiKnA/gUYnGlGaWApj0gN1 klpLZh/asvrRnt1PmwllLtHMe0GbX9DmF+gvfEGbiWoRcWVeFb+kzuqSnAa5 NqcB3xhfSmWWoUw+pLx/psr8EmbAZP5VTB+jerJRn5+myeJyO11uG+RyUwld LqHLxU2oK6bLxXS5mC4X0+WiJ3hapLtcSJcL6HK+uJzPBZ6N3JgriD28D1cO bsfagHl6V/4PjqauPDBHvZg0LxlC8xys9NZoXj1PCuaaeXMNWOvrJRfu8PPC yvlLsWTJHixbugfLl+3hvvYerFqxB5sDvA1cpbxlDfO2wLYgPhOH2ZaDByQ2 KIt/jXX8Z0NmeiOc24fN8wPwGTU+uSwQF6lxrGi8xhvJq+cwM5Gywg0py5yR Em6P1PkTkeo3GskzP8QVu+HY4DBVn5P20DR2mYEV0oiJsUEMthCC8SZHTyWw KUpid60mW6rbxPwQwdZjcNQ9FPcWnUHN8jNo23gGL3afwbeHz2DvTA8ETx6L IPvJMuvMIiz6cmQxD2HmO8vbWWS0UAAv1GOBUDWGkeIwRy0GjtP574WR4TAy LNkx0hq7hzKsFKbBwvFkgxL4tzTYlgbb0mBbfMZ8Tre+GtKJp6lOfHaQvxfH Tcflca64wscHn25Bw6YvlMHNmw/R30P095DZ3w7NX4MArA74HlIA9zAGhbCF mWHJG+jbRqP7tn1hUB7/BDkevkiyJfrMdVv6yyQw5j7MRNNfMTiSL4kGC8FS i8VhKccRI0yZhLM0+CwNPvvxeDo8jpWYdfhDayyymqrsFXn9mQA1GR2oOnAQ R6E3WHXgkImuMri9hfmE9qcIIbUBoz3xVdBZHA8+hZPzT+D0ghM4u/AkosNO cKfvBLLCT8CHxPp/NIbddwy7r7NClsRqrVfGGWZdNVn5g6esouunLrLibPQJ xzBsmhfOLKKskjAsdZ3DrwznL8qH/DpN1hCbKXCmqi7vfUhZR1PVifD4sz3m DneG/xjuw03yxJKpc/iL640Ns6mqL1UNDsCBsAB8viQAh1f44fBKL+yczxU3 bA9Wh+9B+OpkLF5HaTdQWu5Tr+A+9SoKu3oH95t3UVvquoH71Bsp7Cbqupnd dzOF3UxhN1PYzRR28+EkbDmcZIEtXwqoW7gubNmwC1uWLMGWoDlc04PmWHCg qluCZiGE40zs8AvGft+NOOi/i62XogZQ1NUU9QBFPUBRD1DUAxT1AEU9MFhU 7ejvtS8bzKImH29F2kkRtUMXtRvZkT2aqBcGRC2lqEaKWs6maxL1QezXuqhs vNf0tnv9HxSVjZdNd0jbpaZ1qSLqt2hI+xaNN79Vt29IOPEIF46UIPaYESkn jbh72oiCiFKUnS3Gw0jKdq4Adefy0HQuB23nMtEVeQe9kRl4cTYNL89Q1tPX 8I+IOPyfi7H476ir+O+Yc2jNeILqLIqaxcab3c4NNkXNaeHGu4lpYChq3nOG ouZxQ59HUfMoah5FzTPy8/x3c/Koqi7qnWT814teDCF1JB5l1ePypixEbSlg 5eVL2FmGuD0ViD/wAPFfPOZi1ki9caIGKadrcTOiAbfONeLuhSZkX24hqa0o iG4nqe0oje9AWUInLh1+gt27jTj9VQXiSOrNqxXIjCtDUeIDVN5sQsPtXjTd 7SWpvWjN6iOpfejIoXG5fejO60dPfj96C/rRx/QX9pNU0lr8Ai/lHlIlL9Qd KV6XvpB55tIXFnRVBnopmvIzzCs9L5kXZfxbqGgf08v0GPmvUFIRtaO0Z0DU kk40l4iorUrU+hKKWtKA5yUmUZ/hWTEXdDEXdBEXdCEXdAEXdH4xF3g+nuRk 4XHWLUSz6V7Yv1WuzzfTk9sRMVWJOuu7os5WoqrC+x1RV83TVF3j66WZOkyZ ul6F67a/Nzb6i5KbAry5wtFUbJEEeptpNQitoirH7cE+fPThRzuCfYRWH1aL nSE+CPH0QqiPHzaR1oPhgThBWi+YafVB8pq5SBFaV7ojZbkLUj91QOrCSUj1 H4OU2R8hespwbJoid7wXVC31qecZKmrCmbJKufU0NVw3GdxnyMFddw1WOaFF /vMba60eQ4jrdd8deLz4DBrXnkE3+/rrzyKwd4bAao0Q23EIcnSRPstqS1I1 TS2xgONCPbRUKJVjvos4LiKqixxV+FOhqT9GOMdF9HT1BFtzrd1LT/fS0730 dC877d7RMres5pcNCtTfmUk9oLP6xUhbkuqCE+M0Uk8zEeQ0kjnPCKmXGCE1 irRGj3fFI9LaZGKVaSWnbVuHVFrlqUGJaolu+tmjRxVaUopfop+jPOvffmjg uTxu/0KcRcPyLUixdUUyI9DeGIStBu00QjsNsQKtju05eaVn+bp+QGttVeUV biNG0F9Ce1ZBq7Dll30ynsvx7Mdjceoja6znl5uMDZQoW6fT1unK1xCJCEtc yeBEuSbHJDe+jAWT+CPjswUT3VUWqsjHbpg3woGtkTs8s3bg5IJTOLXwFCLC TuHSolO4Hn4KtxafgjfbrR/5DfzIii13ovZeJHuPwfwOLbbDzPwunEqCp3Et mzNfViXfcO43rZsbgiWkdxF3FBfxt1kADndxVwT7WE2EE/l1fu8jEmxFfifx 23PA3I9cEGDF/bjJ5NeJ/LpzFZ3ji21+/tgdQn4XBeLzpeR3pR8+W+qFHfOF Q7WKcoX9BVaS4VWf7sGSVREI25iEcJbcT0nwEpbcZSy5y1lyV5DhFWR4JRle xaK7ihSv3J/EMhyhJrM2rt2NDWt2U9m5ouxcC5HXUtC1UOgGKXT3z9uAA746 uP4EdxXB3U9w9xPc/QR3P8Hdr4N7QMAdON1KwL1+tAk3jmngpp5sR/rpDtw6 04W7rK9ZZnD7NXAvE9wrA+DeiyG4sa91cL/G4wQB9xtUXSe6id8SXObGt6hO +hY1yd/iOVOb8i3B/ZbgfoP6tG/QcPMbovsNmtK/Qdb554g8VIgrx0tx/ZQR 6RFG5EQaUXyuFBUXSlB1oQg1FwvQcDEPLRdz0HExCz0X7qDvfAZenk/D/4xK xX9fS8Y/k2hhaiz6bxWhOpvgZhPcHIKbS3BzCW4ewc0juHkEN5/g5hPcfDqQ Twfy6UC+Dm4ewc0luHTgKR14QnBLNWxv6KdbXdyQhaub8xG9tYTYEtrdBJKL O16OsxPN60cHQ1uPW5ENCtqsS83IJbT50W0oimlDSVw7oW3HvesdeHCjE1kx jUi5Wo3bcdUw3mhETUa3Oous/nYPGu/0oPluD6HtRVs2C2QO2cvt1bDN70NP QR+x7UNfYR/6i/qILcEt7pcLURvkvk8GUttvga+NMpDSvxLYfuI6kJdl/L+Y fqaPuCpgjb16Ze0ZgmzLIGQbdGRrdWSrS2rwrITIlujIFnPhFnHhFpZyIXPh 5uWhkgv3YVYGrh7ag11LwxSxi2YS2JkzDUrZHw9trnprXeotxs5lc52LFT76 pLIylr4SWfYTUdZsrL8XjfUSYzVi31DEbg40EyurL1cuTVlVYA3SXw1SXi1U dxVgvRHsMRcLvP2wgZuB/QT2OIE9vzIAMWv8kLiWwK4lsGsI7Cod2MVTkBpK YAOtkDrnY8Q6DcdmRwWsi5o/lvrA4qomkU1Tx6Krm6fMKbOsyjMprhbK2Z9x 9EDIpMnwGzdW83WsFebT2HvhEaheGYG2zRHo30dfPejrJPpqMw7BDjb6uVLu qrj+e2flj8PkKpyLFLbaCTSu1FXFoJh9A+EssGsJrRTXvQPQGpSyfzAZS29t VTRk7YisHZG1wxfMIUKr5o4FWsJ6hjlLVM+xz10QZPl4mbheHa8hG8PEjndD xjT/7yB7mN31sJxAxdGS0B4ms4eJq4pMGcsf920/TEQPE1QVCyp72FJR+xM0 Lt+KVDtXpDDJTBIzgOt0NtnpGrC2gus0rcnauBhwjq/NAmc5CrERI9VH5PVn A7iOmIhItthI2nr2k3E487E19o2YwNaqqRo0YZpZVV1UgupKLNVBdaGVlhoQ OsntTQ7u3M/iU4TSUs8PxmIGLd0zZwdOhZ3GmUWncS78NGIWn0bqktOYyxo7 j44G0NHgT6xZZeUC1R5yCFcNqrcOxXQKd/DEUAuEOnKfb4Y/Vnj6y6yFE/+P RXK8Q+R8Gx7DR8PxT8Np5ye00xrT3p8Mjw+mwOtjumnN3yLbmVjizLXRwwcb 5/phmz/dnB+IA+Gam4dW+uIg3ZT1btgAnGrySD2TR0sZf8DBS87a40gJTbEw iyg2zrZUIo7GZoq4z3s9DszbQRX344DfISTsy2Eo4j6KuI8i7tNF3D9IRL2C JphFbEHyCV3EU0NFzDnXp0QsuKSJWKKLWBb1SolYISLGvcbDeKqYQBWViN9Q xG/w9MY3eJb0DUX8hiJ+g+cp31BEhhrWpYmIX3NpN9z82oDG9K/xdzRlfI2c y89x8asiRJ8qRdJZI+6cM/IbMKLsUikeXi7B08tFqL1SgOYreWi/koOuK1l4 FX0X/zvxLv47/Q7+eScd/8xOxv9gZ6zOIYe55DCXHOaRwzxymE8O88lhPjks IIcF5LCAW+wCbrELuMUu4BY7f6AWKQ6zb6HqdvIQDT9ExpkKXN6Yj6jNJYje VobYXdRw30PEfVaJ+MP6zaaP1yDpVB3SIuqQESnnPzUqDXOutCA/qgWFMa3U sA3GhDZq2I77N9rxMKkDj1M6UJXG7/xmJ2rSu6hhFzXsQsOdblbPbrRkdaM1 my4xHTk96MzrQVd+L0XspYi96C3sRV+R3Ka4z6DuemhJEPvwsrQPr7RY4jWd ExP7KCL/qEzugSXjnyliL0Xk/00F+5hepsfYw9rJf6W0G53GbrTzsY1pFRVL O9BU2obGUqpY2oy6UqpY2oCa0lpUl2oqPi2pYkwqlmsqFhTiSV4uHudk4j5/ XvEnDyPMcwbCBlSExuJ/InzQcVYzi+YJ3bkDx1rN1VPVT6ylhwYl47BBLjIE UWg0CI0Weu3UQVRzuZa6hSGyixvsOhshc+dhHR3cx9X6GB08t0pz8PraeXTQ iw7OYtn0QOqKadwiTUVqmA1Sg6yR6vUJEqYNx+cTx1BBVS4NYiAHaZcrXD3l loiuGn1a+NzdE6aqKQTKKZx+Y8cpBoPGaVVzq4MHHi09i4b1Z9G58yx2u5HA iSRw8liE2EnNdCZ/bko/C9Oc7YB8UPTJls5dn6mTo2Dh6mbKn6rJXHkDh3aR Azm+J5c6eAvbR1ixbJocHFQ2zQja8P8XBn+DfaPtvgfhUaupOD5eIGTbFATH awieZy4SPROCUeQhhomd4IY4JoG5TQxbiV2bjmCnglAItGDLNCMIg1LQQgko EhI/iH6Hh+EFn/4S+dzW37RzQxqTypgovMEkMtftyCCTwAiDcbZazxQKz/Ol neMLO8cXIw6eNT2OtDUoDn+MSHIYSQ4jhcMRwuE4RNCkk7TJxKBGIDNxukEZ +IZSUKqkKUJf2GS3H3Jwp9th9NB/lANm/mUsZn5AWL134Ez4GZxdfAaXl5xB 4tIz2OcWCh8q6Md/KYj4hlhNMmgMin3DhtRJyfwpwh//I5E08DdKwlAnroIS Z61DLnLxUBK66w46vjeCFo6Dy/s28PjLVHh9Qt3HeSDUbhaWunhhtec8bPSi gwEB2L0gUO04fr5MHJyH/UvkDeVc295Qu6AyrTpg4BsyvikGWij6OAbPFfvU R2Ifi+eWYFEweLYc3QyepSiUarhZzcmGYr/PdoK4jyB+gYS9xHAvMdxbzOgY 7tMx3E8MD/7/YHi6cwBDVsOc833Iu9CnMCy6/FJhWCoYRrMixrwihq9wX2H4 mhi+JoZfo/L616hK/JoYMklf41ny18SQSfkaz1O/JoZfE8PXqL/5mhQy6a+p IZPxmh4ytySvkBv1HJdPFiP+bCnSzhuRddHI78GIe1dLUXlVzpAtQkNUAVpj 8vHqRj7+V0Ye/js7F/8syMQ/izPQz5r3LJce5nUw9DCfHubTwwJ6WEAPC+hh IT0srGboYSG31YWDpgkLijQPc7OVh32Ntd/xsLvhFS6uz8fVTSWI2lKGmJ0V iN1LDw/Sw0PajSGvH3+OpJO1SD1Th/TIetw+34DMi030sBl5Uc30sAXFca0o TWhF+fU2VCS20cN2etiOqtQOPL3Zger0TvUG4LrbnfSwC413u9Cc2aVMbMum TDnd6Mjr1k2kWgU96CnsoYnqxr8GuasgUSzp5e/XS44v2fNelcpHr+gcXaR8 8uwVHymhgUMP/kQQewgi/wqml+khfiYMO4xdaGfaSrvQWsqKWMqKaCSIRlZE I0E0NuK5sR41Rh3E0qd4WiogPiKI9wliGRc0d24KClCZl4OHOXdRfvcmLh/9 HKECoqenQYn4C/N0bLhUxEE1cbGXfoDTWz/A6TPUw9W0UHmom7hO64kGNRlr YeZQJzHQfJAzSDvIaWGuhzILG6KfbxSijnRyfAfr+NcEzp6HNcEB2MMV/iiF jKSQ0Wv8NSHXUci1s5G6hkKunI7UpY5IXWSLtJBxSPUZgetuw3HERhNy+TR1 dBMipOC4gjiuIIwrBuHItqj1Q48ZjMytSkcchwACGaIDeWZmOJ6tikTL1kjs nM6vGa/hOF/mYNkR5VSiEHXvYTm0+YYicoEeE5ImIg1KSAvtTBEnLQYsVk4u ljc6OmqxUJcD+gF2jbSih2NZBsczE5hJ9HCyOrFo32gbAwdb/F4jkjnAHBxl j8+ZQ4pJR5wgj6fIRQRpjNSZvMBcIouXmatMtBA5USMyno/XmOt8fne6v7kr CpOCZNe2w4bvlsT+gbypcPwVCnQczUDauw3tigpJAdJVQ5J9UQFpq3XFi1b2 RNJOIRmpcNSAjGRhNHC0kWEyd+nOjZyEc+Tx3IjxJHIs26IVloydShoHeJw/ cbpyccEksdFVq4OTZdFTRjneTBoXSWzkQk4cDerDn2D2X8cxYzHrL1b0YCci lkTg/NIIxC6LwG73MHhRSV8qGUAlg0eMxQKtL6qSOHiidf4UTyyY6ql+n+RR QWlQRv6avxy6khQy0MYRbsPHYKoSciQzHi7v2cLjr47wHuFK+Cmr/WwsnaYL 6U0hAynkQgr5qSbkFxRyV+gc/YCIj6yDPmyDgT46lFt1KN/SVkkdStm13RrM filY6mDKo6VYaamsHKes3BysObl93gLs96aTPnu5bD5Hwp5sJp+hk3vo5F7d yX2PB5z87F84qU+j3tSdvPM9J1/QqBcovkono1gclZMvcU85+QoP4l/hYcIr OvmaTr6mk6/x5MZrOvmaTr5GdcprOvmaTjJpr+gkc/MVrWTSX9HKV6yOGRya br3EX9B8+yUeJbYg5dx9REUUI5G98dYlI/KuGGGMMuJhTCmexBSjKbEYLzJK 8P/klOD/Fhfhn2V5+GdFJnW4TxvZuvJpZD6NLGhjaGQhjSykkYU0sohGFtFI dXLKoENphWIkO2P+gJH/9arfNIWapJ+ee35NNi5vKMbVzWWI3n4fMbsfIvZA JeK+0G4Ycf1YDW4QSDWFerZOAXn3YiOyLzci72oTCmKaURTbjNL4FpRdayGQ rXiQ1IZHyW2oTG3Dk7R2PEtvR01GB2pvd6D+Tgca7naiKZMqZXWyNFIp1uJ2 7gp05HWhM5+KFXQTyW4i2Y3eom51t90+hlKW9PA37wXHF6VaSCbt+5BA9qhn khdl3XhBBeWxn499TC/TQxG7KWIX08nnHcZOtDGtTIuxA83GdgrJyqiUZGXU laymks+M1YwoWUklHzIVlFKULEZVQT4eUcn72XdQeicN5fm5CJ2hlMQiz5kK ykUzZwmTBuXkjxCuH7Ac0hy/N6HqJROq0GZUhw1S0ltlgzpiKVAOU0zKdKop W8z7svqsTrAWmVX10Q9b7gjxsVBHLd/Gp9Pd4D/LByuDuP4vCsQRYnl2VSCi iOW1db7E0hsp6wTLGUhdRSyXEctwYjl/PNJ8RyDRYziO2Y9RUBqwXL0DVaiU LrnCTcHJ8RdY4T5DMWkOoQydMgW+hFL+CxpPDHUsHy6LRN2GSGzntixonBWL iTXm2xBT+/EIZpMMUe+FcVbvheFoMtKglLQQJ1WTDFd/pln5KUd1VqXJSgOW OMk1MJYQzCWOkukqK+0csVvAHDlOB3OiGUyR0oYsiZei5T5dywOU0iTmYeaY vEtVSiWFNIl5nkXyAoUUMa8wUdQxmhExlZasVNcnyjecyHEYMqmmWUwa2b3t S3U60Jf8XC/Hvu0D6WcsSaZ87iXHlzsO81GLEGpAur07fwY3OaaRUEkKk8wk MTfs/1XXHKD0ynjHAUZHa4ySU4Ny9KfiKAGVTNYgHTlRQXpuhNY1N4+xUZAO RnThRBOirhbKT0uKycpPO/W8hXBb0VM+DBwzBXP+NpaxpqRWOOi3C+eWncWV FRE4FbgTcyioD8n2p6BBH/MXyWqy6pr44ZCJVlPN/C6kC4TRhWT0lwrTUEXp DASQUYd3h2PKnz4kpaPI6AQyaocZf3OC9yh5w48nQh3I6HRvrJ5JRuf5c43j ahRKRhcH4rPlAfh8pQ+2z/dWUzuW5jMK1Lyq+ciH5C3t6AcZHaYYlXI5wKi0 zLmqb8ogJ/+Q0DFEVIN0U5An9s7dSkj34szSS0jYncnkMUR0t5GQEtG9DwYQ PfDsX5bNJCKaoiOaoSOaea6HiPYi72If8lk2CxWiL1AS9YKIvtQRfYmK+Jd4 kPASD68Rvusv8fj6K1QmviKiTNIrIvqKiDKpr1CT+pKIvkTtzZdE9KWBgnJo yHgp99Ein423XqhYoOn2C+5YP05qQdqlB4g9X4JkFs27BLQwxsh/00iIy9GT VY7/KirH/3vPiH8+LML/fZiNaoryLF8DVPA0cHvdwl8nBWgRAS0yAfpMA9R0 LoocJisyqq37U27dn+ZloyorwzjYzr/jwd0mXFxXhCubyhC17T6idz1EDKt8 7OdPEH/4Ga4drcH1EyyYtDONdmacq8ediw3IutyA3KuNyI9uop1NKIlvhvFa M8q5q3D/RgseJrficWorqtLIfXobqjPa8fxWOwtmu+ZnZgeasuhVNu3KoWG5 nWjnbkIHX2lnPn0roHOFXdxQFHHoLe7inmhfSRdDD0u1vFDpopNdNJNfxieW 1LIL79PLLnrZyUbZSS/5d/J5B31sL+uglx30sh3NZWyUZWyUZa2oL2OjLGvC 87IG1JTVobrsufLyqZFLtJRLtNTkpRFVXKKPuUQfcImWZ91GVbl2AtWhrVvZ LD1pptlLbab1R0pM8fLTIV7O1bz00b2cpzVLg+qVb5hnWsXLdf7mI5Aal5Za sxzgUmZyBk234k1l5fZBUefRhpjOpeUzrWb+Cms95exEF/jO8MZy7j3vpJ5f Lg1EBPW8atJzvTdS181B6lpP6umK1OVOSP3UDmkLqKffSCR5foiTU6knxRQ7 1aOr7Novd5thodB8w8ylxHfcePiOZ7ccP9agtl9vYbvjDDxdE4ktjtzzH2vF Te1AtQyeOkVVS43LN3UutSxkQpkwZpGqnuEyQ/upFMzFzu7DBEgDljrJ21iW UsilTtOxbqIt9oyUKjkO+01VctRk5eJ+qZL7R9vKQBsOjLbHz/EZxy90Fo+T xJMskWfIoZprnTBA4mUSeJURFmNYrOL4mCAkMomT+B3dmCSMJ9HG50u3U0TR UEy0VCaKiL2ahnKA8UuDaMgdxB1fym6iIvFLVAYv50cZ9nK1KgFR49Bda5U6 hzfYMhN1DqVVSqMcQuGEqaTQnhTay5XmieFPVLM8x1aphQ6OGnDw/EiWSu5K RI6wxpYxtoMNNCgALdkhXZWAYfSPBvLHYKMOANuy2VNAPW/iUzv5xrUP3VTm Dh+HuX8fy1iTRit8FrALF1eeRfyqs5hNEr1ZKn1JYgAbbTAx1g9E6ocfh+ke emrRPZQ3FHviN+TQU5EoGEr8bZxgTwwdiOGUP7FbvjcRLu87YMbfneE92g1B E4nhVK6ersRwtq+GYXCghuGSQBxc7o/PVnhha4iXtstqmt2xHLTHagJR8ThM P+1OONymx6DjKB1TOzIpq/wQHOmiVjD1kqn7uNNrFfZ57cHpJReRsJM+7qKP u4o0H3ffo5H0cS993GfysWaQj4248VWz2ce0Ux3Kx9viY2QPss/3IFf3seBy P4qu9qM4ioUr+gXKYl6gPPYF7sW/wP2EF3hw7QV9fIHHiS/o4wtU3XhJH1/i afJLPEt5QR9f0Ecm7YWBQHKoS+dQn/GCL7RBwdiv5XY/eZT0sXTe6cO7eJTS jJtRD3DtcikfjShKLMeT2xVozb/PRlSB/3pYjv/5uBjNxWw2YmMBy2UBy2Vh q9LxaVEzQx+L6WMxfSyuYehj8aDTSIrv6XOExWqO8GleFhoflEEHMlk/P+f8 6nxcWm/E1S3svzsfIXpvJWIOPkXcIfZ34njt+HMknmK5jKhFeiTL5YV6ZF6q R/aVBuRFN6IgthHF8Y0ovdaE8utNqLjRjAfJLXyJLcRRbiLUimcZrai51cZy 2Ya6O22oz2SJyyJO2UQqm1jlEq084sV0cDegs0Bu/N6JLqa7iMhJijvRW9Jp oJCdMg9F8/oHwm0JAfwzWexUzyTyvJcU9pR2kMgOVkr+zWSxg2knjUJkC3ls ZppIZENZi2KytoyVsowLvqyWqcGzMi5YYxUzwOQT1srHhUV4yOZ+j829JPMW vn75Qi3TtLh4VkuhgVAaVKt8xzz9qpCcM4dQzhl0ps6/OktnYPp1jZ8OpRlJ FssAvVgaBEnDUCEtxEZ1co6cDBui8xgiq+sONfG6yYffjd1ULLSjitPnYmmA P7aHBeLQ0iCcoYpX1vojgSomrfdB6npRcSZSV7shdYUzUhfbI23hBKT5j0bS rA9x0W441jvKXeeXq4ss0EMsdzeHNnrIheAWSoUcPx5+NDFoAtFjjVw43hqR c8JxZm44AqytWC1ZISexQtpqFTJErlv0L1D8LojhCsVPBcXF6nydJRylNeqx JIlugiP/vmVOrupxw0Q7VkdtrnU/q+N+Armf1dGEI/cb9qt5VnsFpOQg8/lo BxwikV+y6JwYL3OtWnM8SxrNTLIyXWGEyehJOpNUcRCT/HaTJkl7TOaYMskD tcu2KyV7lJe9AmOfqolSGV/QRCmNL/TnBqWkpdnLlpXbxUmNzJ8qMtNMZDoM bpCuWoPk8+smNqVBMkJm9CRnIdOgzLSkmfbKzXNaDIrNX5jhPM8Fdp4L7vwo KZBjsc3KVgdzuqkw6mK6msRUYIbrJn5KwBfb8Wez2M6dg8J+sb36M3OCrR3g /eE4eH1oDa/h1vTTCp8H7ULU6kj+XR6Y+5E15tFNf7oZ9Mk4qZPQ+uSb5j45 30F3U/rkEDt/abZzId2cNWYy7Oim/bsf004rFsnJcH5/CjyHu8B7jDuCJs9E mCPXFTcfrJ7jh42+AdgWQje53uwTN1f4YVfYTO1Yo8Bpoe266rM+Zj0HqiT3 m7dqayx3egVKjVBTn5RZ2LlqPlZKZsgcZraKQZk5ShNTxRNbfUKxd85uxG3P QPwOqrkzlylkSqkn1dxNNff8GzWPNCKRat6gmsmi5ukOpJ/ppJpduHuuW6mZ c4HN8lIv8i/3ofBKH9Xso5p9MMb0oyy2H/fi+lGR0I/71/rx8Ho/HiX24/GN flQyVUn9eJLcj6cp/XiW2k85+6lmvwHPb3KoTe/n66vL6CedzC05paThFqls vN3HotN4p5doamm824MmpjCe5e1SEW4llcN4twLPCu+jubwC7fdL0UASq2lI Nbl8VighmUUSWlRMNot1NktqGbKpzjMhmyUyaShs6pOGRdqhtSdks6epboia rJW3W3BxTQkub6zA1e2PELWnEtEHniL2i2rEfVmD+GPPcf1kLZLO1CFVauV5 1kqqmXWlHjlRDciPaUBhXANKEhpZKxtxL7EJ95OaWCubWSubNTnTW1grW1Bz uxW1d1pRd5dGZbLOZdGrbLqVQ79y2yknk0/TmA6+6s7CDgO6ijrkBIdi8qeH W5USfqK3tMOCespn+4ijPOMfyWfJ4e/Qw7G7tJ1Y8i8ythHLNrQzbUSylUi2 ME3lLWhkGpi68ibUljeippxgltcSS3bKsqeDwHyAJyX3UMmm/ohgVuTnwZiT hcp7Rn4HsjDfwEJiGTpjptYrPWcpMReZ5mHfGuDS6zsntkqvnKf1SgNWqU65 ejCXft7qCON6OaNVvHxz4Ihl4EC3JJqMdrTER+T0UROwSk4f9WwHHzU5f4VF tlMopyM+tXdGgCst9/fH1lA5Zy8Ipynn5bUBiF/vp8s5l52Scq6hnCsp5xIH pIVNRFrgGCTP+QhXpgzHBicnLKOby9QM7HJ1eHK5uweWE80VKu6YRzbnqSrJ nkg6F+h03lywS123SJt5tWJrIJ124xAy1UHIdJJ3Hjirk0Q4Lvi+mWYyZX52 CceleqRMslYuk1q5zFkuF7jVeqLSUqqkpqVsaGklF4zctGb/GFI5xl6iFcrf UUsHammPQyLmmKn43NoJu0dPwV7KecBqCj6zmoovmGNjnSioC6J0KWMpYvxk aslcn+yBG0wSk8ykMKlMnnuApuV2aZNHIFgeUafrHEH/jiOEUkV65RGZaqWR r5hmOplBHDLUNXlu8dnb6uN0fnzTgWA6SMd0/86Uq9YzE+ymIcbWmXEili7s mRqaF/gSz4/ReqYQaW+hzvL5T3Xm63kuoPOjB1spJXMsTo+w0p2cPsjJASMN SskfKCcHe7jEXuJuerSUJwZR06D+6KdYwi/y/mgcM5ZwWjNWLJ9WOByyC1s8 w1k2+WcE05dgBhBMrWzKjWQ9tIOY8ynm781zryYv51PL+bRyAa1cQCud/z4G trTS7t1PYP+nseyZNnD+81R4fjQNPlYeCLKZhTAnLyz1mKdZ6adbuYhWLg3E AVq5k1aumOHCdZJr3SYZNgf6yEl1surJCmmS8sf6MZKt3IlVdTJYn3W1UEzy /+O4WfmozhMKkXN9QmZTSVr5IcdZupIzsZFSbmDH3D1rF+K2pSN++11qSSl3 UModJdSynFrep5aP2DGrNCk/0y5nIJcauvYdKVN1KW+d7aSUXcg6300p2TEv 9VDKXhRc7UVRVC9KontRGtOLsrg+lMf3sWP2sWP24cH1PjxM7MOjG/SuMqmP +6hPkvvwJKWPUGqpTusjln20kknvI5dMBr+8LqOXbfOWnIMiby5suN2Dhjs9 XACi5B85dqMxk8lisrvw6E4jyu5W41FeNZ7lN6KWRtZQC3GyurANz4raNCeL dSdLJI1MPTfitLKUVpbSytIn+gG2BwMH2JSV+ajMzSzTnExRD8ORcfIJLq4r x5UtD3F1VyWi9j9F9OfViDlcg7ivniP+RC0ST9chhUbePFeHWxfqcPdyHbKv 1iM3up7tsp7tsp7tsgFliY2ooJH3k+lkahMepzWhSm55l9GM6lviZAue3yVJ maQpq5WvmlQxzbltaMkjX0xbPjkrIGtMJ/cOOova5WzAonYDrWy3QE9JO7eX PcSvd1B6VNoM1LGNW7Zujl2l/AuMrfSxlWWylT5KWtBCE5uZpvJm+tiMet3H 5+UNNLKORj7Hs3LdyLJKPDE+QlXpfVSWlONRUSnu08iyvFwUZd3Bq5cvdCN/ jS+2bNWMVE6ajcQi6ZR6rwyfO9sMpXTKoZOvXupgpTA5GMm1/qpXGtTRSgvF pCC5MVC901Ltt6q92CATlFrD1FfHgUOW24JNlzNQfVOd5LNdpmCFzd9ijae7 xqadM+MC/+ncQPj5YTPp/Ix0nlwZhEukM4503tjgg5QNQucs0skt8ioXpC51 QOqiSUgNGoOUuR8h2mk4Njo7KTaXuUs8hE2DcvM/VNn0Ga9NwAZO4CaOai5k drjMgO9oKwTI7Ot3yqYSk/sIIQRvvgLT9XtlU8288mu0i7G5KTS1uBNOd4Wn BclUo5N2u5zl6v9brv6/5fw7d3Hbv2/kOJ3SSYrS/eoEWGmdvxtMKSV1wIEx DviMjztH2GLjRxOxg4buYvbQ0X3084CV2DoVh5jDY6fiyFhHfMWcGe+MON3R a0wic8NGd5SPqTaCYNpk6UoPAlfQ0iPKUpF0sKMGVs4jlkpSCyp6BEUzA3HL LOhb6rmImk49zYo6iKLuSOZjvJ1cnP6KzVSOl7n7dNlmivrogjrnR5qm2PkT 1TPPq9jq0fEcPUnBKUUzYqTVwGk9GpoGfS7WVuZiPx2KpYXSkvWf38YSNuGl Wt5QH/yET/mjHucAn4/HMdbw+chKTcWGc6FErY/ETD6f+7FUzLHmihlibWNQ XFpynKG8lIRMmaFN8/+aWPKPBEqC6UQobf44nFiOIJbjWCxt4fKBIzw/ng4f a0JpO5u/WDqUc/2x0Z9Qzg/ELgVlAPav8MWOUE8sdZ1KSN31CR991kcVTHUa uoDp/ZY29UMeh6kOKTB6KRy3hMge8uaQuRbipAxKR+5hC4ofKRbXk8VDS3cg dstN0ngH8dtyyGMBEraTxR1lpLGCLD4ki3Ie7FP9bZIDLF4ni4lkMelkG1ls x80zHYrFO2QxkyxmXyCNl7qRd7mbLLLDRfWgOLoHJTE9MMaRxvhelCf0ouJa L0tkLx4k9pLFXjxO6qWMvahK7qWLvXJ4MFXMq07rRfXNXtTclD97nk4MazPk XJO6Wz1ksUe9EZBA3u7Ge6i/083qJOnSksVkd6IhpxP1ktwO1OV1EMV2PCeI NeRBUKwmiM++hyILZClhLK1jnjNyFG0QjKUPvwdjT3MThsj4Cbrqv8b51WW4 tPEBrmyvxNU9TxF1sBrRh2oQc/Q5Yo/X4dqpOiRFsEFG1iGdMt65VIfMK3Vs kHXIi6lng6SOCfUwXm9A+Q3RsREPUhrxKLURlTcbqaPcDLYJ1bebUXOnmTo2 Kx3rs1jgsolUDrHKZfJY7PJb0cq0FRA0duYOCV96p6SY4BXLodmukja2ypI2 rsrdJa1sioNCCfkFHH9DGVsoYwtlbKGKzWyODDVsYUTGRqpYf68Jdfco4z3K eE9vj+XcySh/hidlVcxjVBkf4nFpBR4Vl+M+dSwvKERJTg4elBu5/smCtMDz J0+w0ENrkDLlyt/qRbNmc1/YTOPcQf2RJCoafYb2RxOLq/3MNBrUfOswrA/w Uix+n0aLITSapl+DtelXOaknZEBDbR72N4rDjT5029aRIDozLuySBNF5JhbM 457yQu4dLwnCCYJ4gSDGKhDnEUQv9kmCuFZAnIbUZVOQGj4ZqSFWSPH+GLHT hmPTNEcFIe3xkCvohU9zgc+E8Sr+E6Q7miS0ht8Yud6t1h3V+z9sxqruGDzV QSCUS/DMdxqAcCETygyecdURlLt0yOFHZ9n+Cn3LCKEWt2HinryPU/BT8KnZ 1gmDZ1uJnJzjKafnvK9NtY7R0JMCufmTyVj/0SRs+ngydhC83SySewnefuag tQ7fWLlDmyOOjnPEMeb4eCecHOeESxPlKnceCr0kgc9mAL405qbNDNycPAP1 y3cMwLdD4afMk1lWDq80+HYOgY/jD3Cb4wB+UiE9FH4yzxpj52yJK7aOFhym Kv40+CTnx9siUol/brSDNtv6n0rC80MEpH5jqN8Y6jd6AnvmOJwdZa3kWzio Li6yNdXFN9SBx8V6BL6lUhUd2ORpHocpMhFO8v4D8wjZPIImc6dyOo6gt3VW OELtZmA2/8ybnzNXxJHjVUXU1GM35KukdlqmMjp3PpOc4EjuJpM7m3dHkrzx 5M6O3DnB8xNX+IybgSC7OQhz8cbSGb5Y7UXuAsjdAnIXHoi9y4Q7YXA6lro5 KfLW+swy/Avz1Hnm8o5G7zfNM6hvmM2TMqjFwmyewWwe7LFJGmGItMGZ2ED6 1pG+kowcRG9OJX93ELc1m/zlM8Xkz0j+SN8uE31D3w957UgD6WsifS2KvpRT Gn0ZZztwO5Kt8Hwnsi50IftSF3IvdyH/ajfp60ZRdDeKY7pRGttN+npIXw/u XetBxfUe3GceJvaQvx7y14PK5B5UpfTgSWoP8evBszTmZg/560FNeg+eZ0i6 1V3O5C3wdZLbki7Kx9xlMiWdImJWJ3+K9dkdlI/Jbad87Uq+Wqr3nOrVcNOv 5KN6z4aop8tnbGCon5H6qXNInmrnkRipH7fYT9lnNP2KUZmfi3+8fqXjl6pP n948/hQX1t3Hpa2PcWXXE1zdX40oLtHoL2sR81Uda2Edrp+pQ7LUwvOshRdZ CwlfFuHLjalDPmthUXwdSq4Rv0TBrwEVyQ14kNqAR2kNqEwnfhmN6i6r1beb iF8TnmeyiWWxkWWzmTGNObQot5n4sbXlt6C1gFZJClsMFJBDRxGHzuIWC3SW tIh9LXLVr9IWdOrhZ43N3OPr4NhO4trKmkhdE5lrYglkSFwjiWtghLpaRqh7 do8L795zPCF3VeVPUUXuKo2P8ZgL7xF3HR5w4d0rLEFpXgHyMu++oZbaO1jg TuU8pAPOUh0wbOZs9sDZCrpF0v/0idJPvQaw++5E6UpfvQPq0BlUA3zDNFFK 7TTpNgQq6UzrXJB2dFG1Pst/y9uvEcaN3SJbjbVw7veH209DsCM3GD7zsH6h HCgJwjHSdp60xaz3R6KZttnse9w2ryZty6ci9VMbpM63Rsq8TxDvNhyf2YzG Uul3yzzcuf3yt7WBN1WbxwRQtRBmAWULHmc90O8mDPS7YPY7C8XaDxRrQ0lz HUyaNh9qOWQ+dKmzmgiVP5YeJxec12OJFcq2FdNcsXukNV3TjiYeoG8H6Jtu GyvdHzjqhU7Pxk9ssI6ubaBvW0faYSdt222l+2btiM+YL+jaYeYIPfuKOUbb TohvzOkJTjjDxFOCJFqWbDsDqba6bXxMtxWq0vnRMM23HYOKnUJtoNMJby2r dmi0GZRsFsq2W+w2Geqt7yKcJeL4g43ivstVFScDeXOyMENnUAXPEhGsbGf5 8ukbAXOwUDOkP+ZI28bQtjE2eibhwpiJuDh6PCJHjVWuhZoOF9rqpc5igDV7 OW460Oi0NsfHKe5vYNkUN4wW4xhXc5ZJSN6C8Q7wHSGoydynFfGzUvBtnR2O mQRvLhueoOjHBI3gL5SVDXeH3BV5IQo8jyHgeRO7CX8Yjol//BCT/jiK4E2A /Z/s4fJXYjdCsPNEkD2xm0bsPImdN7ELDMRWrgM7Pw1S2O1d4YNVc12xxM2Z 4DliiesUteppb6yS0YdrnxaZhZF50c1BPmqGVOZHf6B2O2US1Dw3A3PzC/Ea qqDloOYn/k3ARo4i4HoKeObAVrWNyTxbhJjNtxG3hQJuoYBbi5CwjQJuv0cB 9SOI+6uQcHDgCKJcI+fa0SZcP8YCeKIVyafakHamDeln23ErsgN3zncg80IH si51IudyJ/KudqIgqguF0V0oiulSFw03xnWhLKEL5de6ce96N+4ndrMAduPh jW48SurG4+RuVKZ0oyq1mwp242kac7ObCnajOr1Lvd29JqOLCnap24jV3upi HbzdKXXwTifq7jKZcpCrLquDv4d12UQvh1H4tRE/wsfe85zw1RS2ED+G8Al+ z0qaDEq+nwyyr17zr4z+qeNdbH9lg/3T2t8T+lf/+GG5Zl+aevgrIleW4cLG R7i0/Qmu7HmGKwef4+qhWkQfqUMMS18CS98Nlr6Uc7SPpe/2Zdp3tQ7Z0bQv tg4FdK/oWh1KE2nfjXrcS67H/ZR6PEirx+ObYl+DZt/tRlTfITh32bEyiU8W EcpuYuclSrlNtI/JI1L57GX5zQYCyKGtkEN7UbMF2ov5rEMN9P9NdJQ2M01o lxib0CYpayR4jVywzeWNeBtNBE4Dr4H9roHgSbdrQDXRe0r0nhC9KqJXSfQe E71HRO8h+/J9onevqAzGgmIU5OTi9atX0NT7ud7vZrLf6ep5ztbkm6XJJ+pJ xQs3qzcHS330ijfPJJ+XdoTQYqDhqXdmrJNjg+sDTFOfunr4DnuWZE/Wvm0c t4X4qEfln5rjxN+weoYH6XPiRssFi8jeIrvppG86Fjq6I8hrHtbMD8Ae0vcV 6Tu3NhDRpO/6Rl8kb/Qmf0IfN91rpiN1haNG34KxSPEdgQSPv+NLe27WqF4Y 25wXvRP3vEd9iEDrUQiZSPcmjlV3Chtoc3TPRjsSGOzopLv3Ft2brs9pDnbP dXCVg+pyXPKr3GZjw0xf7PIPx+6AcOxh1rhx07FCJCR5dG+afOFQ8+jdKNXn tDr3e73OaZVOuFtD7kzkbSd3u5g95G4fqTsg5JG6L8icurGnkEfmjuvknZrg rMiL4OPZic7kjnXORB4fb9rOIFK2ch5uBsdHQSvZ6I5SvaMU7yjFOyrgHZXT ZnYeJXhHlWv0zYLcyYlLt83c8S924EuMEt+IHD+nc6fHUdhTw1R+TsiLtJ6s o2djYF1jqzsvR0IFvB+Zybsg3FmRuzHkbvRYRV2o6XxSW+3MGIPSzkJZt0Sr b3I41kH+jM4RNHdFnUHGYXIfHJbuqa74qUbdlOnwG0nGRpI6/mh8WbmFuyVk bAaZm03mvEmcLxMwQut2IZNdECL3LRHnfoNgkY7KeU/UhJtA4Sb+kbXu3YkU zoHCOcNzpBt8JsxEkMNchE33wVL+qqz2CeDqI8IFKeH2LPPH7mVeWEnhFru7 KOWWULlVc+QFbZDrZ2yUdytuUq4NOtHb9FbizdLu1JTKFrW7qYgT6oK91Nss 5Jo3aoIzxBw1xym+DSl9m0zmjVTmbaB50vjuJserLUxPYz+iNmYgZlMW4jbn 074i2leK+O3liN/5APF7HiF+XxXiDzxF/Gc1iJdjgV/W07xG3Tw2v1OtSDnd hpsRbciIbMftc+24e6EdmZc6kH25A7lXOpAf1YGC6E6a16kuxl0ap12Qu/xa J83rREViF+7f6MID5mFSFx4ld+FxShfd66J7XXzNT9I6+cstl3d5lt6p3tJe Lfe0Vve17jQQPjmpQ97A9/xOB2oz5chWbVY7vauld7U5dC6XyWuld626dy3K u5qiZt27Jil6BiXdf9KyQd6VSUzm1QyYVzbUvMeFhex7rzEEvY9wP6Md59bc x4UtVbi06xku73+OK5/X4uqXdYhi4Ytj4bt2ug5JLHypLHzpLHy3WfjusvBl s/DlxhG+BBN8dShLqtPgS9Xge5Rej8oMwneL3+7tBjy7Q3TuNhA+IpTVQPgI Uk4j6y5xYhoJX1O+4McUsLFJCtneGEpY1GSJNi4Mjuy9baWmNPJzXCi/InoN aGGayxvQxDQSORN6dcSulnluhq+e8NWhkvg9Lq9mnuIR8XtA/O6XPkB58T0Y C40ozCvE/Yr73K+TZfYLfLF52yD4NPTCFHpzWPeYuRp8qu6x5qm5TTN8XoTP a3DdMyj2LExH/LBOnUG6Xr3XYrB96nTSTUHaGjh49zJYne5trn7q2J86p3Sb mtkMtXGigc7MNM1A+rdIdr1poP8cH6ykgbsWB+EIDTxLA6O+Y2DK+hlIWeuK lJWOSFlii5SF45DiNwLXZgzHPrsRcPjrr/j9OvzlHW5RXf7yK3j+5deY/7ff w++j9+A7ZozqfEHS+dQFU9n5HCYj2Gm67p8lFuj+6b3PoPD70fcO5Unf20n2 hL5dAQP8bZrlK2+YZNv7sbJvJSOPK6bzObN7BCXk5vSASUJ9ZvOA6S0Wv1UK 7h5lrxQ0Sbh5pL0moZUj9lBAJeFYJ0roNCAh9fuK6h1nTjIi4RkKGMFEMpcn TdMlHFDQQiFoYeZPIrOaR9XpMEeVgZKqkJUKPUuFoIV6fotFJ1WJE8Wf55uI snNWz6LsnLSYILSTi/TJsx/gCp/TRD1TcWGCPUGcjLNj2AI1Ch24Myc98Lwc 97NiE7SyJYdk0WoyLpLFC1YTzCyaTxgVFu3ctAo4QKImoqWqe8sGVHwDy6e6 8QUuJ4jL9JieG/hsOjdqoRPtFY9+5NFvJHlk5pHJ2WyDM8nj3E/GwkeaIHkM FB6tbYRH/jpJmxYdfw23kZMw/vd/p48f00crNsDJsPvTFLj83QWeo9zhM3EW gqbQRlfaOMsPq+bRxqAgbAkNwo7FgXTRH1vDuOa6T6ON08w+LnZ1xBqfWWpf 1GBqgYEDp6t997CDdl7p5iDt+J9aVQ3aiTGEURofh02qAW6aP5eZoyIfzSYk dFGxqFBk1hPGtUGeFvqpG3fPlCJ6YyZiNuYhdlMRbaSJW2nijvuI300T99LE /WJiNeLleqli4hF2wWN08UQzbpxsRvLpFqRGtCI9shW3zrXhzoU23L3YhqzL 7ci50o7cq+10sR2FMR0oiu1AcVyHuqK2MaEDZdc61MU+K2500MUOPEjqwMPk DjxK0S51Vpkqha4qrYNr1pOb2mVenqUzGQwprL7VTheZ2+0EkY93+ZjJopfF ZDM5BDCXIYjP81sIIiEsaCaIxLCoiSA2EcRGFsBG/Xhfg0E4tFAW/hBPy6lh eS0jx6yqv6dhVbERdZWV9zQIb+oQph6vwbn1j3Bh+1Nc2lODywdrcYUt+grb XzTbXzzb33W2vyS2v1S2v/RLhJDtL5PtL5vtL4/tr4AIFl0nhDfqYEyqRznb X0VqHR7crFMQPs6oJ4REhwg+1SGsySRIWYQpu57Vl1DlNmgY5gmGjcSQKWgk hkwhcWMs0FKkRi6FlhItBrRwWfyGI/Ejhc1EsElSXo9GpoGpJ3gagnVEsF6b 8qzQGmCVgrAOj4nhIy61h2VPCWEVKkofobzkAYxF5SjML8bDB4/YWWSZ/RbP q55ioTsh9Jg1gCEhDCOEYXMGYaga4Hch1BrgCl+v7819rvH3GqyhGUMdwu9j aDloJ1RFzYcasDXEW1Pwr1jFJhhqIwq6IIwKhlHBMCoYxr3zBVPd4efphWUh /tjBXeTDK4IQsSYQVylhAiVMEgk3zqGEnrqETpTQDsmh45EcMBJfOX+AhSN/ D6cPfgmXD97BdMmffwGn99/G1D+8jeAP30XgoAYYoo7nObIFTtOO6b2hlUAV V3UHLLn1xiLBMNw08/kDpeB67tHv/I6AewKp4Gxf1f/k3ppuFgq+H2Clq5u6 zKkUQTXx+W/4U3Oetlj98UAR3Mbyt4P07SJ7e0nefuYgyft8nMbfl+OdyZ8z jpn5c8HpiRp/Zye6IFLessBcnTwNaXbkz074sxPPMjjektDByuCVBiFQCWhQ 8A1Dy8qdGneM4Hd7ikxzal3QxKCcu0L6hikDLXQFtRiUhRZU0FwLoXohxbxi NxURYzT9zqqDeA7kzkHRZ1D4/QgXrDX+Lgp/1pMUf+fGjFX0hdnqjVCnz6Dw e1O1wUGznlgz3RcrneeoRmgh+FliuaMa5Eym5Y7TFXqm+I8ax1gzVvwb/Th+ gHkjx7AZjsXsT/RmOEKa4XgE8WcZbONC9kgf/6UpfxmtyBv/h0/InjUrIcl7 bypchk+D52gP+EyahcCpXgh1m4cls0meL8kLJnlhGnm7lvlhc9gshLtPJ3vT dfpcsFiO9HlOMx17sDDNgAYOHGy3/K566qpvm2VaZrOsgrTOoBogYZP3LBK8 TeqEF9UDKZ9B2DOpt5GjSbwNIayCVC8zOV5TbzS6G/pxdd0dRG/IpXyFlK+U jbAccdvvI27nI8TtqUScqHfwmVIv/jC32UfqkfBVIxKONyGR6iWdbkZKRAvS zrYg41wLbl1oxZ2LrWyDrci60oacq23Ii2pTl7YujG1DUVw7SuLbUZrQDuO1 dpRfb8e9xHbK1477Se14kNyOhyntlK8dj1OZtHa6x9xsp3xMejueZrTh6a02 yienaVTfbuPPv/pOK7f9rajJYrIZileTS+Xy5NBVTX4zl5iIV83SI+IZlHeW FI8Fitv3p6Wq+ynwLJR3b+niPdfEK39qFq+q5B4eFZXgW3Y/nbx09fA3pJ2s w7lNVbiwoxoX99Xi0md1uMzFdpW9L4a9L4G9L5G9L5nkpbH3ZVz+9+SVCHnJ dSSvDhVpGnkP0+sUeZUkr+o2mblLbpjqzDq+dBJE8mpzNPbqhL08djWmMb9B zpYtaOBLbiqoR1OhnqJ6A5qKG/B7NHFJNJXqYRNulFD/BgmXRz1TR8006fjP MdVycK+iTq98Ih1VvleLB1xq97nUKijePWMlyiheaXEFCguMyM4pwMtXr36o ltjP8Lk0P3cNu1Bz85szAJ6O3afEbkjzm6eD56vufqyuSLPK77vgqXnPf83d xiCNOzX1OUzbn9QaH4nTTsBWZ3bK+GcspHOh3EaEsvGF2mnOhdK5MO6Ehzm6 IcCT31qQP7aFB+ILWnea1l1eH4D4jX64QeuSaV0yrUte64bkVU5IXkrrwibg uOdwrJ30Ljz++ku40jjXP78DNzrn+Iefw+E3P4MTrQsd9Sf91hjS9CbJrrlJ uZ+blRPhQgeUU5fpluuTyrVlTF1vs3cIdgaED0x1Urm9QeHYPMfXYgC5NxVy K11d2fMI3cgJA9CNstHPXvmd/kZB7ejeGiqnSWeDjaMcKJ0jdliLdE5DpaNu h5gvqdtR5hhVO8GcZE5PcmHJc8HZSSKdC6VzwcXJcs9G6TPCnIViLsPOU1Fn UKOlab5Ty04dPEsUzQwaAG+KPu85THduOqK5yxJt56IeBTdnemfnYqmws1TY XdVzxU4O/LHxWSKSiinlqFikla1BMfdLBd0FMifIXWSDumg9CDmrsUOmPM3n bNrrb3DQT9Rc4TQb69xDsGkmfxqzwrHKZbaUODmfyJE/lhU6dBbKufeVcKGT 7OHPCuk/msqNtoKfZNQYePz9E7j/bSQ83huOWe9/CKc//RUu7/0V0/72sRJu ygfU7XfU7fefULhxmPgHG+rmSN2mw3OMB7wnUzdHXbc5/kq39SFBFC0I25cE YucyX2xc6IlF7rIrRd6GmYH7lMAtn+OhDrAPOdQQ4KNiyRVvYBo0yEcre+pQ HtfBN4Q405mcCjcTcxYadOx1G+cr7ObPtdSco3AGxZsFv0dWOgInmxVL/YaC jzMbKFw2hSukcKWI3VyO2G3UbcdDxO1+jLh9TxBH3eI+r0HcoeeIYzOJ+6oB 8ccbce1kI26cakLymSaknm3GzchmZJxvxu2LLbhzqQWZl1uQfbUVuVGtyItu RUFMKwrjWlEU34qShDaUXmuD8XobyhPbKFwbhWujcG0Uro3CteFRahuFY9La UHmzjcIx6a14ktHK7nWrFe/g2e1WPLvTwi08k8lktaA6m4jlMLlMHpNP0Aqa FGzPihoVa/Kev2cllKFU3s/AcmTkJlpNaNZxUQtuP2BBqVXnZZhwe0LcqowP 8LikHM8rqyoGu/Y+Ouq+xZk1DxG55SnO76rBhQN1uPQFwwV29VgdYulewhna FknbztM2VrmMK7QtirbF0LY42pZA2+haUSJtS9JtY5W7R9vu67Y9omuP6VrV HX7HzFO69oyppm012XUGNlnpo7W5JC5PSz1pqydpDSp1aChkiiSkraFEBi4C SzQY+bUSelZXzr+qlsvh50Moe3ZPo6zKTBm/K+Y+l1UFq++9smqUG5/AWFqJ kuIHKCwsR3ZuMV69ev0jtaDeZH97ggXsbws9NM5CyVmo3t8MCrSfkLS5JG2u Im1wf9NI8zL3t5VkTJHmL5x5y+kr3ooz7tqtD9RmMU0ZLJo2T6LWJv3RUp/R 3DJINlObkzM6ZszAAuK2UMct1J6WCHBT5eBLKHn7Lfw9ZmNRoB+2yMWKlwfh JIG7SODiCFziRh8CNxfJG2YieZ0bklY5I2mZPfZ6fIT1Du/D8++/xIy/vgN3 Auf2wS/g8NufYervBbefwfndtzF/0ggEywW5p05VtsmNcZ2mKeDmDypwZt6c vsObk8bb+lm+Gm9S5AIHeFO2yV0g3eQezG7csxPgVrn9K+BstWunqTe4yUmZ 72HbSDus+USAs1XAbSZuGnBO2DVWB464fUbYvjAD54KviJkJuFPE7IwAN0kD 7hxhuzBZgJuGyzbTyJunIi7D3gQcY++J23aqz8k1Bk20WeiH8vgFU+Qqr9pU 5m0+T9BdsxDZZCbTxUJ59h9DPNNMc8QlmynEzIaY2RAzG5y3tmccqBg1s7bj y79Iz94e0Mx6Ar9ONHMdVNcYe10zBzetsrFArZpGImbKPLKm2ZbZ4Vjn5is3 EHOUY6rqorAr+NNbrkeYc5VhOj/Ln/9f4D+G3WyMNQKomv8Y0W0MXN99F9Zv /wojf/4LjPr5O7Bixr79Dqx/8Q7G/+Zdqjacqo1gxlM1W9i/T9U+dIWn1Qx4 28xGoJM3Qt19lWor/QLNqm1bEoAdy+ZhKekK428FZVOwhZO1T8lauLszwt0c tUPo/M5lDVyvRwFnaT59bJha/ywG1j+12mmubQr20kublypscvUnmbWkacM4 zDGovjYMGziqOUpGGtvdlHj9BIEpuLzmDkHLR/T6EoJWjpgtFYjd/hCxux4j dm8VYuV92Z/VIJaYxX5Zi7ij9Yg71oCEEw24fqoBN043sq41IS2yCennmpBx oQm3LzXj7uVm1rVmgtaM3OgW5Me0oCC2haC1oDi+haC1oPR6C8oSWwhaK+7d aEVFUivuJ7fiQUorQWslaJIWgtZC0Jj0FlRltODJLeY2c6eZfYXJZLKY7CY8 zaFauUweI3eeKKBehUxRo3ZBNPXudQo2SDKDsswCT9SkpBYLNeH2JrfeterE iydU7UnZE4r2GI9L76NC3m6mkZahHt5DZ/0/cGZdJSK3PcP5PbW4cLAOFw+R tKMk7ThJO0XSIkgaq1ryBZLGqpbBqnY7+l+QdkMnjVWtTCetgqQ9IGkPMwjJ bfYjclZ1l8Bk6qxlyUupzpZvviaHnYqmPadnhClfvKqlZXUSelZXRK/qiuu4 Ha4r4YelrGFcGrXkrJacPefyeM6loL3prk4/53LAssohlvFbY+6x3JaX1aCs 7BlKS5+guOQRCooqkJ1Xilevv/4PtZR+h9TYeHo2CwtnzB7k2UA9C6Nli3TL VD3zGahny2jZct8Bz0z1TPNMq2druQ6Z1ieDqGZQnFmYQFPrk0FfqzYNiKYu DKHVNgvF2jAskJuzcmO6gNvBhXJCioNsWBbSsN9hIQ2T2/H6ufKl+Pth46JA HFgWiBOrA3GBisVs8MN1KpZExZKoWBIVu7TIHuumfYildn+G5/BfMb+Ex99Y 0VjJHKmX8x9/Bpd3f44prGpOH/wOQQ6T5c6F/D6FsDcQwl31+Y6mdjbdxJdB 2fXD75UzOedyCwvaLqq1cbYvNs3xlYNulma3LEiWbDgHo2VQnew9UmWnLtmi wga2ccQAWuv58RZBi2DtJFa7Ba1xzjjAaGi54DDBOqKjddyM1jSiNQ0RRCqS Oc9cYC7ZaGjF2k5HOpHKsNewkvfIKYs4Clz9SqsXqo5Vhqw0nYKin4ai8Epz 8NBqmN00xZa8eU4+jpKpSBU+t3dRlcxF9TT8hn/gjKv2TipXVBxxbpytUuyc tcTOLNnFsQw/Vr1srGSQZIMnHnXFFjtokhnU4TbuGTnPHpCMim2ZQ8lICB0T zZyUZlLLtGE6/sZPTVeGhU22RwD/mQAra/h88jGcf/sr2P36bVi9/XOM+tkv YPWzdzCOgk34+S8x4Ve/x4TffkDBRul62cH+z06Y9hH1svaEl80cBDh7c6+S es2lXv6BWDc/CJsWBWEr9dq2zBuLqVcof0FEsDB3UUwTLJyCLXJzxrI5HuoM aCWY/5C1Ts1FBmqMyaqnr3bmVW+YrHnyBjp1jE1za5jZLQslloXmFbOGZr2p Nh+26p4HV1bn4uraIkStNyJ6UwVitj1EzM7HiNlThZj9uldf0KvDtYg9Uo/Y YzTreD0LWD0STzcgKaIBqZGNSDvXiPTzjbh1sRF3Ljfh7pUmZF1tQk5UE3Jj mpAf24yCuGYWsGYUJzSj5FozCxiT2IzyG0xSM+4lN+P/I+y9w6pK03Tv+9pY 1TXTfc6Z7p4K5kQSECTHHYFN2OSkkgUVc865jKWWZc5ITpKDOaOYcyhjWZ1n pqft7jPfTH9/fv3dz7sWSIU5x+u610ZE2O9mr9/ved71rrXutjHt3+Iec7/j WzyQdH2Lhye+xSPJqW/x+NRb9iBv8eQMc5Y5/w2eXGAuMpeYy8wVyRs86Wbo qid01eMeAfhj1XA8pqse39QjDQeFpTxlUJr6kGiWJfFf4xFF9fDGA9zruYPf /fq3uqdOqgdn/P4NPbX4CQ6teo4j61/h6JZXKN3+CuX0VNUeemo/PXVI99Sx 73mqlp6qf4WLx1/hMj3VTU9do6eu6566pXvqLj117yQFcUpz1UO66hFd9fis 7iu66hkd9ewin/zXl17LjKryFv30gn56cVVc9oKC+lDd6u8FBfVcwpdAuwIn /98zmunnytaPvzNdyB/d30vMLX7NzZsvcJ391rXrT9Hd8wiXr97Ducu38PKb X+N/qZdmIL5YtgqTEjQ5FeliKqaYipWYNDmpRivz+3LKUI1Wn5wm/picmJyM vvnDXjMN6DOTnu/IqX/JZ1BecsEybuWjWQmJKGSXVUhuiqMmyYIRdaiMbtL9 JCdhT4hOQsHECVg4OQcb6KhddNSRhTmooqOO01HNdFTZzFhyaByr6rEY7zcM SZ6fIdHjU6S5foKYIf8M8+BfwDKEXhrG0FFGOiojRDqsGDoqRptCxEc/6qh+ 7ZVB3brhJ99x1Ex7vDrJTZaHyKKQ94LCGGUoaaxUCKFlRjM2+GiHyjazwdrM BmvzOO1WDpqvLMpT86W5orOW0lPiqlWBuqvoKOUqOmoLszVEd1WouCoGu+mn Pcw+eulAuLgqFocjYjVXRbx3VQXTZkpQrjIoWw2gp5I0VzFv56ztVVVfe6W1 WEpVH/QZKlZ9JDGg2iya1/5Oh5k1V+nOMoinDEpSA1BpoaYsbLqMNplFNChP fUYT0VKBuqUCaalAIxPeZ6lDylL8jZh+3FLT1RkA8bIyEnPsqViUWIBl7w2l BCWXauXvcHZ0nOq4+rouORAqwnLnpygsttsiLUmOf5CSlmPkMArr5zB++nNE fPJz+P3TPyNApMUEKmkNR+hnoymtUIQNNcPqHI1Yr3gkBSYh06QLK3ECpmXk YDaFtUAX1vLp2Qz3ylQHivh+KVZ5L60plNaUeDtFFi3THk590x5OYio1iW+Q nXCA2gOdNFXla3Hq22aIpFSc1JZfXaDNHy7W5hEHyAeySeNLJAZbpEcctoA5 3VavLU8Lw8k9d6mxbmrsOnfD26hefg/Vqx+ieh0VtuEpajY9R80XL1GzjZG1 7WRzLRVWT4U17nuN5gOv0XpINPYGnUffoOvYG5wso8Yq3uBs5Tc4V/UNLlR/ g4u13+By3VtcqX+L7oa3uHb8LXoa3+J601u2XkzzW2rsLTX2Fnfa3lJjb6kx pvMt7ne9xYMTzMm3eHjyGzL8GzKcOcuco5rOv8GjC3y8yFxiLjPU12Pq6zH1 9ejaGwMe0V8f4BH99eiGhJwmvh/dErzTYfipYveTfnms8pI8l6Xuz7TVftfv 4/njr3FPM9kp9eBCk/0n9i99ikNrXuDwhlc48gVN9iVNtlMzWc2BV6inyRqP vkKLbrIumuwkTXaGJjtHk12gyS7RZFdosqs0WU8rbUaT3aTJbtFkd2iyuyf7 2Ywme0iTPaLFHtNiT9hvPaHJnl58pe74Sy1dlsbxGU32jCZ7RpM9uyY3q+Wj 5Lr6Gr4Q/6ymT6X1lMZTXgx5WR7qbdW9/vpibvLfbjDXb75Ez40XuHrja1zp eYKLVx/i7OXbbLH+98/1qerC+BRMEoMlicXSDEphHymJFUt39QOJZWCGrPEX iw34vsMMSmAfKIXN79dfLczV+ysnvb9a/N5g0I+DLdWn3zP7XOak5PWP+prj TKWGAqK0kBwsNMehUC4qQQAVUF+FUgzLVSsHIi82AblZ4zGvKAefz8jFjrm5 OESDVdBg9TTYuvERWJDgh+mRnkgcOxiJXoMw0Wcw5rgPg3mImOuX7Kp+iegh n8E+dBCNNgQxg4Yhfaw/UscGKHcZ+ENj5NUTe0XK6Qe0l8wfyXP8UO+utEwn +2YwM/Xzsw3KWx9gdmycdqhLljXKjGCcFP5UmNxbV6YJlxkttFcIu61QGivi u/ZiV7VpnFx8bP5YI/vyxX5WzV7sspS9aC1lL1prU0g/e9FaO5idYZq99ip7 xdJesTgUodsrQrcXK4VypkLuPGtyiL2UvAzKXR/gFBX1qGCuEpfkIT82UGDy VVb5Kqt4TmuyYnR58RXS+yyz5rFqtsq9Hzupj5zeu8ysDo9x+5nWdlmi+1xW aWXbFWyiyow4QnGVBv6IzIJ0mQWGYG2I+b+XmTVedVwGUZk65iW/nsh4JbD3 kX5enzzk+0wpLVp9TmQ2O1p1X70y0zM5woRMby9YBv0CZspMhGai0EJ/wQ6s V2iUWfDHQxHymRvCh4TDRpHFjY1HclAyskzpyLFncQediBIRWQ5FNikXi6fm Ytn0iVhQlIbCOAcmxUvidaHFoZgimxwvieHf7ZieKt3Xd3TWe4Ss/1R+bx8m R8OWSAm5pCDTSbfYYm4XF2Yof33YJy+DchZbuoJUZa19m1dCO7YehNJZF1A+ rweVC2+hcuk9VK18iKo1j1H9+VNUb/wa1VteoHrrS1Sznaimsqp3yer012ig shr3y6lZ1Nbh12g/8hodpW9woozaKn9Dbb3G2ao3OFf9Bhdq3ihtXar7htr6 Bt3Hv8FVpqfxG2rrG3W/8pst3+BW6ze43ca0f4M7zN3Ob3CviznxDe5TV/dP MVTWgzNv8JC6enj+NR5eYC4yl+iiy8wVftzN7uPhVdHUw2v8K4X1gIx+QEI/ VJODD0noAXio8/mR1moYlKc+wuM7vZ96SXQ/x4NbT3H3xkPcvHYbf/3LX3Vh ndZbr99985/Yt/wZDq59iUMbX+HwVrZfFFYZX6fKvT8UVlvFK3RWacI6TWGd pbDOU1gXKazLFFY3hXWVrVcPhXWdwrpJYd2isG6f0KVFYd2jsO5TVg8oq4eU 1UPK6hHz+JIM4rKM7Qld9YSuekJXPbkmn6aoPsETvgyPJbq15YWQl+EBc5+5 x9y5JTN//fTE9DDXqKmr1NSV689xqecpLlx9hNOX7+LdX/7jF/pCDVmZWOjo pyo2W0WpesNFR/XOBE7N1F1FT+mu6psJNChVfdjXcM3NloYrU5lqvuwRC2Sz UCylNVyiJa3KW5L/vSpPptAztePDnpiXlYL8cDvyScoCiqmAYiqgmPJZGedH xmt3Oycz8tm05MYkIDsjC7Mn5WDN9Fxsp522TU/D8iwL5iUGoSTaGwneQ5kh cNBOM/1HI2PkQFhoJOuwf4adVoodMggOWin1s5FIYZI/G4UkJoGJY+SiEtkE Xj8zYYp203Q57Ykk+wftJj+9arLHaY1VTFzfSvvZcUK6OdpW9VXxykuanX6C pbTTet1Om77XWxmUm4YoNy2U+UCaaSnNtCIgup+d7O/txGylld7bKRa7aaS9 zH6xU4RmpyNiJ77GpUyfneiVSkbzjmxOWRJFUdz8+5qdrBmvJOertqpvBtCa qNwlR7CazQ5lpirNTko+saq3Uh/1GqmK235Gsti5//faqNIapWxUbrLJdUYC 2V+JjH5K/VBFQVRRkKgook9Fq/tUxN+IWVORQURkUC2VE2bYtKZqZqRaa6iW YKi5PrnMC20zQNlGPuw1jV0lduRgOW9j4C/wMcwDfw4rbWP9+JcI+adPaJpP aJpPEfLxEIQN9IBleADivR1ICU7GeHM635ZZ3K9omcwczKJl5ivL5GApLTNv UgoKVHUirnHqM01RvLydiuPlnI8immZKYhzmTcyUfcrQd8hYbtXVWwX2m213 6pvTGKCKQQqGu9YSPU76djGrPiUeddBqsUz+iYP4n/VOapFakbFIVh4qJS0S JS1UShIdzctPwevnT3UljcEfXv0Zx2ZdQfn8mywH76Jy+QNUrn6MqnVPUbXh a1RtfoEqdlJVVFLVDu2EKTlTuH6vtnhOrpTRrBbQUUtHX6Pz2Gt0lb3GSSrp tCykI37PVb/G+Vpqqe4NtfQGl+vfUEtvcLXxDa41vUFP8xtcb3mNG62vcbNN 1pS/wa2ON7jTyXTJQrm7J9/gfxLFb3CPOrp39g3un3uN+1TSfaL4AXuHB+wd HpDGD8jiB2TxA7L4PvuG+z3k8f3rMjl2nxy+f1OLQSg8QHULH+HhnfdTXw9u vyCYv6aEHuNmz33877/+x31NQmfUwzAlob0rnmH/upc4uEmXEF+ZY5RQBV+V ar4idXxFjlNCzWWahDr4SnRRQqcooTOU0DlK6EITOydK6Ao7pm5K6Bol1EMJ 3aCEblJCtyih2xTQHQro7lmO4t45WQR5nw76/qAfctAPOeiHHPTDa0q6Mmx6 2KBG/XPc45jv6hHf3OrnHOUb5ir/rZu5cuMlLl1/gQvXnuFc92OcvHQPf/rL f7Dhkhfgn/DiCcWTkKrEMyk5rU88RWnpPyKejO+Lx6DMwz12Ym+TlEnvZBqU eJxEO2r3WKB2iYW52lxf7y6hOiR9lzDIdsD7iuwjZZ081ul55FYerZNPeOQR G3lyKrTwIo/K+aWSTk4M9/QYOwpS4/h84jEpLgRT40NQFOVLCgyDQ2UI5kZ4 Yo6PO+JHfAbLMFkH+CllQxENZvvz2Wg+pbTPRhnonVH4GbejaZ/RtI+W9NFe mCi3VSHflG16F0lEK9OwxLZLYT2TkhHRzGL/Iz3QbEUWisYgnlF6YRuUII5Z GM0OxlscE4ZNPtoCiR84xtuk/LIkIBLLxDH0yyr6ZQ390uuYjSEx2EKviGO+ ZMezg37ZGd7PMfTKQXEMfXLEqDnmGOlcxpSbfuiYAcofA2TeTjmmi3/rkn/j F6gzuzS5SAxKLbIUIo6CiVOS+Yc+yfSqhUKRiFqi+SurtEbrWtHUUhZhUU3O UXpFNTjfN0tQGP+t1yzxWpPT3yz8OWq2zqbF8F4t2oUz1Z0fftjbiGjixDOy MIKyGYppRiOmBvojbfggpA0bhKQhnyBqIHtlSsf+2S+Q+fFgquZTBP9yIEI/ HgTj4DGwjRqHWM9QTKBm8mKzUJysayY3l2rJxSJqZsn08Zg2IYn/ziqJb4gC ikaUUxgvz2xSvEwDT6JoiphJbGhmZqaqXUnXjdbcqFMu3+9PA/RZO9XYLOKu tFiPoZ9xFudnqBhk+4EoRiSS8aE4RTSTxnfsQm7FKQuY+WpqroFvf8FDIP7l 1V9ROvsayhbcRvmS+6hY8QgVa56g8vOvUbnxBSq3sFgnM+X020q9yZGl2HL2 kSxZkzOQmvVla+2lmlFkWfZJcvR0lbY0+1yNGOU1jfIal+pf43LDa1yhTa7S JlebX9Mor/uWtKk1AB20StdrFvbMyde4c4o5/Rp3aZO7NMldmuQeoXqPUL1H qN4jVO8RqvcI1XvqWMq9azIrdY+F/V3K5B6heveGhtN7ejk/QM07fYT7d7QZ qN5ZqLu3XuDOzWe4ef0hHj96/kCzyVl9gfpv3/4ndq/8GvvWv8KBza9wcBuN QpuU0rHlfEWq+GrU8tVo4KvRxJamla9CO1+Frhq+InV8RRr4itAm52mTixzx JY74CkfcTZtco016aJLrNMkNtjM3aZJbZygAtjN3KJM7VMldjvouR333vx21 U9+o76q5tzsc9z/hNre3bsphIX5vpuemNC39JcIWi7l4/SUu9LzAuWtf4zRl 0nnxHv79z//xie6SttoGzSVJaf1ckv7eJRm9Lsn4v7skU6XXJYa+DkZphL89 ed/Lu7436t2f37cH5EtltiRf+9ySAi2LCzL1Vv8f1Jq3XIIwl9TKZUOTS4Dk 2hzIkfXmREWOuopFLpn+MSweIxAV5I1kawjSzX5IC/eCfexwxHoPRxzdMsvo jSUmX0wb6wnz0I/ZyHwC+9BhdMsIpAwcQ7d4MO6MG+PCOHOcNI4BGdrGmTWc fHb86LHI8wlCUZgF09m2zJDQJsoqhAetQlbFyZ2+RSzSucxRDJnT17uIWySa ZQZgnXfwe8P4yBU1qJjh6g6mm3wsWOxrVXJZQrlogonGykC7JhjKZX2INDG6 YCiW7cyPCeYAS/5DzBHmKPMdwVDfleZYNKlL5quDRBY59mOReTZZvfCA0S2j f4H8cVKKaWdPI5LRVDNA04y5LwY1xzZA/2ts74yb9umRqLaw+7HEaLFK7HQO faQcpHmoyiaJRGmISZtoC/q+g8KVg47QQfPCo3/goBIaaJo1Tjlouu6g3gZH HGRQBtIX5enucdLn1exqci1OzgVn0zPbHovJgYGYxkx2GYVZzGJmJbPeZSRm jRyCKXRTwbBPDYgb9Ev8AllsmJMHj6SSBiH0k8FU0khEu/pRSQHIYNMuOpqW peuoKBcLqaNF07K4gyawK+J7nu+qPDnGKF76iW6lOD2xbIliUJQQp4o7g5pW cOqzUp+ZBrwXkto7JYtkvd4itfx8kb4b9gppUb66HKq0O3SRNDQU0kIR0kLp bxao/kZMtHfLKoWW/9Fro9e00ZwbKJMr/i17iPJVT1C+9hkq1j9HxaaXqPji Vd85sHJSkJwHK4un6/Zrq80aD/WzEfnbyYq+S2xUqdnojLLRK2WjC7TRRZro 8nHaqOk1ummhq/oR/p427bjIDanwyeSbZPItMvkWLXT7DHOWoYmEyXfI5Dtk 8h0y+Q6ZfIdMvkMm3yGT76jy/k6P+OYOeSw0vnNThW3SrVcfiHMM6ug9v+DW S9y++Rw3bjzB4yevHmrqOa/PpjWX/Rp7NrzCPgr5ANu7Q5TxEYr4GIdewWHX HKGUOeRGDreZw23jUDvYwHSxgTlJ5ZxupHo4vPMc3gVq5xKHd5nDu8LhXeXw rnF4PWxgrlM5N6icG1TOTQ7vJod3i8O7xeHd5vBuc3i3u/mkb18V29zmCG/1 aDHQmq/wvzgAfhumh7nGXGW6dcNcEsswF/iV53te4uy1Fzhz9TlOXHmCnvuv MVC/ltOWZatQyJalUFRDzUxKlXxfNRmaarJ01YzXVDODlpk5QebMaJTZE+Ud OidbqabvXT1PLd2Zr97Uqt7K7Xtj8+0qJwwuUivBe9/Z+qPW0f9UGWaRpFCL LDzIpmuyyagcQiKbcMgmGLJVYZodLYvocmgaoxtLSrfBCHcfBhOdY/Wid+iZ aHqmOMIXi6KDUezrgzT30TAP/xTWEZ8iZrgzYoc5I21wANIG0k2f+dIkPsxY xpNuGcO4IfMzV2TRPVm0jAHjP3M2YILaDHTmbj+e26xBzsh28UahbzBmkgoz 2b3MilOHADThEAmzRTgOXThOmJOgNzMfYO3YYGygZjZqmmFkmfMmHzNds1X8 IpNk/lGaZ+iY5WxiVkojQ8esCxHPxGBTqHgm9r1nwnXPRMRhL7Of6fXMYWrg KFNq0lxTzmieidM9k/zeNQa9o5H5scvJeejkY19H8wFOWLW7k8j/k06myiwF uRiFXrH0141MmVlUwyNesWpOoZlssjKxykafMPJoUFb5JSosVtXX/JhTSumU Q4H8lRrjv+OUqZZep8R/xylaX8MWMzJO72v6lhv08wlGY5qJLWpgEKZ4e6HE ZTTmuY7GMmYts8l1FLa5jcJO91HY6zEKB71G4YjPKMxxGYQ5fO9ljvgECUN/ yRboU0xzd0Hq6DEI+3QIIgYNhXX4aPbRQUjyC8Z4k1UdOdWcko0F0zJRkORA doz040ys5hb26XHypLW2Jw4FfBflx8Uydn3GeoCSi6r2tPTNHmgT1yr67PWC XG0KW+2Fqu1RO6GTZpOFsnKu1yZyLVJ2Ngv0zKdV5hWkilP+SUHED/dO/AZH 597CscX3UbbiMcpWP0X5uuco3/gS5Szfy7dq55fKYjA5D6d6j7ZwuU8nVEmz voC5nSrplEPqFZpOZIHYmRp9kRhL+wsNslCMDQ5VIkcr5BB7d6t2xEKV9p2E Ym95T87eYHl/k6y9SdbeJGtvnX/P2Vs6Z29RI7dk8fKta9KrKM6Sm7du6JHp IX2K6I7IRA6hf6AOot/uXQN24yld8hqPNJlc0Fdv37z879jFF2EPX4B97OwO cvCH6NGj7OjKKJMq+rOWA27gYBvpzRYOtI2D7KBMuiiTk5TJaQ7wLAd4jgO8 wAFe5AAvcYCXKZIrHGA3B3iVA7zGwfVwcD0UyXUO8DoHeP2y2OL6FdHeDQ7y Ol1y/ZqKAT09IpFrHOhVPVeuf1ce5/n3cxJ+5RlK5DQlcrL7OdovPcHzt/9C 2GpFhUikQCSS3CuRdEyiQIrSNYkUi0QyvysRg9KIky6RTJEIlEUMIhGD3rDk iFTUWzdXiwhkgerKF6qSaDL3lMnJDkzRkxcrkyWZVhufVha38lHv4+QU/ntM DDLCIpFltGMiiTSRWJhAJEwgECYoi0ykRYYiyscVEa6DEca9WSxi9BwOi9dw ZIX6o8QWhqkRwSgK9EeqpwvMIz5D5KgRsI9yh2OkH1JGhCNleBhSh4YgdUgQ 0gYFIn2gPy3iS4P40CDetIcX3eFBdbhjIq2STaMYkEN7/IxbF+QO0jPYBTmS IS6YyBT78+cys+gPcchsmQWjQgaIQuCOOYlsWpilRivWe4fqFonoM8kXfnJ5 9mi1CEAssjQgWllkhbKIXbdIjG6RWGwJ62+ROOykOfosYvxvLEL0lpvFIvHK IlV8nVVDYtWmxbiLST+ijq3QHx187DQzet/SJcvZ1C0hRR8y8xXfJ46f6J2K RTMKO5S+diRGTCG//Eo6RDxSqW6BWhWpzi2KZGcSGcn/HdXPILRH8HuDbAsx 9l3qYbJJXcPdrK7hrhtkWj+DzJAzhEQi7u/vKtOvKSmmM0okY8diuoszFro6 YwXzObPFbTS+ZHaPGY39nqNx2Hs0Sn1HoyLQGdUhLqgNd0WDyR07g52xiPXK TK+hSBzxMRKHf4wF/mMwmXVL1PBRyiMm9sZRzi5IYUOVHhqCjIhQusKCPIcJ WVFRmCDLSCaq5Y/ZsaISh6YTmUTNi5MVKHk0iOwz0zJS+hbpzJYFOqIRp95p aL1DmSezBt8t5vT9cYDsjlSGmi1YyNqNBunLggJpUxaIThYonWga0TKPOplb oA6//FzXSefOJzgy7466JuuxlU9wbM3XOLb+BcrkdE6W5WVy/suX39VJjejk QD+dHNV00lb2foXWiSpNJ6dFJ3XaSq3z+jGHi3LcgSX75d6ZIpL2Kkl7tatf yX5aK9uvk7Q3SNobJO0NkvYmSXuDpL1Jzt4kZW+QsjeEsDd6xBM3SFAp1SUy MXRTrVO7JSK5pRqSm/oKrGs3vsajp9881hxyUT+p9bff/heaqn+LXXTIHvZj +9iLHeBoD3OkpRxpBUdZzVHW0SENHGETR9fC0bVRlB30RxdHdpIjO8VRnWEz cpYjO8dRXaAgL3JUlziqyxzVFQryCkfWzZF1c2TdHFk3R9bNkV29wtFc7RY5 dnNw3VTIFT2XOcZLzEXmghxfEVl8RF3wdeY/n2JOXn2Jru4X6Lj8HFfvv8Uf //z/DNVvNNlW18BiRzNHIc1RqJnDoNTxU4ojQ4lDySNLl8d4vQPRxTGTb9FZ E5U8VLHT24LMzdHfstJo5743iAHFSXIt7UxLJK0QqczgpBzhhPHcjrfZaAS5 Q4RsvdTf5fOZZguSQ0xIDjUhiUk3RiGNGU8KjOf+P57eiA/yQzitEeIyGKGu Q2iOoYjzGYeJ3Dcnm0MxMSQYBWHBiKAxzCMHwjZ6FKJdPBHnGoREVyuSXPgz RpuRPMpIi0QgVbdI2uBgZNAiWQMDaA0/WoPfkxbJHuhFW3ggd6A78ga5IX+Q qwH5g10MKBgim6EuUjBymz+MKmGmEBTFjNwDOh6eShqijN4sjCb+x4ayAQnH Ru9ebZixjY2HaGNdQHSfNpYqbdixispYHRyjayMWG/trg8rYEdFPG1TFPqWN eBw0iTbicZSULWWUNshapQ0+VjF0AZOsGgttFusf0Mn/28ifqbyhO0P+6IrR bydcaY5XJ+SIO/qiZrec+uvDKt2HygDRh/jCzrZYrKE5IwrVTC1zLMTy3aMp weE4Sm+sDrF+xxtT3nceBpGGQaxh0JURJddEL2KvMk36FRcXzGIWM6uohg3M F27O2OHujD0ezjjg5cyWwhll/i6oDHJBTagb6o3uaLSMQXOkJ1rsY9EW5402 xzi0JfnyNzIaS4JGI2nUp8wnmBHghgXhPpgeFog4Z2fqgkXMiOGwjRoOh48X Enw9ET/OHeEjBiErWnsLj2f7PIHGEGtk0xeaNyRsuamMnNhYTE1PkR5KXb15 ljYBoPp/J7GGKt1kn9Pb/74pAIPa/ZxU+dZbxhk0eSyQhTIL5JDlAmk/qAop +7iVj+b3Ra6bJwb5ifr4vUE0i8xhUyIH8X+pa6SDGjk8/x6OLn2EoyufolSu CLD+pboqwLEvtNMoj+3QFvbKqZSyVqqaYK3V10sdZ0fS1Ltmigppl3VTukZO ErKn6rTD1nKg4VyjdrDhAkF7sf+sDxXSTdB2UyFXCdurhO21s1qxfk0v1nv6 FetSqveQsz2kbA/R2SNE7ZEj1jLJM4Ca0I5O66FiZF7rhjrQcl1fIdV94zke Pn37RNPIZfUwlFL6E3Z88RK7KM09FOZe9l4HOMojHGUZR1jJEVZzdHUU5HH2 Wk0cWQtH1sZRdbAF6eSoTlAhJzmq0xzVGY7qLEd1jqM6z1Gd56gucFQXOaqL HNXFi2K5SxzXL3GJI7vEkV2UcHQXOboLzHmO8Bxzljlzrb8w+LOYLqaj+yXa Lr9A04VnePb23zBCn7h6/uQp8pPSUKDMkd5rDkxKl74jQ6lj8n+jjul8v87Q 1GFQ7vhH5Y45veE7VuqhSYkJ7MDZL4gpNFsYKIpIXRciBVGEQbYfYaJNLj09 QdnDqmyREmIyiC4MyhduSKQ9Uk2RyLDaEeI8CEG0RLDLUFjdxiLFJxC5tMNU cwiKLGHIMYYigoYwjRoEKyvISH6N3SMM8V52ODztSBgThUT3SCS52pDsYlXW SB1JK40wImNYOLKGhmL8kBBMGByE7EEBtIQf+4lxtIQ3BeGFgsEeKBzijklD 3DBpqKucgjqU7iga5iqLuoe7okhP4QhX5DNTg0LIMStmJ8p0FVUxGmspivVj w7FBF8U2dc9DikLuK8woUVASy4I0UawUUVASa0UUoTHYGKaJ4ouwuO+IYhcF sUdEQUEcIFAPMYfN3xVFmUWXBVOprr7dJd3FCWuyWlXMLqotzI7jIe810WlJ 7tNEl64JkUQlv3uV3K+3Wja9H6n5Kn5kVaYQQ9h6oyShm+J/oSqKpmCpLalR pohmIlEWav6OKQ4HhWIun1LxdzoMccU4zRZ6hzFNLtUUblVNXrGXN6bQDXOZ pcwaZqOrC7a6uWCnuwv2erjg4FgXHB3ngvIAV1QFu7F9cGf74IFGqyeao8ai NcYH7fHj0J5IIib7oyMtEB0ZQegYH4z2iaHYFOmFJeFuKBo3HMnOn2KSvzOW Rfpini0Y86ND+EZzVc6wssG1OfNx9FCWL4M1Z9BmWbJcXaTxU6WNCTEOTKQu JNlURjZ1keeI75sznqlXbYb3s8ZO2kFKfeczSOHm9CN1GzsP1fErfeS/z3y1 6GWBOiI5n9v57DYkH4o0xCKsJuepi6zO5VZJ4sVTfKxfXe7uqd/h0IL7OLzs MY6seoaj617g6IZXOLqZkTVM2zVJlFESFSKJfdpaplpW3/WHtfVMTaXamqZW kQQR2qEfiT5BQZys145Gn9EPC5yjIM4TpRcoiIsd2kzOpRP6bA4xeoWVeDdR 2k2UXiVKrxKlV4nSqwTpVa0SV4X4VaLxKlF5VR0PkMmbAWr+X44DXNOOOn+g 1jANUH+Vg8+Xr7/A/SffPtW8cEU9+OA3v/4vNNT9Bjs4yK84wF30wj564RAH dpSDKqP1KjmgGg6ojgNq4GAaOZhmeqGVg2mnEzo4mE4OpouDOcHBnORgTnEw pzmYMxzMGQ7mLAdzloM5y8Gc42DOSjigMxIO6gwHdZo5xZxkTnRr/O/sFgfw 5/Br2piWSy/QeOE5XfDvRJB2ORtxQZ64gB1EAT1QQA8U6i4g0zKkTlEuyNJc YECJmnuaxjeicoFqH6SR+FDpYBbfhwUJDqSZbEg3RyLdQvBnyCZTp38k6R+p WgNF/wFCf/bYNpuTfGRQCuDXiQSIfokyASvuJEogMcSIWP9AhLkOgx/3q4BR noj0DECKfxByw0Mx1RaGuXFysexwhFMAxtGDYXYZAauHDyK9jbD7ORAzLh6x PnGIGxtHKcQiwcOOxDHRSHKLQoprJNIohYzRFmSNMmE8pTBxeASyh4Uhl+1E 3pAg5A8JYJPgTwn4UgA+xL8Xiod6YPKwMYwbJg8XKUwZ7uqEKcT/TzFlpCsm M8WjXDFlrA9KgjUhLI6wsWUQCxix1d+Kbf7yoogDhnIbrRb0ahaw6xaIwao+ C8QqC2wWC4T3t0C8ssBeQnIfoyxg1ixwxOxAqcWBY0wZ02uBWqtDMV5MkOyk dwy9EmhXBzA61EEK+dPJnqJLF0KFIrGo4APi36F6hSo98rH0C3SeqIBbWxwV EKdUIAqIVTLg+6YqKoax69GcQBcYVOtg57ewolTXwdGgcBwIDFV3muivg8lm rXnI82MNwBQ4u6KEmccsc3HFWkbwv60X/54uOOTtglJfV5QHuqE61B21EWNw 3OyJJttYtESzNYgl+h1Ef5I/OlMD0ZkehM6sEHROCEVnTjg68iLQUWBER6EJ 7UVm7KUello8UOw/km+jzzApyA3L4gKxPD4YC+PDsCwpDEleVMIoaSOGImrk IIQPHwwrNZFJHWSyhcikDbIkMRIHxvNxfEwcklj7JJujdEdIa+EwsKfgJlc2 eXEO6VbjHZialtJXiPU5gSRT7URuX8j1vF4vzNdN4CRbJQL+a0HGh0R/Bv+j SGCuksAcbmfrEvhUvwT079/8Bw4uvI9Dy9gxrP4aR9a9xBE59Y8SOKKfTVFK ARwjH8vYJVTs15Yg1VAAdUe0ZUiNrKGbKYAW8rKNvGwnLzvrtOPCJ1hHn9Kn 8s+QmWfJzHNk5nnW0Re+NxVzicy8TGZeJjMvk5mXycwrZOYV8vLKFYH9lW45 IHz5qj4HowRwRQngin4AuFsjvpOsOzKovzlpy456XuDu42/xTFPANf1O5tdv vsP2Xa+wg27bRfTv43AOcjhHOJRjHEoFh1LFodQS/XUcRgOH0chhNHEYLRxG K4fRxmG0cxgdHEYnh9HFYXRxGCfO8RmcOC9TQic4khMcyYlLWrpI/k6mg2m/ zC9ruyxn5rdy28w08UsaL75E/fkXePr2T276eYibV65GPjmfr3HegMJ0aQgn EfJFRHwxM5mIn0LAT2VK1PkcAvoP+lCf53AghWhPVSvx08w20o2IV3V+hlWb FepDPIv8HO7asjp2UkwiimLkoo7FMXKZxsLoGEG+lkjt0aDxf6LNqknAH1kW C9LCzewGjNIRIJmPSYzVyw1WVx+Es0oPHO0Lm3cgksnUbHMYJkeHY3ZCBCaG ecDkMggRzoNhdB4Co5cvTN6hsAQnwRqYhMiARET7J8Lum4DYcQ7EeccjnkJI pBCSPWOQOsaOdPdoZFIIWewUJrhYkO1sRs5oI/JGRrCwD0PB8BBMGhbE0j+A 8Sf8fQl/H6LfC1OHe6BkxBjGHSUj3eSVHEkhTKMCXFAyml0BM5dfsGqkHza4 h2DzWJEA2wB/tgEs/2XOaJU+VyQCWE74r+gVAOH/eZ8A4pQAthH+XzJfGaUN iMeeXgEQiwfJ5kPMYeaoRSTAVoApY9VcQfgfV1eL7pQ2QO8FxAD1/kbUUEvt Zu1SLknakqgP0GBORAW/lXaUQsO9QQlggJp6quKPkMdqmcaptsYr9gvt48QT kewEonoTg8oodfQ6Sh29Jv2ro9kFRMnxB8F/LLc2fiM5eh3BTiCcErQp/OcH WZE7jrgfp+F+GrOAWc6sZTYR+dvcXLGTeN3n6YpDPq4o9XNDeZA7qkLHoM7o ieMWLzRFeqPFPg5tcb5oT/BHezKr/DRW+ZlE/XiifmI4cR+BznwTOgvN6Cyy oHOyFZ1TbegoiUTH9Ch0zIzGPmphaRQrgaDRSB4ziPkMSxNCsCIxBKviQ7Ah MQibk+XufKMQOXIIIkexMmE3YPfzQzrxnyGhAhwRUXAYo2ALMPFNakJUoAnR QWbEhdoQzzjCbEhgEpmkcO4wyWEy/5rCbUq4FgNSw2UWNpWfK3QkqIgQ5qrO YK6cfTVPjjnME97PU+U/gY+5EjV/NFfIP1fIP0eRf5Y+P6RBT7Yeivz7F93H wRVywvdzHFrPyncT88UrHN5GBLIqPko0lsoKIOKxnKV/JRFZTerXHtVWAh0n 9ZuIyhaispWobNcP4HaS+l3E5Qni8lT/CXji8ixxeY64PK/PnlwgLi98fwaF ALx4Wc2aGNS0yYdq4uTiNW2yXSbdL11XB2sNQvcBuKzOKVQHb+Wg7bUXePPr P36tsf56L+tvvcPWPS+xnfrayUHs4QD288kf4pM/yidfxidfQc5X8YnX8InX 8Yk38Ikf5xNv5BNv4hNv5hNvYYnfwiffyiffyiffyiffKqxvletftvLp/yNa CPtmpklPI9PA1PNf686/RPXZ53j8zZ88dLK31h9Hnk72fCF7Acn+MxSS7JMy dbpnfZ/umchmwZBEkiczKWa+lVLNcvA3zcLaXU9GvwPBE9ify2LUAiK8F+iC 88kK7FNi5NpQ/cFuUNsINb1DqqsI2CdYrZSDhHgPMym8JwcbET9uHFFrJmqz sNx/CtbaimAZF4SE0FD+nzD+vAjMSDRifLgnbG6DEOk+iLU9Ee86AuEeHggN jkVYWAoiQlNgCk6BJSgZtsBkRAUkI8Y/CXG+iXCMS0CijwPJxH0acZ/hFYMs TzvGe0Rj4phI5LjbkOtmQZ6LmVQxoXB0BCaNCkPxyBBMHhHEgj4AU0f4E+u+ xLoPoT4W00d6YvqoMZgxyp1xc8KM0W6E/AxnN6wc6o01w8ZhHc3w+TCC3jkY mz2MqrrfFGjvm+NZHswKP0TgHos1AneCfQPBvim8P9zjCXdW9yYN7ntNDuwn cw/0wt0icI9/X+ET7OVMA+HewaK9Q50r0Qt5ne8VPka0qVMq2i3aueRJ6osb LIkolxupCeedSHlHX2HvpPguVb1D4K5CzNvkoIGq8SP1yOVlqtRtalWFH90b VvlkfE2UxvnaqCiDmvaJ4daKI4FB2O8bgBlunnzxXflaEuujfxzre1lNH/Rx w1F/d2J9DKro/FqjF0fsjcYoHzTH+KI13h9tiQFoTwlCe1owsR6Kjgms3rNZ vecS6QVE+iQivZhIn2wj1qPQOS0anTPs6JwVg87ZseicG4eOecx8KjXXiKUx PigOcUGyxyAkMQuSw7CAFf5yRyjWJYVgE3/WljQ/vsFGwkrUW1npJxntiA+L hNXXBKsf42+CTaJjXhAfG2r9IeKZZMV0IfsARfa09zEgPZztc3q4NNeTFOsd mKPmfObK4YG5ckbTXCnp56pzzIXvc/QI3cn5OYXpsv5JFfdpmKmhfoh+OoGc Hb5/5VMcWPcCB1jXH5RTCljXH2Jdf1jWd7KuP8K6vpR1fRnBWHFYW5pTQzjW lb9fntN7aLWVdG8j3dsJyU5CsqtFnxsnJE8RkqcIydOE5BkC8gwBeZaAPEtA niPdzxF+5wjB86T7ObU859wVqc/PEfDn9DlxA87LvP8FdYLeBX0xzkV13vgF dRhALczpeYmT3V/j3V//67nGeO2W3p/i17/7G2rbfoutFNWXpazpOYS9la9w oJrD5dM/Sr4f41Mvb+JQ+dSrWik0PvWaDkqNT7+OT7+eT7+ejG/gEBo4hAYO oeGsPIP6s3LCXR2HUqunhqlmqvgvFWf4rG79Gg9e/zvG9puq37RqNfJS05CX RriT6/kZLN9J9sL+ZCfRx8dJ8WBFgpHvHBJdkZ1AT7EI2cnyn2lkt76n+gRb NMvzREX0wn5UF6KT5wZMVdV6Cbe9VXq2grlUHFqhTo7ncWtRNJeCPSXUiALr eKzxSGImYoFnIbZZZ6Eueykuz1uLXYUFSLeFs2eNwJSkCGREeLCYF5IPRNjI z5iBbImdkRTEdtkYCzuRZ45IRGh4CsJDU2FkLCGpiAxKgT0wBXGkuyMgCYks 5lP8EpDm60DGOLbSPnEY7x2LiWNjkONFc3lGId+DBdEYKya5mVHkakKxC5+D cxhr8RCUjAoizQNIcj9SfBzjjZmjvTBrtAczBrOc3TGbSF86zAtrho4jzn2x nkhfP9wfG2iFDSMDsYHfY/lYExYyy/qQHqOQvo44X68jfQtxvpU4386x7WB2 Eue7ifO9xOw+HemqZidoj1j1mp2PxwTpNgeaFMrbyel/ULSWOZlOWxIfE1FH qpeT6q0kuZC9zazRPZlvfqF6Gb9vuSreHQbFdTnP2tFXs1cpqstdWqrl+GuV TQE/Mr4X6apWl5n9quhYVL5nukFBPYE4tyusl4XxaYSxZPfxQ6mPL0q9x2G3 pxeW041r+TJucnHDNlc3fDXGjRx3w8FxbjhCjpcFe6CKgq8xjUU9OX48ahya Yv3QEh+A1sRAtKUEoy09FO1ZYWifEIH2HCM68szoKLCgY5IVHcVk+BQyvIQM n06Gz9QZPicOnfPi0Tnfgc4FCehcmICORTSj3LOB2ZgRgkWxvuT5ECR5DkaC 5yAUs5ecGROORY4wrEoOxeepwdiYHsD4ojDUmUXDCCR5eZPp7En9jD/keqDG 9DjFdet3ma7V66pUN/SRnK9rBrcZERK20xGRA9QH8ulITEpIQElGCuYI2edI 8T6nQG0y1OxMBmbrMcjWiRsh++yCdBbwadi1ZTVePX86TKFlNH7/9j+xZ9UT 7Pv8OfZvfIn9rNv3byfdWbcf3Mmwbj/Euv0I6/ZS4rCMJW+lvmCmllSvI9Ub at4f8Wwm1VuJxjZSvZ1o7CDVO4nGLqLxBLF4Uma3T2mz26eIxNNE3mmi78wF QeOZi7Le5zTJfppkP63Pap9RJ42dkQVBZ3tYpp9TczVn1ZpKfperL3Hj0a9f agi/o58BdvXOO1R3/g5baKHtxPdXxPcu4nsvn+cB4vsQn+cR4vson2Mp8X2M z7GMz7Gc+C7v4k+qOCHuKCfBy09pMaDstDy9Y/y4lDl84iUevHmHP7z7G/z0 s7hbGo4jh5TOJaVzSek8UjqfdC5gJpHQSURtHOkcb7TCQTInMImkcxKTbFGU VpBO+5HCW/BcYP9h0d2H6AHIY20+UUfzd6dRBun1Nglt0Qg9JzUXZQsPoHT8 OnzukY4tnvk46DcVFfa5ODFlFe6u2IBvd2zBX45tR+OKYmwqSWKnOQYm14EI IaFNbqOREBiKDGM0Y0emyY4sU4wBWeYYlgwxBFqsKUEBOyI8FeawNNhC0xBN cMcS3A6W5omEdwpL87TAJGQEJCLTPwET/BzI9o1HzrhY5PnEoMA7GoVjozDJ kw2/hxWTx5gx1d2IErcITHMNw3TnENbYwYR0IAHtT0D7EtDejBfmj/LC6qFS dxPQwwhoZuPwAP4mNxLTH2MdQT1/dBAWODMuwVjmY8GKcRZCOlZBeiMBvbk/ pAnnnYxAeo8OaVV7WzRIH1bEPGqVuviYLQFlhHSrVWbU24jqQWgnnDskVi21 /SDdSkD3wZqYlsemPlAn9MIaFfw5faS2SuL1+pvE5s+rkqUyQmqyOipeUVpS qc+19LK6jG+uoxEmHKFfD48LxDGmYlwAqsb5o2acH2oJ62ofH+waM0bBec9Y NxwY547DAWNwjHCuCPcinL1RZ/VBQ7QvGmP90eQIREtSMFpSQ9CaHobWrHC0 TWBnkWNCW54F7YVWtBfZ0D45Ch1To9ExzY6O6THomEkoz2bmEMzzCOb5BPOC RMKZL9MitiyL+XLI1ZqXpKBhcQpqmH3TYzErhsW17yjEsguMdRuMGNYPWeH+ 3CEiMCchHEtYkK/ic1mbHsT44Vefp+P5fLZcJjd2lEZYNGAbFK1/oTgdE2Ll u/O/YbU+ryK1d3oEdzR2Qbn8DeVRtxNNbHgZIttAXts+FGjLGjkiPJsuLMlM EQbLKp3Z6gazs0nrWYz+qFAtUyzcziKvZ6nLbcxSN7qcSWrv3LxaXxGvFeTN ZW+xZ/1z7N30Anu3vsReFuL7iOv9LMT3E9cHiOtDxPVR4voYcV1OXFdWaAtU aojBOmKwnrg+3u9gZAtR2EpctxGF7URhB3HdQQp2knVd+oz0CW1GWk1If2c6 mrg+eUU78GiQ5ScGWYcyQC1IGaCWpMhylI4rL/Cnv/7tlYbqB3p1233/HXoe vcP1x++wpfIltlMnO1hl7+Rz283ntofPbS91spfPbx9RvY/PcT+f434+x33t HDvT2vNbA+68fBeiL9YRDm9cvQY5ZHAuGZyVlIToMAvs4fz9kr9xrI7jmf8r g79XJhf+OH9RZJcCaYIcvuxP2+8Sdy6JW73oAC5u7sKFTV3Y6JGMTR7Z3LeK UR02Ax0k7+WJS/B05Xr864Ft+FvNdvx/7dvw9zOb0bE6E9nc75ICLXwDRiGN b0C+CQ0KvTEKvpl8/wl7s8yx/JGxmMBkW+PgID0S+D41GVkyG9MQFZGOmIg0 xIen8b2dhmQSOTUkBekhycgMTsL4IL6fAxOQE+BAnn88CnxjUTguBkU+dhR7 R2Hy2EhM9bKixNOMaWNMmO4egZluYZjpGoJZLkEkbwDmuPhh2XA/rB3qzxI5 gPRlvTQ8EBtHBGIT2buJ5F1K8i4keReRvItdg7GE/3+ZWyhWuLPG8rNiY3A0 viB5t5G8X7I0/orU3WXWyCsl8n6LRt6DViFvAkvkBLI3AaWkYC33yRYStlWV yELfDxV92+Vz/F41JG8ZydssV9lrUXMevRAW8LbKLHeZmvMoU+xNIHflym6V as6j0trLXoc6vUojrpTE8VpdnIvDYVYcDbeoueqDvsE46heEMt8g8jWIfA1E HdPgG4BGP3LTzw/H/X1R5e9NvnqgNMQT5eFjUWX2Qa3NF/XRfmiI5dc6gtBE vjanhqI5IxzNWRFomWhCS44ZrXlWtBba0FYUibbJ0Wibakf7tBi0z4hF+6w4 dMx2oGMui915ZOv8fmxdlIJ28rR1cSqal6Siganhx8cWpeLgghRsn52EVXkO vtHDETV6IKKcB8Lu8hmiXQYhmrxN4PPNs0egxBGBuUlhWMzndqQ4Bn/fvxB/ 31uCv385AU9nsXH0D9N4qxfJkYEm2IOtPwCug/lecYxMI3s3voEVbJl8/nIL mEJmEpMjVYeQ1glZ3Gbq0eg7oO9z2VExmJqZQqyqw5wz5VrNBXLrUpnr5lY+ Jbydwe30/DSpkuGsl8m/+/Y/0Vz1a+za/AK7t73EbpbHe3aRSfpCwH0HWSof Zk0oiz6OkbksOcvJ2kqytpqsrSFr68izejn616Qf/SPLmsmxFnKslaxtJWvb WG+2kbft5G07WdtO1naQtR1kbQdZ26GuZdqhrsrdeUVb3NHVLVVplzrLtVMt 9HiJF796hzcaZp/pK8V/9a9/wxUi9uqTd7j2lMh99g6/+ePfbDqFv376DLmZ BazRzIgkKaP45rWTlDFMLKvVOFIyXmhp/j/S0iC4NPRbE55ls/WuDZeCVJhY wk/20tHKf7QqOmYy89JyUbfkALq/6EL3FoakrJ6wDls8MrDDswBlASVotc3G +cT5uDl+MR4VLsW3S1bj3Y71+PvJrfj7uQ1oW5nCdswX8e7BSA6ykpbRipZp BGU6k8F3U4ZJkBmLTKIyS0flRCtxaeO+y+Sxy83nfpxsS0QsCzibhYWrOR2x jMOUjiRiNIUITWdhmxmWgvGhyZgYkoScYL5LgxKQH+hAYUA8ivxjUewXgym+ dkz1iUKJdySmj7VihpcFMz1NmOURgdnuYZjvEoJVQ4OwbmgwcRmMDcPZYo4I ISqDiUpmNItTFrkaKkOwlJhc7sb/Q1SuGROKdR5hrOHD1AUVtgZGYrtcN5v4 2q3jcp9FcJlAVCbgECOF6hFi8qhNmxhu5hi/i8ufKFw2htsVKo8RlU1muYpb kqIlmamBU6YTjnOXPMYfIrwssyQYUM6f9IECpuCyD5Y2BUtWpsE4Rl0d4d5d yuwfF8q2n9QYF4JjviGoIC2r/IJRyzTw40Y+NvkHoSUgEK2BbP2DAtAaHIDm EH9Uh49j0euL2mh/1MeSqI5gHE8KQWNqGBrTI9CUxec90YzmHAua821oKYxE S1EUWibb0To1Bq3TYtE2Iw5ts+LRTkK2k5Dt8xLRsYCqWJCMdqEjSdhGIrYs SUMjU7c4DVVM6cI07Jufio1TkrAyNwFz0+IwPV6OYk6Pt8MF0x12FFhCkejt jCgSM8plICJJTLu/B9KjZOYrHIenFeHG6gX4f/esIzGXMbNxaVYRGnKyUZec jCVzv0Ja9HhEBZhhD7IgJljyQ2ImhL2npry/s/kryemlJVNg0YhpULx0QpHQ 0xL/HpAf6B/KtMNE1qsziMgZ+RkfEoasTWcoLk7XufgVa1H33nNrfv1f2LHp GXaSiTu/YotNJu7ay7qN9ece1p/7j2grIQ6Th0crtdUQ5azvKljfVZGH1WzD a8nDOtZ39a36kbKO90fKmsjDZvKwmTxsYf3ZQia2kIktZGILmShHyFrlkpmt l199oJa3OaGV2+ZLL3H5wW/wVmPg3+VBm8z+GX7/2z+is6UbR/a2YdPq/ZiQ kgsbiRfJ2jCKtLOTdjFMrIkvsIn9syDPCUmW98DTZlKd+krEdPW5XvKx+CfT PlREyxCqpefhyynL0bD0AK5v7TKg5wvZkG//E1s9k7HdK5s9WDGOG2fgTNxc 9GQsxMO8JXg5dRl+NXs5frtwGX67ZAl+s3QB9iQmI8E9iE/KXU5CSfQKpyLt SI2Qc5jTjBRhukmu+J9h1ujWWwhOJNWEbjkkW66UKXKZzFAUyMkK0Q6kRSUh ITIFdls64qwZrBfTOdh0pBF4GaY0ZBF4EyJSkS13jQxLRn4o30AhCZgU7EBx UDymBMZiqn8MSvzsmO4bhRnjbJjpbcWssWYsHRWGNcMIqWGE1PAwrB8Rxv6b 4ec3jQ7DZucwLHcJJdxCsETARqit7Ae29Z78Ws9wbOZYv2C2jg3Hl35m7AyO wu7wGOwn0A5YdbgRMofZeZcT3DI92qyA1qLqv1abBjjB23G+ZlVyM08fk5Mi 20eKbc2W9xHOVbDwE7Qdszg0rEUorFXwJwnWjnFXOxoSiUMBJhzwYSPtE47S cWEoYyqItCrfUNT4hbDPD0F9QAiOB7J4C2RzHBSCtuAQtIcGoyMsGJ1Me3gw 2iKIL3MQ6oix+qRQ1KeGoyEjAg1ZJhwnxhpzrGgkxpoKo9BUFI1mYqx5aixa psWhZUY8Wmc50Do7Aa1zE9E2T+64zsaZRVzbQiKMGGshtpqIsIbF6Szy0lHO HF6Yjl3zUrEmLxHLchIxMyUe0+JiMS0+liCLFZrFOMltPw2s8aLZeuZZQ5ER MhbRziMQQyZNSilE5cJtuLR2G15u3YI/79qAf/mC7/bi2TheVMInXICm8Rk4 NnM1ju5sx7aVB2APfM+z2BDL91puYZm1r+WW6i/3eyzrrfyEY8XMZGnBjdH4 x34YS+funJcQT2RlDCC7pMgTgk3L17Jj8xpV4XkqKgzC9Wt/xPatX+PLr15i x25tLdcOVnW7WNXtYVW3jxQ7QIodIsWOsKorZVV3jFVdOSlWwaqukhSrZlVX Q4LVsqqr7Xh/HKjhZN8xIIM6COSEBkLsOCF2XM17Nl5kryzrtZzQeEk7xv/s 23f4VT96DdbrtN//7o84tLsZR0mvY/s6ULa/E+UHJF34Yu0BzJ+2HDbWblER FkTrJIvTSEaQ8aVlksykWrJFVtimcJuqhwCxWD8gzKzUfzrBlW5m05qeix1T l+PGl124KdneJSdfbiPBbm3tws9xk7Xa8ex1pFgm9ngXoiakBCfss9GdOh/3 cxbjxeSl+NWs5fj9wuX4l2VL8YcVi/DrpbOwKHouIRaMRMbAbQh+SZxF8Hdu Z21FpPH3niZhnZbOKKJZ4ki0OHbXcRrRSDO5RBaJpi7CKIvMBGmFMeoiqrFy hl52TAIy7MmIjWLLG0m0Mcm2DKRZ08npdH6/NEw0p7KLSEWeMQUF4cmYFJaE otAETA5xYGpwPEqCuDMExmCGfzTmeNuwYkQ41oyIwLqREficWT/KiA2jjdgo cTZik4sRi1zDsdgtHMvcw4mzMKweE6bjLJw4I/a8wvDFWA1n25kd3uF8zl/5 RJBFuwMs2BcahYM2aWcTWKMRWeRRIx+b5NC9cO0jxbUWUq0hzI5KlmlHWaYd Nyei0cQvNScNUGQLQxP/Zz1TSnRJjjEHgqJwiADdMzYCB/jTD/OnlzJlRFgF U0WE1fiGsQoLQ71/KBoCQ3E8KBRNIew9Q0PRFhqGjvBwJgydEeHoMjImfmwO Q7sljAQNZQUTgbosM+onWFCfY0NDXiQaCqJIBTsaJ8egkehqmhaPphkONM9M QPNsNu1zOaR5yWidz56U6GohuloWEVvMceKqlqliShel48CCdGyfk4pVuUlY PDHRgGlyTbKSOLUhuQRhRFe83LU4Rt292KBu9DhSkUxu9zjFEYUcPuNkH284 AlneTNiEXTO3on35dlxYsQnNM1agetJCsmwuGotmELzF7Laz0czarHpvF2qZ +j1dWDZ5uWJhrM6zOJ1njh/hmUwdZqulcgVy/WTB2AAFsgIWZBNkMj3C9pFw zEkdAPqgD2ay8KYoMxkl+TJTWJIvNdnUvDR0tR7X74Os3cvvN7/5L7Uideuu l9i2V1up9CUptrOUdVkZ+9UK0ox12AHWYYdYhx0hxUpZhx0jwcpYh5WzDqsg xSpJsErWYVWkWBUpVkWKVbMWqybJaliL1aqj2XL8+ieoPS8rkvQQafL38/d+ h3/7y9/wm34UG6Q3o38gxY7sbkLp3laU7WtH+f4OVBzoNHAjVVElt9VM7UG+ vszOdQewbPoKrGTsRr7GTB/U3oPNIGRzQrJZAJYipxszX5YsV2mkd27t7MKt rwRgt3cQYHe+lM12bu6Sau44v+gwvvROwU6fHLaak1kpzMDFpLm4PXEhnhUv wdtZy/AHYuzfli/Dv61egn9dPR+X53yBxTFE2ZggJI4JYUKRxOolUUKcJQZF IjkiBsnGWKQwqX04i1M4yyLKxhNlE4iy7Ki4viv+5TJ5RFl+jMSBAlnrXRjr gL92IwImIyaJ9s2AIzodidEZSInOZGeRgSwSbgILuWzSLZd0yyfdCk0pKDIm ozgiEVPCE1AS5sC0kHgsdDNj5SgTVo8yY+1oM9Y5m/E5s97FjA3MRlf+nVnu ZsJSdxNWMKvGGLHWw4jPPSOwgVGFWS/JvCNIsgjFsV3M7nER2MMcZKp8TKgL iUF9iB3HrRrNDKpM+1ABrZlFW11YNCqIssNEWYMp0Yk8S3ISmGEg/y0O1UF2 llg27OTP3csc5Et8hCklxyrIryr+zJpx4aj1DUedP9kVEM6yKxyNweFoCg1H c1g4WsIj0GqMQLvRiE4TYzaiy8JYjbI0ymaUG2JGGtESydIrLgK1eVGoK4hG /SQ76otj0TAlDsdL4nF8ugON5FYjudU0h2Qmt5rnpaB5QSqa2R02sbQ6Tk7V L85A9aIMlDOHF2Zgz/x0rJ+cguXZSZidItOKU/lL/ggl3JbE9iYOU+PihGbq caqUYiUKaCXxGsymKqDJff9cMTWBbIix8tcdzjo9GFnhQXB4JiHLvgILs9Zi edoybJmwDPtyl6KicDEaiuajiQVaCwu0NhZoHSzQGueuQwOB1kigNTMtu7uw snh5X5EWJ+kt0kI1qCWSS0lM77GRCRR277GQLGM0uxGBGTk2QD4yKI59iHT+ zzR2XJMykjAljxBnLfby+dMABYdPcPXWO/Tcfoct+1/iCzaR21h+fcny6yuC axfBtbtGO467n+A6QHAdYvl1mOA6wvLrKMF1lOVXKeFVSnAdI7iOEVxlp145 ofw0NxVnpMw6fed3ePTNO/UTf9cPUAP1wywCqKN7mlhitaJ8XxsqNEApMlVJ SKUapk4nVCPTzLTx3zqYLuYkc3p/F0pZln0+fTnWMxuZTUw3X+hrTA9f6OvM Db7YN5lbu7pwm5S6s1ModXcn2XTvq64PcX9HF4u/Y7FTsdM3Cwf9C9ktTsMZ x2zcyFqAJ5MW483Mpfj9guX44/Ll+NOapfjT54vwh9Uz0b2xi7/6xUjxCkEy k+QRQk6SUv9D45SXkb/FGCRFSGI1TpFPaSy30smnDPIpUzFKu8aPAROj5KY5 cq24HLsDuUyehIwSTk1OSMSMlGTMz5Q7oS/LzkAw3+gZTCaKUjNQzCTFEFZM uj0TWQTXBEIrJyodebY0FFjTMMmSgmJzMiazjplqTMQSgmmlswWrXKxYw6x1 tWGdmxWfu9mwno8b3K3YyKwfY8UyDwtWMKuZdZ4EmZcZm7xM2DzWREgZsc3b SMYLoIzkvAaoAwInbxOqCagaFTMhYkatj4Xg4M4eEocmm5ReiahlrVXuZ8Qh /v96k0ypyDp49nj8uhqWiRXjInGMP7eSqfY0oZap8DSilJAqI6Qq+bOr+fNq fFkc+RMwgRFoDGJCjASUEc3hJrREmNBqMqPVbEabxYwOiZWxWdAZyURZ0CGJ NqOdabGzP7QbUZtrR92UeNSVOFA/PQH1MxLRMIul45xkHJ+bguPs8xrns5Bi 4dRAONUTSDVMBaF0lDmwIAM75qbzd5WMRROSMS0xAcXR/J3KKaqT7fFOmBIj x7mmEFBTCCgJ/6augzNF7qhNPk2V6PckneKIMXBjxygUxdqQHRHCLo0hoMZH BCHNLwkpQfNYvS/GvKRlWJe5HDuzl6E0fwnqWHU1s+pqY9XVwaqrKzcbXXxb NXOfaeH+0sa0c3/pZLq4zxxecQDFibkaqEIt2sxYWL/qSyAVZjX0rbaR2RtZ PBkhFZmN9E2XiistwirLcKwsyQRQqfxOn6cvxfENtWG9C0vuvcO1++9Qc/K3 2FL2ElvZD25nP7iDQNrJamoX+8E9vUctv3fE8kAH+7+DnTJdf4hsOijh3+6/ foe7r97hX/tx6DP9zEzFod2NKNvbQg61onJ/OxnUQQZ1yuKsg0KFWp1DDTqH WoRDTCf5c4I5xZxhzpFFF5hLzJV9XehmrjE9fE1v7CVpbvJF/RC3+ZLeYe7u 0nKPuS8gekAmDcBDbh+yhlKP8ulH/MADl5cdxk6/FOzxz0VV6GR0xRA9GfPw oGARXk1fgt8uWKbQ9Oe1y/DnDUvwbsM8PNuwA9e3dOFLtomZvqFMGLIo7rSx YUiTmS22S4lsnRK4/zjIqATyKZGRBYEprJ9SmTQyKt0ajwzyKZPJ0q8mI9ci E1JNjJY7NiWihCX74glyU1u5ONNSEilN0UmxKUfLCpVMzKMNJ6dlIDspA6lx 5FQsOcVMILNy7BlsNdNRQF5NikxDSTj55GzFctdIrHSLxGr3SKwZE4m1Y6LY 7kXhcz6u5+NGz0hs8YjE5178Oi8b1njJWZ82bBhrxaaxFmxhtnqbsZ3s2cHs JYcOMhXkkmJTPz7V8eua+H2axkahkann96oaY0EdmdfCdDBd/HuzpxUt3pE4 4ROFM8xptq715FED00gmNpGJLfx+TeOMqCbTagPItEAWXsH89xB+PsxMHvH7 sNxuNvF7s7BusVpZF1vRbrOhI5KJ4v7UEW3DMHTY+dcYG9qZtlh+KdMYa0Ft YTxqZyShblYy6manoH4OQxTVE0X1rIVqiaOahRqGji3IxCFm97wMbJmdjo1T M7CmOF0tPi20OlBoYyL5K41yoEgSzbK4mP75kNt4FJNPk3sTK4lzwmTpCCdL ATXZoTYxGM2tHZNiI5FtDNUjcNLAtH3zcaR4z0SGaSGLr6VYnroMW1k9HWT1 VMPqqYXVUwerpy5WT6dYPZ3h+6WD1VM7959Opot7zwnmFPec08wZ7iFnuct8 zmpqfdFyVUnFEy297aFBIWoAW0QFKTJKxYmcsn6EVGESP5Kehr+MTdnLUVZy AKcXduLk/A50zWnDtV3dMOnT21cevEP3o3e4+pigesJK6uk7XH/GfP0ONyTP 3+Emc+uF+vjP/aDzaV939m8o3d1A6DShQkGnjcDpIG9InYGq7untzI73Y067 MOegXvcwZ5nzzEXy5rIwh7kqvGGukzk3957ALT7e5kt2h7m7W4fNLql9HnD7 AR5y+4h5vOsEHu+WdJHcT7j9GE/4fyoTSrA7cDyOBk9Ci20aLqTMwZ3cBfi6 ZDF+NY9t2rLl+Mva5fjrxqX46+aF+Nf103H7yy6ZwMKOPA07WTp2xlPJBoyn nH+GLOo9i6pO5a44IToBE+0JyOZ7MCc2Eblxichj8omVQgd7sIQkA4oSZIHt /PHpWMAsHC/LLxepC/wsnpgh0FFR5JGySG4bLFf0EdwkYEVuJlbqWSWXa+B/ nJqRgdxkwiee8GEmxGXyp2ewyMrA9CAHFhM2y9yjsGJMNFZ6RGO1px1rPKMJ FjvWMp8zm5gtY6OxjfmCoNjsHUXIRLFLi2KXFomdzG5C4QhBVMqUEUbl3lZC x8JCxcxuyqyg0yiwYZrHRhIe/Dp2g7VMK7vBk8wF5ipzfYwJPR5m9PhE4qZv JO74R+KCn1VBptWXxYwfC5YAFjKBLGLYVrRwR2jiG76R7+5GoxVNJhuaLYyV P8sWidbIKLRFRaFdEs3Yo0iYKAPaY6Pwz2iP4z8zrfGRaGEa422oTY9GzexU 1MxNQ+08goWpnk+4ECql8zNxmNk7L5N1TiYL8Qysn0L2F6VjtVwlfHWe3O9l DlVRQM4UkDMFZEwhM0k0QswUSRVUpKqgYvKlSKKuTMytk36LJrkpYDEhU8QU RFkMyDGFYhB7ol7KhPz/jN0HdJVnfi76Z22BPZOT5KSc3OTknpSbezPJzNiA wcYgUSVANGGKJARIohlsTFdvSAhR1Hvvvfcuod57770D7tMn9mSt+7zvt7ck 7HHO8VrPt9WQrFd6f9/z//aWJJXxfJKB22fdVyvQfVYgN1agIFageFagbFag IlagElagclagSlagClagIn7blzCl3ARlTDm3RwWFec5U+fKEXM1Z4ceo4Xd5 rVcRnhCcp5ftWebMFHTWtSKVJGeDeoRbjQof7NqPP1c/uw83+U+fmfPdMFXO /CgP+NEcGQfGjh/dphDllvkovZuLFv96acn733Pln1CSXYO4oEwkBGcjMSSX nOQzBUgmK8lhha+hkrUOlSKBSth3UAktJirFqGcamabgYrQElxCVErQzHYHF 6GS6uUI9AQKUXh7/CX0BCiQDgSUygyJBIsUYIkZDxGlYIPUgAoHbTyFkhxlS 91xD6fGbaD53D/0fWmHqji2Wbe3wOWH5+okdfuFuja/c72H0mZeY1tDJL4BA xngrcdmqjbNbictWics7u9khz/J8qwHm3Pb9+Pj0Kdw4cwqfnDmNm4ancYu5 zfnpjvEZ3DVieHuPuU9VLMSfp7CUv6xY8LIOF2GL+Clt4gI7smKvjoP8/WEO 4sf9HeWPBAlhnMyUqPg9b4Td+MjwDD42NILh8TMwPk5tjhnhky2HYUVdbH52 CHbUxeEtfTi+rQ+ntw/jwSZ9ODOuzGPm6WZ9eDBejO+mQ/DffAiBTAifDtt0 EBFMJNWJZmKYWMoTT3kSNnPLUqYMvu9MapXKmhT1E45P1CWLKfr3vahmmqlK B2tLDytLP6tQ77v70adzEAO7D2Fonz7y32Ml2c7+8b4uCncy2noo1GF2M3sO oHAvmdjP6B7kGHWQoog7TPMOHuJZNe/QIeQePsTOwhwR0UfeUb7sqHibXBaF P0P2sYPIOHYAKSQmgd0kjqRITkhJCONHTp7dNoSL7CskRf6pGydlvc0U1R/I X7bwQDxsX0DzJqyN+XXmjr7OE4mA5iJnavGndS/JRxNekr92VNyJcYnCiFwW RebyUXk4zPP0ZQJjun83fdFWZ6dQRsXDDvaxczyK6xQiJzd9IuvMDdYZJ9YZ H9aZaNaZDNaZItaZMtaZStaZKtaZGn6blbPOlBGZcm6aSgLznKkiMNVMDb/F a/ktXsfU89u8nso0iPCc2ijuGGryECfpJvciPL1kj2eMCu48/g+4EyIPRtw2 PeUue8J/wjQ85rtx47sUecQP4co8ZFwYalPtxDgUosquAJXW+Si/n4PWgDqp y/Z10ih/AOafKU0V4gIzKE0WpclBEhtMMrVJoTYplCb1fyONHJeYKipTw9St k6ZZKBNcirbgMkpTik6mi4p0M71MX2CJCv0k5U0M8FWDzBDfVGSY/2w4pBQj ISVckhG+47/BKI9JJz9G8E4TxO66wvZ8A7VGd9FN/sdv2WDR2g6fOdvjF4/t 8UsPW/zSyxIrXg/4YYokaaItdfkp2JxVY6OCydZdPLyzWyWxeVNyc/XIcTJz +jvMiAca3zESvwLiO8zAgr4Iaazkr4AQ0myEDcclW3U00Mgqwy+4gEY0GQf5 Xe8owHEyk2dVI+jA2dwIN4zE39kxwm0ORfepihV3vQ01sd10GPabD8Nh8xE4 Ms5bjuAh48Y8YdwZr3eOwIci+b9zGIG8Dd6ij9B39BHO2wgmitpEbz6IWBnu 1LdOcDAyQPpbxxFPxaJ+sg/J/7Yfuf+mi/Kf6qKe0rRTob4tuhhiRxnZtg+j 7CYjHBpH9Y9jjKvVpHsY+drsHZQmfzezh3rsFb8Nh9Fl9CjPAWpxkDl0GLn6 +oz4xTY54g6oHO7SP0cO60DOcSXZTNZxUnf8ENKYRLISev0U/MmH520juH5C Qj7kEl423KBeQVPxcHENIWq231hVRCyxePT4qQ+UP0O3AWbyDoMjMD8sI/6c ijwcxp/gIv+HTA/spw/aMN2rA/N9OjBjLu5ndPn8fr58307NhQWHyz44zXZy ie3Emu3kGdtJONtJKttJIb89K9hOnrOdVLOd1LGd1NKyCn5LPmeq+G1ZzdSI SwR1vgKEenrRwDR6i9Nxk7jfpVlw0SK5aOVR3JcsslEc+QpxaJaPkxFYSCjW Y0Eo6ghFHZGoIxK1TgWosc9HlU0eKi1yOFfUShTeWwfE36j/SH136wDiAtKQ wDqSxDqSTCRSQvOYfKQSiVQi8ToQxQSimEAUK0DwtpI7dxWI0BI0cFc3cXc3 M60Ch+BydASVoyuoDN1MD5/uZfqZARG+fpAZCimnCuVShHL8A0bDypkyjGkS XoZW1xgEaxsjfNclZOh9jMpTd9FmboXhG7aYtbTHKycHfP3YAb/ytMOvfGzw S5+7GA+M5/sv4scqUrQIVCuxTRsm23SYXcIJZrd48Pq6arKLTVZtBY24ySpy i0IIK2QlWXVCGXZWnRAdRM2EqCTkQTSS/4oJpZLwW91srZI4ib+nIMw4igfm yllT2CHygEXJiXvbjnvdhk3Dkm5Y0QubLUdh+85R2G89CifeuvDWlXnMPGM8 GW/Gl/HfegRBTAgTuvUwwpkIJoqWxPLfJm05jeTNp5G66STCfqKH6J8cQOq/ ce//9BCe06smftyurfoYePcQRt4/iNEdBzC6Uw+jekcw+sFJjJ48jcbDx5G7 h01iLz1gO8mlI3lM7gHmIHPoCHK4R3O4R7NFjhxF9lHm2FFkiRzn08fF7RFS cQTpTBrpSGbiedKPPHoQbmYn4XTFCFYXz/wgwOvLnqnohk6aCiIbiIhKHkVJ UZ4Xt8Ib4Y+Z+MHBT06fYAxkHMxO82OZnSIllsbHcVlvN66sZhefZ3R34ZKa kjvGZ1XyasHfcl8V4Qw7iMluS9xmB3FlBwliB0lkB8ljB6lgB6lmB6llB6ln B2k8a4TqOw9RTUpqyEgtU8+zXAMlaWSa6EgTHWmWlrQIS1rlY1I8i36Mdk8B ihjxxUNUBCzSEtY4gYl44N0qJ6SkgYw0kJEGl0LUPyhAnWMeauxyUWWVze1b o7jx7jpDlL9Y+hOsLLxArH8KDUmnIZk0JBspHGtS6UgqHUmjI2l0JIPRGJLH FEpDSlAWVkpDSmlIKQ0ppSFlNKSMhpSjhWkLrqAhFehkuoIr6Ucl/ahEH9PP 5weCn2Mw5Dn9eI7h0OfU4zndeK4iGDyMR1Ry6JzgcSJSpAKpZ+4gdLc5Evd9 hKLjd9Bw3gp91+0wdc8Byw6O+PKRE37l4Yjf+NrjN35WeOXnjBH+vw7z/32I X7/BkCJ+3CIEX7WhHWuGnNu2SwvnxA9SCUn+Ug45F3buX/NjXde4oxlnzio9 Q1zpWN8zaAgJkX+FVVwjsRUHO/nNLceZVTbWvsU1dGit/+Y2X23bfGr7mh1b DsKZe9dl22E4MQ7bjsB221FY0QXbbcf4/DE82HYcDxm3d4/jKePOeDE+7x6D HxPABL17FCH8d6H89+FM9LsnEbftLBK2GSNuM4fGf2MX+bfDSPvpERS8dRRV W46hme+7671jGNxxFMPaRzC86zCGd+tj+IgBhtmJRkyMMXz+LHJ06QItyT7A W57Rsw+JHEM2z+vZh48h6whz9Bgyjx5TIfPYMfwpMo4fIxHHSMQxpDLJpCPh 2BHEsnlEHiZxrCVBB/ipG55SLj3ZXTDSmKFZ0vVmOK5rG298xwzhwxtK6XAy ozxEgvCYi79KQB2Igzrmp2F59rhgYYP04R+lDpcYTdFwZbldveuC317Ol7xh zLbxIduGgwFHFLaNWLaNbLaNMraNmqv3UHflJhovfYhm0wtoOnkSteShzp/d 3K8YDUyjL/u5j0iR5hFrNMFL3q3BY7tXMTpkStDpLVKsxYPQQszs4qlOCUqn +pEh4k9SeilXC1s9FUoEJM1qQsT40kRCmh4VoulhARqd81HvlIs6+xxUW2ei I7hairHte3r8K0qzK5EQmIakoAwkc0xJoR6p1CONeqSp9UinHMo9y8XIpRgF TDHVKGUrqGBXeM5UM3WhFZSjgnJUUo5KyvGcH/s55ahCN9PD9AVXc/dWU41q 7uRqqlFNNaq5w6sxGl5NNKoh1KjG/6IW1ZiIqsakOlNRVSi/7YGQPaaI3Hud 34t3UG1kic4rdhi944gF2wf47KEzfunuTD2c8NsAe/w64D6mQxMxFlGC0Yhi jIQrkgzySx38oVqQd3Vw7l1OKiREHHbjvwlIpCOaXNLVVyty5nstRCXvqtmo TCxqRSzPKYooVURLPbGwisgK8r+3xHG9JWpHHpirn1NJSt6WmDhuOYQHxMSZ kLi8dwQu2zm0vM/Ssl3kOJzeOw4H5sF7BnjI28e8fcp4bDeAF5/35dv48zaA CSIMIUz4+2cQ9f4FxGw/j/BNpxD070cR9VPu6p8boGCzAZ5vO4Hm7SfQvfME BnQMMLiH2UtU9h1lDmPI9BwGzc9j8OIFZHGQyTxILIhHpr54mEkma8lfI5OD TQbrXfpRA6QdO45UJoVJYhKYOJoSxTISTWwiDh9F+EEix+ISekAocgjuFOW1 BZXrqSWWUa7inypTn1IkHHkUPcKRQjgKLxzkwVz0CBKxQYOEpkeocOXAbvy/ 8llZJ/R0VuuEAENzP2cGv4uymLPsFGa7rWDBTvGMnSKcnSKNnaKYnaLmigUa rt5B05WP0WJ+GW1njdF45xEa/EvR6FeKJl92dd8StPhwoCcabd7FaOdthwx1 kCnlJ9nF4wZ08+27+fbdRIZRiXtFWW26feX9o8otI64AdvkUrYrS4V2kIOKl INIiESlEyzOGiLQ8LkDzo3w0P8xD44Mc1DtkocYmg6f+54oYW9fpofxu/n9H b2s/4gOSkURBUoIzkEpBUilImlqQdAqSTkEy5fxSzO5RyvmlFIXsGCUUo5xi PGeqQytRy95Qzw7RFFLF2aUKbZSBclGPGupRQz1q0BdSi35mkBkKreVOrqUc tZSjlju8lm7UUg0mqhaT0bUqTInDdEwtF2g6thYhe88jbN81JB+4jdKTVmg2 t8fAzQeYsXbBS2dXfP3MFb/xeYjfBT7A74Lt8FnQQ76fMr6/UoxHlmAsck2R IX5OQo9z74orHfRD/Boa2nHu3d3ydoM8/omcba4dM3hNjtvGaj3OqjuIuEvY Ql5O1cAhK4i4l0ZpIBdWz5diHHeQ44qD2ZoVjmJc4Xc8z4fmYjCXhcOJPjjQ Byf68ODdIzTgCJzpgsv7x+DKPNpxDI93smjsOM6nDfi643ClC4/fpxHvn4AH b70YH8aP8efrgnYaI1TnIsK1zRH8jiH8/90A4T8/geRNHyBv60lUbj+Fxp2n 0LnrFPr2nEL/vg/Qr3sC/XoGGNA7hv7LZui/Yo6Bq+ZIpwfp+gZIP8ywgKQx qfQghUliEpg4JpqJpBoRfPvQQywcYQTlTR6PIoz9JETmMAL19PHoAwM58snS pvUdaO1N11+DFq3B6E+UCxmySTiai1KhsUK0CRF7eauWQjzuTVfiILJBHv9B 3SmUixdmJCLtOzxkczR3u+SDC9vv44aeDR4a2CPQyAFJ5+1RYG6HqsvWaLx6 H80cPVovXUe7qTnaTxqiya8czX5laPHl6M20+XCcZzoYtgO+5A3uc471fiLl 6JHhiO9fpoVe+sJjQClTIqPiy0rwN3x1Md9MSbeMwkUn06G+00ChopCjC0Mm 2p4VoO1JPlrd8tDyMBfNztlocMwkEWn4YuqlwsI764j4K/n0ASwvrCDOLxGJ AalI5oiSyhEljUykheSQhlwmTxIh1ioztIRrVYo88lBAHopJQxlZqGSqQqs4 nlSTiGo0htSQiBq0koH24FoSUUci6tDL9IXUY4AZDK0nEQ0kooHbtYE8NHAL M1ENmIhu4LZuoA5MTANpaMCMSFw9ZpnKe74I238FMXq3kXfcCrX8OnVfd8a4 hSuWnNzwxePH+I23G5l4hN+HsGwE22AuMpXvp5LvrwKTMeX8GGX8WKWSjJHI YtganBNUSCk24Py7u8VTu5W68d9hqqP7+kWO14AwfH1IWRXCiEKsDSlqIpQy raXUaTMlWuv6BH1Q3+eyKsW7cDrDTv6OPhy2HoYjpXB6T2kQzlTChUq4Ugg3 SvFE+zie6RyHB/NU2wDuOifgRjme7DgBd7YBT956M767TOC/5zKC9lyCP0cS n599gJC3TyF+y2lkv3sGZTsMUbfLEG17DNG9/wx69U6j98Ap9B78gDFA74eX 0HvtMnquX0aKPnU5fAJJR04gkYlnYvh8JBNGPcIOGXD7U4YDBsxx8bSKB/Fg jBAKIXQIZgIphB+FcDI8JVeMy6HpD+s7hKnSIdRLpqlj8jl54UJelRBLaa5M IY7y6gXpEAdlCFFJM7QkGJILPfGIXkHFT3BVTYcSNosDajr0FDq+y0Yukx9S DNNNN3FltzVsjzjA+5QjYkwckW3qgIpLdmi8Yo1W8tF+5RY6za+h++wFtN1+ ila/CrQx7UyHLyd430ruc8avknuek7w/J3mRgEoV+gIq6VlfYAX616LioXwD D2X4H3xdGbPGiWCkm+kiIZ3iwaKSj0I2DYZ0dHgUoMM9H+1P89D2OBetrtlo cc5Co1M6amxTfkCMn6AssxyJ/klIDkxFKsVIoxjpLBXpLBXpIZpSIbQo5jKV IodS5LNAFFGJUipRTiWeh9ZQixrUUoiGkDqWijq0BNdTi3pq0UAtGlgoGjiO NLJQNFKLRkrRhOHwJp7gm7hrm7h7m7iLm7mbm7mrm9kjYpuI/UxcE5Fg4pXM JTQhVPcSIvRuIu2wJcoJe+sVZwyz483ZP8Gnj57hl17P8LuAp/iPUDf8R9gD fBrymP+2mu+rCtNxzxnCEauGI6YMY4Qj7CM72S1Es1ARjF1aQg0WivPvsWAw 4la8RLzB9ePHacdro4mKeMi/Tm6yRodK4rFRXS4UPsRWsJEbwFb+mU5xyrQz XTthqqcT0S/UiKgBEbcbxHGjRGQLHFk3bN85BHtxTYOIOBARp+3H8ICIOBMR UTNcCchj5ikBcd/FMWTXcXjx1pO3nrsUUJ7uVDDx0L0Kr/3Meybw/PlJ+G/m WLLVEGnbjVGobYyq3WzS+43RoWeMroNG6Dp0Bt36rB7G59B+/Qparl9FwVkT xBCQSCbsEHPwBEUwQKDucQTrss7oifBpgUbQgeNaPIhuEcSxJYBq+FMNH6rh YHhKXhFaBXcdH3bf50PUCKM3NVeEzBUmHOWPzGiOaw1DeqH0i43KJEIUBBAC i6sHxWVxPqeSVvxPefHCnEXjEecQ5aSpSJHDk2d+SAkKGY9L/ri03Qp39Bzw 2MAJYUYPkHb+AUrMnVB/2QFtV23RcdUCXZduosf0KrpPmaDdv4pSVKGD4azB 40YqwamdL+8VCajm9hfTeX9glQoDQeLAiV5LuQIYxPBWxWOlOFSo5L0Lf43+ ILIRVKrQEajQ0c10STpE8yjkoMJ4F6DTMx+dHnnoeJaLjic5aHuUhRaXDA4k aeiJqlSc2LLOjL9U/2aMFbaMeL8EJHMYSaEbaXQjXbqRo5gRopiRwUXKZLvI phm5NKOAXhTTizJaUcmBoopO1LA91DONIQ1opg9tTEdwE7qYnuBmmtFMM5ox GNaCofAWjES0YDSyhZu2BePRrVyCyZhWLst0bCs3OBMvXjbL478Qi1bMJ7bI VFkGc6L9GHGHLFFw0gH15i7o/cQNkzZPsfLQHV+5e+K3/h5Ewx3fRLjht2GO /Hd1TC3mEmswmyBSjen4KkwRkUm2j3EiMkZATGiCcEH4cP69XdKKizv24Sp7 Bm+15As4ofBVZrt0NXSoZO/Qwp2zZyQe9yQZAo83YXFuXfM4L2eT79Ch9Rod KvVe+C/c4FHAIZ5S36r4hCH+Fba7jsL23cOwoyL2VMSBijhSkAcUxFkMLBTE jXlCRZ4JNYQguw3gzfjsMYAv48OnvfadgbueGZ4euIqnb52C5xZDBG8zRsL7 Z5GtY4KSvSao1jVB44GzaD1kjDZ9Q7Ton0aVmTnKrl5FxnkzhOidQICu+Bmh wP0GXIhAqhHwWo4jgIL464mLG/4sID+iHMf4smN87ij8qIgPFXly+CjsWLOs xF8rsxaNzUZMKK+vnJ1m5dRjCpfvR2L5VGpKZCcxVzrJBqV1OCiHMxpFLorr GWIiWasZuwkIGfkn+exlmV2rjoS4hqhPpSU0hOU7pBQFTHFIGUqDy3F50z18 tNsBTkec4X/qIRJNHqLA9CFqLjnzPOeITlrSfeU+ei9+gv5zl9B11wud/jXc 35zb/WvRE1DLPV/LT6svsFY8JKFWuFHLT2ZQTvI1rOk1fG4opEbFJ6t54PT/ t/L+hKFQcd9CJVPBf1Mh76vsD1Y86WV6xAMeApQa0u1XiG7fAnT75KPbKw9d nrnocs9B55MstLtlsn6ko9E5GV/NvFDs2Pw9R37K7lGGJP9EpNCRVDqSLh3J YtTdI6SQKUEGFyiL00kODcmjIYU0pISfTjndeM5U045a9oqGkCY00Y0WmtEe 3MLu0cLu0YrekFb0h7bSkDYMRbRxQmjDaFQ7xqLb2TnaKUg7C0E7i0E7DWmn Hu20g0ls50LOJ7Xj77HA4yITdvA6T2/3kXHMHpXnHvLU9xgjFu5YeOCJz596 49e+3viPEC8aQkeiHuGzmFgsJjdgIbme70mkju+3FjM0ZZqeTNGTCXoyTk/s TlxQibKhUoNxY89B3Nl/GLeZizuFI9vF1VJBzHUDg7UKsm580UAiO8g5TQfR IiJGqx1EJRjRjDCmylUObjV7s7URZvVih/q7X9Rt7g0n8ZtHxQn2X2DHucCa aNi+dwS2nF3sWDsciIbjzmNwIhYujCvBcNMxwGOCIeEgEp7EwmuPAofPXgP4 7TOAP+PDKuK+6SS83jVC2I6zSNx1Dtl7z6FY9xwqDpig6qAxKji3iB9sDjl0 GgH89/57DVTyH2+AP7Xw00SXL/bVPb4BvnrsGb564q9T+OgdhTdx8NQ7DFf9 o8q6bJBj3bq1eW1pLoh7QtaXM3vNkKe2dqNmWjFfuzT0hnBCDCZi1TVXNOwv yt5xUdy3euuU/nosVKJzKGL8vdTiErW4SC1MqUUGpdCM6blSijIUhZRTikqU M74Xg3HtPTtY6LnAw+ARoo3ckH3eDZXmj9B82QVdV53QQzH6KMaA2cfoP2PG 3VunIhP14nJFYD03dz2VqIdgop7/e4Or07yMikVdvOlwWB1G1FHJq4BaHPTF 9cAavq4G4u2qObYMh1Xxn1XxXdASbtcBWtLP/+M+OiIM6Q0slo9J6PUvRK9f AXp989DjnYsezxx0u2eh62kmOh6no/VRKhqcE79Hx1+o//qQqCAJvnFIJh+p 5CMtSPCRQTo4ugQLOgqYYklHJj9+Nn3LDanmCtbQ2jqU8tOsIBlVJKOG9aKO VDQyzeSilekIbmMFaUdPSDv6QjswEN5BOjpIRyfp6GT16OTs0Mka0Mk60MVa 0IWZhC5WhC5u7y5u8y6SwSR3cW0WkzvZJautIxCufwcJR+1QZOiCxstP0H/H A9MO3nj52Be/8PbD74J9SYc3vo12x28jXbCc2owlkZQmLKY0Yp6UzJGSWTIy k1SLKVIyyWoyQUbCP3HCa358spd+6B6WubH3oEr68QbOv8+asp3no937FUOM pSEqNhFxSW49IffPGaq7CDeE2CdvKDvlglJFbNTjvK2pQon6vkUhib3cGQ7f O4/K3fJjWUP+EY4XDWHPrm+15xisCIn1+0dhs4NthJDYERIHIiIxISSunFke MY+JyFPGnQB4MJ5ExIvxFogw3gTHcxtbxNaTCN9phIRdRkjbY4SM3WeQpn0C weInjKmPSvKzQfk3IpTDaz9f56VLNDx1OZx46YnLGp6Uw0P3CJ7o6sOGlUJN 66og62S1WS+IllgRuSBvrGIhHd2wRsQGhYiLq+Eyyl+8dFk9lAgXNsrjv+Ly wd2rQphTCLdbdtRBnBrLkMPv8TzutUKev4s5GZRxVqgI5mgeVI3rm6xxc7cL Hh55jJBTT5Fq8hQlpk/RcMkNnVceovdDJ/R/aIvBy3cxfOE6+u77c482kgaO 66zjAzylDnCfDIY2cW8zYnSXaRQWhDfy/3eUx9EIJXwuokHFQ7041PGTHImo VbQIpxbhonSQib9QgAjVAMGhJUg8krIYfQGF6PPPR59vLnp9ctDrlYUej0x0 PUvnoJKKFrckzNf1SRA2fQ8H9oqMEiT5xSOFOKQFJhOGNCZT6RXBnE2Ci4hD KXEoRxZhyCYMeewThYShhF2inJ9sJVGoJgi1xKCeGDQRgxamLbiDvaID3aGd 6A3rRH94FwYjuzAc1Y3R6G7OA92YiO3GZFwPz+09hKGHKDCJPZhL6iEMPUSh R6CQ0oP/xY3dg37fYoQfvomoozbI+sCFhfgJOj7xxJiNDxZd/fCFZwB+ExiA b8L98W2MD76NfYbP45OwnNbGtDItWExtwQKhmCcUc4RihkhMJ9dhikhMsGuM s2uYyEug7+0RBvDISoG7PCXe4SnxDjvzh7t1VQIHcdiFH691DGN1xyAMAoe7 JmogZL+wkLvA8rwyqFitO49CS4ODzB8TQt6t8t8kDsqsLkQQUcnjX8L66Anc 334ElpTBkjJYUwVr7WOwpQoOOqwaFMF5N2cU5hE1eMw8YZ7tPY6nO4/i2U7x 48vuPL4BD23OB7vOwJ8JZIIoQqieiRY8dog/Y+jOdydBEbDwn3vsEz/p687j n+PZ/uNwXx9dkWN4pifCDyN94Phk8MHa8si7mc6JqzyW6paxasUFdQvTWoWC S7G6MMrtj8TaqJT7mhyEGupOIcyUEU4oWohOoRFDJbXQwtVD++RvQ7l+RPxF LWHHP1IODqaMGfUIcQ1XnxlZrKlGPjdCEdUooRrlwRzQgzigM0HmkbjxnjNs 9Z7Ax8Ad8UYeyD/vgZqLz9B+5Qn6PnTFwDUnDH1og5HLdzBicpWbuYWbuoVq tHCTt4j93iJKhJjf1TO8oKGFX5QxHscim2XGNbdRzSp5QZCvjmrki0Qa1Knn +M8GI0j5KwxHcKAJr2aqMBD2XK1JGdkqYaspQn9gIfoD8tHvl4M+nyz0eWey aqSj2yMNHc+S0eyWgC9nVqQeb39PksNI8IlBMiVJ9U9CuphQAlkxgtQVQyhC tdI5JmWyjGVRkRwqks9qUcRqUUo2K7gQzylIDeWooxoNTHNQJytGF9pDutAZ 2o2esG70hfdgIKIHQ1E9GInupSK9nAh6qUgfFeljtWAS+3ja76MgTHIfFlL6 aEgf60EfawKT1oesy48RcdQKiQbOKDZ5gqZrnhiw8MXMgwC8ehaEX/oH4/dh QVQkAH+I98Fvo93wIqOT6cBKRjuW09uxlN6GBaqyQFXmKMpsahNmKMoURZmk KOPUJPzmA5i8t0fR5E22iT24sV+fihyR+XCPLs7vYMvYIa6mXtghfr+R+Z7X 2gZun1WLomwXleRkw+qVD0tlu6jEXtFsFcmHHNzVfIgHJhptULcMB3N1yzAX W87RXJ5sxUMaxa95Fbvm72B97ATuvX8E97nhLWiCJSWx5ra328WuQUEc+TIn 8XCObYfxYMshuLxzCA/f0cejrfpwYx4zT5iIw+aIOGKOSCaKiWa832dteLZV n4dt+vxEnmw7hCfbD+MJ1XHbdUyFx/vExYrH1OPx/mNr0eWrmUf7j8BR3Nsq 1uTNP1LCjKQilnJ+s5JXRNc3MU3tMP2+JmZrmqhXSUCiGVDEmosfXLFfZYVL ZieKCEFR5pKfSEOEJdd4e/ngHlw6qDhiztw9a8oTaYX6RFqltGz6URxcyy1Q i4qgOrYQDumBHNKZTzY54N7ux3h8xAMRp7yQaeKFCjMvtFxxR++1pxj86BGG P3bC6HVrjF+6iUGbEG7rNmV4Z4bDOcCHtxOAdhoS2c7PYozHsag2ktEmHs4U 1abFsb5VHIQ64l6FcZkm8droRo4pY1ENrPGSElb6WsWRiGoMhtOQsAp+wDLi VcrqU4SBwAIMBORhwD+bZ+pMGpLORpKGbs9ktLsnYiCx9Ht+/Hf1Qzb6WrqR 5BOLFL8EpPmziQSwiQRm0RA2kaBC2lEi/cigH5mEN5sLlss5rIC1qzi4mTWu BZVsH1X0oza4E/VBXWhkWoK70RbSg47QHnSF9aInvBd9kX0YjOrDcHQ/RmP6 6Uc/JuIG6McAphMG2EAG2EAGaMcgW8IgG8OgingM4p9IxwC3/gA/zQqEH7uP 6ONOyD7zGDWXPdF1xw/j9oFYfhyML31C8duQUHwTHUI+AvFtgje+SEzDq6xu vMzswgtmJbMTS5kdWCQnC8w8OZklJTNpzZhObcRkSgMmyMgYiwkJkRPLXh5I iBbhOIAbuodwUWefuBtmh7i3ViAiCDm/QwefEJCbxmpE1IDcMXm9koitYnF+ 3Vb5YUPs5JZYG1Xk5ljdJspg76COStNSLhpJTUQ2iKMy2P8t7C+dgeXxE7i9 gwgSkjusLfffPYx7b+vBYtMBWG8+AFtGPkaEqDgzLozrVgUYH9aRMMISLnJE AHORwFxEyIFz/OBP+RZ/haek5Yk6jxk3IvOIcd12UP7lOJfdR+BCVR7uO8bb o3DedwS2B4/h3qlTRNeQa2Yo1kwlF+yN164Uqcc8sWzfWbXv9LgNYvk2rsqr Wisn35XkjNJPNsBW/CGa00pHYRNRKsrPZEURv99I5AqfviRoOcBiypjp7UbI w2hWlCrlzEpS8rg7CoPZ0blDyoIaWFE4wHNQqQlsQl1gM8LM43D7PTc46nkg 4IQPko18UWzqi4Yr3ui+7omhG08xcvMRxj5xxPhHlhg3+5iscLAP76QAncpw rx7wx8SQrwz6KhLSyc9iIqYDk5rEdqh4aNfioY2vm4xtZVr4NiKivsQ08es1 Rm1Gac0IrRmiM4ORNRiMoDHhFfzI5SxHJfIh1oNBBRgMzMFgQBYG/NLpTBon n2R0eSWi1T3uB3w5gvL0IiT7xiKVvqT7p9AXTjl8P+l8f+lBxUwZfamkL1xF rmA2Vy6PthTSlhLaUk5bngd1oJqdpJauNAT1cNLpRUtIH9pD+9AZ1o/uiH70 Rg6gP2oAgzGDGI4dxGjcIMbjhzCZMITpxCHMJA1hNnmIk8cwe8kwbWHShrHE LKcPY4V5kTGMrKtE38AeSR+4ofSCJ5pv+GHIOghzD0PxqVc4fhUUgf+IDMe3 8aH4Q2IAfs1J59PsPrzK7sVL5kV2D1aIzXJWF5aYBWIzT2zmCM1MeiumCc1k WhMmCM1YSj3CbrmIH4x7b6+4+2X7Xpx7X2QPB5w9Ci9/jfM72VN27lJCYi4f 0l8l5tbZ1S2zSsy9c2uXRSzOrxYVWMmzsLVAxsZUORV/R5oNamns16myURxF PZEHFhV7AYodKflL2Jzl7GOgjxtbd+Paz7hV3tqPG2/r4iZzZ5Me7m3WgyVj s4WovCNQOYQHBMXt/eMI0jdHCCFRIfSwuRbC6MkbcOcr3NRVxm2rIofLOwe0 SJGeCg+26rJ4OPJov/Mg7nPwukFt14urkoux8Y8uhzLqbFhbDmVJ5IqIR+SK nrI6CK67XiQXR11V3lBQsZfOSkLMNT9Vay+1teNRiKIO39ElMf5cOqCjoUU9 6vBMoq8rXbl2RPxAr5DlnxVXmLtnzVhZqnnGrVGfceuQz51RRFNKaUp5UBOe 05PqQM7/TH1AKxoD2rjoLrDc7Qn3I76IOeOP3Av+qL7ij46PfDF40wujt59h /LYrJm46YOr6PYw6RmI4spuudFOBbhU56OZnMc7jRIySyZhu4Yh48RSPU7Fd 8nIio+KhU4uHDohjO2eBNkbcuzlBaP6a53dOS1RmJLqB53z6ElVHY+hLZBWN qWSX0fhSiMHgfBqTTWMyeZJPQz+t6PVNRKd3PBabehVU3loHzJ/Lpz/AyvwS Er2jkOIbhzQ/DkH+LDBEKj2QA1AgB6AgDkBBFUwVMoNqkMW2l8NlzOcSFgW1 cDnb2AA7iEwnaoK6UUdgGglMM4FpDe1HR9gAusIH0RM5hL6oIQxED2Eodhgj ccMYix/GRMIIphJHCMwIgRkhMKNYSGXSRgnMKHFhMkY5vIyyfYzyk+RwYmCD mA9ckWPsgdoP/dB9PxgTD8Kw/CwCX/lH4XcRUfg2LhJ/SArFt0n++CKzDp/l DuDTnH68ZF7k9GElpxfLBGeJ4Cxmd2Oe2MxldWI2sx3TGW2YSqfzbDTjhGaU 0Jx9d69kxkQgo4aGpWaHYGbnbi2pixYu6+uvbiiV1GWD4ovJd+YgLTUtSlSr O0naAqXG2Jpp7sG0k7tGXCewN1cuFkhMNqp3jf0l7hrG2tgAd/X2q3BzpzYP 2tr8JrqxXQc3tu3Bh2/RF/FXCjbp4vZmXWmL9ZaDsHvnoLTFY/9Z+OmbwZ8J YAIPmyFI5IgZghk/vbP8H3HZKv6Wt8vWg3CiSY5b9MRjWd7RxV/wuB92W/az BO3B/U06uPO2NreTDm7t13+NmFtrJeW7qyI+bwv1CLQ2Bm2U8FpfWHdRWnaU 7/OrWlf3BDHK9Sd7ec+4/UWjVWzUE5DoR6K3CGJEbrK/SGgOciy6LC/Iis4i fJG9hbl4cC9Hoj0w1dvD7hLDs24tz7r1NKZBnnULuCmKg9jquTEqAltpTCu7 SxvqAtrRENCBJv8ORJol4/52dzgf9EPwqUCknQ9C2eVANH8UgP5bfhi944Xx e88wefeh/N2k01dus1300pde8tIrJpyYXjH1iKsH8gqCeNlUXK8WpuPloYef 2HRCN2aY6YQuJfGdnBPYdKbi2zkeTca3cXRoxVhcM0ZjSUxMI4ZjGjAUTWKi SEyUhpgy1phiMkNiQvLITBZ3YDpHplT0BSShxy8ebV4xP6DLcfQ1dyGJuqT6 xiPdj/XFn/UlgKNRAEejQI5GgeXMc2QEEWvKkkVZcrmIBVzAYspSRlkqKEsV ZamhLPVBfdSlHy2hA2gLG0RH+BC6I4fRGzWC/pgRDMaOYjhuFKPxoxhPGMNk 4himk8YoyxhlGcd86jhlGcdi+jiWmOWMccoyTlnG8TJrHNnXfBHxgQtSzrij zNwPrbeCMWQXjrnHUfjMNwa/Do3BNzExlCUK/5kSit+kxuPzvGF8ljeET/MG 8YrKvGRWcvuxnNuHJSqzyMxTmTkqM0thpllnpqjMREYrxtO5/mmNKPWIx9n3 9rHJbN8nfmxXtJgdInJ82imu2GrvEvcMa+tQGh3lxG2s3lVnlVHptsm6HSVP 2Bpo1raUltxMG5WtZLoW9Vlb3Ilht1phNPtIa/WEbbTa/ZXT9/+lnLBJj83Z D3BHd5+QB7dEtEV0Vm9vM3f49F3mHnOTJN15dw+uk6Rbm0XVOQjb947i2SFT eBwyVcFL35QfxJsS+fApn8Om/P/z5fFH8iH39lTLjvpYb94PK8Z6017YbNoD 67d1yCjp+RGsNmnDUh0LvuS+AElXVD9DgZBSdTasrph61VavUp03XL9wqj9W ddak/u7AaSeotpPw2JkbqluNoXh6o3ziTcJjuAqPDXPt2H55tw/xUTecn+DS od3Mntf1YcwO7CWf5lKfTOqTRXlyuGnyKU8hN05JUCvKqE5lYDuqqE5tQCcb Tica/bvQzLQGdMNiy2PY7veD94kgxJuEoOBSCOo+CkH3rUCM3PPHhIU3piye Yua+C2ZvWmPCJY5dZID2DIh6MsBPYVJcelBffpiK7ycxTEI/2ennpzCT2M+F kJc0ZXrly3rFoQd/x6Ni01RCJ2eMDtaAdtaBNs4dLawGzZxBmlgTCFJMHQaj 1SBFcqaKIEjhBCmM81RoLlFi3wlJw0BQMvoCE9DlF4vF5m6J0M+/B5IRKtIK kOwdTZASCVI6QcomRvkMZ6lAzlKBlUw1MgK5toENyObkmceGWMj1LAns4Lp2 cl272Rx7OE/1oZ4YNYUMoIUYtYcPozNyBN3EqDd6FAOxYxiKG8dI/DjGEicw kTSBqeQJTKdMYDZ1EnNpk8RokhhNYiljEsuZk1hhXmRNEqNJDIU0IPykI2JO P0XeOV9+fYLRYxWBSU7NK56x+DooDr+LisO3ibH4QyorT2owvsxuwuf5o/gs fwSf5g/jVf4QXhKnF8RpOW8AS3n9WCRMC7m9mMvpwSxRmiZKU1kceTPbMJ7R grF0nhDSGmBz6pJASZpk8j6zQ63Szj3CJJwjSYIllWTpDVw7YbCK0s2zq8OV Su6xDbh7TjNMGOG+2FIW4mB5QewSeYo3XY1sQVrCow1K97FbZchOImSknhU2 SnwsOEPdWoVHR3QuHv+O4OgQHB0JjgVvLXlrxbexYWwZZ34ij7V1EWV6BzFm dxHHxDMJTCKTtO42mYk1/pgzmK78O9B2P9fm/9BbPNgRFh7ZdWxJja38jf/i qR9RJIWfu7qHX5s01eao5HJslOLcV1/TsngNai2l96xao5k75dKo1pZmg4YX DTXiigwPNnJ6ushSc4muiGjJS7ubpCsXDyrRmHKBCeY+z6ApmZySsuhJLj3J pydFtKSU3//lzHNaUh3QRVe6Ue/fw1bTg5aAXrQF9iL2cgasdXzgejQYYcZh yLwYjsrrYWi7FYohUdMt/TFl7YUZqyeYu++EuY/uc84ZIilDBIWJHyImQ8SE SRgiJoy4/pA4SEQGVZhNGuQnIS5zzqojXtavkvec/B2PvUwPT/qctRK7WAA6 MZ5IWxLauA9bMRzfwj2p2DIobIkRtjxnhC2lTBF94SwVzlkqLIPGpKA/OBE9 gbEYySr+AVc+RKJnOFK8Y5Hmk0xXWHL8WHL8WXICOD4FcHwKqKIrtXSFaxtI rzl95gdq1rWT69rNttjDktOHOprSEDKIptAhtNKU9ogRdEWNoid6DH0x4xiI m8BQ/ARGEiYxljSFieQpTKVMYSZ1mqZMY55ZSJ+mKdM0ZRorWdM0hcme5vgz jbCT9og47YYUI2+UXwlG290IDDvFYP5ZHD4PSMCvIxLxTXwC/pASh/9Mj8Sv 05PwRcE4Pmc+KxjDpwWjeFUwgpcFw3hBY5ZpzBJ9WaQvCyw+c/RllrbM5PBr kE3facs4bRmjLSO0ZZi2GNOVs3TlrHRFscVEuKItorGFZYdb9rL+odXC8wnP 3je5heR2Wld41nBhxM/5iRP4BupiKIURm8lKbB4NLm+oyw43z5+8fo4WJ2bG yvgE7rBp3aYTt7VFdDZIUP5UTYoO7jOCFSvGhm9ixze355vb79DGM2095F23 QLXVIxVqrB7xe7aWxzpLJVqot+Qr6i0e8X+y6IoF3MmK48+14SRYcXpLiOJE VxxFKIqWPL7JozYc+JQDb+2ELly6OwYnpCyKs1qr/e+e/I0LlFbWmbUOaHlB qTPrdLGWE9XaXCUmT3X4AmmvLc0VT9lKe21libERxU9dYESsmU9O60twVJKb nyn3JMlowFkrMabM7bMXkc7mn8Hmn8USk01wcnmyLeDGKObGKA3sQgWhec7U EJo6/16OUn1oYloD+9EeNIDO4AFYv+cBh0NB8DsTTq8jUXwtEo23ItB3Pwzj 1sGYtvXHrK0X5m3csHDPHtNuScRmhNgwCSMqTCeO0OIZzaUITZKHBTfyOJ88 hPkUcQ10kJ+eOP49XzPA9PPt+jCd3Mvzew8mac94Uhf3ZgdGac9wQiuGEpq5 Z5swGEd3YoU71ew1wp1ypoTdhgNWJPtMBAes8FTak4S+kDh0BUbhq4Ulac3P 1rnzZ/JpY7yYX0KSZwRSveNpTxrSfbNoD/uMP/uMP/tMAPtMQDXDJQ6g6QHN yAloRT4n0iI6XsplraA7VXSnJqif9gyike40hw2jje50RI6ii+700J0+ujMY P8nPZwqjdGc8eRqTKdOYTp3BbNoM5tJnsJAxg8XMGSxlzmI5axYr2bN4KZIz izqXbISfdkWsoRfyTYNQ90kEem1jMOUWjxc+Sfg6NBm/j03GtylJ+M8M9pr0 cHyV244vCifxOfNZ4QQ+LRzHq8IxvGRe0KEVOrRUMITF/EEsMHPsN7N5fZjJ 7cEU/ZnMof9Z9D+rFSOZ7JXpjSj2TPi+PzsVf0yEPTri9xboiB5hun8fPiY9 Cj9k5ab8IaBbJmv6qKQ9GxV9ziuR04O8XGx5QXMuJz8yqnW7zcZsNXL60hJb TByUE7j42QHOVIIgMTttlP78+Q/4w/rB2PPtHPj2jozLzl0IPXJagUc4VG8l uGngsVHEUkaFJj7xJpp5bKJHzUzE/tNwfWsXnCmSMzFSwUWS5PK2DpzVUcF5 E4etB9IlPimfekCTnBh70XqESyYalzZymYzULmkWSiyGpgTKRdISa6NSyp9m TVQagMwVmG3l5WJbcSndRlxKJ0JaUp6N+JBDlLDnIuVRIi4XUx2VJOdfYHZQ QefOOnQyiU4WG3420ckjOoVEp5jtpiygh/D0osqfO4Op8+9HY8AAmgMH0RrE th88hK6QISRey4XdvkA8ORmBqAvRyP0wGjU3o9F5PwqjNuGYsQvBrIM/5u09 sGjjisVbNiqKM8ZpfjpxjOAw4gqF5iqFvFIxRmjG5LXQeZkR8TD11BFxGBZ/ DSiVCsmwFaUMYCalnw2gj7uxl22gB2PJXdyhHRhJoj6Jij6D8Y1MPQWqpUDU J6aS4TQVzWkqmtNUVA4FYuOJSMZAeBx6QqKx1NaFH6DHDH1NHUj2jCI9SUj3 ySA9OaSHlcevhPSw8viz8viz8gRwkQO4yAGUnewUcCQtJjtigSsD+0hPP2rJ Tj0XszF0GC3ho2iLHENn1Di6YybQGzuBfrIzSHaGk6YxmjyD8ZQZTKbOYjpt FrPps5hPnyM9c2RnjuzMk515vMiZx8vcebxiwk47I8LQA2kmAai4Fo42C9Y5 lwQseCTj86BU/CY6Fd8kpeIPrDr/mRmLX2Wk4auiGXxZNI0vmM+KpvBp0SRe FU3gZdE4XhSNYaVwFEuFI1hkDVogQfMF/GLkc/4lP9N5PA3kdGGC/Ixlt5Me Vs8MngLSGxB85yGM1fScJT1nBT3aIuRHZzezS+pjwq38Ed2R/rD2iOrzPYDO vQ7QvfNytlJGCUnP6wBZrwPI2uw1gLid1PuMz6r3mtxi4iIJFRICKdHZKAn6 s/8CIR048k2diNADlqGQwydRb/1IyqOS9mihicdmpkW+rMXykRZaBUatFuK1 rfcfwWuz+GMfgh3Xt7RVcBWXdlw38YM/FO48pDBvwoVHYY7tjv2rIIs1uSvX Rbmeo7RBoz+2FNIbcTls/VKYK7cbxCpsFAsgeDHEdomMlTrmgplVanbTFxH1 LCWzj9Lsw3km2Dme3b+B3b+J3b+F2rSx/7fzHNyJQkpTwo1QzlpTSWWq/QdQ 68/NEMDzcCDPw0E8DwcPoyOEM0DoCHrCRrm8vnA+Go5AkxikXolD2SdxaLkf i0GbaEw5RGDOKQQLTn5YdHDHsrUz5p6mk5oJMjNBZpjkCTLDpEyQlgmByoSo N+LaqLw+Osa1E8d/kPfCLKSNqDPM8WKYp3qOY4RnOnWAe7AfE6m9GEvpwWhK F0aSO7lH2zFEdAYTiU6CBh2OWbFVDMesWI5ZMRyzYvIID+sO995gZAL6w6Mx llf4Q+CYo7+pCyme/Jy9UggOe45vHlNEcNhz/J4TmxqGqvs3ItOf6+xP0f07 UOjPNWZ1LGNlrCQ21dS7ltg0EJsmYtMSMYZ2YtNJbLpjJ9EbP4WBhGl+EtMU dIaf3Cw/yVlMpc1hJn0ecxnzmM9YYM9ZwFLWArFZIDZM7gJe5S2gzjUfYYZP EGvsj/yLYai/HYNeh0RMPU3BC/80fB2Rjt8npOPbtDT8ISsJ32RG4cv8TnxV PIsvi2fwRckMPiuexqfMq+IpvCyexIviCawQnmXCs1jEL0rhMOYLhzBbQP2J znQ+9Sc6E7nsnTnsndltGM7irJvBzpleD6vTlyQ6xhIchuCcXQeOiQBHRxvX Dc8o6BgbKuicVZeeja+Zs26PyflCmHP/gmKOxYXVyzqWpmu9x0qc1K3l5VGx vazNlUh2VGpnLI0McJdT1J2da86oJDN/IaGxXAeN3XpoePuA/+YJG1zJRxZo IjbrgWkV7afNisa0C2M65EHOXh2EpuqyBZ6+Jf7sGZlxe0sULTcWnMeM2yYl j+RVHT61AW6bdTgyuhGdR4xgyJ5r+l18FIwlP8qVLjGEXZDDl2Yg1RJLIu3R Uq+ENdm1vqhESxxVQh6+HfnZJtn5+NQhTk46kh9z0qNhx0yG5UYWHA07cWSn nmkiPc08B7fyHNzOc3An6elm/e9BKckpZ7F5TnaqyU5twDDp4bYIHEFLEM/D IaPoCB1DdxhHgPBxpNwohNPBMLgbxSD2UjzybySg/l4CemziMOEYg7kHEVhw DsaSsy9WHJ9g5b4DZpKnSA6TMkVymNQp2WamuCTzaVN0ZUpeBmVUWEwXFC2k i7toxmRIUfoo/ienC05j6cPcgUM87Q9iMm0AE2n9GCc/o+RnhPwMp3RiKLkd g0lqfhLJTwKnrXjyE89pK57TVhynrTj2nTj2ndh08pOEgagYdIeG/xA9F5Hw NBQpHhyxvDhiebPn+BSQHvYcX/YcP/Ycv1qGxPtxnf1bke3fTnrIu3836elF OSfV5yyO1SyNtSHDaCDjTWSnley0R0+gK2YSPXFT6IufxkDiDIaSZmnpHOmZ Iz3zmCI7MyRnjuQsZC1ikVnKXsRKziLZWcLLvCW8yl9CqBHLu7EP0s6HouLj GLTZJGLENRUL3un4PDQTv4nLxDcpmfhDZhr+MzsRv8qrwVcl88wcvmS+KJnF Z8ynJOhVyTRelkzhRckkVkomsFzML0rxGBbIz3wRzwXkZ6ZwANMF/ZjMZ/HM 68ZYbidGc1g6s1k6OW4NZvALkFFHfi7C6H0NP3sVfnT2MLsZHUYbZvqHcN3I kPwYrudH3Xl+/B1/jOQ8cZcbS9N57svTu4XYWJby3G5lppZHomMtrmVYy0fk WF/kJjQ+oQxWzN2dYs+LTvNXr3UawY31Om4cJDc65EZcOyYAHLDKyE0zuWmx lswIZdAuuOmQNaeTx05OVl3yok+XgKfLgoduurMROR9cwhNWnCdvKX869snb 4lLPU3nB5wmP4ilxuxFPqM6PedTG482KPI5cyvsGH7ymzl15yeeevH68nmSV PG5Q9DE10ri8YW1pVj1WiaMaHyt5EAJZUqAtPFKg04pAMhTIjAKt6iMvIiv6 3Dp7SV50SA9oZJo5BbRSoHZkU59clp4CnpCLuTNKqU+F3wAFGkIN5akLGEFD IHdH0BhagnliDuGJOYyTQDgngYhJ9EVOwmlvIFw/iEGIWQIyPkpC5d0ktIvv dMd4zDrHYNE1AsuuQVhx8cZL+0dY8MymPjMq0sPDfNqMEIZPLWZMi8MU/onH SWZCHZYgZj5jFLMZI9x4I5jOGMZk+iDFGcA41RlN68VIag+GU7swlNKBweQ2 qtPC8Hyb2MBwykrklJXIKSuBU1YCC08CC088C08cC09MHHojI/CLpUVFmp9+ T50dSHwWTnUSqQ6nK+9cqsOy48Oy41vJsOz4Une/RqrTgky/NmT7dSDPrwtF XNsSITvH1ecsOzUskHUsjw3hY2iOHKc6E+igOF2xU+ihOH0JM/wfn8UwxRml NuPMZNoCptMXuQCLmMtawkL2EhZzlrCcs4yV3GWKs0xxllHrVowwY0/EnQtG wZVoeTboe5CKKfcMvAjKwtfR2fh9cja+zczCH3LS8PusOHxduoivShdU+LJ0 Hj/DF6Vz+Jz5tHQWr0pn8LJ0muhMEZ1JLBOexRJ+PQjPfPEI5gjPDOGZJjyT BX2YIDxjhGeU8AwTniF2nsFMfg0yWToza2F1hvBwpxgTHWNtEQUdY3YeYzU6 1wwN/yg8gp2b3F0KPDyN3xE/JHlXnNDviXnivig6Fqar3liaKdZYyenBSlJj RWosjNaoERPUG2pqvsuM7TpmZKNhnOV1HG2UkxlJDNNmLYmRwnQKarokNd0k pkcdlTxqoZfHXgslWvL4JuL2nsQzYvPsbeVvVT8jMO4imwU7zzbrvIlnW8T9 eU/V2jzctBP3Txho4BXzptF3i999TfFbXY8Nr62HlWg5VqLpWYlHQlqJe6cE Ku/DgkfxlAVxMdXbqcaFsBzYzTqzR11p1sFifJGg8HQb0MA0MS3EpY2n3Q6e drt42u3habcPxX79KPMbRAVhqfIfJi4jqCMsDYSlOZibIGQC7WET6AyfRHfE FHfjFPqjppF2uxQuR6LgeS4BCdeSUXQ7hX0yBf2OyZhyScDio1gsu4XjhVsg Xrp44qWYsFLnOBrNkZY55VKE+nKE0GWOh8xZ/D9YkpdFp9WZYkhO5gQWmPnM ccxmjpGaUVIzgklyM5ExhPH0AYym92OE3AyndWOI3AwKblLITQq/1ZN5fk3i t3oyC04S56skFpwkFpwkFpxEFhyOGYNxieiPjsRKV8cPUXMRSU8jkeqRhDTP TKR75ZObYlLDcuPDcuPL1fblavuScV8y7tuOHF+WSL8eUqMmnOXmeRAJ55xa x7LYGDFOaibQFj2JjthpdMXNoJfM9CfO8n92jk1tntQs0NJFurrIT3qJC7CE +axlLGYvY0kys4IXeSt4mb+CVwUrCDF+inCTQKSbRaLykwS026Vi5HEmFvyy 8XlELn5DX79Jz8W3OaQmNxW/LKjH12VL+KpsEV/KLOAL5vOyeXxaNodXZbN4 WTaDF2XTWCmdwnIpvyD0ZqFEWDOGWXozQ2+mi9g2Czno0puxfA66eWyauR0Y yuEXIYslJ4tfhKw6FPnEwpAlR3hjtFOxxnidNaa05kPOV8Kba+u8UeGGvKjz yao34jR8+9zr4sh2I7eaqRItsde44cw09liaK1HJ48bvuXNXW1NzfvxHL92s rzjCHpXUZyMnqnuKOUyHtTQHCjob0M1jD9MrIi7i9El3+nnst1CyUX2M3XMC HjRHxJPeeG4WH8Jjs44WPLbovAGPdwQ6Hu9QpS2sQ4wYsixYcTRLIR9EsFb6 7glvlNYn1kPOnvL6lmKQ6HuWQhxLIY6lnKkUaJSo5JG08Xif+FzQ45eI+JgS H1Pic+HAHlwgPgKdcxp45CUGnnX92Wr8CY+/Ak8m4clm18/z60Uh4Slhoynz G0Il4akiPLUBY6gPHEdj8ASaQybRFsZtET6Frohp9ETyDBzFrRHNs3DsLFz0 wuBmmICwyynIupWGaqs0dDmkYcwlGQtuiVh+EoMXT8Lw6rE/PnV+iiXffKKz wMwTnnmSIyIuT8zTGCZrnp/rUtYc/pnHWWYGy8xS1jTnCM5ezHzWBM/y45jJ GsN05iimMkcwkTmM8YxBjGYMYCSjH8PpvRiiQYNpnQyHrFQOWan89k/ht38K h6wU1p0U1p2UUm5x1p1k1p2kTBqUjIG4aIwX532Pnz+VT/9/WJldJEHRSHVP IUHZJIjzlVcpGRIEVTNskj5ccx+uuS/XnPzk+HaToF62yH6UsulUBBL64BHU hI6inrNqI/lpieJax0yhI24a3fGz6E2cQ3/SHP8f51ndFljjFmksCSI/05nL mCU/89nLWhD//RVe5L/A+v/izoej4Fo8GixT0fcwE1NeOXgRkoev4/Lx+9R8 fJOdhz/kZeF3OYn4RfkKvi5fxlflSyw65Yv4v/EFj5+XL+DT8nm8Kp8jPrPE ZxYrBGi5bAqLBGihlGeDUuJTMooZAjRdPER8OOoSoLECjrr53RjO45iby69A Ns8A2Sw72TwDZPEMkPUcloZmMNwpHptsRH42woj4GHHCukB8rp45g6uG4jtf 8LNRKT0E6GPCIwhST1smYkfd4ka7rQ43nyDortxqAqJ7aoJU4siDmeIQRVJK j9EHuLd6GWc9PH+5Co/luuKzdilHKT7OO5XiU0p42m3U6DBdTLfEp0fiI9Dp U6df4DMg5qtBS/G6QZojnlJHJV8g3wLRe47Ba5O4V8trs7YWvLZQIK93dDbC a6ugkU8yNEot0eM1hSRCd+T9Vndl/RFLck+d+2LyvC+mKgtBj4UYoywuipW5 aPiGVGbjqjMX6MwFOiOMUVGYvfg5zumxpjLp/tXyMma6P0+5/s1MK51pZ8Pv ZLqRw+/5fL8+OjNAZ4ZQTmMq/UdQHTCKWhpTHzSBRhrTEjqFtvBpdNCYrsgZ 9ETNoi96FgOx/P6Pm0etey9cT8TBxywVSTcyUGKRgRaHDAy5pGP2cQpWnibi pXs0Xj0LxWePffCZwyOORIssNotcyMXMRS1x9ZOyZM+rsJw9h3/kkbxkz/AM PsOBYZpbaQpz2ZOYyZ7ANHmZyhrFRNYIxrOGMZY5SFYGMJzRh6H0HpLCapNO WtL5jZ3Gb+w0fmOn8Rs7jZNU2nNSw2qTWsytm89kk5ZUDCTEoTs65AdYuY7e +nayEktW0pDmkYN0z0KywgHKiwOUNyn3JuU+7JA+XGKfdmT5dCHXtwcFXN5i fxIeMISKIBIewqVlq6mPEKxwaaO5tGw1nfEz6E4gKySlP3mek+ACp8JFjKUv sb4tkdFlkrrCNVjBfM4LLOYqnqzkv8TLgpfypzmDTbwQfj5UvrySXbPdMRMj T3OxEJCPz6MK8ZvkQvxHZiG+zcvDt/kZ+EVhI215ga8rVvBVxTK+lFnCF8zn FYv4tGIBryrm8ZLIvCgnLuXknsAsEpiFskniwqpJYGYIzHQxp1q2m4ki4lLY h9ECTrT5nGjzWDFzyXsuec/hNJvDr0E262V2BSyNBDB7YKi9W+JiSFzOHzqE y8TlyhlDCcyHRkrDuW78OjA3SMsnYpK6ee41Y+SOunNBbQy3lalijIxwRQpz X+JiSVzu7tD+P56o7NdPVHx7t527CMtdwuKKThs1KkyP9SMNKCr0W4nGMsDj oNWaI0PSniGhybCsOcN8gXhqWI5cw+IVQ5aufEXs3mPwoRs+WwQzPlvEZOVN V3zU2QjvrTp8xTYevLeKT8CLR9F9xOWedesi6dVSL4uGXjW/G8SybBDLwgUS 0NyXHUdIc08dLXncykU/jvN05zzdOc9uc57unKM6Jnp7cdPYXLn7xI8bwk9c UeCG8Gth2pDh18F00Z0enm/7kO/bjyLfQbU7I3juP0p3xlFLc+qDJ9FEc1rC punODDojZ9FNc3qj59AXM093uEHiFjAcv4iwi7l4apKCyOuZyL2XhVq7LPS4 ZGHycTqWnqXipWcCPvWMwmfuwfjikSdWAoo4J/FEupi1BOHOEp1ZojeLEPYs 8pCzIH7OOWeemeP4MIfFnFks5Mxw401jLmcKMzmTmM6ZwFT2GCayRzGePYIx QjRCiIYz+zFEiAYzCFEGIcrgBshgvU8X1zAb5DXMwXT2m/QKhv0mrZAYcb5K 4XyVlIDeuLDvz1Z/qrmjvL4DyU/ikfosHWnuuUj34GzlKRTibOXF2cqb0HsT em8uuHcHFeqmQr1UqJ9T7CDKAgk8i0116BgVIvARXOgoLnTMNNo5V3XGz6Gb xaY3iYucvMAhcZED4xIVWqZCy1R3hQK/4CK8wELuSyzmvZTavCh4hZeFr5Bx NwEh54MQZxotX95gk4m+R7mY8inAi/AifJ1QjN+lF+ObXCpUwDkrNxm/qHjJ CIVe4KtKkRV8WbmML5jPK5eo0CJeVS7gJSV6UTGHlYpZLFOixfJpKsTCSYlm KdEMJZou4cDLmjNBicYo0Wghh91CDrv5PBvk8YuQx7NBHktmLr8Iufwi5PCL kF2KIAs7nGHJMaRCZ6jQOSp0iQoJiVS4YihOuFIiY7VEZxWJVNKhN4VEEiIR seVunVcoun1BzZF4/A232l11qJNg6J48mIufZrTV3oXbO9QOqS8ks+xsUO63 ui8frfPHJixhkbhz3F//GNroUIe0yJUWuSoOWVOSPnlVR0ikcUglBFJJdbQw wuMI3RG3b2BUgjVq5cqXMbwdZhL3i99w47tFm4d32HJ8twqIfLfpCHnkrXyO r90mDPLh0Vvt0MMduppFUclV2SCLj1gVkbsSazmFqpGWkauzQawOXy5IundR g9BddVTy+C6PLKOnDrH2aDO7mN3k6P9n7L2jIzvPM8/noJtK1nFYW5btkbVj jz221+NZ28qi6F3L6x17vWN7RGVmSqIkUqLUAUAD6IicOududCNnFIACqlCo HJEzUDlXAYWMJimaFCn5j32+795CaLLnrM55LwpAq4n+6v5+7/N+t+rib/AN Kull9hh5aeUCo9AFx+7uQ8eFMdYER4Ap1gy6SUkvldRPJQ1e8GLoop9aCsDM cct6JUwtReC6HqWWYhilkiZuJ6gl0kIlzVFJC/fTHE2W4aWSfI0rcNUsovQr Lbj4YhfafqzBcL4G46c18Jf2IFXZifWaNmzWNmCr9g52Ki9jh+PXMula7smI HJQRGpKHFXFYppBWe9PI9HII66WQWOneBFK9cSR7Y4j3RhHrjSBKKYU1IQop gGAPhdTtha97EV5KaalrjsWhq5ssdDEZde3f32Tk72Iy6mIy6uTA1cGBq50D V2sz5htvP0pIL1FIU2gpbURbeReF1K8KictdLYTE5a7hpFXDDlAjhDSF7loK 6TwT54VFxiIvDIxEJkYi6w2a/3YYrjtc4roYxu5zieu5xI1CSCnMU0aLrVze thX4KaMgZRTuWqWQ1hQhUUZpymilf0MREmW0WLeIq9++iJtP3UHHi83y6xOn euGv0iJ9TYfte0P4t7YhvNOjxy+0A/jFQA9e047gDdMGXjetU0TrUkgPRJlX KaNVbFFKm5TShmkZ65TSmimFVVMSGUpp2cioSimlhikkQxhxA4U0FEBE70OY UgoOLiIwSCENzsKr5ZOg5ZOg5ZPQzyehn09CH5+EPj4JvQaKaRCDF6/gK9TC V4j4Nymk577ypJTS89TRC6wXKaTvUEbf/boqpm8IMX0NPxCxSPWS6qRXvq2U 8NKPnsp66cdi4npVHp4ReYhOwk/EGyP+7u84dH1R+ihH2uiQvJb+EzmACdLF 8bcemZGKVCddpJMmsj5izeQJJ50TTsKCqH1C2tXRh6WGAvsqKKtEfgypn+eI R+Jw7hA/Pye1dQ6GJ5/HJeaki8xFl2ifS39NU138FOexi+IXPFz8tFDTRarp gqonMZgV/l//KNYoRy7O4V1tq3qS3j4sluawWBv+04WLfiLeMfuqlM+rqny+ +eUvUjpfonSewNe//Dd4+atPv/cKywXScIE0XBhnCfFMc1iYY5uep3wWoaV4 dBd8lE8AxktByicMG8XjuBaFi+Lx3IxjjOKZoHim7qYwcy+NOYpn4f4ylhpW pHj8rEBTBre/M4iqZzpR93Iv+o/3wXmqDwslfYhV9mC1thObF1qxfaEeO7W3 8Fr5BaxfG6J8VikfDQ+ZXh7ExZk/5HEFq33LsjJ9aaz0pdj3U8QtiVRfAsm+ OP0To3+iiNJB4V76RxNEUBOAX+ODr2cJXjpoqZuhqJuhqIehqIehqIf9uIeh qIehqMehTAXd7MfdenpISw9100GtWGy+i9dXl6V2/vQ9CvozKmiaCmqSCuqo 0KKjUk8NcdGraPxqLno1Q2g1bV8zyZpGT+0s+lQF6S8LBfmpIFr+Ji3PPORi HvLc40Lf50IzD01RP7PNaSpoGYvUj7c9QwWtUkFrnEDXGALXGQjXqaANrskG FbSpKmgT7T9txbWnbvJ0Ff/7MFwnNJgvHUD0kh5rdwx4vXkYb3cZ8G7/EH4x yAlt0MQ/+4ZpE3+K180beM28LusBa8e8hm1qaIu1ac5gw7yCdfMyFZSmgtgX qKFlaihNDaWGo0hQQ3FDCDFqKDLkR1hPBemoIN08fDo+D4N8Hgb4PAzweRjg 86Dl86DldNZPBfVRQb3sA5pertN5HKFq/vULn8ez/+NJqaHnnnwyR3roV/GC sNDXFAtJE31DmOhr+P43pYnwA+rnh6LI1cuqhl4RLf9H8sCO/yEhIvz4mb06 wsGsgOb70eelhA4LB+XIlyx/7JEvWZY7P5RU4ecfl9vMk/vEM5sngxDmVfHs SaeEzikRd6bk8RAdUqKaRnwWyhXHMB+Hc5X6AI8iHIWFiSgyUUHW6Hd+yr/j 8l8LUV5mMLrMOHTpU+JV35eEdy595nFx63Ha5/JnKKVPKyVsdP5TX0DNX34J R//5Xw6JlZGrIiQkHP30bh0WguZBbEG/+pw8iCz0Yx5//LxSOeIoDk9yRnuR Pvo6ffT1L38JX/vyE7hacE29DDOsXIY5z1HhvGt3w6Lj/ARrijVLH82j5/wC u/QSfeSjj/wwXAzSRyFYrggfReG4HoOLLhq5laCPkpigi6bq0piVPlrGQv2K 6iOi0rSKQPMq3Py7Kr7egSsvcWw5qoWpSIvJYi1CTA3L5zXYvNiJ7UsteHDp Hl6rvY7XSqqEi9aFi9aUXVS6qC9zYBd1hU5a7k8j3Z9Cqj9JFyUQp49ifTFE +6II94URoo+CvUH4e/3w9frg1SzRNcxDGuYhDfOQhq1Yw1asYSvWsBVr6CKN mA1McjZY6uaA1sUBrbONEeQeMvMTj3DR5zDvmEFLSTPayrrRUU4XVQzRRxyI q7jgVVzwKibPasq/msNw9Qx6auboogUMcDbTX/bBcC0AE6OQ9RZdxCjkYhSS LqrnIjemMN3ERW5exnzrCl2UgZceCnSuItS1hkj3OofSDbp4g+tAF9FDK1rF RQt1Xlx56ipuPnNf2R0Sv/76rBa+Gj1SN4ax3WDEv3WY8PNeI94dZCQa7Mfr w2G8Yd5ibdJFmzzDXqOR/gIPLHQRa9uyprjIIlyUoYtWsEYfrZrZI8zsEfRR 2kQXGWNIGOki/n0x+ijCSBRmJArql+DXL8Cnn4NXx+dBx+dhkC4apIsGOaMN 8HkYYE/QMpP26+ijPiz2dGK+swn3aqrw9L9+Bc/QR8/QR88yFj1LHT0nohFl 9OLX1Wj0DUVIOXhJbkV//1uKkH4gt4l+KPZDXhY9/hURgn4kbyvz06/+C059 8Qnk0SWqf8QG0SHVQfzqb0oT7TqIXznOEn8+n9XwzWcPDGIzWf/kKf5ZpEeW WPvck7vrnlzFPTnCPTlCOYcRyS05hCi/8RiieSXiU1Yxv1IsP+ZIJVFT1NDk 946g+cvilx1cEZPYlU8z/Vz+jNCQ8I54JD5e+Qz/HeLBY1JJQkMX6aySL3xZ ejpHWPqQUPQhaefDcl322Zl2Eh768XNf+yB+RANxmZ57Eq+wnv/X/xtf/dsv 4odPfgNXT1xSLr3U6pVLL7XsxrUcCGrFpRdScJ4U1LIj1zIC1c6xhHaWSIOX HcdP7QSpnRCMjEAWRiDbtRgcN+Jw30xghMoZu5PCBJUzfW8Zs1TOHJWz2JDB UuMqfFSOn8oJtKwh2LqOu98fQs0LGtz/iRYDBYPwnGNnqxxE8nw/Ni5psH2l Ew+uNOP1S3V4o+YKNm4ZOWVtUDzrTDzrtM66ute6xuVZ7V/Ff8SqNoNM/4r8 +nL/MmlL00ApJGmheH8Csf44DRSjgSII0ULBPhqoLwBfn59nspfFRNTLRNTL TtzHTiz2SfvGWDz7+1zKMNC7Nwws9fTSQh1MRPVYXZh8hIH+CHOOWTQXt6Ct VBhogAZiBK2ggSppoEqufRXjZxXXvorxs3qWBprnmi9igMOY/gpn3mtB1UAR 1UBxeJiExupTewZqWaGBMlhs51p3rCFA+4Ron0jPhjRQoneTBtrkmmwpwecw 2o504Oozd3H/+RZof9SjfPlDiFwxYrXOjNdazHi7x4x3BugfvR5v6iz0zjaj kGULn8LrPL5u2cRrlg3qZ4P62aB+1rFFBW1aVrFBBa1bqB8LI6rUTxrLZqEf xlOT0E8UcSooOkz9MA6FGIeCQ17qZxG+oXl49XwS9HwS9GwDOrYBHfWjo34G 2Qb4Iy1pqZ++fixqujDX1YTM0oxc7tKTp/D0//gKnqaCnqaCnhEKon6eZ71A /bxI9XyH9d1vivoavif5eulbwjPf/7aioR88pdQPRYmrzS9L6F4W75n88pdx 5nGhoi/lSBcdklvV4r3pP/5C9rOPqdtFtNEXVBsxAVX9t/8XA+JiO+0jrnuJ 7ekZVtZEMgWxdk3Ej8JDAWGg3FJpoFLhllJqIsJjdH/liT8Qyyt9jIcS8aiY QTCap1hJfBRmCss6B+PXnsdVzltXP/24UBL9I2rXR4dw5bNfxEdwlUfxSHzr 0meEl77AOe4JnPvil+U6ifz4QxEZX5a7aWKVXlHrMF4RWnpFvvL5lef4RWrp Ffme/lfEey5eppu+iGf+5e9x6rs/4pnfzv6roZ0GlAvD8gqOVbmCI+xUS0Jq GYhqGYhqZ1Q7LXJuEHbyYeB8QLHTpTBMVyK0Uwz263E4aSb3rSTtlML43TQm 65ZVO2UwX09aGlbhFXZqXoNfNVOobQMjlwOoeqob114eQFeeDpYzekyX6xGp HcTqZS22r2rw4FoHXr/WhDcu3cYbFeeZe2gn1mr/hrwClLXTqnaNgtKuiv1r rRKVlrUrSGuXkdKmkdSmENcmEdMmEKWgwv1RhPojCPaH4e8PwtdPOfX5WIxI fYxI/YxI/WzNYvu0n625X+xWkI1+stHP1tzH1txLNjR9FFQnI1ID1han8Mh8 NGefQfO5FrSW9KC9jOtfTjuVM5BWsDNUMoxWcu0rufaV7ApVtFPtAvouCDv5 oOecNsw5zcQ5zco5zX6XIfRegnZiN2gQdmI3YDaSdmpT7dQp7MR17t5ARLPJ GXUTib4tmnqLC7ONlYFtzN/z49IzN3Hj2SZ0vNQF4/F+jBfr4btgROqWGVtN VrzZZcXb/Ae/ozfi5/oBvMb5in6inrYppm0pKOYj6xYz6gPrJnasFJSVgmJt WtewYV2loDJYpaQylNSKRQiKmdUsBBVHgpKKU1JRYxiRYQrKEEDQQEEZluAz UFBDFNQQBTVEQQ2xS+iZU/VOSoqC0jGnDnBm1lJQvRRUNwXlnTkkl/xXoens xFP001P009NfpaPopufopudZL3xDcdSL9NN3hKO+9VXpqO+JSeQlEQO+L2LA D+Q7m4780z8yGH0JZxUjUUhfEBfePk+ChZF+W72M9jh+Qv/8lFVGB/V9/ycY oYPGpIfO7fNQCT1UQg+VHExE1IufFWAJD6kWKuN/KcJjNK8MMflZLK8sB/G8 0sNI0EaH+LAE8fwS+TFHHj8q5CTdJM3E/3hEFI0UzjuL5r/7f2gkWokWuvpZ GumzIjF99ouPSRF9UKro8me/gCt//QQu/NWX8NN//ZddZecIYR8Sthai5lHI Wi3aRt5F44fPfpWP1BIS+qF4BfQPaaLP8XtP4ges8+WnsOiaRntFA8/4DpqJ o1H1oHpFx6xc0anh1FDDvFSzt4PRUTPLmkdXjbCSF321fmklPfOSgXnJxBHN wrxkv5FQrEQjjd5JY5xGmry3gun7K5ilkeZppMXGNSw1rdFK6/DTSAEaSVgp 3L6Bey8bcf57WjQe00N3yoDRMgO8NGbqkg5b17R4cKMHr99oxxvX6vHmxevY uit+zVyGc8djlJCyEbuqXVdqYE3dBfkkqctgeYBaYqUGlpEcSCM+kKKWkohq qSVtjFqKIqCllrQh+LQB6oZq0jI3aZmbtMxNAyRigFoaIBEDJGLAo0wMWhKh Zcvu18uWvcSWvdTViLWlqUdY6bOYtc2g6WyrYqVSrn/ZsGKlclqpglaq4NpX cO0r2Q2q5lQrLWHgsrBSgFYKwXwzAivz0q6VmJfGGtKYaGIXaOZ6My/Nt3G9 mZd8nVxn5qVQT9ZKW0jQSCntFteEVhrcxsVnruHys/W4/2IHtK+K7Ts9ZquM CF+zYPW+DQ/a7Pi3XhveZlJ6Z2gYr+tstNAD1g6ttIPXrdtCSNv4T1JLipQ2 sW3bUKW0TimtYY1iWrVmVClxmLYIKXGQppgSFFPMRCmZwggbQwgNBxAY9sE/ vATv8AKL3cHA7mBgdDXwKTAwug5RSnpGVz2lNMinYECLxX5KqacJK94Znhhi yX9dWunbNNJTNNLTX6OVaKNnWc/RRs+zXvimYqUXaaTviPo27fRtaSZ8T6SA l+RBiklsN5/mxCbEdO7xv2EOErPNK58X2eiVz4sp7nE5xVX8w3+HlpnIRQ14 WKPUwrh4TZC4dE9V7DmplE4qpZNKOaHRR8cP+AhKLDq8JySlhHV4SMhDvnBU ksck7ZTMFylKHGkrHoWxVF8p4emDSmjKE2riGPfSEbT//X/HNakmsQV/9XOP iwPntmufE1vYfMiinCio6596ApcpqZLH//YhZx/GD+QLOn9AIf2AGhL1mDx+ Uern+2rVlp9G0L8knxmpo/JGVUd96vWcYeV6TjVxqGZAqt7bxOionmHNsRbQ Vb0ETY1P0REDkp4BycCAJHXEgGSnipwMSFJHd5dVHWUwTRXN1q9igSpabFqH lyrytRCR1g0E2zYRat9EuGMTY1dDqHmuDzd+okdP4TBsJUbM8meLXjJg/ZoO D2724/Vb3XjjVivevFaHN2su0UZk6o9pIGUfZHVgQ14aWh3gZDegvIJmZXAV y4MZpAeFjVaQoJHiNFJsgDYaSNBGcYRopIA2Av9AGL6BILwDtNEAg9IAg9Ig g9Kgup86SBQGx9Q9DKIwSBQGRH8eopFoo74uLPY0Y807/d6QpLyA+q/QdKYN rcUatJVQRaVc+zKG0zKufTlVVE4VlXPdK6iiaqGiRfRd5Mh82U8VBTF8Iwzz LaEi6p+jm+seA6lQUaNQEdXfwrVuXcV8u6qiLqEiKr9nExFqKNYnVLRNFW1T RTswVjpw8dm7uP58K9p/oIExfxDj/Jm8lyxI3rFjs8WBn/U48NaAHW8PWfDW kB4PhmM8Z4WM/oQa2qF/dqSJZNm28cC2hR2bcNEmtuijTds61m37XMQSLkoz JKUswkVJJMx0kTlGF0UQNtFFRrrI6Iff6IXXuMiii4x0kZEtYZhJdZhPgIFj tIFPwBCfAB2fgEG6SNuNWU0TlvkEfFCu90fRQxeVnDmNb9NFT9FFT3+dPqKD nmU9Rwc9z3rhW4qLXhRvxPyOPDwlXxTA40/+6R/ki5zPCAd9UdwnQljoE/TS E8hlUNqrJ1BKB9V/6wVYGEFsLAd5d7NGyP8Ya29W25+PVBeJbHS8jC4qo4vK 6KIyGY1UD+XsSojMJ6R6yqSCcsTxMaT48DDSPKZklYrK2ZVTCf8/SsX53xdW ypFW+sABLw19/Vlc/+yXcOVzjH27RvqQtNGNzzyB659+AtdopEt//The/dd/ zjo7R0ib/3VaW0pbrcfw0jNf5VelmF6iil565kl8j1WjKkkJsU8pWiqjlio6 qSZqqZJaYjeU13iqiEaV0BJnh2rODtWc26qZkKrmWYvUkheaamqJCWngQkjV UhQmJiTL9QS1lKSWUnAzISlaWsHkfaGlVcw2rFFL61ikkrwtG/C1bsJPJSla 2qKWthDp3Eb9qxZcfFmHpnwjhs6ZMF5lgv+iEcvXDNi+pcPrd/rxsztdePNW E966egvb9630zxY9tKV4aXATa4P0EiszSDcNKm5appvSdFOSbkoM0kuD9NJg ChG6KUw3hQbopYGo9JJ3MMRiUhqkl3RMSjp6SUcsxN6qnljoiYWeWOiIhc7O MvPPGmSLXurvwaJGeGnmUV76NBpPt6HlLL1UrEN7Cb1UysUv5dBcxn5QNr7P S2IrT/XSFXrpWtZLUdVLCbjuCy+l6aVlTDSrXmI8mqeTFhmPvF0bCDAehTRZ L21LLyW1O1yQHZx/9iYuPteE+9/pRv9PB+A4bcAsI3P4hg2ZBgd2Opx4s9+J t/T0ksGMHZ0Dr1leo4Neo5NEPThEGe0wHj2gknaopG3WFpW0SSVtsNappTVq adW2ioyNSrIysVqFklJIUktxRiShpIhZKCmMkCmIgMkPn4lKMlFJJqZUE9fe xLU3ce2NXHsj136YSuKPtKSnknRaLGi7MEMlvb6ewUfkUn8IPV2d0LC+RR19 mzp66hvUEusZquhZcbu/577FkeJ5eWOyF6igwi88nlVQjnAQD1TQJ3n8P3Dv W8+xnocx7wxMVI5Qj5VlJ9JOVT9KFCphFCrZjULz+2KQl4rZU085QnnlVE+5 /I3IUVaMFReVX06FlAur8JDiZ4eROlFO6+zWY0jzCx/ksUyVUalSJ5SgJEyU Iz30K/zrincHOGGhECvIH92fexbDX38eNz/7N7TRE7jxOWHdG5/7Ug5ufUa8 VP3mpxUVXfnU4yj+0t8KbUN6m0YR4v6uWofx3ae/Sos/wyX97jPiDoc1Zacx 0Nspn4fH1Plg0Un7lDbxBKd9KvqVK8yVtE+lsA8BqGJjrmJjriIAVZzPqlT7 VC6hq4r2qfHTPkEMXAxDfzkCw1VhnzisnM/sNI/zdpr2WaZ9VjDOQDR5f5X2 WVPs0yTss7HPPlsI0jwhmidM80S6tjF+I4rz3xnArWNG9J42w1FhwfwFC+LX TNi4xdngrg4/q+vFm3c78Naterx18Rrts62MY4conS0pIPG/3RFNt45l3RrS ulUkdRnKZwVx3TJiujQig5TPIOUzGEdgMAa/LgKvjgLSBXlSMxjpKR89x7Qh AiA3LqbUjYtRlpvfo3z0BEBH+QwOcFyjfHpbhHwe4Z6/RMMpuudML9rODaK9 mEtforqnlO4ppXvKKP2KWcp+v3sCe+65LdwTV92TwkiDcM8K3UPRMw8p7uFS d3Kpu4V7KHgN5d67jRi9k6B3ksxDhkonzj93D9de6ED7y/0YPjGEsTITvJdt SNQ5sdHqwusaF97U0T0E/WdDQ9gyxHKkeA5J9bxmeyArR/rnDxX/2Lexbad/ 7PQP62H/rNA/y9I/y9I/CVbcQv9Y4vRPFGFzGEEz/WOmfyw+eM30j5nLb+by m7n8ZvrHRP+Y6B8j/TPM5eePtqSnfwa6MK1p/HX1lO/ppnpE9TAVFTMVfVO8 BPIpHj+Ap7/1JF7+x/+GIk5Utf/wT6j75tO4982nc/jgGQYeY94p1undMtE4 5l3jnJNhx0WUPTLslDDslDDslDLslGKOlskOXsI2vv1BJ6/s/WyTs6saccsZ YZcTSh3Gsjyu8LisFh8/xgcMSOkTTD3CNh+SvpGJR3iGFWWFs57JPSsuzZ0R r83OPQ3D155Dx9+LXzZ+m9L5MD3zBG6ybtAyYmdbXO5/5V/+Gc8zJAovv7Dr 5sN4kccXn1bqhaefzOEDoZoqqkZL1QQYdD6kvk97wTHN3M+gU9ZF3VA1FVRN hYkqsbGc6iYpVVM5KTdJOyo5e1UuKKphyNHUBtDPkCNVw5BjuBqDibOXlSHn gGrqhGpWMcmQM03NzDHkLDRtYJGaWaJmfNSMn5oJdGwjRM2Eu3YQ6d5BtGcH jUfsuPzqMFqKLBgus2HivA3Bqww0t0x4UGfAz+4P4s37GnknrLdv3sVOg51+ 2caqjspZ1W3hD3jcREa3Qc1s7KomxUpSNwnqJq5bQVSoRpdCWJdEUEfV6Kka fRRePVUzFOL5y6wzxKxj4AxmYNYx8Fw3cAYzUDUGqsZA1Rgc/DMWnufD1A1V M0DV9LVi9dE5569gqLOh+XQvWs8y55wbpm/omhIX61Gu8UFL1+iuhWC4wXn3 Idd4GpYx1rTPNe1rimu6hGs26RrqnBkn0qe4Jq66pua5O7jAueve9zToO6qD /awJ0+etCN1yYKXJhe0uN97Q0jX8R75ltHDuWsADTl0PrA9wSCrmj6ViXrPv 4IGsrGi2KZotRTR2ioa1al9jyFmjaDgMUzZCNEmGnYSVorEmELVSNBaKxhJB 0BJCwBJQRGNZYnHxLVx8CxffwsU3c/HNFI2JnjdSNAZFNPODXZjsbcTvyHX+ MAaPn4DheAGMuYVK5YkqYp3cVUmOjC0fk8FFUck5zk3FDC7FDC7FnJtKDqok V6ikjCopY3DJaqR8N7REcvcUImalClotkV9BEyiVYqVFnag4RF1UCIlUMJat FJQjo2hEPj7wkUlmWaQZ1S4cKWWYOaGOUywhlgh/3HC+CDDnEBAhhv8w4Rff 8dPilY+nuCK+Yycx9LVnMPTVp6H/6lO4RrFcZp390v+Jp2lg4d8cPPMt8Xuy nvn2k3h2rw6hT9MpXsvtUzZyRH1kVypTDO2USimlUkaplA+xKJUKSqWCJ3YF T+wKntgVUzLAd1RQKhVCKt6DUrkUoVRilEqcUkmoUknDSaG4mV1G6zIYvy+k skaprCtSad6kVDb3SWVblcrOPqk8wMTtOC5+X487eRb0F9vgqrFj8YodyVs2 bNWZ8bN6A95sGMBb9d14u64Zb1+9SYPs0CQ7QirblEqGalmhWGTpN5DWryOl p1T0lIqeUtFTKvplRPRphPUpBPUJBIbi8A1RKkPMMAZKxUCpDFMqw5QKeVoS e5zDPK+HJ1ljLA+LUjFQKkOUip5SGdRgsb8Vb2xkHi2VeasPTaf60HqGUjlL qZyjVIop9GKufYkqlcqsVJbQe+khqdyKqVJJqlJJ70pl6n2k4pdSYT7s26FU dqRU9JVu1DzfgKsvdqPtRwMwFA5jtNKCxasOxO+7sN7uwWu9bvxMT6kY7Xh9 yIAdCmXHqkhFSSz/mYllv1T2i2VrVyxCKmtSLJxmKZcVuyKWlG1lVyyxrFis UYSsFIs1BL+VYuFaea0Ui5VPgJVisTLBWCkWC8VioVjMFIuJYhmmWIb6MUex +F3DH5dLfQghOmeIbhmmW3KkWf7gIa9kY8qZA14REcVOSJWIUsKhqIRDUSkm 6ZRp1ix9Ms9aPF4OL8u/zyvhPDWe0B3CKnF+lF45oTglxY9CDhU5wirifUc8 rhRUUCriGxk+OoxV8blafHyYD5hvhGZ+d1cyimjUcYkl7BJjRUR0YYWkXc7R LsqY5BOGYX4RgvEdP0nFFMHLWjpaiEXW3JECTP30BF4Lx1QxfwGt5xo54NMV pXRFGV3BgNtRTleU0xXlPF/LxbDP87WcrijnnFOxKF3RXe2HhnNO/4UwBi5H FVdcS8B0I0lXpGC/LVyxoriC4WP8/homGT6m6Yk5ho954YrWLSzRE962bcUV 9ESQngh3P0CYnhCuiGkeoCnXiStHTGg7bYeRM9jUJQdCNx1YrbPi9XoT3mwc wltN/Xi7oRPv3LmPB01O4Qqs6neQ0W+LNddviUFHn5XFBmWxTlmsURariA1l EB2iLFihIcpiKImAgbIwxOAdpiyGw2xuHHiMHHiMHHiMHHhMc+rET1mYKAsj ZWF0sqw8VymLoUGmEMpC2/qIu2f8FWYtXjQW9aHltB5tZ4x0BT1xlp44p3qi XPFEZ83CIz1hucO58l4SznrFE6PCEy2KJ2aEJzqzntiAX7OJIMNHmOEjKsLH wDaqnqtD7QvtqPt+P3qPD8FWbMbUBTuCt11IN3uw1ePB64Me/GzYiZ+ZLNgy zmPbukNP0AWsQ8IQh6Qa/lARg4OJwyHEsIUNflynIB6WQ9quysG2jLiNcrAl EbXFEbbFELJFELBRDjbKwUY52CkHG+VgoxxstLONcrBSDlZGPouQg4mLrsei oR+zg51YCSxk5TB24zZDxwkYd+Vw+OHQoWSO/6C64dxu5nDIzFHCzFGKMfpg gjWVKzJHmZI5jovMUU7cVDdIL1TQCxXSC7EDXqikF1j8mGYJLVSKkaWgktSr daJSOKFSjOg0wppiBfEKtIIKcSg/JASBX+H/iV4okAFk1wsJ4QYmkChLeoEV ZPrIkWZ4DL68M4obju+5IUeaQbzhvQALrJkjJ7AybFa08C3mYWqhuJOnIbVQ Si2UmqkGO8u1twco2ljZPi1UUQs1ihb6LqpauPqwFpYVLTA+jDI+jNcLLaxT CxuYpRLmW7ZULWzDSyX4O3ZULTxAKKsFjaKFSbbIS68YcLfQBm25E+4LxO+G E6k6O7brrXizyYi3mnV4u7kX7zS04h2eDhn9nhYyQ6KYI1jLQ5tID1ELQ9TC 0BriQ1ktrOxpwZCEfzgB3zC1YGSOMFILJmrBRC2YqAUO4ktyEJ/ZG8TN1IKJ P5eJWjBSCwZqQa/BgrbtvW+0+lXVCw2FfWg+OYTW0ya0n6ETztAJZ7noxXvZ QTihe9cJQcUJNyMwCifcTcC264Rl6YTxXSesYq5zjU5Yh7cn64RNOmETUe0W 6o73our5Jlz5Tg9aX9Vh6KQRniorFq47EWtwY7VjBDv9I8wLHEhMDuwYDNii B7JO2GFeEJlBUcIf4YGDn1MJO46sGrax6VDV4BBq2JRqWKEalllZNSSEGuxp xOxJROxUgz2GoJ1qsIfgswfgdVANDgY3O9VgpxrsVIOdarAJNTA3WGxcfEUN C4Y+TFMNr2+uKWr4IPTH8pkZFDUoMwm1kKtoIUcmhkPSDEYCZMoTKFlohI/J zOCkF9y5dAN9MJ6bzQxlSmZgVlikD6Qb6IQAPRBihXe9UEkvVNILlbteyJFW OCStsCKqoFLGhErhAmphjZ9/EGuFlfLRmqqHtcKKXVVIQ+DXpCJ2BcFKFmTl UCrlEGEpciiGP18JDj5Z4tehiujwwYfCA4PDsQLMHz2BySP5amj4IhtWA9rO ddIQtEOJaodS2qGUdigdZU2odpjdZwcf7RA4YAcdh4usHSwcLqQd7mbtsEY7 rCt2aNrctcNC67Zqhx34hB1ohmD3nh0iNEO0l4ZgtZxw41quhT+nA+ZaF6av uRC568Ragx1vNJvxVqsBb7dq8fOWLrx7vwEPWl3SEMIMK0PbOVINv79PDhuU wzrihjXEDKuIGlYQZoWG0wgOUw5GysEYh9dEOZgpBzPlYOaQweF5yUI5WObV 4ZlysFAOFsrBTDmYKQcT5TCsY27oxWx/y6Pk8F9w/0QvmoqG0HJKBCIb2k+/ jxyqFTloLvnRTzkMXgtj6GYUxtv75ZCGe58cJtv25LDQtYalnnXKYYNy2KAc Njjw+VH+/D1Uv9iBuz/ohybPAEupBZMMY/67LqRaPdjQjOCBjoHB6MLrDAvr w3M5tMM2T+5tq7jyolSODAp/JGeJB/SAqB3WNktGh31+WHVsMDYc9EPSTj/Y hR9SiDroB0cCYQf94KAfHPSDQ/WDk35w0A8Orjnn4iU719xOP9joByv9YKEf THrM0w+Tgx2KG/4TwmKmoB+M7+eHXMaG3NMH3KDkhmLOFMWw0wtOlodOGJV+ KKMfyjBNL8yy5nMVP3jpAz8rqPoh8n5uOJF1w+EDbsiaIUc64ZC0wnqhUo/J 4yelHdYLFUtIUxRWqHYopx3KpR1SrARjRLxA2KFUscMJxQ4B1RC+/D1DyNEi V7XD8SJWIQ3B+HDsBGaO5uONSPTj6i7EIq3cdpaCONfHE1NPSVAQJXZ1a00V ROk0SxVE5dI+QYQoiMieIK4LQaSkIGyMDs67GQpiFSNSEIwPjA67gmB0WKAc FhkdvJSDr/MB/KoggpRDWLNPEH2MEHUJXHnViLrTDgxUu+C54ob3jhvpeice NNvwb20mvN2ux8/b+/BucxvevXNXyOFwVgwGisFAKRjWkTCoYhheRWQ4g/Aw U4MxjYApBb+JYjBTDGYmB0uEJ16IRTFw+F2yUgzW+X3DL09S6wi/TzFYhBiM bGIUg6EX6yHvo8TwXzFH2zQWUAxFZrSetKP9lIvpgWI4RzGUKtuYB8UQUMXA 1HA7visGB1ODu3EZI7tiyFAMGYphVRXDGnyadQR61xHqX8ed4xqUv9CMS9/V oOUnOuiYWtw1NswzikUaPVjpGsGWlmIwuPEap/n1IT02LKTcStqtWzniYmyO 2E8QWtjkgdT/AV2wSRds0gWbdMEmXbCBNdaqg2OEg2OEQ/hgFamsDxzLiDnS iDrpA2ccISd94IzA76QPnPSBU/WBkz5wcqmdXGoH84KDS22nD2zCB0Ys0gez 9IFvxIqPq1doxRwxvF8Ixw/IQIwWYt/SyBHclEsfsCy59AE94GC56AGRFcbo gQnODVOsGbpgjh5YEFmB/PtYAdUHYfIfZcVkNkicEFQnT1TRB1W0QRVdUEWO q2RGqBImqBISKKwi8ErlyOMhbOz72mF+ltXD+j45ZArF5ugKj79NKZQrUigQ UihDrEBIoRRhiiHIen8pPCyGQlYBlrhWc1yzjNGsLOOfYIFTXOvpDo65lMI5 SqHYxLKxKIViSqGEUijJSmHhoBQuUAqXIoy6MVUKSRilFJalFBxCCvcUKYwx MShS2MBMyybmWimG95FCYJ8UchChEn5DSiHW/wCtRR5cL1C2QSyXPJi55UH0 vhsbzQ78rN2KtzuN+HnnIN5t78EvmhrxoN0lnbBiEC8OX6EXFDuksnYYph2M a4gaaQcj7WBcQdC0jICZdjAn4bPQDhbawUo7WGkHTr9LnH6XbDxlbfPq9MtT 1kY72HjKWmkHK+1gNsoWtshTdu1/ZofV6BYaTujRXEg7FDnQdsrN6DDKJ2Mc 7fvtUEs7XPShj3YYoB30tMMwY4P5fe2wQjusYLpD2CFDO6zSDqu0wxoCfWu0 tBeljAyVL3bi9g+16M43wFxmwcRlB3x1biTaPFjrHcG23oMdDkk7IjIwO21Y NrBh3aAhqAPxMo3D8mLptn0jW8wTdMF/pCH4J2Wt0xDrNMQaDaHagZV20BAO GsKxgrgwhFMxRNiZQMgVQ8BFQ7hoCBcN4eJyu7jcLhrCxeV2cbmd46ohnLuG WDDpMM3lTgWXlDP7MKeJvH2CKKQQSMIn98ICGRFyMFIMiiCKKYgS2KQgSjlM UBDHKYjjWUEwLOQKQVRggUJYys0KopLxvZJhQRFEnGpIUAYPySFH2kHsKFZJ OayJKqw6LDzwISGFHOmCX991wW5AYAkTpAuFB8qRKFTCgfQAK8wKqS7w54t7 OFAGH1F1QA1wavJxfvJRjb7cIqkBL1dk4Xg+QjduZ7PBWmyN4ZUaOEMNnKUG zlID54jaOWrgHDVQTA0UTx3UQLUfXdRADzXQ+/9HA/WKBiaogakDGmA+oAaW OqiCTqqgiwNEzw41sIOQZgfh3h25ix5Vd9Kn7idw9agZ94udGDzvweiNEfju ebDc7MJr7Xa81WnBz7uH8E5XP37R3sEhoi5HOuCT0gEyHwzTAsO0wLBigZhx HVETLWDKIGSiBcy0gCVNAyRJf4IV46lGC9hoAQ66S3aelnYx6M6rg242yHJ4 sDkPBFla4D2/i+DX5OM/x/08HZpOmCkAB+OBmwIQ8E+gvUS8KWFWvqpXwN9D +Hsl/CHobxD+WzGY7sRhJfx2wu9qTBP+NMZalgn/MuFfwWznCua7M4Q/Q/gz hH8VNxkLSl9owcXvadB0RIfBMyY4a22YvelEqMmDdPcINgYYDYbd2BGxwOTG moUYs3iCWtdzxItFD5H8dWbyLcK9rZZ4vMnaIODrrCz0MhY4V7HMSjsV6BNO jgmEPuZKI+Ii+K4Egm6C747A5yb4boLv5gq7ucJurrB7RgHfxRV2coUdKvhW I+YI/gTHs4+rb78MGU2cE/JglOSrsYDgGzlBG48T++MHsTcRe4n+8RLYibuT 5Sbuo6xx1iSxn84V6FdwTqjgnFChzgmVzAV76MdOHEQ/XbAP+0OkWGBfTaKr IUaEan5tnccNtQT91YewWVSFT2CTf1g82iyqVIpKEHLYKFLmiTV+3FNDBdVQ gRT1kKAelIhQ9l41cIbw5RdLO0g35J/J+oHKyDtJNfk4UvlyRUrIx+yxPGVf 4U/RXNTOmZZaOKNjUQtnqYWzLmW+FTG2mOmghOdqGbVQIbTgQ1dtcE8Ll4UW EhgSWriZhjmrhboMXA9pYZJamG7ZwCy1MNe2SS1sYbFjC96uLfi6t+Hv2UZA s00tbFML22LTPEfumv8qYtpt/pge3DhpQ2eVG9arHsze9SDW5MZmuxNvdtnw 8x4j3unR4RfdGvyytQkPOl050gciF2zQChu7VojTCDETs4GZVjDTChZawbIM v5VWsNIKNmYDO61gpxXstALH2yWOt0uOh8Zbh2hWnr1mZc2Ot73v/RUlihb+ ArOmCBryzVSDAy2FbqphFG1nJhUtlIvXti1wiamFC9TC5QC0V0PQUQuGW1Fq IQYrJyh7fZJaSMHTlMJoSxoTrWlMtS9TC8vUwjIWe1bg1Qg7L+LcC/dR/p1O 3HpZi66CYRjLLRi7Kn6zpRuxdg8y/dTCkAdbZifLjIwpjFULIWety3fXifcW bdjWeAbb1xgMCP3/Sh2sUgVKrbFWWRn2/RVqQKgg5VxBkipIuJalCqJu6sCd RMgdR9ATg99DHXhC8HqoAw+X1sOhzKPqwD1JHYyxVB3YrVigDmaoA++YU9XB r8htA4NQwTEZAt5fB8epg+NiO9F0vJj4makCq6oDFxXg2dVBOSapgplcJQlI HeQJHVQqOqAGwvlVTOdV1EHVXgooECmgmiN+NW1QTWyrd12wJqhflzrYKFJU sCk/2+RnXEget2gCtQ5LLfwG1ikAsc2wyo+ZoqwEyqUEkqw4K1YoJFCmSICl SKAEPiGCE+JfKzTw4YMhgR7w5SkW8ObmY/54HlYoVGU1vwHjXSvPxT5OsVTB aSN1IPbBqYLsRHsuq4L5fSoIHFDB4H4V3D6oAo+qgvFGDgvN61TBOmbbNjDX zpTAWuzYxFLX5u719YBmS147C8nrZ1uI9G/J/fIYa6ohhmu5TAllTug4LIzd HoFfTL5tLrzeZcfbGgve6TXgXU0/ftnVgV801kkJLA+LWqcM1pV4wAEhThHE VBGEKYKQlfGA5bel4LNRBnZGBAdl4KAMHJQBZ9slzrZLD8+2TnW2dXC2tasy MOsRGnc+SgZ/xiFhE/ePm9CY70DzCQ8HhTGKbhJtxeIl+cqrzzprltBNGWgo g37KYPBGGEO3IjDeicJSF4eNkcnZkIC7KUkZJDHemqIMUpjpTGOuK42FnmUs aZbRVeHAuRdbcf6lXjQc1UPLGGg/b8P0bRcCzR4ke0awNkgZGClVi42DpAsZ LkwOdbDK81W8g2RdlE0WT2o7D0IE4phhOshQBxnRAnn8D9TBCnWwwnSwgrRr BSmX0EEacaog5k5RBymEPVSCJ46AJwr/SBi+ESphhAs84mWpSvBQCR4qwZ1V gkMqYY5KmDQO4rXtzb2Ng+u33kcJuzrIkT74fWkE4QNhA4s0Qikc0ghiLijj XFCOCVpgihaYYe3OBTSBjxXIF0ao4pxehSgrvmuE6kfaQCYDsVHAA3WQIyzw QSGBQ9IAvy7xX2fJBCDhr9yXACok/AkV/uh++FmEP0fSf+hACBAeOI0PqPxz QMgj+3kcEHLzsGoyfVx9ScK8ZYlJoA9tJ3XE38gxleifVtE/K9DncFBM9EvV FFClon9eQb//yh76wyr61rsrsO9Df7RhDeNNa5gg+lNEf4boz7YT/44NLHRu EH3lkrlPvUQW6FUuk4X6NhHu30REKy6XbSI2sIm2c27cPGND13kXbDc9mKv3 IN7Ks7bLiX/T2PBOnxHv9osboTIKdDAK9DjFvi5h/wQzwBqSfJTgRBDn2R0l 9hFiH7YyA9iIvi0Nv53o24m+g+g7ib6T6DuJPofWpd2hdX5vaHURfedB9BeJ fibsfw/5v64mL/2NSTTkOtCU70FzwRhaT5F6KratdA7tu9R70UPq+64GMXg9 JKkfJvXmuhipj8PREIerKYGRlgTGWpOYbE9yOkhhtivFGJDCoiaNq8cHUPzd Htx4ZQAdhcMwVFowwva/cN+NSAcHK7b/NYMH62z/62YTUsYAVszi5piWjHjV jDVD8Fk2wm3LsJ/ZM3iM6K+Q971aZwnuV8j9Ko8Zjv4rbP/LZD5F5pOsBHmP s6Iesi+4H+FkMMLJYIRRgOx7R4Is/x77I1zhkYfYdzqxQPZnLEb4JkfU62Mf hf5orrIfcIxTwbFHxwAjoTeJexsK8n8HNsl9mRwKRsi8wn2F5H5Wcl9J7isV 7vMV7kPkXCSBLPeC+ZTgnpwvk/OVQpV7AfpaYQ3ENkANuz+rSJZAn4ct5VBN eW2drJaPtouq92LBSSUavK8WWGlWqkhooULVQjmiIhewQtSDqgVhBHrhIzIX 7A4HtIIvn07IVzKBcMISnbBmMmUng6YTvexGejqBPjhppRecdAJ9cIY+OJv1 wfx7fKC5qPhggD7QSx+kYLqdpg+Wd33grudk0LiKMemDNUy2rmG6bY0+WKcP 1tWX0KxjqVtcMhdXxVi96wj2rdMHG/TBRg6FsCHuizIg9hsiuM5Bu77SAf01 poF7Iwi0MNl2ibcL2PHzfgve1RrwC60Wv9R04JctdcIGqzxXkzwmTBmaIIMY T/goTRChCcI0QdBOG9g5EThoA2mCOM8/2sBFG7hoA06yS3KSXVQnWdrArdrA Nco/Sxs47NIG84yuEv8/f48K/gLTwxHcP2ZDY66Hyz6GlpOTaD0zg9aSObSJ V4pWL1F1PnRfCqCXKtBSBfqbYRjuRGCqi8J6Lwo7E5GrKQZPc5wqiGOiPYGp jgRmupKY605iQZOUL20/9/1B3Dw+DE2xGdYLdkzeccHHtYprRrCiG2FXcGOd zT817EDaRIDNBFmUvLcGi4uzapOw21YOYc2+zJZmF3fQXSPya0R+1SEqTQWk qYA023+a7T+FFNFPCgUQ/RgrOpJEmAoIjbD9j7L9j1IDo2z/o0EsjVIDo9TA KJd29L0aWKQGZqmBCbMByXBA1cAHMSQ1wNZ/rFDVwJ4ClN7/e7u930QDKP2/ lB4og1N6oFzxQK4yDUyrHpgn/4ssOQ2QfdH7Q/umgTj5lx6gA9LCAQVEO0Pi H6MGaqQF1ouUEg4QUb/mkCKA7ZM1FIAAf/vkvhISOKnCf1LAX0X4q/bBX6HA z0oUKUNBlBVh7cLP8hWI93v5CnYFcOKsWhTACVUA+QwG+QWUXD5mj+cqa/l3 GL7tZGPSobXQiLYiCuCkk+WhBMYoASGAGVUAyksNxG5htyqAvstCAHEpAIMQ wK00LHeEADgP3KME6jMUQAajTRmMN69ismUVU+rl8NkO8Ro65ZL4YvcaBbAm 97f9vcoed7B/DSFWWLuGyACHeFGDa5yfXbhVYiMlLtjveDDfxLO6040tjRNv 9TMUDBrxi0EdfqnV4N+7GQp67UgR/aRpBQnzCuI8u2PM/VGWwD9E9IM8h/0O 8Wt5fM4EI5rXRQW4qAA3FeBWFbB/ehVRVSjAnVWAWypg0WZCaGr0PQb4Dfn4 P9Nas6g/5kZj3hiaC6fQcpr0F8+htXwR7VVedNb60HmRgr0SRD/pHyT9Q7c5 AtyNwHIvAlt9FI7GKNzNMYy2xjDeFsdkRxzTnXHMdicw15NgqBjH2VeGcb2I a1TlhO26GzP1bgQ7R5DUkn6GgFWzg7QbETP4uDZpWtKcFtfCLWl5U50VK7G2 pQ/RAPzeql18b43HNS6TQH7VKX7DCNfr95BxprBC6pddSaQ59ydZCVIf9yQQ I/URUh8ejSM4GlPpZ/gfI/1jXNEx0j+WpX9OoX+E9HvGsEj65zgATNss8Bh1 2Xc7bEWiMBzNOwj/sYP9P0ei/8l98JdK+JWdQQX+Udb48QpMsiT8BF6Bvwpe Ap+FP0zYI6wYKyHgL1Dgl8FfBoCaXfLXFPJzdls/W/IWqSf+sg4JB3xAYv/b MglsstZZawR/lZVh7XX8ShX6in3Qs+OzgoVZ6BXwBfYq9GI4OCMGAck9mT+h MO8l8/O5KvNfk+NoU/4gWgrIfCGZLyTzRR42fzLPsbTj3H7meV6qzPeQ+V4y ryXzuusJMp+E8VaKzKdhqyP395bJ/Ao8DSvyOtZYc0a+ZlZc6Z5uz2CmQ7na Pd+1ioVu5ZqWV7MKX+8q/H2rCPSvkvtVhLSrCA9wVhc1SG80h3DjpBkNtQ4M cRAYbxhBUOxpaVx4o99O5tn5dez8Oi3+vb8D/95xD0mz4H2ZvC8rvDPwR1hh hv4Qz92AMwk/y+dKSN69bsF7lGcfmfeQeQ/PTo/3IPMeMu8h824y71KYn+d4 +sbO1nvb/m+oCSsTfoB7R5xoOD6GxoIpNJ+aRcu5ebSULaKt0ov2Gj86LgTQ dTmI3mshaG+w7d9i278bhuleGNb6MKGPwNUchac1irG2KCY6YpjqjGG6K4bZ njjmNXGcftWE8+dcaL04QmGMYaJ1nDIdQ1I/gmW2+wzbfWTIhoQxxSzERi3K TJLTlpR4kZyVJIuyCQ9mbKlDyNgl50lO0hmu1AofrYiPZH2Zq5Z2J5Ai50lW nJzHWFGyHiHrIVZwjLyPsduPMfSPBVXmadExjlVjKvOje8zPk/kZMj9uNeO1 nW212/8JQsMmCb3xaBb6kwr0xwj9MUJ/7EDol9CbCLuVsNuPKR3fI6GvUKDP FdBX7kHPtL8L/YnstF+NOCFPSOBrmPprmPprCH3NHvSEOmcXeaXbE2qV+JM1 EnhGgx0et9XKPhaBQOwNEP9fUzr/IyVQqUqgAtEitfNLCZRJCYiuX6K0/g/z SAsUsO0XnNlr/VIDzP75Jzjj5OF35ao+ieFbo2jOH0ZrgQ1tBeS/kPwXjZL/ CQZ/sQc4h45ylX9xlfB8EN0Xw9BcjqL/aoyDapwsJvj3JGG+k4K1jg64l5Yv f3M1LMPTtIzR5uXda9lT7St7l7S6lMtaiz0ZLGky8PZm4OvLwN+foQMyCGoz CA1k6ADWIAd3Vnu5C7fL2dOusu/fY99v9SDRw74vblCgs+FdPfv+EPu+jn1/ oBWbgzaynyb7LJ7TUXIfkewnEeRZHGCnF+z73Cr7HlEq/xxRl+SIyrN1ZEkd URn7R6ZV/sck/4vkf5rZVPL+X/ax/7+or3jTXZnH/SOjaMibRGPRLJrOzqO5 dAktFT60cVHbzwfQSe57robQT+4Hb3H6vxOCsS4Ey/0wbA1kn2OPuyWCkbYI xtojmOiMYqoripmeGOY0MVjqfSgpduHOlXH01U/C0TWJmYFJBIbHEbG4ETKN IDacEO/UMybwIbKv3A1G3KFK3BkmLcpKpEXZkodogKR4b409QeJZTvF/5TGH 0McJ5TIXLOWJE/s4EkQ+ztk+RtwjbO9hIi+wDxB7/zhbPcs7zsUcJ/rjWfQX WHvoL3AxZ4n+pJ0z1PTk76oZPyyoPyKoV0f9Xeplxifzn+SR1B8j8cdKZJmP kfpjCvUuEu/Jtnp11p8h7XN5YtavwhJp9+1SXy1b/R71NQr1+4jPFNYymteS +loBfa144Q+PmyeV2hJf3jpZK6Dnox3xSMD+Wyr6Srvf2G351Xu0s9InSfvJ PdpjRftpL1doZ7HlS+BFzBddfz/vBeS9YI933wnBe66ynP8b5oxBxk4Dkbei 9YSTyBP3wjG2/Am0E/d2xtD2sgXGR698UUDnAdyjGLjGmE/cDcTddCcJS12S uKfguJ+CsyEFd1MaI83i6rW4TLWMyfZlDqbLmOlcxmzXMofTZblDvahZwVLv CnFn9a8Q+RUEtCsIDqwQ+ZUc8r5C50+2BHDzDDv+RXb8O25OD+z4XeIqFjv+ oAPvDLHjDxvwS/Mg/t3agx2Ti6Srb3iRr2zn1MmzN8SzN8jT1s/ykXJBujdL +ogolfZRnqCjPEFHeYKOLqh5dHrfNOrGvN2GTDzyKNr/SHb6uz/xcMifQEPB DBpPz6OpeAnN5T60VPnRStrbLwbRdSWkdPqbIehuh9jpSfx9Et8Qgr0xDGdz GO7WMEbbwxjvjGCyK4KpbhKviWKuNwpLiw93b0/jHmnvI+0W0u4yjGHBMIew gQ14mI14OJ6DmDHOMBgX98Y0E1iLUilRVn47bRO/dN0WF79v3R7HsoPlVCrt jHGaj3GaZ3G9klyvBNcrTshjrOiYAntIAD++H/aHgB/fA36RwM9zPWe5nlOc mEasVtnnf1fd1FeIz3+I+N0enyNx/w/7gC/dBV5s7mWBH2OLVzb3KjGTqwKf nwW+GgFCvgt8gQJ8MtvmH2rxOaLJK7gfIrx7uEvWRRMX3yDsu409S/3OqZoD 5G+e2k8+JweWQn7VPvIrVfIr9sgvkuST+kJxh05fIfN+IckvlFf/Cs+KNxZI +kl+QZb8AmaaPGRMRnVt/4xTpw5NuRa05DnRmj/C1D+GtpOTaD+jol9K9CuW 0C7Qr+UpeoFp/xInfKKvvRaD7ga7/a04jHcS8hVr8kUr95NwNCThakrC0yyu UKfkRamJ9jSn0jSn0jRmutKcTNOY70ljQZPGYm8aS31pePvTxH8Zfu0yAgPL xF/85rjQYJpTcliXpoacuF1lQ88NF/8bHix0sNv3urE9yG5vtONduxW/cBvx S88Ax9YFlXvOm6J4Hod5DgvuAzyH/TyHfTx/vaIk76xRUWHWI9jP5lK3mEXd Yg6VqP/FPux/Uw34A5fnUPfTcdzPm0bDyXk0nl1CU6kPTZV+NHNyar0QRMfl ELqJfB+b/ACR1xP54XshmOpDsDYSeyLvbAnD00bsOwT2YUx2RzDdE8FMbwRz fRHM90ewqI1isGseY/1++HVstHryN0QODTHyEyP2LCMbsrgXrjlG7mM5SFh4 SFpj4g4fPKZsLLu4vVzKEcMnJOspZxQpV5Tze1SynmQKSnCd4lynGCvKhh5h hci64D1AzrPML01wWprgOk4ozC+S+UUyv0Dm50enMUvmp12jGHM4MT899Xvq LC9wH87ifrTovZH+2DnZ6IvFuwh3eS+Tsd5Bzl3HxCZehcp7pcL7ww2eUV7w HtrlvYa815B3NvjC/bzvNncZ6Yn2huBboP6YQF2SvlunxJ8S1B8m57WSdVkn xUYfH/wGca/Zm+9PZZGvOog8K3FSIF+pIM+GHypSkS8qg8L8Y/uYV7gX1Ivv nRbfE8wXFKnM5yNjzjL/ZcwOh9BwzIzmXAe597Dtj6OVzLednkHbuTm0kfk2 wTxbUwfP006ep92X2PKvRNB/jS3/RoyDaAyG2zEOlHGY7ykXoe0NCTgbE3A3 i0tSSXlJarwtyaE0yaE0xaE0hZnuFOZ6UhxMU1joTWGxL4Wl/hS5T8GnTcE/ wAmcFRxk6ZjKWRNtPtwsNqHxCnv+PTc/H0GobwRrwyN40+HBO6Mu/GLSincn 9JzmEyrvZF3yHpOvOw3y/A2w5OtOeP6S90MS9I+yBfFU5Ri6tH/raewg7ovE fc7pxEo89h7cf0vF/faPRlB3bAr3C+bQcHoRjSU+NJYH0FQdRPP5ENouhdDJ PK+5zkzPPD/IPD/EPD/MDm9mh7c2EfeWEFytIXjaVdy7BO5hTGvCmO0NK7hr ifsANTVIzHT85+iJHUvBne13OIqIkSXvLsu2bGZ7NkcZ8y08JKxRcVcOG9u2 neVgEfEkK+ES33ZH8HEkPGHGdxYXKMaKcInCrBCpDrIk5RP8z5NwL2tRVpAV IOV+LIx7Mc8lnOcSzjItTXM2GneOYHF2ntCK5frAHuZHChXMjxLzo6eVCP/7 uxHeqEb4LOU20u1gubOU56qU52Upr9rr6ieqdymPFOyjXBJey8G9lpTXIlOk UJ6jhPgs4Qd6uWB7W/Zz2dn52e8o/V18nVBvnVJmfAH4OmsP7v39vGof3Eo/ D7MUuMuVJC+rVMCdI8n+8C7bvsIzkm5fIdkuJNsFBVg6kY9Vsq3I829guD6F xmMONB/3kO0xtBROovXUDFrPkusScl1Orit9aCfXHYzynTwpey6HGTvZz69H obsZxdDtKIbvRmGq4xB5n2zXx+FoFJea4/C0xDHSmsBYWwLjHQlMdiY4dCbI dRKzPUmynSTbSbKdJNtJsp2EV5uEbyAJ/yCna1HynkMsfRLttU7cYZbX3PfA 2TUmf0lE2jaBndFxvDU1grdnHexDPkSYRiPsTeJdZ1mmQ5LpiGA6R15BPgTv KFuOqLEQn00eeWDq/BCPWbAXWfO7YM+7R8WAKUH+r++BmtE99Dru/GQCdflz uH9yEfVnfWgoDaCxMoimmhBaLobQfkXp4b2M7Vr2cB17+BB7uJE93MwebmsO wUGoXW0EuyOE0c4QxrtDmOwJSbBn+gh2vwA7TLApI3GvSR3p0pOyIcJtINys 0DD/nWFjBH8sb4sYNYdlxSwsqyi2ZBvLwfYsyslysbhEMVGEOjYiKoQo1yjC NQqzQuMhQh0i1CFCHdqFekmFekFWAPNcwnmCPUewZwn2FMEed4/DbXfhwYMH Kti/osb1Ew+DzWL/Pnr2ANk5kutPqGSXKWQfP9i/p/PEllwV5kn0InO6l+Xf T/aJGsQOkF2jkE2i9/fvNdIqAvsBvOXue+0u3R+QPB9SUrpKdY5k+tcVqrMp /ZSgunof1VUK1azoyT2qA4JqtmxfkUjqRaVcHl8Ru3YRO3YRqS4i1UVZqk89 RLVJpfpPsRrZQf0RK8l2M62PofnEJFqKZtByZg6txQtoLfOirTK7dRTkMBlC F5Ol5iqT+vUIBm5GoL8dkVeMh+uiMN/nsFgfg60hBkdTDK6WGDytMYy0xTDW HmfHjnO4jHO4jJPsuNxKntPEMd+bwEJfAov9CSxpEyQ7QbITOUQ7wbYR0CXY iThYD8XRcXsMjQ2jGNJQ/cNTCDinkB6fwNrMCM9Mv7zzhHiLeYgdKMTuE2LI DO4Brb4iJLxLtKSZLZsn6Ycl05Lo8YNEz7PPzLg8eOO1B3gP0h+Tj38f/Re9 uHN0GnUFC7h32ov64gDqy4NoqA6hkX26lUrsYJ/uZp/uZZ/Wsk/r2KcN7NNG 9mkL+7SNfdpBnF3tIYwQ59EuIk2cJzVEujeLdJhIh7AwIH96nfjBFaRZBjZR VnBY3NqUaIu7wJtFiT8bsYR4DkbJdNTOcoTF3YKdIqtEXfycKxQly6IiZDnC 1QmP7rEsOR6XHOdIkD+qoswfRVYQ88R5jus3y/WbIc5TI7NEeRIe5yji8cQn DgzeKslHTj5E8jm26qPFYrftKNvz0VJZlqME+ajaogmw0qIrMZH3MMhVuyAH Jcg1bNEqyIX7WnTRwRYtQBYQr588Lxr1eY65mzxuZevUeXLM4scd1mOC5xyJ 928qLZq1sb9Fn1JhPrUHc4IVz8LMDK7AXIHASQFzuYAZ/1Oai/bRXFi4S7Mi yMehvzKN+p+6SPMYmvIm0Vw4g+bTc2g5t4iWUi9aKvxoqeJ8yHm7jfO2nBGv sEdfD6P/RhiDt8LQ3xEXgiIw3ovAXB+FtSEKe2MUzuYoA2SU82IUo+1RjHXE ODPGSHOMNMc4N8Ywq4lhrjdGmmOkmdUfI82sgRi8g5yJReni8Os5Jw/FeKLy 7xjwwzG4iIGhcTjsY/C5FhFw+BBkwxF3iQgSY/HuzyAbjniPVxbjvcYclk1Z 1GOS4g+pFGf3gxY5G85jnk1llk3FP78gof3f9wH82yrA4o48d45zti5awr2z AdwvDaK+MoR69uMmmq+N69XJftzDftzHfqxlP9axHxvYj43sxxb2Y1urCjD7 sUcA3K0APEGAp/oIcX8Is4R3jvDODwooFwnwr8n7I/oIsI/w+glvwEiITeL+ oIRPFNENWQmjjWVnOVhOlktAHHaH8RGECW6I4IYIbVAU1yQwpoDrG99tvjkS 2V/BwiR/BNbchKggZgnvDOGdHlvC5Og8xj0z8LgmMDe3yMXJkmuG4af7yD1C co+o/fcguUZSayS1klwRro+r5Oaq5L5fCz6RJbcGoYI9chMFtSS3di9cFz1E 7sl95B7eI/eU/JgjsT0kwVXG52zU/pgkeEutgwzXkOEaye+yaMinVIZP7TEc YYXZlEMnVYZZvpOS4ZOlYsf8JBk+WazWuT2Gi/YxXJD/++qLNep+bGczHkHj 8Uk0nZhB08k5NJ9dRHOJF83lfjQT3ZaaIFqyMx/jYY+6xaO9SXxvE9+7YTbi MEz3w5z9IrA2RmBvisDZEoG7NUJ8I8Q3QnwjmOiKcgYkvj1RxsUoZnqV3d65 vijm+6NY0EYZGzm7LQ1G8dtMjqSX1Po4CvpFcRz0cwwMMDIGLCy2lYCNxdYS YGsJsLEEeHb6RfH89HnCavMNKTthPDMX1dabIzvJh/bNe37Oe14ssAcrs94U JlzK61z+ch+5yguN/x5aLsPt/AXcPeVDXXEQ98pDuF9FcrlUzVyqNi5V53WV XLZdLduujm3XwLZrZNu1tKjktqvkdinkjqnkTqrkzpDcWZI7R3IXyK1gd0kv bkBIuoZJGan1m9gmSWxAlLjpJqkNktogqQ2S2iCpDbpYbpaHxfUIiCKxflFj Kq3joQP9dX5CRZXIzvLjjKwgpmm6KZpuYnQJYyNzcLunMDfvI4XK3SRDRHaI yA4/jOwRInuEkflIseA1RwL7eweQdR57P2SrMJsvkK0+iGzBQ8jKZlu712wP IpsjmJUjsXiV/x6rpJdIyvYqLmUJMk+/P52ZLJ2iw7JSp7IdtopReY/O4B6d ORLPwxLPPTjPiS/Lu2udVNksUthcLMhXxffHWA2/hnuvulF/dBwN+dNoLJpD 0+lFNJ3zoqmMcFYE0KxuyLReVHprl7op03dT2YOV85u6MWOqD8PSGIaNcMq9 2NYw3G3h3Q2asc4IxiWgUQIaIaDKvuxsX0Sd6UQPXBiI4Hd4FkawqI9gSdwS 0xCRd7rzcZzzMQD6SKePg5yPdPps4o5LPMPEnVXE3RTE+6Xd4r1SISUSj+wN uSQTCzwDF8cFoRMiYy4emNuUzZg5Ajo7OotJN8frZAqPIPTPsRJ+AzeOzuJ2 wRLunA6griSEuooQ7rG3NjCLNHO92khxJ2XWw3Dcx7UaYG/V1R+k1Mreaiel TvZWNykdEZSS0PFekkpKp0joNGuGlM6S0nkSOk9CF4b4w5PQJSOLhHpJp490 +kinWBe/ui7iLhM58p3kh2gtfs618Y+Ir4nXkD4Gr5o1FpW1kWTmSC4/+v+1 d6bPbV5Zer8BKcueznTimU66p3vSnumapKZmUpXJpDNZK6muSqUqH/KHjBdJ tmVZIgmQ1MZdtiRrISXuFCnuFHeCBEhi476B4CJqoRbbstu03bbb3/M7514A LyW5v6dKH84rCLTF93nO85zlAiAzrlx0sUDMQ9Y8TXV2JmUSiTUTiS6ZEHPO 3pdf/9J95vz2iDPoETUoRnw7ID/fzuvPt8Wfb4s/g/v8WeL8War+nMeb6s9j zp/Hvf4sz/ozT/xZ+QP+rGITrRJ/ihmlof42Gz7xaa72U1baQFWmp+qia50q e22ledWaNZA2a/l+s9JStZUSd/2Ylbjtx6z+57RSucihFS30Ja6F1qgF+4z6 S/eZ9IEPV0zt4RlTd3TBNMiBaUHSNBalTOOpTdPIMtZEV5DzleZztonedGcs 3Zft4Wm/W8rknGUU7QUb8GkTPsWjU+hvmi4RbbPnLfF2fNqBTztppl07LGn4 FI8usqQts6Rl5rz+HboFwYyXxJ9J5ruk/sg5PDsuP0QG7+HPFDpMocMUOkyh wxQqTMm7QdFgUiIusxsyzKUxWnuuWQnmijl96swDNIpNljC7gM0z9qbWNqwX /73Hlz9zfH288625dHTVXM3bMNVF2+ba6dvmGjNvbSW+pI41X3C+pIZ1UcN6 4aa/zvpymJl3jJl3/Ibz5U3nSzwZo3Mm8OWM8+V8n/MmfCzhyWX8uELXXMWT a3gyiSeTeDKJJ5P6YzNuu4/I7uciFbN8rLtaJXRorSJWIWNl9rbXhz4xoQ8X 3mahm+M6y26QmNk0MbrldGzFTEzNmy+/+p15zQ24X+zcNUOHnRmPPNMtfWrH 18SQ6kfrxrPWjUedG4+m3fhD3bJif7fEgV43PsoXR1bhyCocqW40TwgxpNjR p2aka/pd19Thdk+30r2MJW3I33O0fb5qfos9037MNtAK9eRD4oG/bL8nC8ST perJTZropl9+wMyG/4ysp346qJ8O6j9pQ8ZbmmjGmQUFJpV/wqzRQl9zPwxx 4Py6uX5kztQdWzL1eWumPpAyDSc3TcOZbdOA5BrdOYkefZ63r2noWQnS60N6 /W7dGq5z1mzcsWcmSHASCU67c5O0NRMdO1hzhwEOa/bssH4R2HLJ0x5WXHtY Ze1axZZr2HKNtSs5TmDLJDJMIsMkMkxqa0hqa0gixTVkuKatYVU9ueqRIH/m 6sR2UFes1fSKlVmvVkyc1Uqt+PceW/5Zul3ewZbvJc2Vgk1TXXzb1Jwhypwt KVvNcNMKNzfFljXWlrfElrTK4ab9tgzDxxStMoIlY1gyjiUTWHIWS87BxTw8 LMDDIjwsYcllCSy5giVXsOQqllzDkmtwsQYXa3CxBhdrMLEWFfzCxEHlQpgQ HlaIZXhYIhZn5b9Z0J1TjKg2dDHD1xJEbGbLRBMbZiq2ZoJTC1jyG/OX7nVb seNI2o5HsOORwqebo7Hd8RdP+fFstjse83TH973dscL6Mb1w5u3348P8tB9d hyywHfKJ+tDTIv2Z8LRIxtiAbYveQdanTvwxgyyTMCFr5icB68VHGS96+2OZ 86L2R58aMQfbnVUzihXFltIh/doh/V4f5uPDPLN64n1rw1+bT25/ZarfSJjr 7y6a2uOrpq5g3dQXbZr6U9umnr2pAZk1ILOmc/bIsi29O122x5Z9NR4rYsPR BrGiPf0I0SEnW7MnIFG6QTy9S2HDWWw4hw33dQPktzRkO4JIb2V0v/RWkd4q 0ltFeqtIbxXprSK9VaS3GqO4r8TFkcsob3nGhk+0l6tT2cuZfcl2hfSutGbi 0UXz9dffPGPBn7uJ//Gd78xH76+by/5tc/XkbXMVbmooUbVV1oJNWPCGWBBO OuGkBwv2YcEB+BjCgiNwEYSHcXgIwcMkHExjwQgWjGHBOBZMwMEMHMxivzk4 mIeDBfAvYr8lOFiCg2U4WIaD5UmdNKek1KzAwQocrMDBsnCwLKPBEhT8c+oL /waWmifmZrN2myESc9ZucbUc+ZnZNtOJTROOJc3o5KLZ++qbX7kXqAYO4brD eTRCcV3Auu4IrjuC646czHTAsXdcF3z3rDvm+YGZFMftn0mf7YL3067TLlhl u2CBdkGftsHcbCP0a8isWSUNzh7y+KTh2eOen+C3KvWcuO1zfKaLIz77NJBd Hvf7rdzcc37b8Xt6n8ZZbX0+tdsrnt5H3/Mzkfq9fjthPg9NmL9QJv+dvtRX fWjOXDu6bGrzkqbWv2HqirdMHTW9To4XEVVDlT1ibKHvtV20huuktvfQ9/pk FXIHFmo4zBZEYONiuBvOcLISOcPFEFpcxi9ENvNUnZ9HaAsIbRGjLSK0JSe0 5XEnsrAV2jIyW9Z+t6z9bhmhLVHll7TfidByVGiLrr6/pAPXS27tkZVnS1ee GCNW2mT/wWOyXziVPb77nbnASnipcNtcZvS8Ah/VjOfXKT51cNEIFy0UnjZ4 6ICHbopOLxz0w8Eg+IfBPwr2INgnKDRhsE+CfRrsEbBHwR3HYAlwJ8A9i8Fm wT0H7nlwz4N7AYMtgntxEg8tqr8Wgb4I8EVgL4q/FuKy/M2De04C5LMztnv5 1FCvWEu5iBIRvj6d2DaT8S0zEaXlr94Br32XduJCjRnOeMv/rLeOnHruhCne ijBdpr0lL34sPLPv0dFO/AFv4amMt/Kli31SIJ3KO2V+Zs1lZ0ztZzJayqgZ sCPlnhstffKM7WevWo/x6EnAO1vS0wLWY+Iv6WfiMdn30h7bCuAvDZ0vAzpf BpgvA6dc4LNAse1r4jO/9dk6fe0JPrNzwt+pz64eXjA1x9bMtfyUuV64aWop 3HIYWIuu6txRQxPFu4Wm1uaOGzop4D01zme1zmcU8dH0HEUhn0BnYfGZrDgy S6GzaJct5DJLJfpcIR+whXwOnc3jsXm0toDOFtDZougslNGaSs0jNJ8oDQuJ 1BYQ2cKMDanj1POXdII6YCcolpiZmQ0Tja+Zr3/3rbXUrz32+nMntEf3vsMy D8zF4m1ziXJzmd5+lVJTAwW1WKuBMtMM/Fbgt1NiurBWD9a6BfQBYA8BeQR7 jVFWxoE8AeQQkCeBPIW1IkCOYq0YkONATgA3gbVmgDwL5FkgzwJ5VnvXnHpr DshzQJ7DW7PirVnt3zNAThBx7d8xeYdFVA6GxUcvmWmuU3w1jKMmYltmLJIy syt3/7Xb2m6PTJihQxjqMIY6/IyhfOqon+KnM8/xU3Zjm8NH4qclJsSV49ZP 6/hpg9hSP1Xip8qsn/KzE6JPHfWy7VcFdmtTT/n3eSrXWcrtZVWuS1krVVor /TNnIzsefsKfaqVAdjxUKwXcaMifOwFaFRYSK/nUSAewzFk1U9ZKJ9VeOiIG nrXSt/fu/SrtpJ1vzJW3F031+0lTU7BhrhVt2wM7nHQdCdVVOidRoVuQUdsl e0CgTsJFfd5tBDmNiJNkHMJFE8gphIvCuGgqPRIhqSgOinmq9QySmpFqjYtm kdQckppDUvNIah5JzeOieWQ1j6jmkdQ8kppHUvMiqTmVVLpUz6mkmIUO6DB0 ILN5xNk6IvF1s7CyZX3zHz0e+qV7Waazdtecp4xcLLltLlFCrgC8GuDXKR/1 gG6iNbUC+ialoxP/dAO4j7JxC7CDgB3COyMAHQPoOEAn8E4IoJMAnQLoNEAj AI3inShAYwCNATQG0DhA4wBNADQB0ARAEwCNS7mIx8ROMaBGARpJSL/habHK K2aK66SLMF8KEePxbTMW3TJD0ymzff8J2OxHNbaHJ8wg7hk55NxzOD3uedrR kdM/0I5KTMwtWFn7lJsVYk3tU27t41mw7jr76JKFaTItqaBqv338tiWphcQ1 6YFPGpOzjVgoVx+9qs/91g18nzn36LAny5XHPQ9oSLsBcVC5uRuwDrqtDipV 95SYP1YPWffsd5A2InFPgKEvkHZQgVnDQX/l7CPLu5x1Xz2+bqr9m6ZGFng5 V0NB1xj26qrs2Vqjs493i+jGOr1Y51Z9dpMYRk2jN7LbRGbQYZOYQlHTWCeC oqI0n9gPVOOZdDUO22o8i5pmUdMsaprFNjMSCGpGFokZPc+YcROOi1zdIA5k 9oco5pmKp2hA31nD/IPHPK+5Nxg92v3efHBqy5yn/16kalwC9hV6bw2Qa4Hc gHFaME4bcNsxTidQe4Dah3H6Mc4gUIcxzggwRzFOEJjjGGcCmCFghoE5SYWY AuYUMKeBOQ3MCMaJADUC1AhQI0CNADUCzGkJoE5JpZgUvGKQV9QiEy7GcVWQ GIttm+HIlkms7povvvrO2F8S9pdm4K08M4xdRg9hFYnDNJvD2OXwSc8El96M 7Gn9pJveYk9Nb9ptMnbxdpsKs0O3Ebtox8mXCS5rF58a5oCzzDksY+OJ/5yc TfjPiWHOycvhgXO4JhM+Ncqf2vOKQFXGNp+nbRMQ21R6ziQqzMOAtY1Y5p40 HrVN6VO2yfU0HbWN9JtTtukc2GeZFJa5W3vN2Ab+b9UyHx1dMVdOpMzVwJap puBWM7BUo5trFXbprmdoacAuzWjnBoX3ptsJutBPD5bp8+wFQ2hoBLuMYZdg hxteut3wgl0m0dE0dplGRxF0FB2xBTjmCnDcFd8EGoqjoTgaiqOhuLf4HjBx JBJLuJixw8sBdccBuwi4JSAc2zBfpX3ynzw+sbPrX5j25ofmg7Jtcx6cF8D5 Ec3lChivgbGOktAIvhbKQRvloJ1O2gm2brD1gu0W2AbANog/hsE2gj9GwRYE VxB/jINtAmwhcIXwRxhsYbCFwRYGW3hKLDAtlg8DL4Q9JiTEHuMxcUYw5tyg juBfJ0b4T4Yi26Z/asts7f7W/I0bOeMXrjOKFdBMAs4dOONQsccdzhlv20YS cs6Ydo0k4Z3DjpXvd8aJ7BwmzriTl53FdvO985htJj71Rq5tKH7XUKSHfKZd 4/NA5hzBtZaAvnvEX+VtJT41hjuuC7h5jNB5LCDWqMh0k3uB7Dwm1mAewxmF XDYK9cyuEFsU0k0K9cenFJ5Mz2Iea6xjjSfh0L9xJ8GPmcV6a+6ZS/kb5jJb 8hXmsKs0kmoaSQ1quUZFraWi1qOYJraZFqpqmxvnO3FGN67olZEeVwy4kWQY 5YyinFEqaxDljKOcCZQTQjlhlDOJKyZRzhTKmUY5EZQTQTkRlBNFOVGUE0U5 UVwRRThRV1mZ1mMyeEXidh6J6PsrI/Imj6geEkTSi7FMJvhiPLphvvz6O7XC f/bY4lfuDO7hg+9NRemWOcfM9QEgL2D9SwC8CsDrgKsHXBPgWgDXBrh2wHXS NrqxRA/g+rB7P8AGsPsgwIYANgKwEYCNAmwMu48BLgi4IOCCgAsCLgi4IOCC gBuTAOCohIIckQIwHBVAQ1wH+cIA0Te1bSIrD81nX373t+6zCNvDITP4VgGt IoAhCjGEmEE+WYgTfra/SxD7vHDUemEWH8ynh6rj2aFq/55vvaCdIj/tBQT9 UFeSRwXZ2Uqbhd8zX8lKYocrFb96IZAJK/4/ebYvBCoyBtg/TpXbcaqwzGwX YoDCEtE/cVYs4FMH5GQ8IA6Q555uD2vsJN/ev+fa7V+b7pq75iMmqUtMUpdl j6UtXGGcqEYXNTKL0xbqEH8jJbMZbbRet/N4B/roQh896KMPfdxCHwM3PWNF tx0rxtBIUMYKNDJB2QyhkRAaCaORSfQxiT4m0ccU+phCH1PoYwp9TKGNqYiM EVEpn5MyVcRF2rqtHtAp/ID+VUaMCYaJheRDs/e16wT/xSP5v3KTRSy2Z8qB Vgmsc8j9AnK/TJerpgNcpwPU0wGa6AAtdIBWoNwESgdQuoDSDZRepN4HlFtA 6QfKAFAGgDIIlEHkPgSUIaAMA2UYKEMSwBkCzqCEnvoNTMvReT/X/oiNWzzu I7ont83U8kPz+Ve/t2+C/pXpR+FDb6Hwt6zCRzPl/tQ+iY87iYedxKPv2aOs 2fSLM++7Y+Lj+1+c0ZKPtHfyPCVfZV5l9we0/Ejem/BYLh/ri6OfMOt86sKn I9EfyUiEkKs0ROefOZ3rc5m/U/CfaMH3aj1d6LNadzNQoVfrpdla/yNPrc9q XZS+UZit9ym0vozW/8ZtYrMTT8z5wIa5SJH/SPZNivxlivxVRoLq9NiMxhsY C5qeMzp3o/EeNN6HMPoRxgDCGEQYQwhjBI2PutFgbNCOBkGEMY4wJtD4BMKY QBgTCCOEKEKIIoQgQiR9ImJnApkNQjIXhGRsloH5YGa7DHlG59Hoto7Mquz/ 5lG57Wo/ZTDaM23dj005XasKhV8AzCUUfhWFXwNIHUAaANJEMW+hmLcC5CbF vB0QnSi8CyDdgOhB4T0A6QVEH+ruC4p6+8bFjX2A6QNMb1jDZ3onaUQ9k2LJ bq6dPN8hYBcfmc+++r35OzfBxM7XMt8HzDByHnnLynn00Ek7vRzOTi/jP/Sq h1uFM3L2nMzaCaaSql2pks5Uba+kCzKSdjN+ji3dflu6fVq4c3QtfhKw67HP 1nBR8E8yWv7smYH+D0wuheUq5h0VdKkKWgt3kQi6SAVdhKCLEHPRKRv7BF2k gk4i6CfhsPnb9P53/zvTWf/AnD+9bS64HfAjJpZLVLfL5P7qZTfjkv9GxNyM mG8g5jY00H7DzrldiLkHMfeig1uIuR8xD6CDQTQwhJiHn9fUUcCYp6GPke+x qWwzD0pIGw/qwCLD7bgLn/4tVwddGXIHpreo2N+rfP+7R8q2N/3cPHj8vYnN 75lSfFkJjA+BcREZX6ZQXwXCNWRch4zruf1GZNyMjFu4/VZk3AaEm9x+OzLu AEIHEDqA0AGEDqTcAYx2iQnW7/aQKPcm1zaQtQS3TfLenvl07/fm792rKVtD YdP/pp9iXIh6i1CvU+6h7CGOV7kh7xnoe0+fgXrnjQqTOmHnDSnG23kVmWJ8 N9/OHM9Rb7ogizI/kZfpPtUXEjK6ddr9TE8/n+hrCPbIJi3Vin1SfZCWK1K9 6+Saqb1FpSJVQl9DKNJh26NXee6kDBlpvRIp9LqKXm0be8082v29qTqzpXvY h24Pu8BgcZGie5kaVS1DJ4NFHXWqgQQ3k+AbdOI2NNqORjtIcidJ7kajPSS5 lyT3keR+6cSDthMPkuAhEjzkOvGw68Q+7cU52omH0emwduHhiGxfMmmOeANh ynMye/ZPb5vtB3tWkf/Do05rwJ+YCMps6X9kSlFmJeb6AHNd4KYvcdNXueka jHUdVdZy0/UYq56bbkSVjdx0EzfdhDKbufFmbrx5FMM0j3FpGhMpNqHQRh7V A2j17p558uX35h/cTND3ht8MvFmIFIuQYjHT70lXRJ89S3xmBTzmxt73nzMT nLBFVKWYV5mdC/LTUqxCilVmt0Cl6FMt5phH/uwInFXkAafIT1GgqO5Tj/p8 Wir/2DwuTCuw3DwotOq7pwp03b8IBRZlFbhRVOIUmPt0xVQR+lR7OSaJ+nbq at1rxPYUIBH9wlSivirU9wEV8gMq5HnKykdUyCsksMbNgHUor4EkNpPEFspL K8q7ifLaSWQHyusiid0or4ck9pLEPpLYRwJvkahbJOwWietHff2orx/19aO9 fnn1s19foZHhTxaaQRs+/UuuToF9cpa28kimP5XZ//RIzvrox2b3k+9NZHnP xFb3TAlyq+BOz3Gn55HbReR2iTu9jNyucKdXudOr3Gl1P9+meoD+XDMoPrgq bxG8s2cWd/bMf3WSkup2642AGXyzyAy9WYysTlpZIalRJDUq70bY15dLbF92 Y+aMZ8x8XnWzsqI3p2WVn65wVVZWaGdXtqoHeqiQbtGP/Ro5oqoDoiqkpauU t+V+LGOlFLN/asWEqHY9YrqDiHYQ0G1iW4WUEZNqKUdldNAJ6aQNLWFFZhUh fXv/vmsCPzfx+BcsENumAgFVIqBzCOg8pesjStcVKkA1KbnuGbEaEU8zabmB eFpJSxtV4CZpaacKdCCgTlLRSQXoQkDdCKgbAXUHSVe3fpqwB/30oJ8efYlP R6xeVVEP1y6enFzW8Uol8huPXH7t3v68+wS5JJHL+p6Jp/Z8JrGxJ6fPm3tm VmJrzzz+4vvfOBH0IoD+N4oQgRXA8KFTZgQBjCCAESeAIDVl/N1sXYm8l64r ZZn2togAlo+n60qFWT/haXF5T4kg39PmCmhz8smFB3r2qiLwV2Xqy2OdzLS+ fOyvzNHc53pVgAj4n0UDP1IVPPAo4S4qECX8YEmRi7wFBS28tE8LKbSwxk6x U1dnX8L6FyaGDFq7H5kyJFBB96qqcaMJEriEBK4igRokcP2p8aQJVzaT/hZc eQMJtJL+NupH27Dk9+aopLYNCdwMekYTGaO5IoP2sB1PUvf3NMv/y5PxQveG vq2hSYxcZAbeKCaPJ80QORw+dNoMHyaHR85gZHnj9xhZ/Kk1smdflBzOSB4x 8YIzciaPJ2we1ch5njzme/OImQusmX3aJXIzI4uGpO6R2PmxnhE+xsoubfJn jj74cWYmkRQ+JHUZMxdJGssx83PT+IezmCSLK2Txm/v37Rnxn+lwGZ3bM2cu bZtSukAFJj5HBj+kA1z0tPFqMniNDF7HwLVksI4M1pPBBtfKG8liIxlssm1c urhpIZp1X2oJSvpayKY0dpkqaeWasv/tSV+Rs2DP64UufSfN4FunSJ9N3TCp G3lb0nfWjJK8IPU3RGhrf680Y8Fsay83S8fTdbhC05epw6RN05fvtWGVuVuQ qcWaPevDHPPAr6nTgnxA8pdLiuSjRZnhsVA+cC/XH2uy0onK+q3s6cqrTXyj +Kz9M52yA5mUrRcVm1VStl1Xb+xi8DMzvbhnokt75ixOK6VTV5CnKvL0IXm6 QJ4+kv7X5fpfr+1/1bb/aee7RlzHbdfJVe2w/XNw9rFZoRd+smdz8n+eyclB s4mlel8vIi8nGbtOkZfTZpC8DB0RKw2TkZ+bEXIySj7GifDRUnpjKaWRvBx7 Ki/HraVWyMnqiYqsrchDJi/P2IqgNN6T0nhfP9S1K5WSgeqB/vSyB1INH8on ux7qWJXOya6L+xJFNi93nmsg+QXJG8ViIVLyMtf0bHXapMjIOhlZY7pfpCX+ 7v7937hPvz2gu8ToLnG6S+vEY1NCIspIRAWJqMIw5+QTflt0nflt+eXWC7f3 zMdffK//sxL8fz1kF+vjX5rpDxpM3+snlex+iB6A6MHDZ8zgkbNmEKqHIHrk nRIzBtETkCxkiwGi75WZeKZ+lVO/yl0fqrBkH8+SncoTwm0dUxPIR+Z29KdA 3il4Dt+5Gb5dKOVctFztuvVJVyhPxxHW7xVVeMpWecYNsO4zm8WW9lKhXsPy f1D5TxUL96fh/pRZg/9l+P94ctKyVfcMcwfN57d3Tfc/Flv2kKll74wZOCxr m3D3U9grMSPvllI+Sk0I5iZhbZqw7JWbGRjLsJeW6on9UvWylykj+iadHf3J ekqhpY/n7ukP6LgHb/e9AXO7UvHvaw+/H7AivadR7hO+fCrVA1BW7igrg7Ey Zc2nrP2RcpbSOOviDHydNkliDd6W4W27vkFpqvdQdtKJLTU4Zbqhq/eNU6YP um5BVz90DSC2gbdLzCB0Db1TirNLzfhRoaxMKYsIZdCVIGbTlB0Xyiqs4LyU 5QlllVmHi9i2lSk1OUX1jvbLOyK3u3K5J1a+F1DiApaVu+lAUHeEHFFTjiOn HHLkdxVBj+rJp6S8rJSsa5xxlJxWSuaR0u/u7z5Dyyl9/Odm8lyjpeXN09By BlrOmltQ0n+kxPRDywCUDBNjSkuZo6XcRKAjJrS8n6alAloqnqKl0iShYZ1w tPiUlxxhRonZVuHcFiZ2CtKmvOO3cVeMdycgP8ntLld5dKdQosLsaBvagaGD EFOxj5xNYqNYQn7xc0qISiGhl+GmRDlKapwxq8rRKbNQeJJZwXLU4OHotHsp YeqDJtONbHrgqBfZ9B0WjkrMrbclSpFOqTpt7N0y5SgMP1MejqzbKpSjecfR EtwsE8LR2rM8mQ3I2cxXCZkt7QPbyg9UmR2/jdv+ylyzo/zswMttjQrlY7tI +NkqqvApHTlKSEpDSFkvll+Huw4ryUzQEdaKZdteYdtehpoFqEnVNyoVjc/Q 8q+0CHX840nT9cZp0410epBO7+ES0wc1fdDS/06amjIzdlSoKTchR800lESP VZg4lAg1s0pNJRKqZJax1KwIPVCxlpelh3zmi1eEng2o2HQhFG2LiraFk20p N9vQ8TIUVAoNsGBjg0jByLpEMeZKymWtuEwupfLpG0SySqzAxTKxBBvz0h/r myz8Jg8VZ5yLhIr210+ZzjfPQMVZ0w0VPVDRe6Q0SwU0WCrKzfh7XioqLBVE 4v1KqKg0c1AgdCxCQVopHjq463zJ+jrXFAVFYkNDhLIpFGwKBZuFlTJscUkV yU84XeealCiWErLG9UdgZehHDjZKwS1RAvYSswT+RfDPefE3e/CfdUd+gv/m 66dNB/i7FH+J6UYGPRn8ZQ5/ucWvUqigklRk8MfAnQDzzPEs/oUTHg7AvsLI ukqsEUkJHVrXZX5N6ZqRYs1I4QgXPCEUrBeJZpJcBf0asSoB8hXJ/rK9lMlF fiP8EtAXgb7AvDoL/FjhKQu3xQO9RB//wnx2+4Fpe0OgnzWdpL2TtHcBuxvY fcAW6APAHgbyqKa+QqGHgTx1rNJEgC3Q48ct/Nk0/BMCv8os5lWZJWI5TxrH ipybrAreNbkkZcFK6ilJEsTJwkzkAFNAr3JdAazEsgSglwTvIg9e4SFzqkap WdAoIdtnzQywI8D+6v7us9BLneoFeivQbwK9g4x3HC41nQq9zPQSfe+UK/Qh YuRohQkCe8JBnwTyNBEV+MctfMn8LLDngD0P3IU8C3+RTC8J8GVdM1e4rpDt VRu5ZlVeX18tFLgrhQLXxjKxpEEVXFQDCOgFFz6upHwe1LlgLgHzWRMnkvXN CrPVA7nM7ZFPgDxxvsW0IfKbQG4HcgeQu4DbDdxeoPYLZDI9DNQxYhy4E2Q6 TEylYR93sIGaIGaAOUvMaZbn80XWC+BcJJZU5EuCdDlAvpcKpREIskViwUYO Raoix8wB7CBXthCNUlCVgoqlH2Sr9c0WTpsHWoV7KXEcWDcQcBuw2oDUfqTM dAKrC1g9QLoFpAGyKLBGBRpwxokQcCSbU8CZJqLAiRFxoCTyLDSfmZX8zWn+ 5rnOk7sFG7lmQfK3AKqDjCsoH0RzLmY16BFF8nsaZijaL3EtMwlFxSoAsmmQ 7U5GFMxND7BKl7O14YhpBtgNnNkKsDZAtePKTkB1E32A6icGATUMoFEiCKAJ IgSgSWIKQNNEBDBRIkbEyVJCQke6Gc3SDJhmXeSY2YBs0XNcZ8ElMSNRJH0s USS1OgGuuAsfV8lejGsMjFHFx8oDxlDhGbz4wAJr94Cscgvzk50HZuziDdMM wBbiBiDbyNxNAHaSuR4A9gFwADEOAnAEcKNEEHDjxAS+CwNwEmBTxDQRAVxU QkpNrADpxaXexBVVnHoTL7QRI6KFgiqqqKKgibjwcZXZPgKiaWIKROFCCmx9 i0XQ6UHzgT7+l2ZlJGoa6B9NFNFmUtUCkjaQtIOkCxQ9RB9I+kEyCIphEIwQ Y0QQJBPcfYgIS4BgkpgSFNOapQjXiN8G9yfyi+gpxzTXaYBMKRi55nDDVCsX Pq4CZhIg4cJSM0GMBUrMl+nUdHnAfKiP/8R8SmqGSU09YBoYBJpohC0AaSPa AdIFkB6iDyD9xAAghohhgIwSYzS+YB73OJ4v9png5kMuwoIprK+9hLn1SSLs IqSAQtL+QoUyJofYUydcjBeWmSD3Psq935mM2vvt8dz7RXfvK6MxU8s913HP jdyv3jdDSzv320l0M7f1cq+3iH7udYAY4n6HiRFilAllTLagMRnOgnqRqT4o 48mYHOGOBeTmxrjFMW5MI8CgECg1Q9zcTvrm+jw3d0kfv2qWxmKmhpu7znDZ wI01cWM3GCzbuKl2opM5u5sb6+Gmeok+bqifGJDgxgZ1MxsqYEwY8ktNHYKz Ie7HBV8LyOw8yA0l6lrNF/fdD2bp99zMFfdqzSd3HprFYMxUczO17IwN3EgT i1ELN9LKjbQTHSxFndxIFzfQTfTIKNcr9PQW6IVv2efXi3zfXn+Z6ZEPdoVj 9nsNeb5vjT7+kfn47kOzwPftv9pqqo+VmetEHd+3kR21mWg5UW5aJfRX3Lbl 0Qtvyo/Gb5dfcdtRIL/ouqOgjOdYt8NxkwrH9J8f9XyrevcKg3yrxfGYWZqI m+WJONMID3LM8LU2U3uCnPEnc0mILyRD9l8Jef6V7OX1F8++ePbFsy+effHs i2dfPPvi2RfPvnj2xbMvnn3x7P//z5p/8v8Abwtxdw==\ \>"]], "\n", "1008.101523073805`", "\n", "797.5800876370595`", "\n", RowBox[{"-", "3036.8602108074147`"}], "\n", "0.`", "\n", "14.222222222222221`", "\n", RowBox[{"-", "1231.1786000965503`"}], "\n", "615.4740770188131`", "\n", \ "2.000374420414326`", "\n", RowBox[{"-", "615.7045230777372`"}]}], "Output", GeneratedCell->False, CellAutoOverwrite->False, CellChangeTimes->{ 3.57499611943483*^9, 3.57499621081942*^9, 3.57499627920994*^9, 3.574996355572074*^9, 3.5749964042129593`*^9, {3.5749964602170577`*^9, 3.57499649002871*^9}, 3.5749966394769726`*^9, 3.5749983908764486`*^9, 3.5749985897767982`*^9, 3.574998632364873*^9, 3.5749989590138464`*^9, 3.574999181938238*^9, 3.574999349810133*^9, 3.5749996850079217`*^9, 3.575000118907084*^9, 3.5750014024929385`*^9, 3.5750016551821823`*^9, 3.5750019559819107`*^9, 3.5750021362870274`*^9, 3.5750024785360284`*^9, 3.5750035685567427`*^9, 3.575003729018625*^9, 3.5750038223223886`*^9, 3.575003957153425*^9, 3.5750040065899124`*^9, 3.57500407356083*^9, 3.575004120984913*^9, 3.5750042460191326`*^9, 3.575004299059226*^9, 3.575004442548278*^9, 3.5750049357587442`*^9, 3.5750050478137407`*^9, 3.575007796382569*^9, 3.5750080408037977`*^9, 3.5750081097403193`*^9, 3.575008294959444*^9, 3.5750084939845943`*^9, 3.575008542141878*^9, { 3.5750085733731337`*^9, 3.5750086019991837`*^9}, 3.575008660156086*^9, 3.5750159935116425`*^9}], Cell[BoxData[ Graphics3DBox[{ {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{2.0715176412, 3.7272955624, -1.9073004518}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{3.9695584355999998`, 1.7812179330799998`, 1.71583341348}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{0.44865874692, 2.4596673615999998`, -3.9368661758}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{3.852206451, -0.99970284852, 2.4987846898}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{-3.2902019386, -0.0247554106, -3.3325318009999996`}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{0.127409106372, -3.5235830996, 3.019782148}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{-4.548570482, -0.70800474316, -0.8206513100199999}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{-2.6361677699999997`, -2.7138355086000003`, 2.7620235215999998`}, 0.255]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.8], SphereBox[{3.8911348065999998`, 1.9621025058, -0.97732849268}, 0.178]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.8], SphereBox[{-2.1263196952, 2.4029755816, -3.1252288588}, 0.178]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.8], SphereBox[{1.5956657371399998`, -1.44165306814, 3.9149453541999994`}, 0.178]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.8], SphereBox[{-3.4032075533999997`, -2.9381459847999998`, 0.18265713570800002`}, 0.178]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{3.0430257778, 5.3511371142, -2.7202605769999995`}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{0.867384234, 4.3527948684, -0.3573471866}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{5.7198226568, 2.6165146196, 2.4095896226}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{2.3623464726, 2.7888576308, 2.5186268128}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{1.11393678522, 0.5345467936199999, -4.2445135686}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{0.5914275462199999, 3.5245279625999997`, -5.694311355799999}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{5.4917327286, -1.45590160218, 3.6590764537999996`}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{3.850316725, -2.1873578449999997`, 0.8157758169399999}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-1.8602840689199998`, -1.43492564358, -3.7900344656}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-4.7116538358, 0.020159596967999998`, -4.8225807519999995`}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{0.8398887207, -4.1275395292, 1.1839700307799998`}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{0.26354118796, -5.0850636933999995`, 4.3563853478}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-6.5569712748, -1.04639797798, -1.1283553946}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-4.3102760334, 0.84497208364, 0.51143544464}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-3.8185693281999997`, -3.9234491212, 3.9376220662}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-2.8376125616, -0.75638172876, 3.3705152936}, 0.12]}, Text3DBox["1", {1.4715176411999997`, 3.7272955624, -1.9073004518}, {1, 0}], Text3DBox["2", {3.3695584355999997`, 1.7812179330799998`, 1.71583341348}, {1, 0}], Text3DBox["3", {-0.15134125307999996`, 2.4596673615999998`, -3.9368661758}, {1, 0}], Text3DBox["4", {3.2522064509999997`, -0.99970284852, 2.4987846898}, {1, 0}], Text3DBox[ "5", {-3.8902019386, -0.0247554106, -3.3325318009999996`}, {1, 0}], Text3DBox["6", {-0.472590893628, -3.5235830996, 3.019782148}, {1, 0}], Text3DBox["7", {-5.148570481999999, -0.70800474316, -0.8206513100199999}, { 1, 0}], Text3DBox["8", {-3.2361677699999998`, -2.7138355086000003`, 2.7620235215999998`}, {1, 0}], Text3DBox["9", {3.2911348065999997`, 1.9621025058, -0.97732849268}, {1, 0}], Text3DBox["10", {-2.7263196952, 2.4029755816, -3.1252288588}, {1, 0}], Text3DBox["11", {0.9956657371399998, -1.44165306814, 3.9149453541999994`}, {1, 0}], Text3DBox["12", {-4.003207553399999, -2.9381459847999998`, 0.18265713570800002`}, {1, 0}], Text3DBox["13", {2.4430257778, 5.3511371142, -2.7202605769999995`}, {1, 0}], Text3DBox["14", {0.267384234, 4.3527948684, -0.3573471866}, {1, 0}], Text3DBox["15", {5.1198226568, 2.6165146196, 2.4095896226}, {1, 0}], Text3DBox["16", {1.7623464726, 2.7888576308, 2.5186268128}, {1, 0}], Text3DBox["17", {0.51393678522, 0.5345467936199999, -4.2445135686}, {1, 0}], Text3DBox["18", {-0.008572453780000044, 3.5245279625999997`, -5.694311355799999}, {1, 0}], Text3DBox["19", {4.8917327286, -1.45590160218, 3.6590764537999996`}, {1, 0}], Text3DBox["20", {3.250316725, -2.1873578449999997`, 0.8157758169399999}, {1, 0}], Text3DBox["21", {-2.4602840689199996`, -1.43492564358, -3.7900344656}, {1, 0}], Text3DBox["22", {-5.3116538358, 0.020159596967999998`, -4.8225807519999995`}, {1, 0}], Text3DBox["23", {0.2398887207, -4.1275395292, 1.1839700307799998`}, {1, 0}], Text3DBox["24", {-0.33645881204, -5.0850636933999995`, 4.3563853478}, {1, 0}], Text3DBox["25", {-7.1569712748, -1.04639797798, -1.1283553946}, {1, 0}], Text3DBox["26", {-4.9102760334, 0.84497208364, 0.51143544464}, {1, 0}], Text3DBox["27", {-4.418569328199999, -3.9234491212, 3.9376220662}, {1, 0}], Text3DBox["28", {-3.4376125616, -0.75638172876, 3.3705152936}, {1, 0}], {RGBColor[1., 0.75, 0.5], TubeBox[{{0.44865874692, 2.4596673615999998`, -3.9368661758}, { 2.0715176412, 3.7272955624, -1.9073004518}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{3.852206451, -0.99970284852, 2.4987846898}, { 3.9695584355999998`, 1.7812179330799998`, 1.71583341348}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-4.548570482, -0.70800474316, -0.8206513100199999}, \ {-3.2902019386, -0.0247554106, -3.3325318009999996`}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-2.6361677699999997`, -2.7138355086000003`, 2.7620235215999998`}, {0.127409106372, -3.5235830996, 3.019782148}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{3.8911348065999998`, 1.9621025058, -0.97732849268}, { 2.0715176412, 3.7272955624, -1.9073004518}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{3.8911348065999998`, 1.9621025058, -0.97732849268}, { 3.9695584355999998`, 1.7812179330799998`, 1.71583341348}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-2.1263196952, 2.4029755816, -3.1252288588}, {0.44865874692, 2.4596673615999998`, -3.9368661758}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-2.1263196952, 2.4029755816, -3.1252288588}, {-3.2902019386, -0.0247554106, \ -3.3325318009999996`}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{1.5956657371399998`, -1.44165306814, 3.9149453541999994`}, { 3.852206451, -0.99970284852, 2.4987846898}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{1.5956657371399998`, -1.44165306814, 3.9149453541999994`}, { 0.127409106372, -3.5235830996, 3.019782148}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-3.4032075533999997`, -2.9381459847999998`, 0.18265713570800002`}, {-4.548570482, -0.70800474316, \ -0.8206513100199999}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-3.4032075533999997`, -2.9381459847999998`, 0.18265713570800002`}, {-2.6361677699999997`, -2.7138355086000003`, 2.7620235215999998`}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{3.0430257778, 5.3511371142, -2.7202605769999995`}, { 2.0715176412, 3.7272955624, -1.9073004518}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{0.867384234, 4.3527948684, -0.3573471866}, {2.0715176412, 3.7272955624, -1.9073004518}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{5.7198226568, 2.6165146196, 2.4095896226}, {3.9695584355999998`, 1.7812179330799998`, 1.71583341348}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{2.3623464726, 2.7888576308, 2.5186268128}, {3.9695584355999998`, 1.7812179330799998`, 1.71583341348}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{1.11393678522, 0.5345467936199999, -4.2445135686}, { 0.44865874692, 2.4596673615999998`, -3.9368661758}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{0.5914275462199999, 3.5245279625999997`, -5.694311355799999}, { 0.44865874692, 2.4596673615999998`, -3.9368661758}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{5.4917327286, -1.45590160218, 3.6590764537999996`}, { 3.852206451, -0.99970284852, 2.4987846898}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{3.850316725, -2.1873578449999997`, 0.8157758169399999}, { 3.852206451, -0.99970284852, 2.4987846898}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-1.8602840689199998`, -1.43492564358, -3.7900344656}, \ {-3.2902019386, -0.0247554106, -3.3325318009999996`}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-4.7116538358, 0.020159596967999998`, -4.8225807519999995`}, {-3.2902019386, \ -0.0247554106, -3.3325318009999996`}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{0.8398887207, -4.1275395292, 1.1839700307799998`}, { 0.127409106372, -3.5235830996, 3.019782148}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{0.26354118796, -5.0850636933999995`, 4.3563853478}, { 0.127409106372, -3.5235830996, 3.019782148}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-6.5569712748, -1.04639797798, -1.1283553946}, {-4.548570482, \ -0.70800474316, -0.8206513100199999}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-4.3102760334, 0.84497208364, 0.51143544464}, {-4.548570482, -0.70800474316, -0.8206513100199999}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-3.8185693281999997`, -3.9234491212, 3.9376220662}, {-2.6361677699999997`, -2.7138355086000003`, 2.7620235215999998`}}, 0.15]}, {RGBColor[1., 0.75, 0.5], TubeBox[{{-2.8376125616, -0.75638172876, 3.3705152936}, {-2.6361677699999997`, -2.7138355086000003`, 2.7620235215999998`}}, 0.15]}}, AspectRatio->Automatic, Axes->Automatic, AxesLabel->{ FormBox["xl", TraditionalForm], FormBox["yl", TraditionalForm], FormBox["zl", TraditionalForm]}, Boxed->True, ImageSize->{871., Automatic}, SphericalRegion->True, ViewPoint->{1.2628504314831868`, -2.451272925955939, -1.9612419101625722`}, ViewVertical->{0.8835411333202454, 0.015785280792262265`, -0.5043882174481743}]], "Output", CellChangeTimes->{ 3.57499611943483*^9, 3.57499621081942*^9, 3.57499627920994*^9, 3.574996355572074*^9, 3.5749964042129593`*^9, {3.5749964602170577`*^9, 3.57499649002871*^9}, 3.5749966394769726`*^9, 3.5749983908764486`*^9, 3.5749985897767982`*^9, 3.574998632364873*^9, 3.5749989590138464`*^9, 3.574999181938238*^9, 3.574999349810133*^9, 3.5749996850079217`*^9, 3.575000118907084*^9, 3.5750014024929385`*^9, 3.5750016551821823`*^9, 3.5750019559819107`*^9, 3.5750021362870274`*^9, 3.5750024785360284`*^9, 3.5750035685567427`*^9, 3.575003729018625*^9, 3.5750038223223886`*^9, 3.575003957153425*^9, 3.5750040065899124`*^9, 3.57500407356083*^9, 3.575004120984913*^9, 3.5750042460191326`*^9, 3.575004299059226*^9, 3.575004442548278*^9, 3.5750049357587442`*^9, 3.5750050478137407`*^9, 3.575007796382569*^9, 3.5750080408037977`*^9, 3.5750081097403193`*^9, 3.575008294959444*^9, 3.5750084939845943`*^9, 3.575008542141878*^9, { 3.5750085733731337`*^9, 3.5750086019991837`*^9}, 3.575008660187286*^9},ImageCache->GraphicsData["CompressedBitmap", "\<\ eJzsvXd8VcX2Nv68iu1eb9Frx0JJ6P2kkEKHUANJCEkgvfdKCC2BBEJCGikk NJUmvXcE6aCioihViiA2BCuIBSn5rdl7zz6zd+aE4Pd+f5/3j5ePOyYnJ7Nn Zj3zrLWeWbOPZ3hmXHRyeGZ8ZHiT/hnhaXHxkaObeKRm0EsP/h/gwVi6kpqA fV8L8C+19J/wJYF9Yb/7r7z6LvvyiHoz+u5V4VeHle8fgtqJWuP/2XevCW9+ T/m+kf4m7Y113qfcDw8aGnvA9Jpysa/zzH+otv+goTt1+n2kIc19wL48IO3i /9ZU/79X/9+r/6NXQ9iXB3XMPmb+fbjyggT4D5vfGcC+KIvpoYb8zUL2RVks exry9gXK93W44C29lTrdr+8vZHd79N5/u8t4twb8hfLNO3/hfQuNt3r3/0bs 3M+rqap5/vjjj0b44YcfHsL58+fJCjdu3NCn4Wvz37TX/+ZB9jf/YH/TCPv3 738CS5cufRB5eXmPwc/P71E2TY+hf//+jZCSkvIAKisrNR/DvgsPD8e8efPw 22+/4RvhHleMXXqcNf8Qa/7frPlGxuapr9S+8h37/8Ps64Psbv9g92iEbdu2 /R1Hjx6l99EfK+9Rf6KvD+Lrr79+jI31GeX2Dyu/Ym9jP+Xm5mLLli344IMP xN4tu5/eWQf/OOvOQ6w7Wk+KioqU2/2DfW2k9+QxFV+7du2y1xbE/PnzceLE CeUn9bVHMG7cOOW1U6dOKX28fv26PpWiuaIknbVaytrZR4yd/btiH8WQSj/V XtPXfxs7q3ln6qxyNdd6TA3qPW6mvUZdUIzE/spOeI0ZxDqyR3Ht2jVs3LhR +am6uhpnz55Vvj9w4ABWrVolDq7pX7PEo8rgGim9ZPPIfuJQeUIf30NKTxsp w2djYz/R9YpkiE0kQ+TDZhbmQ+TTw4ZIoFJ+stPN3Uoz7ffff690i68+ZloG RWbar4TR/x/hrgxP7Hqs3vX3mGZVceAPGa3aSLMqTaLSbfbTA+zrixKT8bm4 cuWK/loTYdx8ITUVxs2QJM6FyDMDJPPYSntt/fr1eOcdlYh5CHnhwgUUFhYq P30pmRk2zh49euDgwYM0C3y9P6INcfXq1Yph2XvNo2PveFliaf4aW5L8b1+R vNZUMroq7bVLly7pr7XQXrt58yZiYmIUGzfSXmM2Z8ub/fSFMDoyGZ9cBiI2 AezPnpAM4SUdXLzjzATM7GLH2Wu8Qy+bWmE/fa69xqafcU2t4ifV1xg4eQ9M nWTzxpDBfmJ/xt72hHBLvgJelsxVqPYagyF/3+fCvLDbqXdRX9NoWvlJnV3c lQDxAaGJjz76SL0d+zpG+wWnU9UZWIfIqdXUNhsi7/YDwtt104ltsxc5mT2i vaaRmjA+3NF+xaDE+y2bbaXt0UK/OWc8auoIe7PW9m3BurzvfJgilpS2MyQr 7zHJyrtobFvsNx8mm1I2VH2+0wTc837/XYL7C2rbtyTE8Jjk7daAxgTXv0sm UGxbWSN/s2XBVOFWHHmPS5D3mdrin5KVKOuA0nayBHn/kCBPbFvpLX9THbsl SfD2Twnezqst3pT09p/C4Ax2S5Dg7V+maSOKNbfNqHHOnDmGrtSZZd62iLd/ S/B2Tm37D21l8H4zPNNaN/dGn5Y4CeSelGDorLF5zuoacf5baN4w67ES1D0p ebPW/O8CO3Ge/Y/22p49e/TBKm3HSPDH3yzi74yxbR4jsp+esmXRKAn+npLM odb2b5J+P23LolFCvzkS+ZtFJH5qbFt0uM9IloLSdoQEic+YOsKQqLX9q6Tf z9laQTy1FpH4rASJp41ti/1+3pYtuWcTYcjfvHDhQh2G6lfcEPrNWbWxLVuG qORAXX5BgjxTi6LvamyaON2CIRLkvSDcniPvpNr2L9qvRB/wki0LBkmQZ+4I e7PW9nWBp3jfeQRTx4KBQr9ZPM1+4jGeiLwTxrbFfjcRhmmw4EgJ8l4y9Zsh T2v7mqTfzYTuGeKQAAF5fMXw+EhE3nFj22K/m5m6otvSX4I8PkgRecfUtn8W +m3O2+qwn5+OvKaSt4gtKr6Lh7117OYr9JHHw3xAIt4+UVv8Segj910tba2O 4RK8mSeL3c/UthjWt7Q1t7xtEW88wxHx9rHa9o+Sfrc2ta2Ezuw1b6HfLCFm P9kL92NYYz8dNbYt9ruNLbt5SfDG2xbxprX9g6nf7Kd2tmw5VII3PoEi3j4y ti32u70tW3rqeGslGZrW4vcCd/LedrBlwSES5LWW3P5DY9si53eUgElpe7AE eWZzszdrbX8n6XdnWxYcJEEeN7eIvCPGtsV+d9Feq+OrBgj95shrJ9yPI09d k7gq9JuzkYMtC/aXII+3LSLP1LaYVDoIc2KwpYcEedzwIvLeV9u+Ium3k9C2 wWv105EnmpubxNSi6GOdba2TPhLkdZJMm7rphm+1X7E1wmNqF1sW7K39QoxK O5mmjd1Pa/uy8r9Guq/SYmpXoTcGd9VLAAMPDzqbxsl+Oiw2/5DurlhMzafI xdQr3Zg9JYvHIgGhJsR/I1AUb7ubLWP20H4h6oy8bRGEYtuKA+thGqTeIr+V CD1HCfS0HYWvTYTKessHzAbLV6/StruwZHhY6igMjXdEbFvpbW9hugz2cxV6 y6HnLNyeQ+9ttcWvJL3tLXTAYDfetgg9Z9Ob2f1MbYv030cyOKVtF2FAHHdd Jbg7pLb9panf7Kd+tizI+yjizVW4H7fgQWPbYr89JFOotM1ZRcSbq2mQQttf CMTE+93fNIX6fHMkiPIxRwxDHg+dDhjbFpPEAaa29TnhTCsiz93Ub/Zmre1L kn4PkrxdaZt7HxGD3SUTuN/YtujAuH+tY0vORSIGu0sGqbX9uaTfnrZsyWlU xKCZFthP+9S2Ff+rbG4+IRmBp6lTulW5kxHRKLIuR+Ne9S5HtV+Jm5j/EEbF 3dswW5bmblJEaC/hzXxU2v0UKNjcWv6HMFLuBr1Mjel35s5fxC8nADH032N7 pFyTE9MhH+21Oq6xrQTTMsLR7qfEZsq2LxewRA/jK3TUgBIe5ono1kIIep/Y to25E8fiK3TPgBJ+FxHn/UxvZnferd7vI30sj0vG4if8ocFb8lBbRDynOhHx KglqGqBxBP6mt+tt84xQxPkA4X4c52qRgKYBGpNTnpfXSdh5QiNiWqQ6/max bcVvchWBzYLBbzYXesuxOki4PcfqTrXFs0Jvud8MFDpgsCVvW8SljDxNbYv+ J0h4u8GCPDkXo5MhOhq1Fs9Iest1oDp24wKCiLwhpqGxN+8wti32NlSYOMPa 4eqOiDdPU0fYT2+qbX9q6jf7KVxowmBBLtiIeBsmvJnjbbuxbbHf4aZh6hZ8 SWiH400kXD6BWtuntV+JXifSFks2FvrNLegtTCBH3jZj22xtR0aqrUaZplBv mwt7IvK8JR3R2lYnqJHeb7bGt23bFm3LnFxuFcE3XAefodGHdOfIUwR2kyhb E85bFkE43PRm1vGt6j1UQfERg0NkV3330ieJ68AiKH1NM8p+2iLey5i38p1C dj/uFqMk86zcj+vlIlD9hD5woG5W73dCABMfW6Kke0rbTwntcKD6STpialt0 53yzqY61nxT6za0dILyZA3WT2vZx7Veis0gWumKwN29bBGqA8GbOeVrbxwRi 4H1PNbWtzzff4BFROkpHqalFsbdpkolTWvyX+tfUUTPns7eohS6a6GjsI9+A rRO68AhExCBvWzTyBmPbYm/5xnEdu/GIQMRbsARv69W2Pxb6zR1xpi27PS60 w7WqYMm0iW0rjjhLYlylxb8JveXWEv0JR9k6tcWjQm+5axtriw75BrOoUIVK OmJqW3QR44SuGCzIN8ZFlIXrKNNa/MjUW/bTBO21OiHJwzrKIoQ+coSsNbYo 9nGC6e26tXhhgIiyCNNksZ/WqG3zIFZ0Y9m27MYLGkSUibuFHGWrjW2zqeL9 zrFltwclKJPRq9b2EUm/J9taHf9H6DdXRGOEN3O8rTK2LaZ6uUL3DBY0QS1G Mndasx9IupwnMSMvUxFRFqejzNSY2Mcpkum6owMsXgKwlWpj7ws941STLzHU LaFnPC1KML2P/bTC2KzoeaZJbMQrL0RYJQrzzWG1XG32PUlvCyTz+KfQBEdU omSKTM2KvS2UzNkfEjAlC6PiYFqmNntY+5VI40WSXvDtfxFMoivlYNKa5Wc0 RM9Tor0meh6+yy2CKVUHk6kxsY+lEkPd0MGUJpkY9e80HdPoW8ok5vlF6BkH U7oETEuEZhW3Ui6ZFb4VLMaS3BGLEHpDbextUx9ZjFchAfw1oQkOoQzh9vx9 hmYb6fPIYncaPm9ZtAvfpxQxnylMOUfRYrVlVRJ9yOACWZWdUg8qsRTfThTR lCmZN1PzoodRDE63qRT+jE8l3/UTUZWlo0pr9KAwyZzvaiR9+F7oK48Ls0w3 Ze9bZGxW7Ossie2uCn3k+Bpneh/7aaHa7AEJO88RZpa/nW8SiUgbL0HaAmOz Ik/PFd7Ofcm3wmvcbY8XJoGPSmt2v6S38ySGuiyB2UQJzOYbmxV7+6rEZHy7 RtRmJkrepzW7T+gtK8xmP70uMZmyjNSzHGqoIfzjmwci5HgwIe6Yvm68pTiS +ZKF8ob2GhfxrPc2Cnt8D0AEaY4wYm437fZ7hRFzRl1ok4+Mt3pQ8pqjMHoO 5smmGWQ/vWa8vejLFpp6y7qwRHIr2Uk/fnsR9LmS4WhH/PgJJNGfLLZJm+bb 07+uQtt8NeRKGtDut1tgGj7kJabZsS6eOoeFZCPm9hYXDo+vxIUzz9gDccRL JXBboJIkB5nynWx7SQzl+GLSbrVLMthlEttyIVdU5nlQJy6YucZmxREslwCc a7jiQsiXvE9r9i2htzwaWCmxJJcYRYDzoE7c050jNKtEA6u1N4nOlet+Ilx5 KCfCdbba2E6hj9y5rpEY77TQBEdloWQspmZFR7XGNFOsJ6ckUCsSbs+hpjo5 TZM1utVeOnHKsCymURxMXOESQVckeZ/ppuJYeptuZev2XFoUVyIXjkRw8vBV BKcaL2hasXoIg4+5bwO5i99eBAhXgkQQlwij5xY23V4cvbpR85DhVnwWeNGy CB4uuYgA52GxCHA1odBUZqOD92jALUVg1WjvP3H4CHZUzcVhuj6h6wr9zElH XCIzJEtkprE7ojtVt90eNrMp/7/MFrLsWD1g8xiOU68mBcYgxc4BlXStaeGI /e0ccLSzAz6Pi8EvHxzRa4fEFThDaJPDS+v1Nskk9tN5V/GzSv94aiwiVA3a /650y5u6E2HngkL7Hljevi8OuHjgU49++NarF66NcMdPXo7449gRvSRLXMk8 +BdXcpWxe+KkbhfeziFRrnUlOzAWw+16IsN+CGZ1GI4tPQPwkddIfB08Er/G jcCdlGGoTeuL2+XxeldEkbjC5uxrGrsxXtkhNMHDVBWx/8AKgpGXXVcE2w3A lNa+WOwejD3e0TgdGY/v0+NxK5tMPTUMtQX+qM3zwN3PjugVTKLqx09XiWu+ 0tglUYPfIYyAo5R3ic2OD81Oiv1QVHYOwHqPcLw3Kg6fJ6fg+qQM3Ckdjdrq FNTOIUaooW69vVjvksgDVaZ7sFnSurRFMktvCW/n2FGp5J8KdrzsnBFo1x+T Ww3HQtdgvDUsGiciE/HtmFT8MY1ysmrKdRbStYyS3yWRqP1wBa8eEEPdaglV VBh7Je4WcW8uIrpY61U2LTJvu+5ItPNEeccArO0bjndHxuFCUjKu5aTjdukY 1M6jHi2lay31cF0iaj9Zw3slMkaNABHOGCpatd0Hay6s7TPxQEmkxunK139p 0+WEkXYeyG7pg9e7BmHH0Cgci0jE5cxU/J4/GndnUqcWjEXtSurkesrFNyTg 9rcn9SpOkRlqJKbRerdJo0YxiOKH7HabAMAGNt0wd90QZzcEpR38sbp3GN72 j8X5hGT8lJ2OWyXUrTnUxSXa3G1Mxa+rwmX1ILMlxDBD7J0xFttn6hVbEgWm ifO364vxLb3xqlMgtg+JxMdhCfg6IxW/TaWJq6SezaeJW5GlTVwifj++zjBx nChmC/fiRKF1baP2KzGeOyCZ52nahDGi8LZzR7TdYBS188PKXqE46BeLs/HJ +HECTVgxTdJs6tIbdK1hE5aGm2uixAnjS4CnzSJXlAm9UsLBQxLg52t98bJz xAi7PhjbwgtzHAOxdVAkPgqNx5fpZKQpNEUVNEWv8ykittiQhFsnN/C+iCQx 12QNqzfXtm+M0aTqeh5RDDWNIDTOzoLZdK22t2ALXZdmztV3NMSVMUWYRS87 V3JCg1DQdgSW9QjFft8YnIlNwvfj0/BnEc3cLOr1YjaLY5RZvLUuWkYkPJ0X iaRU6Lkyi2p//6b015/6mUPgWtDSBTs7uOFoVxd81tMZX/ZxwFk3C3758MgY 02wwq03RJ90Bvna9MbrFMMyyjMLmgRH4MDgeX6Sm4JdcouVy+uvXaPDLqevr aNI3JuPOqY0ytnlNwjYq1Wp7T8ZJ9zB4cGckUy+qWw/CFueh+NBjGL4YPhTX ggbhZngf3Ap3wXc+FqnulKutMtUILggln5ffxhdLuoVgr08MTsck4buxBNtC MkINtbCIrtU0qg3puLMuFr99c0JKT68J9zJ6Dn04dcsTHycKSkAA4SCntR8W uwVhn2cozgSH48f4UNxKC6QIwBu1Sf1wJ9IJP0yKyZLcZbJgm+F2vZBGLnNm 55HY2D8C7weSy0wh20wm28ygUbzKfJPVNr/vnS5jM1Fb4WymOhxtp82YsPTX nLYXecaQloGY5hyNlZ6JeCcsFRfIYf+QEY+bo8NxNyMAtameqI3vgd9CLPjj +BHdRmJAn2Ngwq4IonbzKC5Z5BaM3V7ROBmViCtZafijgHtcQtwq1UZ318fh psmFcCacL8weZ0LTsEQbWYflj7AOcZjePwOrgsbhYNxYnEweja/TknE9Iwa3 R4egNt0XtckDcDfGBTemxEjXf7budlhs0wPJ9p6o6ESxTb9wHKbY5mJSCq5R bHO7THDZ6xiLpuDW/mIZi3IZSGRRNfHTthuN4fIADhX7cIS6ZCDfZyIWBmdj e9R4fJAwBudT0vFdegJ+Hx2JOxmjCH0Ugyb2xp/hjri2Yq55PbGeTDTYyhmj yN1PouhogUsQRUdROK5FR79PI8TN1GzF3P0G1d3funIKMk42C1ysxNw0srpl szSyljHw7z4eY4bmoDIgB6vCJmJv7DgcS8rEF2kp+DkjDn+ODiUo+qE2ZRBq 49xxbZRlrAQZE0wRVgJFCTMoSljTJwzvBMThs8Rk/JytRVhzjVHCLyvDZHTN ZTORrtVgRNcSRHMN1OY2O6gMXs5ZiPCYiDyfHLwalI3NkRPwbnwWziRn4Nv0 JPyaEUUmCyKT+YiEId1aH2ewmRMRUD9MpBDtNecgvOkZhU/CE/DNaIo0WIhW RaOan2UI0X49tla1mbJ7xLU5kcgLjYMScyJ1UP+mm5+GV5s0+HYbj9Qh2Sj1 y8HS0Gy8FT0eRxPH4GJqqpQ4fleJg49L5I2xprguhsKUkvZ+WEVx3SGK686x MGUii+syTXFdGn5fHSGrJn5DAAafPm1wqyUWG6x7l63w6jIGQX0mYqJXDmaN ysG6iIkNog6xYIFTR5YQ9PhRXDiO4sJ5FBduGxyJozwunKLFha8b48KbJ9bL OF4UNDnHFxhHJpptiDYyr1ZJ8HYdh7iB2SjwzRHoI0uhj6s26OP6CmtQJPLH GENo6YZIcobTKbRc0TMUB0bE4GxcEn6g0FIJivTQUg2K/lwbLdqM7+ktFW7D F7M2slWCzXgs7qmvhjPw6jAa/j0n3IM+wgz0cX2URbeZeMtMwWa+FKiOoUB1 tsMobGGBaggFqtTejbwMa6C6XAtUNybhtjVQFemeS7gi3U8zjkzcJBjK+SO4 El5O9fPHDQl//Dgpps4mGxtZhimQDbcbiGkUyC7tHoJ9w2PwKQWy342jGGq6 EMhqMdTtdTFins5ds1mcZnSvjYwLzGL+NMxEIsOJRFIGZ6NERiLp8fijDok4 MBKR1QalG0LdXsiwH4aaLiOxaUAEjgTF45Ih1DWGU7/uLpTRPh+BSPtqGqMV Vxj1f28JiUyoh0RumUjk16kxhk1MLvekmkLfEAp9p1Lo+4Z7iCL3nIpOwlVb oe/6WPxx+aRA+5wkxBNVU42DqnsGgPij5b354zcTf9zS+GOcCSTstqmCuZhg lErRbxVFvxs8wtXolwtGPPpdys2Vgpv7ikRzcSF3tXAbDnltZMsl5hou4Y9M jT9W1ssfg3X+kG0OJ0ui4FxNd9rlxXUnWRRMnLI+3hBZicQvboZw4p9iHF7d Aw9GEsnVSGSTRiKf6iQSjdsiiUQ5KyTChyeSSJIQDXtTNJykCVjr7iVgUXh1 e3+JjPjN+zHsNtrIlgmG40rHiAaQyEf3JpHxwnxyf50giYpzWvlgftcg7GyA CPbLJ2sNtuOlSTxNER1AnjBCJd/3r8MfE/4yf4hLLcEUXjHZrEwLiN8OuKds JqP9dabbMNrXxrNUsBgXAQLqJZEJNkjEy0oiK+fWGRmT3uJMAbE/BcQTmPTm HIg3h0QZpbcqTXpbaQ2x/hCkN5H4uXokEn+ucXhiwhmgd8PIJBUNZJJfiEnE UlK+1GINMZYq3xW3t8p35+qX7zrpnM+lTJHzVflB36EXzTWKU0dQ/dRx2QZ1 /DQ5Rh+PSB0xpmiYSYBzmQTIouHQBHxlSwLcaJAARc7fJJk2bWRh6vD1TSa9 iEXZbXKX2HHU/4hYenJi4UMXiSXKEHq5KRpiYbsRWN4ADfH2umhx14b7g80S fzBJHaj5+ba2dgL5+VlxRzeoISyUZJuFvvW1SOuio3Tjq1JkplmK1MJqG1Kk zG9sNt2GGV+bAbXYWr5LKzN9sM5QiX+JoX4hhjKPmnUnwhC7uSKMQu78NiOM siUPue8hW4oOhe/LiQ4l5/6Mz2u5xDw4RF8B92ayn+owWTeFyW58fEQ5IfGg ZOnx5agXndPvwgRgMB00nSLB6i6qDvoBC9xt6qApTAeVuadtAlj4Mw6y67DC Q4au8e/dtL9lYSJ/4GaoiRDD/wIhqmnlY1JE8v9zUSTMgBp1g5cJqYuZkOrd ECH1lNSv8X1t0a9p8xIjQYhaAGY9pcamhLxJaD00ueReNJmg0+RoyR0fkCxb TqOhehgjbDF3sm4xX9QyBhsyrNUb8v1r0RuqcqhapqKgw1Ubu3iYLiUlxWoZ lR0DNXasaSA7Xh1hgWzgD5oGLjIn5ybzRvYCZSPbhlS7Si7Vir5T3MfnC1Kb B67iinpLpIQip5ko8pyUIvvoFJlhc+jGChZBjwnSzc7lXE/M6OivbpjfW87l 9CBuYfGaMNFBTzAOXKx3iJSRoqeRFD+pjxQDiRQ/OZKuIcpUqaNC/pE6vCAG TqMMCDDtzXtSWmIWfhcYhd/fjq2DTCXdKSCAv65NxAIJAqJ1Gqz4SzT4M9Fg mr7CHtS/E59Ey2lppMHs3RDL9vrbm/b6J8qSFqYJR8oCJl6OIfrM8cbRiipc 9F+iuZE6zf1BNHfz+JFsYXBc0QnQXZ61XGCerXIBkyz854n1fHBi2eBuwbzc 5amkr2+fiepArIHHMm3y2Fc2eOw74rFsE3rYXPtrI+MpSxTFuUWaLHxwRGy9 svAtqywsOi1exyw6LW1kvHxdlHXiTTQVq9HUAqKpbURT7+s0lWiTpmRn7/x0 m6n1C1msfkGUhdPrk4U3yoqceIG46IjGGkcm2izewEMZDeQhfzMP8cGJBOMr mE0tcRioljgIyvD3FKb+Wb8yLHoXsVSG30Yb3GsSsyXa4JZ5gSq3vCPjlnTG LR4qt+TG6EcBRF4frptNqIDoMkqVhYPvIQvvKZS5j/2S22QJI1PEnKQGs0ea xh4RGnsMVdkjVGEPPiRRD7bqzNZSCEUPppxij8+99OA4RQ+WeYP9gsX469q4 XhUsxlWCZL0bdSlkbfhEHJBSyAiNQlwVCjEf3mCrwFuwGCu05HURG3hdBIvz bOQDN/cVyZj/oAny7KcxwsgUi3GZXSEOFyKOAfcijkCdOG5HOOIGEUeOBPTD DM5b04NbD1eqIhQ92GYwT4Sv6cEyxj8kmJAzvppk6IeQRHOliuzRPgN+xB6j BfbYE6Oyx6W0VCN7pKrscUNlD9nR4aG6r9YKJOzUAol1rEBClITL6pWExTJ0 fjZQJH3T4MT0PU3CHpPrZY/gOuwxSbKshxhsZ62SmO+i6sHHBT24VqIH3/hk rbS8lR/PFJlfTQv0ojaxUCddQibJRCbFjExCsrFTI5MLRCbf2yYTNaJ5FJ/S aMpGxmB8MwtKmzpgDl3zmzjgTb8YXHn3iPicbr4ohxjCse6IFzTkdwJi8Zmm Id8uqRuFCxqy6CDeFW7DkWSaA9HEGRK6GW+imxM63cRa6SZlIO7GuuJ7P4um Qf0NpSOjkNLcgvGN26PsuTZY+FQLbH66BQ40boN3X2mPd15ph4/8IswTwXo4 SEAE+2ezBmMqr8GoKznLnMphCfrUIesHIEWhJvN/Slar5mpC0ROKH5niEwIf moXYp1ph6lNtseDp9tj+fAe8/3JHnG3eHl+3aIurLVvhW3t7HGveCutaWvAZ /d0Jut6l63GJMQcKmGH/9LKOXmE45CeUdcjla/4AOtFFHZZYxDRLYnVR5v+U 84Is+PWTI2oK2lixOZssNiAfOwuGN+lIk9YSgU+1R9ZTXVD9jBPWvdQVb9u5 4dM2bvi2U1fccHDCLacuuOXYHn9YWuJb5/a40M2CU04WfNTJgkNtLdjWyoKD QRRlUdtH6fqc7sOfciHyrF4spenn7B/Tz7eZ9fNKqX4u84zvm25jZRu9/liE XZaZZ/txns3BRoVnxxp5drSRZ68Rz45UPS6byKbEJTSNdLH61kBy+KFM33ix C0bQdMY85YK8Z7pj/ku98WaLvvioQz9ccuyH6659cadHL9T26oba3i6429OC 2/064WZId/wW4Ibrw7viB08nXO7viEv0u7MuFhyzWPBeewt2t7ZgTQsLzmvY fZuuByVLz8OQx6jlLezfclbewvR6lsfY1us5dkV//YGAZ+6v04xTLRbuZP03 OP/EETWyb18HuyPoGklXMKWg4RRERhOpx1Fak0iRv99TDgh4qhtSnumD6S8O wJIWg7Gn41CccB6Gy92H4fc+Q3F3AC2RwYTIIX3o/91RO8ARtWO9qAueuEuU eyfBA7ej++DPsJ74PZCWkp8rfvJyxtVBjviqj4O+Bj6kNXCQ1sBWWgP7aQ0c LalCsZe/AlIPAe+8Eof92zIwEh+GNHjLQIwr+FNFxLhCM8IsCd55xd2Kqi1G pzPSltMJreN0vK14t5jw7qjgPZLy5Fi7Xkig4CKZODLN3gsZ9iOQ2XIUAp7u jlHPeCDjxSEosfPC8g6+2Ofsh1M9/HHFwx83B1Ne6kVGHk7c7kte2pc67t0D tcXUkUIirnzKbnOJ0bLpPeO8cTeTTJc2GHeTBuBObF/ciuyFP4LVdXON1s33 Q2jdeKjr5gytm09o3RxuZ8FbtG5W0bo5R6M4TteXBKeehjzEVTHNtDZqORH7 d8+9jcsnpMERf2KN+OTVVKONxIUy3uAKx/4lV6iGN931VZIjXSWutEp60Crp iyRaJSl2Q5FuP5wySn+MaRWEce3CMKFzFLKdYjHyOQ8ENR6K0Xa+KG0bgOXE 0vu6B+OURwiuDAnBTR/iRX/qxygyTSDlqIG0aAPIdPMob5yTQNMVi9oqitfK I1FbGobaIgpmptH7pwSgdhLhawJxalY9q22EC34a5owrAx2VIwKfuVtwklbb kY4WHGhjwWZy3/totZ2msR6pmsv3PPgWDKudUkXaRxu6/SJGdvxRSWIwoBmw RlhkXNeYYMNLl5OXXiF66VSJl47XvfQA6zrrZ1hnQbTOwgzrrD+tsyG0zrz1 dTa2TQjGd4jAREsMclwSMLlbMnJ7p2NK/0ykWiIQ1NQX6W1GobhzCN5wC8fu PpE4PjgK3/hE0dqJxN1giqZCyahhxMBhZKAQT6Ijoo8lNGuLabYWkledT5Pw KqXNcxPJZ8RTwhCD2kqKScsiGr5eI4T16qOu129ovX7eg9ZrVws+7mLBu9p6 XaGt12N0fXGYn9s01pHxY4PKrlK0KRFdZNxV+vPbU9LQlT+9S/SfKUZzi7oq rzz/SzFEdFclhlCPHXtJ1+soAnEIrdcIbb3G6+t1mLJeM1sEIKu1uF7jMMkt Cbk9U5HXbzSmDsxC/tDxmOaTjQL/SUh3T0BQi5FI7hiKAudIvN4jBtsHxOFD r3h87h+Pa0FxuB1OazWSzBhN6zSKIFBMJt6QRwtlMqVBlFmuzqYsgIC+giCx jKb1DZriRRS5LiDn83qK7XU/XbbuhxH8h6jrPl5d9zdD2bp3xy/iuu9N697N ghOO6rrfT+t+E637vTRXp2jOPqia29GQuKtbalWd626p3ZFvqcki9KPC2uev a2DgpydFTTPbEOWk/tUo5+/q2qd/FisL+Css4Gtgga6IUjYTehtZoIUfUTix QFtigY7EAg4aC3RPQV4flQWmDhmHaV4TUDAiB4UjczE9eAqKwqehOLoQxfFF CGoThBiHSEx2j0FNnwSsHZyEQ8OTcXpUEr4NJShHxeM2EeSd2AjciQnC7bI0 3NlWhLtbp+PulgLUbp6G2k1TaW6nUNCeS7Ah6KzJoRVIC2bleI1Nsv5LbNLf wCa/imzSz0Fhk081NnmH2GQHsckyYpOz2tn1S7TsWhmkka71HK+1vSspy0j4 ExfFjESVGrUD5UbdeJIYoXXWIrRhDY/QfvC3QH0SYp2dOfV53hE6yTA0MZLx M5FMjEIy/YhkBiFVIRlfK8m0J5LpQiTjTCTjTiTTK00lmUEayQzPRqH/ZEwP zENRaD6KIwtQHDsdJYnFKEktRWnGDJRmVSDTdxxCnaOQ2SMeJR5JWOSZgu0j UvF+UCrOhafgMnH3T7Fx+CUuCj/HBOOnNyvwy5vl+O3NGfhjexn+3F6KW9tL CHHFGuIKNcTlq4iTktX4/wWy6k1k1QO/j1LJ6keBrM5rZPVBBwpOiKw2aBrD Sbreq5rb3CBB9ah7cpptBOfY3AiWpWTHBALjMlySEWsiWU1uYKR5hUWaGXUj zV8p0nxMjjX1ieqJeorGmSvAxFxxxFyJCnN5EnP5UPDJmCuQmCuUmCuyLnMN GIN8xlzeEwXmmqozVwkxV0ky4Sy9DKWZ5SgbV4myiVUomzQTZVOqUZpfgyBy ejG94pEzIAlVQ1OwjHC3g3D3HuHuRFQSzsXE43xMJE6WjsOn22bis+1VuETX 13RdfbMSPxAWrxEWb2h4vKlh8fb24vtnwKUNYMAZ4fdmwEQTA/qrDPjdYI0B u6sMeLSzBW9TevompadvU8B8huzzscaALxoY0FndldeKhdUT8wn4hhcL32NX Xjwtwh/LIj5fXUNllYQBc/9H4TMNXQ2fH9NdaCtNO6uf99yI93oaeC+D8V7L kcR7wcR74cR70cR78TrvTfFgvDcW+cNE3pti4r0S4j3C4miV98omEB5zCI+5 hMWpdBXUoLRoFkpKZqG4bBZyJkxHUI9oxA+g+wxNQsXwJCwMSMLaoERsD43H W2HR2JyWiA2rqrB97UzsWT8ThzZW4/3N1fh4y0yc3DoTZwmzFwirX9J1mfD6 HV2cP3+V8OcdhtetjD8LNP6cWpc/V4n8Oea/x59RAn/6En8OdcK3AxzxBeNP VwuOO1jwPvHnXuLP9QJ/vls191kDf9p4eoLtigrOn2Kmzp9qLWbqiUakivyZ J0b+jlkIk0T+p+tE/sP1yP96Xoz2Cb11+FP9dL2cBvAnk7gGUDLA+dPfyp+d iD8dYzHJNRGTexB/9s1Q+dNT40+/SSgclYfpIcSfEcSfMcSfCeSnUxh/El7H aPyZTXidrPHnNMLr9BqUFBNmS2ehqHwWplfWoHBmNfKrqzClpgJjJuUigvKv mF4hyPIIRXHvUSgaGIxVE6fhwI6dSCiYhqzKIkybU4qK18sxb1EF3lhWidUr q7B59UzsXDcT+zfMxLubqnGEcH2MMH2aMH2e8Py5xsNXbPJw6b15eJ3Gw6sn qnGBjIdfk0WiAg9PHSnh4UEqD8f0xZ86D7viZ29nhYe/7uuAi8TDp50t+Ejj 4e2aVH5GkMr/pRHg++++g9klJXB55iX0fMYOIS86oajjkAY9hEOoqhFrT06a qJhlMxrAKwUqZv8YFU9pQDbzoc1sphetbCWbeUSOcfXzIroYeHm4xstcOxd5 mWmJqYqWqPFym2CM7xCOiZZo5HSN1zQOxsuU3QxmvDxBqXkuDCBeDiJeDiNe jiJejqMYIYl4OY3xcjlKx3JeJoznsRhB5eUSzsszCOcVhPGqahRUz8TU6krk 1sxAdnUxXl23BG+9tx9nvzivRt2DsHrPPmw+dBDlS5cgtbSQ3laC4nkzUL2g HPPfqMDy5VVYT/S9bc1M7Cb6PrhxJt4jmB8l+j5BUD9jg76vc/p+00rftxX6 LrLS92aRvnPvk77jGk7fyUb6/s1M370sOEf0fYzRt7ZNsbalYZtCJb4n8AGh vMPLL6DLy43h/NxzcHvyWfR98gV4/edFjHr2ZUS82ASL+nioVVaGnTW9ykr/ nDlRxTml+v8DBw6IAFcqI/Jt5FjVkhzrmo0c61E9vFA/k7WzgapHaFQdTFTN diOi9N0IlarTBaoe1y4UE4iqs3WqTlWoeupAjap9rFRdpFP1dCtVs5RqDEF4 vG2qZqEFp+oCgaonVZdi/MwC7H7/ILa/s0v7JOlBOHH+AtbtP0CvHUJc3hRk VhRhyuxSzHh9BuYsKsfipZVYtaIKm4iud1AYso/o+h2Nrj/ZotL1OboYXX8l 0PXPdN0Q0rj/a+g6vCd+D+qOG2a67qbRtbCzeUDb2fywaq5a6/okIv2GoxPh 14EuN3Y9+Qx6P/k8hj7ZGCOffhmRjV9BYtMmSG/RlFirGXaFDKlbU3dqo0x/ OiXRn9QDcPqT18SqmGmmlC6GUrr8+0zpmmuAro+XIxVetu7xpAp7PGOlvKyp TsTLiuqk8HKuwMuFOi+Xpqm5m8LLPHfLU3O30kJr7CHy8jSBlydWF2Hu2jeI l/dpH8bsj1W79mLTwYPYefhtJBcVYMLMYkyfV4aZRMqvESkvW1aFdRR/bCVS 3sVJmQD90WYjKX9B1zcEZpYH/iiQ8u9EyjdlpLylPlKe+L9Ayv2spDzSHdeJ lH8Yqu4dM1I+62rdO95FpLy6hQVjmrVED2LeHs88h56E2oFPvogRhNowYt74 Zs2Q3qoZkVRz5HRqjkkWupya48KMMF4sqbOvqHrxh6WKqle8EbZiMcy0huR8 ibKcb4ie8/127MgrJiq+18awYcvLpoSeUUdCL1TUralGdSvFqm7pVJw705rl MSou4VRcI1BxJfJqypFDYcLYyqnY9d4BnPvygvbRyz44fu4C1u7bj61vH0TV 8qXImDEdubNKUfbaDMxaWI5FSyqxkqh4I1Hxm0TFe4mK36aM8AONik9pVHxR o+JvCbnfa1RsVtRuKxmhmYrzJVScbaLizPukYr86VHzHQMXqBvvPyga7E77q q26wv9mpHfyeeh6j6Ap8pjECGzdDTLPmSG1lj7Ht7ZHTpQXynFpgqqs9pro3 R557M1ysHsUKX0Vu5XLZGeE1LpepR3BRLnAr+8dOThX+1XQv2ZruNbbK+R0b uHku2dTTRTGBWIeMrVfOL0kuEUSxexMrT+qmaZHC5JoyIs1CihQOEYnu1Q7g DMHKnXuw4eAB7Hj3EBKnT8O4ymIUzClD5fxyvLq4AkuIWNcQsW4hYn2LErsD BM/DRKwfErEeJ2LlApuMWG/IiHXbPYh1jYlYl9wnseYJxDpGINY4jVhDVGIN e+lFRL/yEuKbvITkpnS1tMPo9q3I6bVCnnNr5Lu3QkGPVijs1QIFvZtjao8m OLrxNZk+dlZw8ZwrDTBspHAlUx20E2sF9eRlbzQ8L3vGlIDZpkxx13Go7V1H d2HX8Z4bAvcnjDFHP72KUabq6PP0BGwpOXqizC8+U4/3eWANJWBr9+xCav4U pFECNomYteTVGaghtlxAbLmCErB76WdGtqz8C2zJ9bP/Nlt6YtNgZyS0bIZU iiQz21JE2b45xnZpg0ld22Jqt7Yo6NkW0/u0QZFHK7rsManHKygI9ZGVpvDn rotnrtWjNNqjOR8y1O2yQ4MiE/IEalTvhidQtZRA/UgJ1H8azoRiecM9Njbv uT1QrG0P/HV5a1JNKTFhgcKEb767W/sQ4b4GTYXlT+tZ/kSsGF+QjyzKn/Ip fyp/vRxzRblrjVHu+lCTu2TbDj8Kctf/n6y4eVQvJHVshfQuLZFlaYEJjnTR /ydaWmIyOdspXVsgnxxuyaA2dLVAqnMTRHR4QXZe97yJ6awPhdAfuC1GhcU2 kpn5lMxsrZPMRAnJTF9KZpyUZOaf9XKcg8JxxsqKQVplRf2bnqr4n2UV/+uI TNNVkSn1fyoyFWGeJjKduXSOPx5fLKNVjxu6Y/VuynGY8LRwEVJKCjFxZgmK NOHpdYnwxHnv6F/cN5Duu94n722JHowkp3bI6NoOWa7tMNG9LTI7tcSY9naY 0LEZ5RxNkdu5CV2vIK+nHeIcmyC6y4tYN7uUfzy1KPoox5kb2Tqon6lLQhro +KPyxRLJEi2nr5OK+Nefiqzp3wXTujRF8EtPo2/jF7CorAwfv/POo7Zozqri u9ep36izC+oYixzXBFXF7/MXVHxb0lBJfdJQCcZV5SvS0HnKR/oLroJXRamb v844zuQiylG2vXMIM1csxejyIuRRjjLjtXvLRce2NETdr4/uNLmI0d16Tnc5 BrrbkjocyW6dkNG9E8b2pMu9A1I7tsbozi0xjnKGbIsdJjs0Q55DU0yxvII0 56aIcXoZG+aWgcNMFGUa8kgKHXAm8SbGCD2x8lN9YvJ/jAmGdw7msgQjwppg fEMJxpJBvRHY9GWEN30RMU2eR8LLzyDyxWfh+WJjeDZujEEvNMYxWhkPmMQc W5Vl0qIP6eZnspX/bIrs/x0xh+UcE6unY87aRdj53j7tqZbGgzz/0sa36q29 2Eh5yM7Dh5A0vQDjq4pRSOarmq8JPER+axsg8NhU3RtIfmUjKW/r6YCM3g7I 6mtBkmMHJHVuh3RLG2Q5tsZEp5aY5GyHxfTau60teLeFBfPat8ZGClDbS4SU SBOs2CV7+gmHmii4qOej9A/dE1lOhV8fPYPwcR+PJFMGsTogHEObNkNA0yYI a/oKYinNSWraGGlNn0NG06cR3PQF+NHPI5o0hleTlpgYEGqzQo3Xedjap2yo +F0cUVBX/L4vxWWmQXFh6QNXXIZJVqsqiLfD8TPnsXavqsJULluC9LLpBE+6 v6bCLGygCmNmOFEQN+9fxvR0QlJfJ2R4OCOttyMiu3RCvENHpDq2R6ZzOxQ4 dcHyzu7Y3cENB9o54p02BKeWFhwPjGkvkBZXO6LuE0miKhJlRJJIWmrg1l2a CwR0cIXHK83h3aQ5gghJUXQlNm9C5PIyxrR8kYjmOcQ2eRaBTZ7DiGZt66/I aMjOn0xhlgkhaQ0TQoqkQkipLoTsOLzXVxLSqp9B3gonPruADeQq36QsIIGy gLHapjfTRubJtJGNqjbykaaNmEXn77QsYEV2FKL6uCDBwwVpA10Q1tUBYZYu 5LI6I6lrJ0x07oqlXbyxtvNgbO3UF291cMf+dk54mwGE7WDYW/Dj4SNtJFpE 9H2CRBy2BpISgW54pYSq+bpSJJ+gRPL+7jFwaGwH95fsMeDlFvB9pQXRSQsy uD1SWtohk1LbWLuXMPLl5xFM3i2kWStpyYN0H82JqMQtUVUi+jZQvBVKE+9X iZBsBfMPIBcfCq3uRDSnKF3dHq5Y+oayPcxYqLgedYKzyMcai/j3ckVIXzdE 93dDVF8XjLA4INDRARHOFsS5dkG5JQRzLSPxRpfhWN15CDZ38sDODt2xr72z soXFAPA2AeBnCghaSyQB9Qlf9/UBTPyTGkQVIdIIBvH5MyoYnJQI26NFMNo+ a4fOL7SA+4utMPCl1vBt0poYoDViW7VCatuWSGnTHKOavITQZi8jovnLBACL ac+JMYJw3sG851SPNGqzXlC2iVqPICBsogYLs8ED5abK11fUQHn/fnVfNTdP 2VedKtEFIkd6YWhPN/j1dUfwAHd4d+0KLwcn+Ds5ItjFERmOgZjiEIUyh1DM tozCoi6+WNl5KDZ26o83O/bE3vYuZGwHJcJ4hyKMSxT5tZQk5FFqdmJ4es04 ydLWrFksWdpVWgDm9EIntHnaHh2eawX3xm0w4KW28CVOD2nZDrFt2iK+bSuM Iv4Pbd4ckfbNEcsE03r3Xe5TRKwvwW7QbuF+Pa4XA0x12l7AmNxpGODpjWG+ gegzaDC6kkl6d3PF4N5uGNbTFQO6OMPT0Rk+XZ0xsms/xDkkI9MhHrkO0Shx CEONJRDzu4wgjz0M6zsNxPaOva2eu7XquY8FxrRQ7UCr8Ws9WzXNvnj4RJ39 Dujc+EW0+U8LtHumDVxfaIf+r7SnTLMDglt3QGSLlghp0Qoh9i0R0bIVYtq0 RkK71sjsMsAknmXKxTOeVcY3sDbMZlZZrmSVyi4XrRWKuaKFCecPplFmAC8q H0ni+EwrooeWaPNKF7Rr6QSHzl3h7uqK3s4u8KAJH0wTPowm3McxCqMc0hBN k57hkIAchxhMdwjHTEsQXuviT97QC+s6D8LWjn2wS/OGPFw6QRnRD4eP2Eny vK8kEaHKj/rHGor1gKox2mLujFI4vPwSOj7XHO2fagun59ug1wt2lJs1xUgK h6Ls7RDVqjXC2rRDdPv2iO/UHkmWDhjX3fsempKscOk+cip9H2e6to+zT/+k dX6AlA1RnYqXtULg3gSmgWj71MtkhY5o09oZnTq7wMXFDb17dkNfZ2f0d+yK IYyhLGPg7TAa/g7piHRIQapDIiY6xKLAIQIVlmDMswRgSRcfrCG3tKVTP3JL 3RS39Lbmlg6RW/rp8JFmkjSIfzawmN6oq1X74ApjDfFMLQKbO6MMDi+9AseX m6HDf5qj67NN0b9xM/i+3ByhFGvEtWmJ9M6tEdelI2IsnZFAEVSKSxdMHBhg ElXqqbepL+Uw7FiwlMOwY5EiiROaa66Cwd/LbihdEfCwD0SbF+zRplUXtLe4 wNHVDT17uWNg/24Y6uGG/rQEvDqPUQzg5ZCJEQ4ZCHNIRRIZYBwZIN8hEjMo LphDccFiigtWdfbEJnIVOzr2IFfR1eoqtLigqbAW+MNJLwuv8bQgzGgBcS2o FrAjC8wgCzSBpXFzdHq6KXo83wyeL9khoHkLRLZphaRObZDp1BZjXDsg1sUB ie6OSO3ugPSejnU0hLJ7aAhiuG5DrefPKqzrnJtqcO9F10gKVONpJrPgNSgX lnZuaNumA7rQrLv1dEc/j27wHOIOr4GuGNI5Qsl62LMTvSyZ8KWZDyYiSnBI whiHOOSRky4lJ82eDLuQ2H8FOekNnQaQk+6FPe1dcbCtxv7kpD8hInpFEpN/ K7AQX6LazBdKsF+tDYfNvDvF1QHKR21ZML0ZZQd27RBEzBPTsS1SHNthjFsH TOzZEcmUaib2dEZKH2ek93PGtIgIFd+24mCdWWrqU6vrfPIVG5Y63c0MAPdq lwavHhPh5ZuPEbElGBGeCXf3Hmjb2h5OLp3g4twWLhZ7uDvaYXDnUMOU+xDj BNKUxxL3jyaHO5kcbjE53Gri/te7+GFZZy/F4W5TuL9OqvyyEAPzVPmKgBIe 0IYaZ1zEerUW4C8sn6kIH9l0vUYp7PZ23fBh977Y178PhQPtkUoYH9OjIyb0 7YxJA4lt+rkipb+rksNlDHZpYMWeKMtelH5AugoiewHQAfBqYQW0T8h0BNKa Ss6txOQZM1H56kwsXlaBlERfjE3xxOWT6uN4syOq4NVptDbTKrcHELdHEben kZfNJi9bSF62krj9VYs/cbuYc3Yz5JwHVW5XCyBMUehVyRi06S4QAM6rkqu1 iIwNj8mYE+h6laZ7Wzt3HOnWF58PG4SfQr1wKmwIZnq6IbNPF4wb0AXZQyyY ONQRSYPdkEKvpw9zxTh6X92o0CA78o8IF7dcVND8U8OwJ13h8GprxHDUuHJk FVZhes1Miu2rsGpVGd5an4/316SpexNPY8WsbfDqmKFPsBdNsB9NcDhNcApx 93ji7mnE3fXndA6GnO4FPYD8Xg8gxclUKmDVKXxOn8LxdM2zc8TWtu74oFsf XBw6CD+GeOFmsh9qJwSitjAUGf0tyBrsgAnDHDDJxxFpXq5I8nJHsrcbUn1c MDpyKCbkZ2F0ThLiooay8C5fWEfcvxlPGfU0gnOgbXBuXluEgxuycfnEFvVj zmn+jr9/Fl4d0q2+z6L6vlDyfYnEwGOJgetLk/ZQmnRQSJM+IgZ+XhIHfieJ A9VHS6tP61HypicEqPJyTNULPq/P81i65tI8b2Hz7N4HFzxpnoNpnpP8cJfN cwGZqioS5wpHIZOgOs7bCdm+9P8RzojzcUM8zXOWvxOy/CzI92uPmF5NsDyw FS7nx2g1dMZH6zXWcRovx2lMvTh9WJ/nM8iOrDHQ7nCa5yCi3fvKc9roeQ6e lUR5P0iiPDWdho2nzfJHWonbxlXa0NmkMy06i645NOmb27jhfbc++IxPeuII 3B0/Sp30SkqyXo1B7ZJ41MT2wZjhTjTpNNEjHJAZ0BUTRnVFTqATJo+i9rwp s3WhqZ01GDcmOOP3U0dg/rB6NqoX7oX0YEJ6av1If1SzQHbETKJio9NjCU+M zYTHW0t4+koTnh+pT09LorwfJVFeUL0W+JcJ9lYLvKhbIJOuWWSBTWSB91z7 4PyQgfghyAt/cAtMM1qgdnUizs0NRTpZIY3gnzDCFakBbhg9ygVjRzljHFlh uNsrOF4xHLWL/XFnRl98HeUwTTAC9yPP17cChstXwGrrCvgbn//wyjqu0Jjm xBjSnDcMaU53WZqj7S0Yn4Ovbkw/omzVTSU7sZkrp2uhnXp44jv6uzxJPNgw G4mrpFJI8tiedAZdNXYO2NjaDYdde+P84IH4PnAY/kggG43TbFSh2egN1Ua1 G5JxZxPRPbmDIC83hPm6I9bfDYkBLoj17oIRve3xwdxw3NmcjNpVlK+95o0/ 87vh+qZ53FaiV332v7Bg/q5T1jnVtRrSovS/lhaRa7hIk/+kJFRUFQz1Q21Z bYmfQjgONJWOWNfCCQfbO+G4o6PyMJOrr87lthMjy8B6bfdP7S/E3TvVdk10 26XTVU033dDaFe+69Ma5QSbb5ZO3qohA7by6truyLh5DKAAdRhmNH7lzf09H +A7ogPiR7tg5NxE/7szBH9szcXcj/d0y6mvNIFwf54zfThyZJgyGJ1MKITfS lWL1kwkev89ll/oPg4NPk6RYqUqKlWVKsRYoKdYwJcXazlOsdsYUi7sMMQJV rfi4Xh0URJOZYueCIvteWNauH/Z17Y9T/TzwjVdfXPdjx/qccPvkkVxhJXLC aZg12Y35SqwQ8k9281S6ZlIH1rdyxTtde+MsWfO7UcPwe7wv7o7VrFkuWHNV ovKp0sya362PR/AwZzh1toeLgz1cKWEa7t0DNeWZeGdLGU6/OR1f75yC6zsm 4NbWNNSuo6Ev8sOdsj64PjNWj7fFIEKdsP8YKhv4/73seiifS6t87zDm3st0 PVumm7V5IAO/9ylFFtX3ndCt6zTIVkKnsp0SARs/pUY9khVv50zhbi8U2g/G rPbDsam7Pz7wHIlLgSPxSzTNRIo3atMH4HaSa54eQAeagz3ZqlTt2Fy3Ywpd lWTHdcyOzr1wZuAAXB05FL/HkR2zRqJ2qmbHuWTHxVY73iU7/rA+Ab9eOYPD h9+Fq7Mn/NKLkDq9HCVzK7FkWSV2rC/HkW2lOL+jAFd3Tsavb47VWDaMGJpi mynuuLZhLkSXyH26Gqg+UWeHx8tuiLJOle+7N2Cdrk7V2uLxidE/jmxAqrhF TxWd9VSR+8fHhYXKH8UVofVddRFqrUEkUW2mXXdMtR+AijbeeNVhJJb2Cseb XjE4FhqHy8lxuDmOcJ5HHqiA5j1/CO7ueh25prmxfjKBdvDVuNGtmvdJpcQh ia4KMu3ali54m5l2gMS0MySm3ZyEn9ijEq6eeUBbWyte3QGvoDwETSjF+PIK VM+nGV5ZiX2bZuDY9mJc2plv5eAN1NTSQNytHohrY5zw6/EjooG5H31Ca5r9 4891ZYvUq0Wc+n1DFunxzU+KWWqnjDqxT4SWpU5QstQIPUtdrGSpnlqW2kOa pf5dEv2HaTzDXSlbQyE0yal2rphs3w+lLYdiTid/vNEtFGsGxWDriGTsDRuN k6lj8F32GNyaPpqiyBSKyymKmk1L9vAyPVYSMwr1oxj0X9Vdwk8qVVIJSujl gDUtXHDIqRc+7T8AVwKG4rdYX9wZQ41M0Ww8R7DxerZ8k2npJeD3q2caaQFN duY8+MQVIDqvDFOqK/Ha4iqa6AqVkXdMxzciI68l1lo4ArdLe+PnyhidkcVA ibsw9o8FtnqFIwUiDVu5KU+JHrZj/Sn01Aam0MzDfkwz9zdJYqFKEE/pVMzO FyTYUWJl1xvTWwxGdXtf5bO6V3pEYZNPIt4KTseB2LE4nJ6Dkzm5uFqci9s1 k1A7fzylCETES2jWj66ZItyK5ysBRvuKa7hcsy+DF9tGnkH2XU32PejYE6cJ A9/6D8Wv3L55werDp+YwFxmH2pVW+17fmIBPdhQ/pC00ZRKHZsMvg1i6qByl Jpb+TGBpRgG1K2k65pFHz3PDj2vmPiyJmWSfvvy41vu6xN3d6oQt3AkXytf3 On19P20IslKl2X38X8jumQ9+VJLbqIrJMzp3M0Ekmrg7i2KIfOLuyjY+eM1p FJb1jsCGofF4c2Qa9kVl4d2UifhwXC6O5U3D6eLpuFxThJuLaC2vZCV3E+lK Re2J9RwKIhNqUMgVljoXbUUoxFJPyggKqwgKBwgKpzwYFDzxa8xw3MnkUAiX QuEXgsKpt0oe0aCQHV1BdD4FwRqd1yyowppVVjr/guj8p53ZuLmdyGoDNbV0 FO7OHICfMhxx7egRVXGxfm6S+P/6Si9E//4Pa+DdiIYXR5M9mK4wCsBT1Zcf tckOu1R2eE5369X3lB2KGig77FerjvCwJItS09fnDNQfRgZJt3NDLlF/Wath mEvtv9EjDGsHx2KbXwr2hGfi7cQJ+GDMZHw8aSpOks3PlJfg/OxyfLGgAr+s moHbm4pQu52YYOto/HFs7VRJ9uVvhIi4uf53fV0+KJn68QKAoqm/JXbsEZVd sd+hJ07264/LfgSgaALQaEJhLgGolAA0uy6AbmxMxPndpY9pvsKrW4biK2Km lClq9OtvqL7iXfIVn2q+4pcd43FrC/cVvrhd0gs/zoiBjQdtyIBj3plhq+Wf WrjM+YTFCw3jk4nEJ5ue56AJl28b3I9WYq5UaiRJ2jho+EMXApXArCsm2vVB UcshqOkwAgvdgrGqfzQ2D0/CWyEZOBg3Du9l5ODoxCk4kV+AT8uKca5mBj57 rQIXaaYvrqzGlY0zianL8OdbtFQ3p4rSHk/yNNBM1n4lbgb9wzTZtuAzToBP FPW8mK7l9l2xz9JDgc83Izxxg+Bz2wyfhQSfFQmUuZEfIfj8SvC5uKf0b6Ir Gia4onmVWLq8Ejs3lOPDbSX4bGcBviNX9NubWUqiUbuCXNFcilwnu+LmmSOP SHqqcIbs81wf19OrV0WOMYQgkWOtJDNPJ5mpjGQa6/6nrlTjp0k1yRKpZtE9 pJrP+TPQlRxQTd1e0AMPJtDE2jlhLHmdafYDUdXWB687B2J5H/I6wxKwYxR5 nWjyOqnZ+HB8Ho5NYV6nCGeryvDZvHJcpEFcXF6Ni2tq8NnGGpzfUo0vd5bh qx20iL47N03PGU0YEYnln5JZbmT1+iooItmeLV3LCBR7u/TAib4eKiiiCBTs 4wcnEyhKCBSz5KC4tLf0cR5/RlfCK1h1ShMEp7SfnNJx0SltY06JouclI3G3 agB+SHWEGRG2CIUHLGItw98NhOJnJZQBufCuh1AOqYSibhU9L93mYSpQyF9U gdj2A2tZTCzVpKCx7oGYrBZOHijDzh159h6Y0dpLrV/pGYZ1Q8gD+ZMHiiAP lEQeKGsyPpmcj5PTp+NMBXmgOeW4sKASF5fOxMXVNbiwoQbnNtfg1NaZ+HBr OQ5szMe17y7oob3IwerHcukf3iIyy7/riQ1E4IRT1wvpWkrA2UPAOd7HA1/7 DsEvUT4acIKswFlgBM5vBJwv95b9kzuj7uSM4jVnVMOcUSW2CM7o8s48xRnd 3kIh2JpIas4Xt4p64oeSGMg+B1HosgxDso8wf0xGMm0aRjIfrEpRd2qflW5h sWgmqD6hqYtZaDJuouxctETp6kiNYrgjClIKVF2QY98HxS09MaujHxa5h2D1 gGhs8U3CrpDROBg/Du+PnoSj2eSIphXqjujC68wRzcTn5IgurCN62VSDT7dW 45NtFTi0uRjnTx/gpWdiTqt+hrz+eU1iPcgTkolWKH2sgJkw6vI0upbYO2N3 5x441tsDXw0nzEQSZtKJyiYRZooJMzVRKmaWWzHz+6ZEfL2vjD+2TPVAOYoH SpN4oAsGD0Rx0ApKDOZ44rdJLvjj9BFrIar1O9kn83FceNl1s3JLF41bggox qn5uaaJHuLaFq/T7FK5GR0Tgwlt7tOigsUF2jLNzxji7niiwH4SZ7YZjftdA rOgbiY1eCdgZmI79MZTrpmXjI3I5x6eSyykhlzOTuZwKq8tZq7qcM+Ryjm+r wuEtpThycAmufPuZXmgtJsK+RlAwLpkzZ47ggeSRojLlWQI4Qqn/+XS9QeDY 1ak7PundD18ycEQQONI4OMI0cMSq4FjLwJGEP8jCl/eXPWHyRCETyRNVVGAW 0eRa3RMVkSedqnki9mFhzBMF4G6lB75LdtRLb8RA7BEDOwyiK1Rlh24T4OWT D19b7LCBsUNyMz1krfjLEtcOReLqihUDhqB6hL9eROdr8ihMqoygdHc0AXaK fX+Ut7ZKles847A9IBV7I8fgneQJOMI8Sm4+TjGPUllq9SjLjB7l5LaZOEIe Zef6afj+6uf6qUIxStNQkK1ZnFfSaI+S+Jdu8UYSnhgtoCCE+j+VrsWEgrcY CnoRCnyG4Dqh4BZDQQ6hoIhQUE0omG9EwU1CwZX9M/6ju5XRqluZOgP55Fbm a26FAfrMjkKTW4mg5obj1vTuuDo9RkeBqIc9bJMLJtvggnJs4VxwbFNzQyCa XqeU0pYWtlDXwgYoWlip/yis9hika2Fst8nbhAIf5bkaqqg5yb4vSloOxexO fljMRM2Bqqi5O3Q0DiWMx/uZk/BxzlScKCD/MIPiilnMPxAKlhAKVhEK1qv+ 4TTFFUfJPxygbPfsqf36E5bENHe4gAKlBIh+zx7noMFAq2dWLR1MfcyjaxFx 1s6O3fFxz374wnswroV741aqxNLLuKWTFUt/d2DGU6Iz8MqB/+gipBeXo4yc wTJyBm+RM/hIcQYE3J2T8LvuDIIVZ/DrxK6sroIbWwwqG933kq8Ul7y9buy6 W4vDterNeKV6U656rXYcjOSoKKnqNcxE/KrIqe03iSJnvyhs8k7EziAuchLx T2DEX4DTpRQIVBPxv0rEv5iIf4WR+I9traTwqxTvH1iMr785pz+3U2RFzdhq beAjhook9opo90LB7iyBzqVrAaVHO8i3HeV2D9Psnk3J1HSy+0yy++uC3Tcm 409a5Z+ujHmG83yMlecnCjx/YPMMnHhT5fmfd07EnwrPs33MANyp6IfLsQ56 ObEYBT5oWOEjaIXH1lnhSTZX+MaWnOcj69ezJml6VpWmZ+UGhKLce6SiZ5lP 0fGKxsHCCueyZhTx/BhhS+o1R1XWXK/ImsTzUcTzKRNxZCyTNYnni6bjLOP5 ucTzC8noy9QEk/H82S2M56vwwdYZ+PjtZfju6kW1BFLJMkVTK+uaaw3MyHzx q5tE/1FwOYq6N5mu+WTkN9t3w0c9+uKS12D8TEb+M4XSj4kmIy8lI69RjXxr cxLOr4rF99+c1os1vHqoXB4rcPlWgcu/JS6/sWMccXkKalcTl7/ugz8LuuHr KTEGj84DlwcMy3ugtrxThOVdXM/yTmqtx3X1iVAJugg1o2uIkgMucPFVRKjN 9YhQAyRcHkpcnmbnpm5QtRqGOZ398UZ3bYPKLwW7w5hKOR4fMC43qJTE5fON XM48OuPyj4jL924kz39qn/4JUWKO6KPanEsy4vIu1izNusgLv19npcjt1VLk z4eRpUPJ0smapQvDlILD2tdMlqbl/PmaWPx4+bR2nFXjcm8rl894VeXyXRqX X+Rcvn0McTm1tZy4fPYQpUbut5NHONOIRMVe8aIM27qkM41LerLNJd1GM3Td Gtq66lGWTzTG+kdK1KO6R+VYDaiHoBl5K2eSLUhUlEW2WaUpi65MWYzCZmWz KgMHmLKYriqLx5myyHn8NY3HKaG7aEjoKvHO5hK8u38R/3hQMaHzNtpYrNwq Emwslpuz+ucPWf3z0EH4KcRLtbFWvGu1cbxu49tk4y/WxuHnbz/VaxWzY2jZ hFh5e/bCSqwTePsrxts7NN5eF6NX3/1SE6vx9r/1YSwoqvorK7idwUHbVn3i ImMw2c226rNbVH20otM+Jq5mYmAMTV2WJgZWMjHQaZQmBhJX62KgdQvqlCIG lqpi4EKjGHiWHPQJ4ur3t5bho0NLcfXKBf2zpsXMzEu17njTCjZb10+vbnfE VqW6XSjNNpUMK9ZVaiet1v2KrHuNrPuiztXk8hJUrp42q1I5b7x1XQXe21qK swpX5ypcfUfharVe7yar19s4V7Puv5Rn4+tL1r7+JfuGcclqD7h4xoYYk4Gw IUmI8Y//S2LMj4eP9JBoeOoukjtymYan7CIFYAnfRfLXdpGS1F0kRcMr1DS8 2SYNb71Rw9u9oQAnj+/RP9hezLhM1hXX7nTBumLhfd2CcFYZG1inNlms3Ptm XRyuk3Vf4vz8AefnYmRo/Lx8hcrPR7er/PwD5+eNjJ+DlBrm62Od8euJIwWa gZkqGuHpJ1m6U+tfuisTabDkSx9g9K6Ebw/i0qVL9OJPP/2kNMtuoKfchorm MYgIjUfIoGRE1yO8rFGEl36q8CKpqO1mEuLUHSEXZNuzHSEmxI3AIrcQrBqg 7gjtYjtC8dqOkCLEFdQR4uryti7ELZTkWWoKoKvhYnGJ2fZjzXXpQwYpVdE3 66mK5rb/lmz/y5VPtaM+nLenIjS7FNmct1dX4iDx9kmNt68x3t6abqj5u1bF a/7+paQDXhTKeNn5Wld2/4as7A26msvgz875s0vZ/X9Qka8fRllZmbJxx2It djE25DDBQ8r0Maywi6NF34TWaq+9nTMRHRV7f+KMjVJeV1Om5q/vCqkSXVXb 4ZjvbJXodgSmYX+MaVeooRLdoSU0HxewSJKpmeAi1qoUCnDhxxhm8yJ6N15E LynQlhT5Xl0fjxsEl6aCIxieUIi4fKsj2CY4givcEYglhVPdcW39XOQLPMEs 6WU3gK4QlSfcNZ6IlvDEaitP/NsEFzXwZ18fUlI+hhl2cdQ8oNzpQY4a5bLJ MGIJeGhAAoK8U+qRcyJtyDm9tNImY/Gws8TFRJCLYaJeniLqqdtES3uGY90Q TdSLoGQvySTqVdxb1HtrPfH11c+xRE/2NLSMlZCLGS38yIXNcn5pSbhafPq9 Unz6qUbVzLGcUx1LpupYyjXHsnuj6lg+VxyLsUz8bs0g/JzphF8+OTJV4Be2 2qX8klI/v7woAUzD+aWRmV8eUMDytPJOH6dU6RHe+kQg9TypvPTJ0eSEeC15 jqL2eWJ2Rz8sZrtBA2OwxTcZu7jaN9qo9p0zq33rrGrfx5rad+7U/mWSBHGo ESciqxQIOBGPfYhHB9Ri8xH1FpsznPyoVrJqzwsgJxRLLj1Uc0KVFZhDTmj9 6grBCU0hJ8TKHK1OSClzrIjBVC3t50Pwsgu2Mop3/Yxy+kBNm79EKM8gIy4L oR5jpfXnVlEo2ioKWfytj1aSiEJaJNLZ5F544fk4pfBc3QFa0DUIK/pFYpN3 giIE6jtAXAgsuYcQuE0TAg8uxjeXz2OFJIv0VIGQJRBGURHPMFQxdR11cY/2 yfGXDh9JNeEjXTiM8K5yGGGA8TCCrSJ2a6Wz9kQP8jo9rV6ngLzOQs3rvE9e 55zmdX7dIRSyz/NSSiR/WDVX/6wtsWA4O7BYNRwjkUBbJDJdIZHrV85oHxj8 vI4xDpZUvwKbWlGaoBWJBUur62hF1gLnSzt2QxFClc2Up005Z30l6+vZPtBI vg+k6oOKyzDog5VGfXBzXX1wtSTnHGLEgvhEJnV37lFMIspKUspiLVhG13by enuJ1rbR/09VzU0SsMEPqlTxAw5dbRxwMFfB8wppSkC+OrZJe7zOv1Qf4zMJ AeRjRpeoPmaF5mM+1nyMsQye1U1SBJTuqGHjn4aPwjx++FN4dR1bL3fsZtyx v8ZBmxERWqqK+lyd2neuLoVr6tL4emuTVHVJLI9e6dhTdE+N6o9hjJtx/5bI jyH6VpK8Pn53mLCVxORH5lzKta0kG/Ij20rap8mPayXprQakMQKp8BKVJ7TO MyAlE8Yr7boSOtzwdhc3nHJ3waU+TrjUkxL2LgSsVurHecebUMWPzaxt6aqf reB193cNdffRKqpMddkndhZrDzb7p8Ej5SgeqUrxSIc2l+EUeaSvZYX3xb1y BUTwakM1w/kbsqMo0/LLt0k2+9aOx0+XP+WgEjGp7lw9K625b3g9E4s6XA2P jWJRB+eyRg0Oih6WJl3gB9lfkJTq97JRqp+BA7H3UD9XaFk0c15c/dxSgsMH Fm2QZNGDjRATa+f+zYONwFiEUtQ9zd4DyzsMwYHunjg9xBNX/Abj1+D++MW/ B74f6owv+1hw2smieOgDNFHfEMyiBciJx3nWtLR11MP2UYBfNibi7K4S7RNv /0FObgyGJxYiXnBy23Unx84B5GqntbRzAHOH6cXH4nP4VAZ6BMdPXIRPTD7i 8soxpaoSNQsq8MbyYuzds0ALNR9UDllwnD6sa2y2q/rjGlTwZDo1HqRobJyY 6gZaj0kDLfZPgB5sMt4DJjfJTwewbbSGng7g0ixzkwZpdoNcmt0oycg16PEH XNYtwHtSY6o+SLH3RnWnAGzpE4QPh4fgq/AQ3EgMwt00f9yO98bN8IG4MbIX fvRywdf9HHC2qwXvt6OLpvLq4SORWnPiYaM6h1HMJxBsFJBf2FPaTgOg2ZNW vFaleNI9Gyk+MB0oYycQ7iwZqRepiuXVvPBzzb592HRot/KTkwSo1kcUVBsE PbWSSn0mW0MEPfGI/NuaoPekmvoK5YI2EsCXDVwXNmIkRrn01Tfo7u8YwXT9 GIHiISUC8EeUne/ZUIhTJ/bwcIFhf9WqVcpPg1QI8WdN1S3GY8egFhPCR2Bs hzC83icWb/kl4mR0Mq6OTsKfOQmozSE7jw3F3fSRuJ3ogz8jidUC++AnHzdc HuCIz9wtONrRgo+DY9gHKoYJUIqXHGZRziIoUJIVkyca6oY/36s9Wv9xxX16 h01FWI7qPtkpkQ1ruPs0niS+vjx4smotAkZPAU+8wtb6KIW6O7P3kvNW1SPn sXJvWY3j44Ib45t4SdomXlGLexwPMIvBwvGAumJwCT47fWCbJA83AUHkkic0 ml5RtQp+rSIw0T0ZC30ysSd6LE6PGY8fpoyjSCQLdwspV55C1plEMfS4cNwd HYg7Sb74M9oTvwX3wzXfbrgy2Amf96A4oLMFu4mqz1TNDdYAwU83lRIgVhIg xMMpdU4XSArJWT3wF3vLOmlxnVcvzblNm4HC2ZVYtJQ5t3LKPaxHka9vz8IP xzboJcwiBjguxM9sqP+JDapcl9Qgua7uWf8ndP74mykj5zt/dY8BRGJjfccA 7iH4vkcZ+Zol05CXl1VHtWQjfsCW/+Mpm5i+D1TxkyEhkie1XDY7MBd+HZMw YcBYzA+dhN0ZU3BqylR8Xz4Vv1Xl4mZ5Nm6VUrjBDsdOpbx6Mhl4QgTuZgbh ToofbsVSvhbaH9cpXPrOk8Kl3pTqOVpwqLX6YdtfEwuPFMAknnTaZ+lpParS gFMJrFD4q31lnbVIWnFUw8lRjSlGpuaoVq5UHdUn5Kg+2zEVFw7WTJZghuNI fEjT44bAJ/2/pumxzcXvDx953pR9/a8cENimbi5y5ZeXZNYJtu4R4NsMshZI dIEBRpCJJPWkvmg2UeyYidE+kzEnvgDbs4vxSUkpvppdgu9mTcfPNdPwa1Ue /qjIIbCNw50iStKnpRCzUHo2MRJ3s0JwN5WCojgv/KEFRT8MU4Mi9mCU98jt v0dzeoXteQtgY+eiirRzUXst2hEYXxtgM1Wls8Ljb/aXWbQY5fjHnyGn5A3F lU2qUl3Z2lXlxF6F+OzU7lwJoHpIdIF/6iCTHyew6obx99ANu8l0w2c1n2U+ SZBt6yRBKDtJMN54kmBGsVU7VjYwbWjHp/c/KcFXg1V1Gb5mSuQCDV/pAomx f4zEVA3yJfVTKJyyEOufj7LUUqydWoF3Z1bh1LwqfEax/FdzSnF1dhF+qinA jZlTCGeT8GfZeHKQY3C3gFL3PLJ7thAxJfjgZuQgiph6U8Tkqnz66Xk3Cz7s QFETRUzHidiGCzgTj1oZTswopx8C6jn9oBa4f7t/hpOW4R8/wz756xB2vXcI ez/YlyfBECcvURr4tx5E1z2OID5y8X6kSF6I/pTJ9fkrxxGcGnYcYYL1OMK5 mZoYvaiuGH2c8vnDihj9Br799jPts93/i8zFSwVFlaC/gCyl9lGVWl9Gdsxs BPhNw8T0crxeUI1ts2bh4NxZODKXckDC1Pm5Ffhybhm+nV2MH2sK8Uv1VPxe ORl/zphgDLpyWNDFPt9plBp0RQ2hoKsvBV3uuDLICRe7W3CMgq63yE18WjXX S4CUeAjL9oEa7cyEpFr+6oEZuwRO4jjhnCRm/Pw5HeZDDNanSdrWKldqWuWb Eq3yYx5ANfAQw3rDIQajeH3GIF5bvd5Zbb+Tiddb10zB91cv6p+4VC8rcdw0 hJVkz0jVsJMmsBKvoVRrmJsge+IiRCSXYdq0arxWMRurqmdj6+zZ2DdnFt4n JB0jJJ2lUPDS3Bm4PKcEP8wqxPXqfD3sul3Cwq4MLewiE4/Xwq7kEbgVQ2FX iIfyMKnvhjgrn8180sGCA63V57xdPHxkiIAm8XiWfgLn/2PtPcCrOJK14fex fe/euzeubWyTbSxy5iihQEZIQigiCSFQziIjiSQJlAjKAYlgcs454wTY2BiM AyY4rMH2Oudsk/RXz3TP6ZnTR7Dff3meWS9HtuZU1dtVb1VXdbc0eyF15LPO 7G/saJJrmsITyen8IyY67ngwiFykLG6xSOm4NfrfFjSJYYgpLQ1DJJiHIS7L wxD3UcH21b0DAel+IpuD/xHZ5FRFnu9nxpDc56UH8qewbd9pxOdVIbekHovL m7CiZhm2NizDwaZleJ5w9OqKRry5sgHXVtbhBuHoM4p0MqP6s4YzKqLvd0s5 o5pLjCp3op1RJfjj53FDiFF5ajclX/MgjbNCCmn4C9J0ALerPMrlMMSTGN7y aAfv/n5vRxq+/vQKnlUgR/gmOeFrZSLljtMW8gmiymqkk0P7T+t86T+kHF+U qjPva+CigEKbXqp2NnAhStVv20vVo515pgcYqh5goLqPDrhkyR0JvsmhNNXi jnTpdChtP/oSJsyswLSiepQtaURj9TJsrF+GfY3LcHL5MrxMULpIULpKUPrQ CWm6RaTpzhIiTWVTOWlK0UnTtHFEmsLwZ1IgfhlPpCnMC5/5ueIDLxsu9Cbi NCFNO3rST4KSmAdjU0InVVNC+RMcp0WkQYIPd6bj28+uGlCSa4+qOsHjIuO1 zHCE8RkOUWcsaKHOaL1xQHT2s9/cWF2F5fSsJM/wkOSo7nem40U+02EUo5fY i9FspuPGFnUx+o2XN+PrLz/Us+x/zlE9wND1AANXDFeYuMaB/W2kGVOye2on MHXwNGKmLEZ2YS0WLFqKuqomrKtbht2EqeMU6s4QphhpuiyRpi810rQQPzcw 0lRoJ00LGWnKtpCmCI00/TphBH6I8MEXAW647kvUop8Nx/RNZd6T/Yhp8mwd mzzjE0gf8QkkbTjFOoEkjSywhuePdmXg+8+v4jldlwSfoYrETm8sdFPOiIhK 5NQWKpEHLJXI0vYu8HjkUfg8/gQ827eFLz1D2rXFMHqGt22LmWHhpg1b1bzI 7sB0fV4kkc+L5FrnRaRy9A5FOXr/Ily9/AI/QFa1P/OgaX/mfp1VkKJiMEIH lri9Qm5D68iBdendGyhauhVp82owj/hTVWUTVnMOdYSAdYpzqEucQ31s5VCM jdfM0znUIs6hChmH4iVQiUP9SBzqqyD7xvKLfGN5iAQs62ibMfUUL009OZmF YcD6hHfSP9dCUVPO8XSnPUA5nWI/hrblouaKbh4Y8sjjGPbIYwh4pBVCHm6F 0FaPw699OwQQxILYVZ8EOfb5uCd7aRMqc+81oaI4+8Z5cbtOK26ffn5N3j/l m/Qs7UHT/rLmpcRilMsDFjDJB6OKmyIuXb2O+bWbkDi7CnlEpJYwIkVg2rrU TKTeouj3rkGkKvANEakfCUy/GnVQJ0SKAHA7PcQgUt8Ee2rbxtfcbRrheJkA 9PmrF3w4nsQUXaE8Rcdnq743zVZZ5m6kyYxPd+u9+8/fo7gp8j79rJx+Todi zMXNFFNxM6ptN/g+2gaDH30CIx99HMGEp7GEp/GEm/GtnkD4E60R8mgrRLRq hZjHH0Ny26dQyoZhetxjGMZ0Mk6tw8k47/Igd+5QFV7Xe6BL/o+9k+iykKsC ejzBZIV36sxhtYOo1MScCkznVKqJWPmmhuXYR2B6lqjUWQLTGxKV+pRTKcbK f2ngdU6NSuWYqRSrczIqlcmpFN/8ZVTq/YE2nO9Fj775i4EcTYxixMiTemyK i9B0nU9xmeZ8nEwDfM6nAV64RxVT0Ct9YqR3i1XMdEsVk129OLBVe3g/SsGN 0OT/aGuEEqKiH3kCE+mfYfSEPPYEop6gv7dpjSTyTunkqap6B7Q8cHOfh+Y8 y2riX9/Qz5b//++KukuuSNQELMiR22a7CsJ0iAjTVCJM8+tQtKgR9USY1tfb CdNLhJzXnRKmYieEiVUuE7TK5Z1sRpj0vd4fIrzxhb8bPvTV93oPEWG6TL7H XUIOq+XNk+b/jAkxcanEPWaI2Onfv0jIUdUp5RxPj+/dHaZ3rOf9ZvaKhGur jnBv1QFehJqhj3ZAwKPtCSXtEdOqHfmZtgh5og2i27RFXPv2SO3YEVmdnsTU Lk9hRvdOTqZzVMfkOBa3zxwsZ8VtrHPqbNQ9wffhb0QbulwFGKajZpLC3/SQ 2FBxI7Gh/BrkL1yKasaGiGbvXLrcYEPnORt6fwVjQ3ptUmdDJTobqpbZ0CQL GxqLW6lj8DvbEI70xVfShvDzlC2/R6jpqa8b+vOvEn7EhKFx+Ys8gybPITk5 +f9rPljyYgu1Sjmx02qV9qNOH7R/n65O71hgt+H0bfUUBrR6kjD1JHmhpzCU Hr9HO1I8a4/Rj7VDZOt2iGvbDkkdOiC109PI7uKCaT06I6dPF8zu3xVrg0Ps x+uoZnec1LPP83r2bguW/i/mm/4muSDhsS1gkl1QL4kNLajbjMQ51ZhV0oDy iiasJDa0jdjQIQpgL/yTbKiZsSFjV3iitiussaF43kTHd4WvuulNdB8SmD57 9YLuER1OEHpIAhfLmme7iBtvzENu2tUfTqeWzIegvyg5p5YqBOJCjXsdvagD zkV53stgl0D0InD1bfU0+rdygdujnTCyXXfEdOytDWvmdeiG0o7dyGF1wORO HTC961OY1rs7cvt3xxy3Hsj37In53j3veXrPe8agTzWO7NYK389aMPZ/OhQl tpLlAoFOx5EteS6x89tPZkq5lZhBTGmhxJT2a0ypScmUvm6JKS0gpjQvRd8R 1trkQp22yZ2boO8Id1Yj7UEL0uRxSmM+zjrxdI9JllNSyBNuTNVr8KgCVaoD 7f4iAoCl/Glr54EehK5erbpgSLte2vefxHeMVtGzl54XuugbllW9O2N27ycx b8DTmO3ZGwXefbBgUB8UD+2DFVEj73kq0KkDi/HelRfxmgJe9+PCHuAUin0k KgBDzMiRZwkGyExp2mKtR7pocSMaOFPaQ0zphMSU7Hu8OlP6XjClWsGUxB5v 9n11xV3so3fFsT3ep9XIeUBCDtvQypUmKx1m5eQZKIcZl8n4gZDzyVv7DeSo qpgyqdI3l/7F9JWEr9J7lDqYLsXo8agLbK27Y9ST/bRdoHxtHseGrfQco+cV 8sjv2Gy4MciGrwIpkPt0QZFHJxT49sb8oQNQPKI/Sv36Y2FAf5yrnKs8TohV t8+d3vAud44yQNjDJv6NSppxYSzzFuI0OTcB8/eI5zRtQ7rEc9ZwnnP0n+I5 bA92Bm98S3fe+Bao8xy2B/usvgerFw0eVJlZHok0j7q1MMokjau8fbwcp3UW ZSksClfRknH/k+fxjDn70pJnzGsa729ZQ88+el5k548Q03+PcsVPR9rwfagN v8fa8Pfx/VHs64KSod1RNMoVJQGuKBtN7mIMPcEDLCXlal5Svo4P+XcUlSpp 6WbpgrCV+6DB7u22JJpxTacZSUQzZpc2aNd+WmnGOW0XVKcZYhfUkWbcf/PZ x8P0XdAz9uazjlyxskrFbNpMF37tUTd9dtGYTXM2f2SZFLl6skKcLuWsnieW 8qMtxSCzz9cPptSvp2RzMEm8VNTIuuboOd7Zhld76IJ+ROD9mgz5S5QNNxNd Kf3zQHOuN04l2FA2kpgG/aw02B0LQ92xKMwVC8MpxmUFGBXfa5dfuK5wMnyp ZnI4ipYudiRUUVGRxg4GigB/7CXE5dkD/DIK8JsblmkB/jky8Ss8wLMNyusi wDctMbd8Vc2WAnymHuBzrS1f9g3Kdz1IAz3p4RuUHYzUhPID69ChcrBMHgFS H6d+RsEPVQltK+Pd9uNGdT/cWiv0jeMzshUu+iVsB+g51VVPyN/3suEzWqY/ hNEynWDD7TQ3IjWk2bm+hL1huDF3CMoCe6KMlmhpuCfKIjxQNtYNJWNtmB/R D8d3VuEjBePg5svg5pPbPtknzIw+IsoePoPx05dgMkXZYhZlq5uwwRJl2aag HGXlTcHfHTqpstWdVHxT8HPyPqKT6iLfFGwn+VnTWKBigMu4OEUxTdPMrXf9 +Uq8pCBdqnyyM/eq4t2pvM6/jJ4d9JzorHcXspZWtj/wdRAttmjzYmueT8BY NJLSkEA0LwuhBdebzOWK4siBKI7yQFGUG+aE9kX2sM7Yt6oGNyw+o9leBMjg P5KbKIdwU23b/yJKKDhmFNSigIJjDQ+Ou8hULDieXqEHx3d4cFQ3KIng2EKD EttrYw1KAXqD0lv9SA0UWK4SmltbTGWftVMMPqnGTiyzAh+9YDeVqnQkrz59 Srydth0znrOuKm3/2IaD9Jzuqu8Lsj3nz/1oVZGv+4OtqnRaVdPFqhqO5kp/ NC8dg+ZnwrXjp0rC+qEo0g2F0QNREOWOSX49kTa4M5J8n8KV18/eUHw9bi2x Vya3JA4XVIaFv/rNSJbC3zMU/razJqAmvQlIhL/3FOHP6L02NQFl3LsJiLjc Kd4E9JjFWsaYGhsSImsph4ScXBPAD/bGywraospw9LMf2huxlt2WU6xlWDbs pOdkZz1JY6N17Ht/QwvrV7awkmhhTaKFlccX1mK+sJaHonkN8enN4/FcgT8K xw7AArLW/Gg3LA7vidShXZFMVpvo85ThE+UGSdlkWq+fn+Aplz+kIPayFsRm FtdjUbkexLZQEDsgBbE3jSDm2GXzh9Flk3PPLhu2OSR32ZzVN4f02oN+O1i2 i/1mIdMEzn0MXPDDtF+WUNtSOtGJpwxsUU3gSTC7L3QjPYfoOdONHACx47+T z/58lA0/skU1UVpU8wZReuO4qO5snYjfdiahMWsICqM8UTzOA6XjiJRE9kYi mSp+iAt2ramVXaH4mryKniYtLtFZFyBFrdgZSzBlQR1KKGotrV6mRa29rJVl mb2VpaX+X3sri6X/19LK8h1vZXmft7Jc4FFLDPNZR6acTsi00Gf++akqMbTp rHIgPtMbYztq3GKsNlird/atpGc3Pc911reJGLw+oXX1LVH8X0nxt2hd3XW2 rtbq6+rm9nh8vysVp5smIC/SG/nR3pgf44miGApmUX2QNrIrSqaON9aX7J1l q2nrK8gIW6dQsmwbMilsFVLYqqU8fi0PW8d42LL21X7prK92oSpsObaIsB2P N/vaW0T+i9vKPs10HwMojVZbGcdQn1WgVkX6jWYG3q7IOp7maBHThk30HKbn 5W56+vmhjw1f+NMCi+ALLMMdzTMUC2yVeYF9ujsdB5YmYlL4IMyM9MUcsll+ DEWyGDeKZn0RN+xpvHPxVcNmso/mNktVrLRgI4zdQFHDFqTMrcYcCmOVFMZW WcLYa0YYU/Sy1i1w0oeR5NiHEWnuwxAD/mIi+TWCm9ZgxZ+ZUXHGOJE84fHp 2DH6XRUOnfeObdJfn65+RcHqhyhWYwcBaPpKkdpchb3etoee5zvrDkJbeZSI fhvMV14yrbzJnvrKW0DcfDGFntrRypV3ZVcWZiYGIn7MYKSHDcIUsmgOWXQW rcJZ49wwKaQnLh16xrCmfD3aCLM15XYtvbHcC5euUKw7/jLiZ1Uhp1jvKF0u xbrnW4p1S0VH6T/fCCHm50/x+fnzr5xFUlQEBrRvi4H0DKJnGD3DWz0O/4f1 TpWCtl2wuaebZZZC0fhuaVV+d3vaK9L6tCbl8prVt7H1C1cLeM+9qI9px5fQ w6YBLxEYmUv5ktbnT7Q+/4xzdVyfVfL6HGdan1urEzBiiC9C/AYhZvQgJIYO QuZYX0yJ8sbUaE80TCZfvCsDd/bONuVzAo3csimWdcr+ph/O74HtR1hELMdU ioilS/SIuFFExHs2d95vR0KAqSOBVZkYhfMlq3m3a4PBHdpiBD0B7KHPtL4i ehIeeQyprZ5ARuvW2Ow+wH7twz16hcVJ0cKcDqm4Vkdrz5MDtiyjefa4WOuF MJfB2ZzYPwiL39Gy/C1GWpazfPRluYSWZZ3zZRk+ehj6unnCx9cbo0b4ICzA FzFjfBAf6o0lWcG4tmYmmg/na7Hi7rIQYUe5dGaxo7xC9ak1V2w7cAqly7Yj q7AW8xfZo+VuHi3FFMo/1x+QZu4PSLb3B7zo0xvBj7VC+KP0PPY4wp54AqMf ewJhj7RCbKtWSHn8MWS3eQLTO7RGzlNtkPd0OzR59DTbznKUu3T286uKqKPK FvR2ty5GzSuZ17yWypXq7nqlmuWkXwbQShxLKzGesoVMthK9CK60Esv4Smxk KzHCtBL/QSvx3RfrEOoyHqFueRgdMA0RYUnIiE/DvOwM7Cyfjxs7luKX/bW4 c2QJmo8UonkfLYXVUaockHfHimZseds+hscLrYmRgmfqvBrMLaPgWdlkDIIc kQZB5CbGL5ZVmMvZLTYx6tv2mwf1w7i2T2Bi68eR+PjjDyCZLPg3xJMtU8l2 k9uT7Tq1wZwubVHQoy3m92qPgj4dsHJkX6eNsB/zfkVtj1kvW+o7gNKfvS0k 7o69jN00CiTKYeVaL6UN+0XVuo9etf7HCFqhIbRCx9MKTaEcY8o9VuiOBHzH V+iPX+qBOj92vtYzOTa4GFMzKlFbUI/d1Y04u6oJf9/WiB/21eHO4XIy8AKK GqTWjZRO37goCqFyzLcYWd5O1++F66PF1J0UUxNmtzyl8c9vpydr2+nRT3ZE XMcOSO7QHhkd2yH7ybaY8mQbTO7YBlkd2yK3c3vM69EBC3p3QHH/Dii1dUCJ WwfMd++IlcH9HSz7D71zULXXrbrBZZe0WsVdvEMUn+k90a2NfF8U0pro2S5X raW9pp8jpRU8k63gwXwFU6LXGGxfwdvsK/jaC3UQlzlsq9+J0J5TEB6wAJkp FSifW49tlY04vbIJ725pxLd763H7cAUZuhjNB3OJ/JHDemWD2NWQ6298fiJJ sZr1m4d78PmJckxbUK+FWGN+okkPsf9s09+OCH+Mf9oFifSkd34ak7p20roB Ujq1RywZOuGpdkgld5vp0haze3XAQs9OWOT1FBb6PIky3yexgP7595oYw7Da cc5fXmulMKJqm0GcFyBTSFUSIwxbwKd/8rlb3szKbp2lYjbbcxrB95zk1Tub Vm+RtHpXOK7eyzv11Wu/mmULQrtlIXR4IVLil6A0rxYbSeXPk5ovb2rEV7sb cPNQFZqPlqL5EH3PHcR6z2/9UPr6wvlYDCuv4ETtf7ti+0GKucu3m4cY6s1D DPfTk7dgsA8mdumOlG7dkNWjG6b27oqYTk8i6qkOiH26A+LJyKkuvbXEIY8v j8X9e2LJMBcsHt4JZcOewupYV9P5zI8rLKftMexpoV4gf/aYtC7ZJMoErVXU DStd3HGgmzte7uuOS25E5rxs2lboV6P1dXkzgb5IlrwuRyjX5a/SutS7Ff4L oZ1Ttev14mMXYf6MGqwpW4rjTU14a0MTPt/VgD8OVuPukYVEl+YSacjEn9Wj jK1GuWbHbZcoLUpx+mQKZ33/zJyAdcf4tTmTEdWtN+J69kZq797I7tcLGb27 I5xsFu3yJLmxPporY921bOs8nbPLWbyUucStJxaPehpFI54SByTri0W9gSta wFRVA/kzq8UiyVrsAKK6zkOxu9cIvOQ1Etf8RuDzkKH4KdIHP0e5a5u8t1Np wU1tacHF6gtut33B/ZuwGDt/2XM2xkctxJwp1VhevBSHGprw+romfLJzKX47 UEMWW6wT3L2Ttd/5d8V3H2W2mLzadD/bCpeufoj5Nc6b8VXtZzNH+iGyZz9M 7NsPKQP6Idu1H0I6dUJE504Ic+lLK4Ip6q9a8ZQVxdj2QCIvOk/jRRc2tVg0 qDPOH16ra9hJ65l5re1wVhzQcg99dT6uMZtQFy9MdBmJwi5jsLpfOI4NicSb wdH4R2yUXlvKDibz+BFpowWVQ08BX1TVikW1y76o/mqYKFJrMosKK8XMrCo0 zG/AvtomnFvTpE1e/GzQ1vkUEqaRyaMNE8mZEzdRgrSoxE6T3prxiBbpWHv7 tBba23cXzENgTxsiiLjFUn6cTD4khhZRiEsXhHXuS1/Xgx5XegMzzb9rpmFV EzZIw3a0MzkRZM2jG0h9HxHaH9MVa2ru3CWhTJXLi88e52uHmSHMJRApXSKx qN9EbbD8xfAUXEtIxTeTU3FrFoWCwjji0pRyFQfSShmG5nJaKfVspYSR2qJU K0XcRLutfg9Ce0/H2KAiTE6rRHV+PXZWNeJl4pYfELf8nrjlbY1bFhG3JDa3 aSJun17zgSLnsRhC3qEVB6Vq43Vat3itqVuc7c7GjRgDv15uCOnvjnFu7kjw dEdYj14I6dqdlDCc35k7kB53pSFYIEjmBeSZPK5vJEN8TIZwmnErm5FakVZW ase4h7vEIKtnMioGZWF72BS8lDgd70+bgR/yp1MCQ6lUdbaecSwdh+aa0U5w n6Hh/r8Mje9AaI/JCBs1HxlJ5Vg8uw5bKhpxikjeNSJ53xDJu3WokjReQiQv D83byMDnNr2voDf8JJF4/iN5k9U4ttjSaT1nZgEGdnPD0N7uGD3AE2PdPTHR yxMBXUjT3XvxG2X96BnG7xZjGneTNP5v2tYb69Zhw4kpfBsuhye4m2PTziqw oWLYurLZ0W9rNWcQ3iUFWZ5TUBmUix3xc/Dy1AJ8UFCAH8oLcGcpRdZVpIz1 JNgGUviqSDSvUyL7vw09b0Bo1wyEDi1AUtwSFOfWYv3ipXh2WRPeIc71JXGu P4lz3T1apnOuneTRL2wTepYdJNdzHP+R3H+gnxL0sN6EXLsJ3gMD0L+LGwb2 9sAI20AEew5EtLcX/Lv2RXDX4fpZ7y4h/KI+pueh/PYYT6bnh7iKWZhmqSUj qGm8NssoFruo7Ez9ijMK7A5RAORx/u00XVBIDO85GRnDZqM8uhDbskpwet5C vLtkkcb8bq0j7rmNfO1u0sVuColbJhoY/kTH8N8M152MUO+5mBizCAXTa7CK iMrRxia8ub4JnxEf+t3gQ/PoV2Xhdn0ghF7l+pFFrzJ+c/g3t7V9Cn2f6oW+ Pdzh1X8g/Dy8EOLtjVHd+2NMD6a3CfRE0xNBTzC/pGUkPUP43R0OepXpzxRO f9iM7Uv1K04pYKoioeIGsFCXRIQNyEHS6EKUJi7EBgoyz5VV452GGnyxthq/ b6/A3f2L9Bh2aCZuki4lqD5s6DNWO+5nXGQZZk2uxrKiBhysb8KFtU34eMdS /CrYypECna08E473FBDgx6NNVOA0ly+21IgYuHboDHeXrnDr3g/e5ANGDiR9 9iN/0NuVvkqKfskN+0rs5lCXcHrG8EstRtAzWAtJPBzKTlhFVFi3O5uJP8sO VW8hQZM5V2u+gPNjF5NWZiEmvARzMiqwYl4tDlU24PzKRu28b1b2uHm0ArdP luDPozkCpI9ypebHFiO0/0xEhpRgemYV6gobsKemEa+ubsKH2xvxE+MXhyV+ sS7GUKpsa4tSZZDmcj924eyrsLVzgdvTXWHr3IOUOwCDyAGMchsIf1JsSDdi oy7p+rphzJRV7Bj9cQmjJ4ieUaoQ1xLVmM6pxnpONUSvvJxu2HmdPi35nwgd MBNhEaXIyq5GOfGtLcRTn1+7HG/tXIaPDi3F1yeq8S2p88qeaQyfrQxXuguh PaciInABslMrUDmvHtsrG/HSM014b2sjvtNIQoVOEg7S0t0chzsvrb1moTXs b/wEyAkSREWnySzuslIixsPWqSv6ufTAAErIvfuQJj29EeJLy9ljlPZNQjtn k3IYSU3iGo3hrjWUh7BRlhDmSBqiFKRhnkQajvPvKB8tpGJqunL/ql83FZiP 6MwK5M6vRz2R2R2k3Od2NuH8wXq8SWT2ykvPPG4odRtCu5MYIwuRlliOhbPq sKm8ES+saMKVzY34eg/nAUeJBxxiPCAZza9tvqZY97JStb3qOUKV0RPQp1MP 9CY1uvf1xHCmxiG+iBk1CBNHBSHERoDsPoXUmcXVmahfNOEy7l6RCg9xVTI2 EM3ZQKrEBgp0NoBPSJVHnWUdFkH0vY+/YNveU4ieuRjTFtdg8fJarNxQjZPP bcFXX17nvve/KZ18Q78icXA+EiYsRtHMWqwlhnOCEvNLG5vwhYjvRyi+HyaN 7ErHzZ151xQLhesvVgKl2Deew13SeVriCVET0OPpAehPgBxMmhxNmowkTcYF DUZa2GDEjSKt9Z9OrGMy6SaTnlR6Eu43RqGl4J/Lg//p+hWHLT6TYVBuvhaB y9eILvQVBs5B7LiFmDe1BitLl+LI0ia8QdH6H7uW4nctuizimz3ZuNMYhKsK vzzarCV5t0e/lbGNVsC0PemFXr3c4enuhRGDfbRNwnF8kzBjrC8mR/sg3i9S H//oMom+XkYLUSdAijreIurcZzQ/eA/WL4LQIENRZD/XXESTh8zNrkLjggbs r6PFS2H4I76RoodhtpEyhUjoWENR8ju4osYr4KSfvNWOFLUbob2mIGToJIwY FARvooh+w2lxBfhiXDApKMwHyWO9kDrWHWXp4Zg3lnxeL+H3Wook/lIk8VJF kpbCNLvzZL8EJSt9l+PiIMOP7VXvTqzWdyd+lHcn9k8n+h6L29dfv6J4jUVx MsJ0xbG+rnwNOXFjFqCQSMEzhXVomleIxTMy0DgvA+uKUvHm2jzcPVlMnjMH f2yZgEsXP0B+WqN+KbYpcEy838Dxz4TiPRLErLCT19NgQ4E7tZt9wv1Z1b/8 HlV/iq5b4nH37PrLCiTzmyjE4Tesr11U/fMNkIdrM36JoUUoyqrAaopUR+ob cX79Mny4i952uA5/niDaepJi+ZEZ+H3zeD448jdsW3sCoTZycN0oZLhkcQd3 r5Dhazi4e0VgVtZiW917eAR2ulcjnanN9LeZvhG52+EF6uI6BVJ7cZ1YxnbK H89vuSxhWsQki/5kANr1F6XRyuSwYpRkV2JtUT2ONTTi9Q3LtDmi744QKyX9 NZ8kuB+Zjl83RPNC3P9i26rjCO0nB4gUJwEiUAoQDsmh6OtmFUA2KXOgi95b dKaHDa/Hpe24B/4EbxkqJOpM38J3HuLH30d1m3d1COXJ2RxX3jj+I3nLqcBQ Xox2pkJqRAnKJldifXEDjlMoukjx+saeRnx/pBY3T5KvOEmc/PBU/LRmLO+W +l/kZzchtPf/c8x4gOOOHVFcQh9t6DwQJ3p54XVKKD8Y4qkNWrLZhc+mp2G7 MzJtcfSGBhn+PWdhfFSZUW0+7FBtXiS3U+AdhZXGmDUoV5vtGiSouOciPbIU i6ZWYWNpA06y1Js0+NHeRvxwtBa3Ti7RNHj30BR8/0wo38Zoi0tvkB9Mb5QI 9P0EEnu+F0n+MJd847Ju/jjkGoTzw4NwPSQI343zx+/xI3Az0Re/x7nj68I0 bJXEEw5PdfSUXYUR2v13UWElDtXgG6ZqMG9iWBNlqFCOSlyF0QoQFhp4j0MY WSsruhRLpldhc1kDnmN430TW2kcBS1MhhfmThdqtXV81jrbPML1OKkxttJDm e4WSIYijv5d0j8Amzxi8EDABV4mYf5Uciz8nx+Buzlg0z6IvPms4bk7xwO9X L2yRJGuJLw8zXOBubW1EaFXcCocqrpMOgbcVCVqwWYEMg3V1dRp5sSswAeFe szEppgwVM6qxZWGD1hVwaTMRyn1L8dPRGkrKSYEnCnD3QDa+3zebH2r/BLat oRAygIUQmSMnchcoh5DRFCKCkd41FpUeydgZmI5XYrPwYWYWfszNwh12fmgZ ZUTllPVUhGs7D7dOPrNZEWcF7By755nitpMtJyHMT12MZbH31uFK64772wpb cMXpjU//YuxD7N+/H8nJyZoC843U5XVSYjIifOdgSuxCVOVUY9vipXiRUr93 tjTh0/0E+GNMieQzTszT7pD8880degX5MWx7hsJI32kthpFw+v9ZfdNR4zcV e2Nm4rWsPHw0exZ+LiVuVDUTzY20hlZkonllPJqbwnH35fWbjcg6VKHF4cZ3 f4uXVfORNHExinMcy6qKrey3FUawaEwemmZakzW2rX69tgs7dvBcTJ+4CDW5 NdixZKlmp8tbm/AZaeyXY9W4c5Li1Im5uLMvA39c3KbXglvh0pu0bDOt8SPZ iB9hXdOQ5TMDNRFzsSetEOdmFeFGWRF+qVuAuysJ9+spD9wyU++2pbXTTCt0 k6Qk4dGE4hybHf9LdxPecxyLphv0oukfpqJpJv6oHoW3FIbgd55GSh5O1KPm G9rapKXGkUPnYWb8ItTNqsGu8qU480wTrmyjqH6gAb8eJ209S687PociOkXx C1v0CYBH7HzZGid6TkGa31yUTyzGjumL8HLREnxQU04xZglub6ZftYsWyX4y 2X7yMLtScOuN7YaWVDmYTEZGGlripdCxllIohdKPd0ql0MMFxsbtW4p3WLQk b0bZtbSVkJyJ6BH5yE1cjIbZtdjNqlrkNK9tb8IXB5mWqkhLZaSl2bi9OwW/ vLbpYU6GWSgIdZthDwW9p2Ni0AIUpS7G+tlVeG5JLd5ZXocvNtXi991VFI0p eh0jDR2bjZsMnp9dMrSjyrVkaYR22OUW7ESYyJBiTM+sVNc0LXumb0nvECSa a2cs/5Fc01xg8oxZGDeqALOSl6Bxbi32Vulp3buknS9JO7+Rdu4+S+v82Czc 2pmEn15Z/6j4zxnVZbUQ0krkmGLMoMxwKWWG+/i3fZ++7dcH6jUF3yQY/nZ8 LjuUWSjEcXjXrKSRxrd0Xpl8f6vYvqywb19uZtuXq99Q5E78kvoI/iO5eF5k vI1lapMQE1CIualLsGxeLfZTqvsKkZT3djThq0MN+P0E00kJ6SRPa7f99vRq faPrP5E/iTzQyHzEUYSeX9CANbXLcGTtcpzbuQzXDi3Fx8dr8MmJMlzal4Nv P7sidKFioY4dQVKT0YhCpCWYC4pXNzfimz3KjUWhC9lnWXQh46OIQ1HTfK8p mDB6PjmLcqwoqMMBMu65tcvwwU4y7qF60kUlT8Rz8efWibx09+86ES3dgITc KiyoWIqVZK09ZK2Te+vw4v5yXDyzBpslSVuK5KOE4+hCTGzwPK0UuECUApcp SoGH5oitPgjR5SyGix4uwUAUqIsN0RnbmmqqQRyqa8Rr65bh75RCf3O4Hn9o KTQTfSal0LG8Z/RftTHK3c+/jGdffQVnL76C82+9hE8++7AlwifXn/0NN0mB a+BsxEY71vQ+ZTW9gyLjsO/AXVRgJ0ySVqsclxgvCNHKBAkhRViQ6bxM0MzL BL9tijFGKVXky3E7lafSrN4W7qTedqBW2vaaom17XZR+n4AAFyJMMpmot9nF GatdBZAkZe1HrVm7lniS/zs8Hb+si9TFceBDAisBBhj2aAdQjh1ThKnp9vLX Kw7lr/l6+Wt9DF5X8O5wSQjNEqXGVx933znz3UNT8ePqcGME2THdN8eVAMN1 6D0JWgkquRzlc6QSFNvgMUpQpg2eCwpEcTlCFcawS0Qx3o3lsCUOOezHphy2 UDtS5tsVwYZEjum3OTDYJdqo09RhiqIQ3125aeyuzBK7K0Ii2cNYJJKLQnaJ KIP2yEMmSymnVWGT05SyQDte6bN6f+VEv8q9jxbvYGUan7mIs5Rp3mZlmt2C P5r2OnBesSJ1p84pgHn4psx41T0SvGMiwcun3CQLN9/cAVVLgspfG+KwZMVj FmIsNZOLRPT+4VAz0XclzitAYBFHto5dnCRE+NxnqkXM7E/irWck61iDr+yQ gwxmVqzXL0LN9YvXnNUvVo81xJGZGRcnmP9Irl+UGdBeq4GB5ULT7icX2puO 31/feloyUEveOch4DduimIaI0fdRU7DX9c8pqNVYs1Ds7aKuZRdqo5GyzOAp y06eslw1pSxlesqyJxW/nt98WiGAKr0YY7xmm5HvpzvJ92/L+f6WBFZrP6d4 DRdqjMJSC2VG1iUTUcOdZxi/iQyD0oLbu5Lx86sbVUdnqby3EOrSq2/qO6FD 8pEoUvJF9pTc6C4/YiqAC6Fk9mMRSq5ALpRVSDQz2o8SgyRLYsBIsDUx2JGI H15ed8qIpsMUji/Y8AqJCPWagwkxC5HPkmTiNcca9Vr0Z05q0a9KiBOq0fM+ 47B22TiLTDEvGzH+hZiT4kjmDQKrkXkisNvi8ev1119UoGuo4huEGBLFaNNZ 48aWIq/FhJbXhpeHGBLJJMcikWyZRQYVYcnQZMQGqin5N4cYL620741tnWAc 06aKq7LbFuJos0hEpFgGOs2SgV63ZqC8TmsdX2V/04s+GC0ZSGQYiw1xdJrN kuqWaXYRp9njcUqBLdUQSKgBAvvETZbT/FG0vxqF07MKg1skkisOiw0sBGmb l85I9XcmUq3vHb2oeJXKbdsl2mxkgakJS+6RBRoVzbMKm3OJAvmP5CxwiSFR hMGrixW8+nsTr56Gn9aOVR6Nq9ofDTfCtz59kRBrz+xO8szOoYlTrzYqUxG9 pM0ZojnBLzfEidKieArj2pMcufYPGtc27668oICXylsb4vDRBJa6zVWmbo51 wJcVv88ijmwduzjjdaI9loj2FIlob9KJ9o8Wov11U5AhjuP5W+ZVZReHt/FT EpfDk7gDpiTOUrBbGWY6c0cQHy6Ov8I6FcarJuosO0rFspdaWHY2MZTZRtOh KpbKSyrCcDq8H57SuSmUztVI6dyHLJ2zdg2ujTYd+CQozzizOLJ1DHE6xyNs 4Cxkj5NY9jIry15kYtnPK6OosFOE4QO2Gy3mejpXh23Ecs6Ifr291qpYHKuK nZFML9wKl2OUZBZRDqk05EhEuM9sTGb0embL9JrX5ZXXhshmEaYaa1Cct4x0 LjmO0rlckc45a5bTaltnFMCVJdIS7UrjHRd1Xj1oDvHqhY68+oDEq4/PFVVz IYoqgsqajDRQnGzkcYWKPO5POY/jharTCsTqTQq8+mdOtCsNHBCp7pyGyCFz MSOOSHVeS6TaqHA/p9CaykFHGRLF6o26kWWYrUjl7A1m5NH2ZOF2QyBk4i7g a5FITuXsElF065KhMeqcBM6oK+yMWl2V3vCsQn8qHy0kyo8t0nuHKZubYc3m TJ1g9sqUzNoFy9E7mXi12myjKkMiotNdiU6PZHR6MRrnONJpvaZcymvKCaym rLoLU+WmhUR6uXaqls1Nomyu6l7Z3PoYQyJZaxaJZBtVGa/aoTW2jlMQ6/eV xDoOsoFactPRhta2au8IG1mI9MRyLFLmcVLP1OZ4VrAS1ENmOVyiERYbsb9V GxLtNIj1PEas81sm1r9viTVdCKgykPhMl+ivvJ01TZnESSPCD4rB9tf0YML/ qO6MizULJpuq2oIKRrEL0ssdKPa3RLHlZjBW5T15j4gqPovhptJ2pllKN45S umnOUzptSpHVrXbk2Q8rNg8vio5seclyKYfzH7FEQgSoGmM16z2D8cEK2r1b pt16y9Yv66MMKWUPrvLqdimjEeqap/WO5k2yp3nWFiBNHF7OuoeUMjsySfmQ xoyYnnljgTCn1rzTdzqSQomNZxEbX2Bn4zdMbFxvr2Kl4hMtRGLZxOONlae3 e0YGUwKYISWAlrFNTSJe6HIi6DEFavTBAN6f8S+mxP2DDz7QOJRd2kjNSaeE F6PUQtY/4mRdboX6bkWwIa1DsNY4Vawh4w69I5NlhSkVqFBkhcxZasKwze4N sfeSUcaMSUZzKl9ryBajbY2kEXNfSMx9Q4vMfRI+r/c3ZHNsrzJ/ZrfkJqNv Us4UXxSZIh9E1MThtbB7SCm/hkspvoGc4dcZUk7QNvsziNAvlgj925zQ/0RS 3haEfn82MeCdxupQhXL5M/31/6aXzbXZfWX2qJ+y/KCePOp1Mf08ghOK3znR LJLcsGKIxJvLGKkvb5HUs1pzplZrVi14VUP/BENtvN1QyyCrLRmkukimCkdc nCEKC9Ub4iQg3Ju4/fgyVDrl9qLnJh1/vL7VtKxFOqQKEBMN91zCW/8cM0jT 9Js2q88qZMGmICTIVpxZHLkAU8chrx1BwBqviOJPnbAQ1RLFv+JA8VmVOY1V mY8plDfUqUJF5WqaNlTtkEQ6FMmmaUWyk5KGBN64ROKcZzmJrDcWsd4Y5Yzi f2Gl+LtS8PO5jUcl/VmDuPxZnPEa3ifHhpYpo1xizSitfRZ6nUwsIplvcaEG 8R/JiX6D7JkYyx82j7P8GmL5S1tg+Yn48ew61ZSR3bnHGxh402hgazGVFG0S WxNZgey4QjvxZlFk+9hFsTcZ5Vnovapl5M/tWpX5iCIqq+rm8YZLSNImckVS uVpKKs3dD/YamYpNcYl8FcZZaoB7u07vRyno/U6J3p8sMarMRxWvUjntBEOc 8VpgcMgo1ysySl4jU3lRWRwt1280hNA7ecYHEKNPLcdyK6M/LDN6vbZ8VKF/ lZsWQhjNWs6SSFN7g14ZU1Ei/ffxE+7NJRi7OPZmHMbjVzrh8aJbgxWWjyj0 L9tEuO5E+R281UrOIMUpZOZGB70ypmI/sjiaTZosXjM+eAHmE01fxWn6hfW8 R+OwNFlxeBp+XjvWEEIVOmXPnGgsR94jpcgb2ayNqdHBXhlTmZ7L4S2ZReT2 QiJtloPP2jA+vqYFPs4Y6g+rwnBYYQKVZ04W7+B9T4kTpJxxOc8Z9zRITQ5G VUxp+kSzOHK2aBdnrAboZE641xXXE+FuVBBuXk5eFmSII0cAu09OMX6z3s6k yhHtIyjmmtgRp2aGl8Um7G/LtP/9Fz1Rs+XYmXVJAyezDxoFZJ3m0p9D/BfJ O/6qZiC7HJHGBCHLApucZIH6Zp9eCTts+X3sb0lmOWRjLDNeFasNgsjc+Vny +OzPJ6Ym/HztM1Y9PiSpzJrUylhIMVYL7226R66nNTVoZbAIfNm4/JDiV3KJ BvIfyXndciGRRp3zkBVN1Hm6nTqzP4w6y3Vk9odR54OS8sQsrBwnhU+wS2Rv dNIyu7nmzM6hDFYZjhu2AUIiGcUWieSmBrtEeh+NlT2zP9YuDfbn9wtboBpa Vbll/Vjk/0FJVLpOZ1gWF78EZXIW59DRkIPmNH/8MNQdPzyzHAec+hV4Kgy1 whArSRtd0Bh0jp1Bsz+fMwYttZZrkeq1TYZYquApr2Ah1sxOAxD6FKWHvnO1 Y9fk1O0dvvGn9TSsIY8QFYzmSD/86D8In09ON8SSVWgRS865lxvYWGP01Uwn Kl0rUWn2x0Slj83WPvvp1Q0HJONYDSYrNs2QzBOhjw5FWKcYJA2aYs7gps7A 53kz8MeYKDSHR5BUoWiODsSPY4bjxhBPQzIZ2lwyD6cG+1d7cw3n0/U6nxa5 r0ynxWffnVmj/cfs2ecsyGo+PF3I9ZQXyTUIYe0HI6bTMOS4DMfSLn7Y3z8A rw0djY/CgvBLwhg0x4WgOYLJFYQfw0bh85mTjZljmfakmOWSLbZCjuaCXCcu xtIWybVeaf75wwv772Ex4dWFZI3RkxD6pIc2BxftMgR5LiPQ1GUUDg4IwIXh o/FxeBB+TSTJptKTH4Tm1GD8GEFW27TekEx2uVwyd8liIm1YaXAhvclmnF8B ZicvQZOJZFu7q9mYc6wBDodQa1kKQqxjNWu0iVwm1jgSaw6JtaLrKBx2DcDF EaPxj4gx+D2JRJpGT8FoNC8OwPcJ/vj1rTeUQ+IWseT82y7WDk67C1ug3bxz +shMrd4sXiXHYJWLzzACo6s29zmeRJpHIj3TbRSOugXgzZGj8WnkGPyRTOJM p6eQieSPH5fPgAoRuifi17+Zk7tnDHEY7Z7cAu0293OwwrIKEKoYnGmI46aJ M8FlKApJnNXdKdVxD8RbfqO1Kzn+TCFRZtAzn8RZ4o9bZ9eZ3mF2rMYF8XJm t8oQx97XLgj4YZmAW5o5flwTYfgG2dMNU7w+w1iyK7hIPogjkRa4jMTa7v44 6RGIS6OC8EX0GO1Gw+aZ9CxgIo3CzY8uyq8RJCnNLJFsICFRfmyhTsBD2LC7 ioDXmgj4dytDdIlMW+yybJmGrpgc7ggjORJIjhKSY30Pfzw3MBCX/YPw1bgx uJVGMuRwOcpHKVHGhbApzLLaQEC41mOjTZxLtPsNJ7T784YA4yhreThtmAJ5 juL4ItllGMpInE09/fGCVyCuBAbh65gxuJ1OouTSU0TiVPgZ4sj+xiKObBO7 OHqPDetnXzhZJ+COpW17F8fNt3Ya4qhIkeyxs0zieGjipJE4i0mcLb38cco7 ENdGB+Hb8SROBomSR966eDTukjgqJOuukl/hak691xji6D02GZHEw6faefjb m5skHi66OPSCrxBHRYZkEc3ieJI4g5BJ4pS7+GFbb3+c9gnEe0FB+C52DO5k sgliEqckkMQZaYjj6Pl1cbTUe60hhN5Zw0aiZerNqtbOWjhUx1yoSlQqIbJJ iMrOftjRxx8v+QbigzFB+GHCGNzNJiFmkxClgbhTMULJPLgQ/SWbiLzbEKdz PPHuWVr/usa7F9mr1ibeLWYfz282xFFFT1nEbMO1sKHIgQgncaYQ1akhcXb1 DcDZwaPx92CiNhNJnEkkzhxdnD8rhpsOmBcQyzCLI6d6dnEStf71qbGMb1dj u1SxVrVw/Hxuo3E4r/yqYQoRsw0E2DRxIlwGYzqJU0fi7OkXgFeHjMb10CD8 FEeiTKZnLolTFojmsxsNcWSHwsXp59Q6Yvo5xZjlrVWUrO1d0UZ1d7fibSqe PckiUSRJNJNz0X2ci94QXHQKPfNIooVmiWT8WiRyNBA/apL12fB52/pZLdWr 9bnAr194Zpfi26uctF0iVwcOeoBx0GEKDrowgCTaoFylutNHX4tX+/TTT7GO SxTf0d3os7kvZr11Ij5pXL5LGTuFd55skYORztkkx3IinYdsAXiduPQnRDp/ E6STybHILIfMKUxyPKRZhgUbFj/pG+gO+n9wtG45EttSLHg6sUU6bWrg2ByL j9JSjDPlVWV42bGaJbNzz5XEPY8QnX6Dcc+xRKcF9+R0+u7Z9aZjtAW10X0m +mj/MO+Cs8tOmaRCvON1q5DUdhASH/NH8pCZ2lyqiVZbO6WPzMDtzOH4cKDN EE8WReXCJxkr94LBR2OJ9BSQiKtIxGPuARofZdeOGXy0UOejJOJuBQZNEpqz u3VcsoZxWSTZCKS0CUZxt0gsG5aOHXGz8ez8xRrDFmOINzcWkoelNDhyJG6H ++CjwZ6GZKoIK3+NycYKttPSiQYtHYUTGi0djS+iJFrKmfYfLxs+SfaoXLLe /Eey7dYLm9WuI0iSvdqNoTeFYW2PsdjWJwIHPELw6tAxeH90IL4e64ffJwzD 3WQfNCd54Xa0F64P94bqdB+VYxeQtBLVYk5Un/UMxDtEVL9UEFXVye7ZZrFk gwmxjtWsR2K7QCR0DENW5wjkEnFd2j0Me9xC8PKQMbgWGIgvI0Zpd/XcSfJF c4YHbmbb8EGwhyGWqp9NzvymOIhlJ6wbibA+T/z7SoCCsEpiyXDnYvWSrCUI 6wYu1nuvvIHMjkEIfyqMwmM4ptFT2y0MO2yhOD0oGFf8CfnhFOPGk1iJg9Cc 7onbJNYvh1cYJwmpwrDs4s1i2YnrIhJrMxHXFxlxJR7+jYW4spO+d0uqEyTJ IpbcqbCRQ74uera2QRFGAMwmkSq6hmNL/1A87xusQf4fof74KWYEbicMRnPa QNzJcsUfh1dsV3x7FRWfqqB9GSTREuKuWzl3fVfmrppEgRoV36UwvO6D0FNh qM2G9x2jSZNG0izsEo4N/UJx0juYMv8gfBQSgB+iR+Jm/BCSxgt3SZqfatKw rYUYLONEJY5gsds5i32fWOz3xGLvZJmpuD0qTjYLIZdIhBD5sXO0Pq4EEqK4 czjW9gnD0YEheH1EEK4HB+C7qJH4M24o7qZ6oznLDd9n2XQhtBcMl7Ag/N5U Qz027asLxlpNX30nMdaXB+mM9YeJjgR8l+L3cUv04D+Sc7wthpa2akJMICEK 6FnZKwyHPEPw2rAx+CAoEN9E+uGPiSRECjm3THf8QstlqwJEwhKys5tm4XeM sU6TGOsrRMA/DOGMVRBwYqy3t8003RFjDgHoLrEhYZetRnTYop3qNI5EmUNP U48w7HMPwSvkq98jX/0V+erfNF+tO7U/2Oq/ZpzipAqvsqu2SiQYawNnrOcY YyUO/nO8IwcXEsm8yCKRbCC7RJs0iSJJmhx66smf7XINxZnBY3A1gOId+bNf mT9LIn+W4YlbJNFPh1ZsUcBB1doz3cL0ojhjbeSM9Twx1o/CrRxcZ3o7LDiw u0d0U9hou/GqEEJ2OCE7HNXkyraTd36RvPM75J0/DfPHz8yVJZIrS2euzIbf yTtvVsBB5Z2t4jglrjIBX2QWR36HRRzZQHZxdM+cSeIsIXE2k2d+1icYb/sF 4RPyzD+OG4FbmmfWfdmfkjiqGCqvqhkmcXS2Opex1a6crbLi71jH4q8sjoxf Lk5XyTqiSrLD4ppTSJwycs3r+4biuFcwLpJrvkFe7XvhmlO9yKu54huy0CYF sFSueTrHtFN2you/nzkUfzUCvl3SkHjNVEkirVCy0+Kd40iOBfSs7h2GI+Sd 2VF4H44JwLfMO2uOjbxzpht+kuSQl6iKZQs5rFx0PnGANZyLvj1KXfW9Y5fD MWqhi2QZkY0LiYRviyVp5tGzomeYzkPJVb8fZOGh5Kp/I0+wsYWgKeN8hkki MwddJ3PQaCu7HoVbH72xXVKSIDYWieRsfKfFW0eTNHn0NBIF3csp6Lucgv4W O8xEQb89uGKDMogKg80w1GXnnUkkSqnEOy8HqOu+Qg6Zzug+H50tlmF/22Xg +S3Nq40lGWZwzrmTfPTpwcQ5yUd/ruac6+8RR8U3mGmSSKecqTLl9ArEVUY5 FUx6u6Gr6WY5ZHvsljxzGH3/SfRUkivbOuCeJBNCCFXolD2zWQhHlnmKsUxe 8LWzTL1+LcNLrEFuFhf+Izl522NxZekkziJyZRsFyyTP/DFnmbcsLHO94lWq 2lWOQhyNZZI420mcM756wdeRZfoZTFZegNPN4rDXCOvYxQnSxEkicUo43zzm 1TLfXNdC3JQtlmO8w848JxvM019jnh9YmScnzdska4tFyMV5WmGdvYbmdOY5 kcQppOcZwTyHj8HfFczz12y7OPJ6Vzloszh25llL4uyWmOePcebS7y0i0lZ2 a/cplGE287uh/sb/JTm53mvxajGcgy4jP73/3hx0TQtBVDZfrkU2mYPu7W+v A1s56K1tM0xnvZpdPx7mP5KHBf5LYb59hpSbNSmjOC9tIN+92y0UL8m8NNaB l65RgEU1IGuXUvDSwcjlvHQ/8dLXhkl9CpbasJBSZj73IaVsSyGl8OyimlBD np3x1VOcr36m5qur7xF2xWd5FikFXV3GehZsip4FiX1vUbxjpnMp/1OypaCw B4zX6xQ2iyQs5xT2uXtQ2NWSIYWPV/l9s4h2CmvtX1CVklVpGRfxf/W4Br4o LSm6XTA9AqRKZPYERYA3WiCzq1qIyrKu8wyIqMms3MngWE3eICdogjLJsrWw FIX5DvKfCKobT1IWUWBYw6nuBZnqxtmp7s+SlA5hW+MKs4xFria4yrYGexlZ pDcyjdJdsu44Nbv9l8JuQiI9NuhUN59RXYoNB4nqnuNVCRXVXSUpVMQBVWzI M8nmrskWT7IVcap70lPR38DJ+82X19nP3tVdFDryd8i54SFLKGDliNmM4PYg gkuh4GwLBPe7gytWthC15c9mmUiImepuEC0OTqiuqkDAbdSB/0hO3g8bEtnL ETPpqbsPqvvrYUMiGe0qt2+WyE51F0pdDldVXQ4kkapGkGuWSLbREcNH6OWI yfRUkfPbRqT3hXuQ3hX3iNXis9kO4thJb0tdDoz0CnHkSMnFaS8ZSOTvRy2+ PIPEWUwub1M/vRzxlkZ6/Yn0jjCR3k8zbIY4qqAsf2YWRye9WSROBe9yOGPt cpCaNuRDmIVbzZPE0ZL3Yxa/nUxClJJHW3cPqvsDebTlLcRc+bM5xjscqa7W 5TBI73JQ1YdVh95yIdpJNhGZuxBHOGhGdefTs4oc9GFPVotwTnWXS/o3xVfN 98w1CWEhuNbeBkulWHVarSyEZonjFg82nr72XHqWK8js7xYy++u1C00Ka6sq 3nMscjAyO4PkqGdk1trUYOnRUNU2dP/BL/oyLxC7RJuNooO87/WStu/llLgK iVR5rgwHu2UUxFVqalCViDcq3mGRiKXt7A/7V4REcvlhOiepOzhJvWwiqYNk ktqksIeqXdMqESOpswRJlZsaHErEdonk38clEufsigXDtsuLiorEHQZ2VxDi sPH1HLnnt0epuek31Wl82Mp5/BRomWeSzJsyNkdu6qxavEHBcWbLkv3FVGJh j3zBgN1dO+6ECYb6kROG2qhQqspdzzXwITPUIcSo7L22Rr+DYwXZXmbTVym/ 7tGcDj7I/1dcA2COrKM1t5fIN8jW8A2yCyN0XvqdgpculcwkBihUXnyeicWZ GarceOuklLxBUqHA/myzlHI6+KwR+Bx3y+7FS4VEDpda2GddH3Q2rd/KJKWZ q9p7cfWmhz9THXj4ekmZYh1wWz6hsOVzFp8vChhiE60l1vr9wRX1ihWhai7S x/HUN9U/bhFYMNoSwWilOrTGaE1dHmuFwPIqsAgsm9Uu8GYne2wtktp66W3W FNhxVtZsWZW1HzXRKzX5FR0Tt9LNdF5VS9bXP9epbuolS/TzAJ83XMObBgGe yvfjBAF+h4D1qZoA11lWpDW8mwds/18kH4R0qRv4Rc6TjaYKifarQG6RXLb5 C4ZzMm/bbepv4cnjzDz5M+LJQmxnHMA8iPvPiu3Ip9WdF3p6IMSW3QoX+zHJ 4CLbedESb9j2XinFm3V9w3CcmPXFEbwiomDWdZJlrUTBcabzIZOIThzbI8bX MZPwKqnVWN2k4WcUgR3DgSG5XFMQkstVkgVWEj4mEN8qSHitAluqaJSo+3P9 fBLuz1uZRNQp+lRO0bX2Y1UzB88zhIgy0LiIrfiP5FT2lMVxix3C5WKHkHeq Kcn6uxdqFCvXHqHmW+QYK1F0rYtjiL2LQ66l36ZUY53iN3M5HuU/kosMpy1y MIo+y6E1jcJdhJmi39YpevU9rCX8ol0iO0XPkfqOnXVxsL6UtYogl2+WSLaM XaJNjjuEJoo+iij6cCtFFxI5XohlltIqkaDoTXIXh7VazpOOtYal9Zvr+No0 W+Yl4wV6rLDuELLdbhUb/5bYeJVCZapgYRZCZ+NzFL0bqmL4Wun3CReVbxZH NotdnGDTDqHoQ3uD96FZ2fe3ZBYhjrOoL4KAuLzIGfuW+zcUxe81CjNzAz0s GUhkty8bEjluEgrOfd0J565UeLThkpQCefbrmMycWwy7sebiN62c255PqLZ+ ZIm0usNZIySqdwcF09ZKJhLT/j2by2HqC5AlWmD69lYu7aRpg08eEpcW314+ g51/+79J9hCln7MWV2ZsBgouPbQFLn1oRbkkgMD0cEO8IosoMkte32K3hj9u n123WgGtQrMocupqF0Wx48dZ8lXnLLlc8TaVV9aF+jcT+03h7FfqFxYnQNhH Dt8w9qJkN8kF+l+LbdjfXjFWpnlzr7qbYzOagvwKgVR0SA7Y9vuX7AIJUiu3 bci1bI0jEalVbSDON0skm+hViz+TN/LuRWqXKOyjKtWZxbGT1XK5TdhSy9bF 8TPEkdXDxRHbd/INyOcMcRy370y9aAqyqpUwHzJ4p0bKUu8zjOrXRv27iZVO 4qyUtQ6f4ayU8XHjODrOx9l/KW9BmaOaIaZsNbuYep0kge/fObSqKZipvgVg T6Llf6oId6IkrtXHy2opNr6TmbWKoTmjEYTNAGZxwHJiLsSXA73udfHf/Edy ueE1w6/ort7Y7JP72kzzFbqL/JPE/+3dC7oG7ivbEMKrQrbjiRr/poVsBnN2 43UePRX0LKfnCn328asXnrDoSDBia1+zXHxnf+4Qs19lceKGZuQc1a4Zxfah NKKh4sE/H1rRwaICZ2pJUKhguEJV+vkp/6GphV0GHkdPAVfJns42vNjdhvO9 bHitN/0zPg1f0b/3GFdlSxz7eqjdm/PmG/YfPaNwPhxGqoaU85bw5LAzKQY/ GMUe70Cx/yllOZALEbySjJByQYNFNImdQz6/nkjf7m7eODPAB5d9vfCJnye+ Hu2KzwNsuORtw0lS27WGFY8aiFLPDQr+bs1Ibm6bYahLdmRFZnXJ2LpgvMre hV2l6PWzMvnviMnrmxD/al1yLS29eIWyhALlaKAr8G+G600iDZTQelrfMxAn BwbhrVFj8I/w0fh5gj9uJQ/DbXL5P8eRIkNteG+oDWf723AmLg2fkwH+ZtKm OpEwumosvUNCmzJJ5dpUddC8bgm8mXzXdaNloEWVSLQz4tODxv9LUqhGFYx1 j/YoD8Ze5KZHUaQKRVWvKOzwGY+Xgibg/fET8F1aLG5NHUfBOIJAMxp3Zw3C zclu+CXJFd9E2XDd34Y3POhJTMPl+hX/bYKxPWeRJyRNDTvmTRGhPJkjW5Qn zzfZlWfe7TU1NqpyFnJzZQqlqEK6rtDHSVGr6T2B5KujMLNHHBq8U7BvTAZe m5iFG1lZ+DkvE3cWpJEkpNrK8RTSSbKSIbg7zwu3p1N+ke5KMc+GT4NtuDrI hlN9bPhg6Qp8Qpr6D8MD2fMicQiI3NZuzJWKfRZda6puDz0M899shtxFrjW5 wZ1tKj/TWzW5Y86QShWvUrEAXWutedkiClFdkpDnkY1lo6fh4IQcvD4pD5/M mYVfy3Jxt2YGmpdNRvMzpL1nSHNLSboqf1pRZI9CH9zJ9cTNSa74OcGGr8ba 8PeRFCVc6UnQI8W/m7Rnz8sWyM30vNfojxSHnRyhPXnBWrQnVwMvWkKr2Nd2 aNLkedldKS/74dCKEgl2ViYp0x6dSbTVj+B0SURk78nIG5GLpuh5OJhZiAuz F+CThUX4tX4B7q6iPHIj/XfbpqN5a4p2oH/zqrGk1FA015JbWjKSWOZg3J07 ELenueO3VPLGMTZ8MtoUQ/AXiyJZvpFoyQov+UuNTebNItEEIrMBXVz8lf9I LqG8YVGk6OG39oE6yQqLJSS2xD10RXbQjwHtnI4Ij1xMDy5EfVIJ9uYswrnS JbheV46fVi/Gna0L0byHqMKBOWjeN0m72bp5GwXuTRPQvCYazSvC0dxAQlcS cygjsxV4404OEUrW+x1nwxdhNrw/zIZXKJa8pMeSh0w6tSelYohVdFgZs7nm ZjGhU9mdc53+O/+RXGV703ibvVoob+jfIzEtVuhPlWnr6VBHhHbJQuiguchg Z4lkl2NbQTVOV9bh2so6fL2lFn/urUIzOwPxeKE2jN58aAqa92eheTet9B3k I7ZMtIO1KQTNNQTWxUTiigbh7mxP3Jrihl+TKdBE23CDAs2bnvTogYZzBXty PKqjKwLb9kZC276Iad0ZC7sNQBPZYaOXKy5HDjHtdamaySxalZH6lsR42HSD qZOgheT480wbj15qiiwbVVdpH2xrOKTdCxEby6+OL2nAkYYmvL6+Cdf5vWG/ nSzHrycX4PcTc3Hr+CzcPTpTO6Sp+QBBdm8GmncSbLcScdoYq5033bw8DM31 FGQrCLalQyngeuP2DHf8kaGHpM9CKCQNtuF0X3KuFJJKouLR/ZHH0OPhx2F7 +AkMebg1Rj/SBpGPtcHE1m2Q0q4tMjq2RY1HV7yXNZipVOBUdmF6rCAKb8ep KDa+bQnconlBtNeaZsWk/PzHLK5RjUePkMwoQrjebt8b+VlNCBtfhqwZtShf 2IjNTctxctNyvL63Ce8ercPfjy/BxydK8OWJIvxwshC/npiHm8dn487RXO38 ruaDElS3J2q3iTevG6ede9ncGIzmagq9i8iS831xN89T40Q/J7ri60gbPqQA dcHNhkaXXgh+rAO8SId+pMNw0mEs6TCFdJjdvi2mPdkWM59ug5md26DY4ym9 i06TrExSnVbVvGQoTK/Oyh0R98r0F7TAoOU4nsFVd+md65hftwVZC2qwqH4p 1qxbil3b63BkTyVOHSjHhSOLcfnYQnx4vBSfnijGtwTFn08U4A+C4+1jeToc D00lOGYTHNMJjsk6HDdQbF8dqcOxTh9oNzGkNFd8P57CUpAN7/jY8CyFpcJ2 XRBFakt4vA0y27bRVJb3dFvM7tYGc3rS06s1CiMjjGY3GQocf3+R8CeKq5cM P6lux7hH5WB+CyTb8XyIXrh07UPseeEMUssWIn9pOWrXVmD9lkrs3VWBZ/eV 45VDS/DW0UV471iZDsqTzkBJLGlfJoEylYNygg7KlQTKpcEW1sS+LsWleIpL 4RSXhlNcGmBDzZNdkEXgy3Fpi7nd2iK/V1sU9muDwgGtMZ7AuCA6okkBjjJJ mRoi37GEb7nXg3UoO54CIZUYDq94SJHqzW6BkjseDNED24++iMXrN2F61RIs WlmBFRsrsW17JQ7vqcBpDtQrHKifaUCdz4E6xxGoezhQt8TZgWrlT3MGUi5E iyqF8q9xNnxEOfj63l0IlG1Q0KsDFvRrj2LXdihxb4N4AujELm1w5dxZ0W0l E0yuzn/V/vGQ4Rt565odnuaCuWgrEb3STioSKt3OaoG4y+Fen4rrxiF7+t6Q Pa5D9isO2d8MyOZot6sbkN2VaqdSa61UaqhOpWZ64I9MV/w4kXyn61OY26Md 6bMjSj07oNSrHZJ6tkdSjzaY0LW10KmcKJp0+i9GoVRumnvbSE/fMnWtqNq2 Wf1C8COtflGTpnEOrWAoQ9VK42U/qzfEd5GgutgE1SMMqgftUL3OofodQfWX E/l2qGrsSYKqxp7i1OxpAbGnWZ54Lqw75vdvT9BsRyu9HeZ0b4sp9P9T+5Aa e7fB1dfONihQoV/+SwrU1Sjve7CHqfMdIxrZdwuW8Fbxkz76fKTpFA5etPiO 8Gmt8cjaVHF52cfqTcYuuHSVg7NUAc795XhVAucnGjgX4EcOTp0w5eiE6SAR pn0Zdp4vCNMKO2G6PsMLxQOfRJHtSRT26YD5pL3C3u2QTxqc2qcNDjZVNEjr SIDBpEVz1f6KhfzInTTKHnVetWAnZ9gLPfouzl+0SstO4sBJLjbMo6eKnoOx aXiTPktUfDHnTdRPY/uRF9Qo3auj9HUJpZ9LKP3zuI5SE8ffwzn+Zs7xnxmr EafSIZ1R7OWCItenUUw6LbF1QPGA9pjftw22de2FF+i7f0Yy1UqrSWBCv/0Y wr/JRdyrhlJHK5t0zEOh5qKGXan6JstfkU9fIpIUOZWeano2d7bhWFcbXu5h w7nelDHTP785dyGuBXIvL6l8rl9nuN0n4fZtwu37HLdfG7ida8athejfqCC9 juyOksHdCKtdUTqwM8oGdkKZx5Nocn8a5/tQPtrNhuMkxqlYvcZZrVhfJv0+ hOXLl2PVqlXaztr3339/xUSazE1C+z3kyoefqfJxS698iEZfOSrpBZb/5Emc jfyxDZkubqighG5rt4F4vs9AvDVwID4c6oHPR7niC0oCrw2xxTmkADLr0tlZ JyWat+8wo/mqEzTfOZZrQvOL+YEoDeyNoiG9UezbE6W+3bHQtysW+rjg9DAf XB7ki7c8PHCBUqiXuxNASNMvkaZfr19RKS04kWyaFP0v2nVnEydOxJgxY7R/ jUWPBzSrPCiUr/2b9vTevq0jtzfJo7OKkomO7v8xtK0/rmRIH2K/w7G6uz+O eQRqTSUfh5L7HueHP+OH4XayN/5IcMNXC9L4xVTOkwmxDIq5ERjkd0uQrxOQ 312B5yyQ/4cB+QJTbls0pj9Kg/uhcGg/FA3ti5JhvVE2tCdW+rnh3dAIrbHz 6siRuDx4EN729MTr/V1xlozwHBlhN8n4dv0KsUct08jFsot+SBsf4OcJ6vBi 4vxFKwJUVVVpwq5cuVKzirDJBcMe+kyb3Jy1QxryNQ6lMZdb9N2Vv1nsYdNK wGEuwygrHoOKnmOx3WscXgocj/fGjce3yTG4NZlCVA7xp9mURM0ait+nuBt2 UaUkMr/TSdJTCPOPQWzWdIfFcZQWxxlpcdygxfEF5chscRwrjcH8UFcUBroi f4Qr5o8cgKKR/VAysi9OjYvG1fHxuBY1Hu+GjcW1IIKinx8uDxmMt70G4uIA V7xKXvOFLjbsJxnfIZkXGct4iZkOM1NItO2h+7WHvYvBPpFXKRVqtHFkRaHm i0wbd0WPGhtw8gJh+0mhZBDW5zG16wQ0eCVhf1Aazk/IwMeZGfglNx13C8kX lxGHKKdYV06JQ+kw/Hp8ZWwLOY0cNnS7dNYiD3ulX0c32DoPxDD/aNPa2SCv ncP62jm9djryQjwxJ9gDuSM9MMfPHfn+bpjv74qG0GF4I20q3k7OxuX4NFyJ TSAbxeJaeCTeHROMqxQ/rwwdgkveXnjD5oZzlHSfIhsdtO9WG0V/WQa+eERx R1iLHSyqf/bv2i7NuXPnWrTYGQuTzJD66BzmrOMYk7QXgkSpjllMVxtjl+x/ /8YtNogeP14IjUeOayaWBUzF4dgZeCM7B5/OzsXvpZQCVlGa0kgRdQUxlpXE VhpDcPPMGn55ojplkpdZKU+ZhOlCXXw1btfj4S7o+UhP9GnTF8NHxSAqewam ScttWf0szE0JRlawF6aM8cIkPy9MH+WF3ICBmB3ogXmB7tifmo1XJs3B+cxc MuM0MuMkvKOZMRHXosmMEVFkxhBc8w/AlWHD8I6PN950c8NrZMbTRFiOkDae 1xlVkSSOaDHk605oUnaBomwi7xw9wDknsyz7NSrLPsBs+7yF4opmQmOAx0m5 io27/MWpWR/RCr26WUdqpTDtvHSX8YjonomcoTOxLGoODmcW4I3Z8/HZwvn4 o66QiOc8yugp/91CxGlrukZG/3h1o2FeOYVTkWO9MNxTMu8gLtd4DGnnhz6P 9Ub/DgPg2sUNPr09MMzmiVFeXhg1aCDCRnhjfIA3EgJ9kDDSB2mjfJAd4IOp o70wc/RAlEYF4eiMUjw7vQinpxbi7OS5OJ+Vi4vp0/FWCpk6IR1XJiTh6rgJ ZOpovBscimsBgbgyfDje8fXBW+7uSnInClSy5+e2/qsl3DEbko8ViYq81fUX aSE7M/fFixe1xSxGCeVJ1UJRUeNtl+YzpkwVtYecGr0V39Nja2oEp/fM6OPo iaMnBWH9pmPK6Hw0JBZj/8yFOF+yGB/XLcEvqxfh7hZyrLvZBT+U4+yfijvb E/DbJ2/yu3zVGae83nXj91Eaf1y3NKR5TMPQzkNh62SDew93+PQfiJEe3hhD xokc7ouJ/oMwMWAQwogjjhvpi3h/X6QQGDJHe2NykBeWJCZjW2459uYsxpGZ ZTg5vRinOBBey8rDxYwZBITJeCcxA1cmJuNqzERcGzsO74aEaY3sV0eMMHPP bnbueaF+RQEXSS6TcByI/XS5PCIourz5oZOUfzWBgD3sVy5atEimqeINByw0 taUxMEVpUP8WbQwc2B99bzeUqCrbideuQGZXfLET7V2SEdo5A6HdJiPMLU+7 KLg8cwm251fhpcpavLeyFt9ursHNPZW4e5iIxzHCxFHy/6fKx0trReUHzHvC /VuEQo7/bBRHL0CQmz88e3nA29ULw729ETTEF2P9BiE2cBASgwchfowPokd5 I5L8QSz5g4TRPkghOFTm1aAprxpr8yqxNa8Ce3IX4zCHxYtT5+PlyfNwLnsW XidYvJk6BZcSM3F5YgrBIg7XImPUbLifnQ3v0tkwn/MxQ13vSuX2/ovm99k0 rXAf8jbjI9yHCEw8//zzDBMPMFCo8hb9eLD/NW31ssnp+u72Mbma/gPwjHs/ bPbugx2De+JyZD/j8Eb2XxNJflCDwRNGYwmjZDoQQh2B0HUyQntNR6gtD6E+ cxE9thTzJldjVVEDjtY34uK6Jny0cym+P1Sn3a7zx7Ml+O5ILn778prwDc6y evGZdrfCg0b7jSW11csSrs7h4sngMkeDS03aIqzMqUIUOUlfdy8M9fFBwDBf IumDMC6IPEioLyYEeSDEuzfChvRDBJG8yAAvxE9MxYwZtZifU4vy3FosJfis zqvCZoLO7twlOETe8MSMErwwbT5empLPoTOToDMVl5KycDkuVSftkZy0j5ZI +0BPE2nfp5P22YrVwpHz3zyblVmE8CStuRf56aefNB0KT8KzXRVotnEvIjdZ x3UcgaT2HvB9tC1GPdYWYU+0QUyb1ohv1xop7Z9AasfHkPJkK2yanKaDpTUH ixcHSwAHSxS0C6nZVaqd2aVqkxDak8AyIBeh3nO0C9ZCRy9AaGQpkrOrsKh4 KTY1LMPJDctxcfcyvHe4AR8RaN4/WoRfv/kAsgsR60WVfNkUOFH1vOnNwJ4W 7DCGHGtgJ5dhZxxhJ30RniHsbCmqw77qRhRkZGCIjxdGDvdBkL8PwoO8CUfu GDmwF0Z590KAb0+MHkTPkN7IL6pBVEY5EqdUYxrhqIBwtIRw1EA4WkU42kQ4 2kU4OpizEMcJR89PW6Dh6NVJs3EhMwdvssQiiSUWqTyxGK8nFkH3Tiw+evVC jmKhVehY+h9LJsj+kLfpeL+ZoB67/kMDju2x7uj7cDsMpGckASeUgBNDwElo 0wbpBJxJBJy4pzpDR0wbrvGB9Aylx1/7HdptjxpiEh0R40WIGUaICSTEhJcg NHYhQpMXIzS7HMlza1BSvRSrVjdi97alOLK7GufPbMI3X304XpLeWkmRNeKq AIi2B6Gj5AkJJYMNlMQQStINlBTpKMkllBTrKDmxYhlOb1qOc7uWoSQnARXz k+Du3hPurj0w0L0HfDx7YD1953Wrlz7AKwaXLv0d2/afwdj0JYgnTzpleg3m EWAWEWDYVdQrCTAbCTA7CTAHchbhGPHa5wgwZ6YUaCnMBSOFyTanMOEihfGn FGaonsK4mlOY53hReIYibnHEiMETORN9+n7hoo8Z/hW2xztT2tYWAwgqg+kZ TXCJJLjEEVzSCC6pHTpiXKdeDzggZQg9ozTt60iJ5Ughy3TNRmiPaQjtn4PQ gQwp+XakjCekJBFSssoRMaMC4+dWIqm4EpOWVCCvbjHW7d+Ijz693lJtR/7M lTtZJ921Ol4eaRkvAVa81Ot4WcnxQt7vjYNL8eaRCrxzejmvmjxJwDiNiNTF mDi5CtkEjDkza1FGwGAXvqwgQrOeCM0O4rn7CRhywqPltpTwvEEJz9sOCU+U Q8LzJkt4eusJzzF7wjNN4muixspxIWbd5KjU9T4SGwGNlfzfTYmKIGi0QS+C hztBYwQ9IY+QJyF4TGz7FKI69YYZF55cw34cF2O1VDXUJUHHRReOi36EC8/Z 2h3loQHzERpGuIghXCRyXEwnXMwhXBRVIptwkUu4WKvjIk6SWnBvVQbravcZ Bi6a+Y7HyJZA0T0d6QN1UJRYQLFfAsVrDBSHdFD84+qznAgQKPaeQnhyGWIn VSKTQDGLQFFCoKgmUCwnUKwjUMjJz7PW5CfdkvyMY8lPtJH8XKHk5x0t+XFX JT8uBj+zD/Ko2gn0Ar1Bai2JcY/7rXnoFZV/w4qaKtg6tEFf8hn9tLDTHn4P d0D4Ix0Q/MSTdl4iShl+Gi8MdYmw48MlVe+t6z7Vjo8hhA9/ho9iwkcZ4WMR QinDCSd8xBA+EgU+ahdjzb6NuPHpdaN3XlXBkj9zawEgI5wAJNwAyHTkMYDE FKE2QwfIVgaQGh0gZywA+fmbG9xXE0B2v4CCyi2Iya5E+rQa5BJAiiikVMlp UK7zNEjLjq1pEMuOQ8MtaZCHKg16WiG2kymEwbo+yHno07vGFL2cPve5D7ci 6iU1HFa2Dq3h2rEt+j/RDjZCic/DHRHw8JP/H29vAZ7VsXUBr/9Kr/Z+V0qV KkGKQ0IcgrvESILFnRjEQ9wdEiQEd3cpUkoplJa2VNEKLdSpQ/EC+fecM3Pe eU/mDeG73//neU4haTjvmdlr9tpr7z1zMKzN49ydCKj0lbJeDCoToL1KW4ZK j2R4OmVo7wjXoOJJUAkgqAQTVKIJKkkElQyCSn41YsurkDKrAkUNBRpUxikW i2h/lr2qShk7GP9C1XkyQAkglqCfrAEo2gpA5VrgubZIB9CLC+ZLAJptAOgh DqATpz9DTtVq+MdWITyxFslcDFWlzcJcLobWaGKo3EoMHU2YIYmhBC6GwrkY Ih3t5dMaMfTsfQLI5Je545FP2xCKuzencpPCbinrUsbjtMaZ1XAg/9PnqbZw ePQpOBGiPAhZQx5+CqOf6iSlUczptCAtnebZIYbQlADP7oQmx3QdTcMITeOa oymA0BRMaIphaJpZgYKGQhx9+yC8Wz8xIt1rKxMnfpbbDEb9rWHkSjAaaQNG CwlGq5vD6BER2jIYVayEX0wlQhN1LZT7v9BCGoyCmKbmWog0tdBCp5gWcnWx pYX4CZNqH6x6KTj3Q+KEGjm8ceS3am16Rs9sPY3eT5IveupJODzxFBzaPAU3 Yq7BDz+JIY89hTFP9+CJt1E88WZJwHq2J8R0IsR044jpR4gZmqsjxp8QE0SI IdXgnUiISSfE5BFiyqqQTIjJn1eEV99+Gb73jxhVwk5W2zlWiOljhZiJnQVi slDcKsRU4jIh5nGBmJMkhnYcwXgaVjCp5wRCTDYhppwQU0+IWagQQwdbJYbG m8SQq00x1Lb1U9ZPMT0cQI9KYY9EZi7cAd1Hwkaf7ydh/+QT6NamLboRfFjw M7jN0xj+2LMY1rYdxjzrbDNv69ltOjz7EHz6cviMLYCnnwU+XgQff4JPEMEn muAzneCTR/A5QvDxa/1cPMB/pkrvyT9rNXwmEnxiGHxqNfjsmCXBZ4s1fJ4S gQ+TS5HlCCS5FEeRcRYFPqWSXFphkksvaXIpx1ouhbUklwZayaUjHa3k0uP3 jxy5gsCR87gpBGKKu5/us+6tuPU5bqv1PnQhWdWdgNKHWGrAQ89i1GPt4Plk ewx/qiPGPte/OVC6ElAc0ggoWfAcQkAZw4BSDM9AAkokASWBgEIzGJRLQCmt xvTaSuTOKyagHApQDFH7TpRAm6XwpINtbGEhGjGEhfRROhbqGBbSCQvFDAvz bGDhMzwrsLCNVFJ4KSaTSoolLGQQFooJCzMllbSesLDNUEkFJpU0zaKSJrde JR2hsXx77PgjBstY2uD6KzSC3i9mHCMq883A1hp9Gjc6q/Ll0scHs5avJzqR 4Z+G20PPYehj7eH1dEdMbN8Zw5/tgrHthiuT+Z6DudHHk9GnWIzuR1MVSEaP IqNPY0afW4zDxw/pmTb1eYHC7nIWTrWvZIYSAZ4WBLhN5wgo1BCwmBCwTkLA q1YIqNAQYCcQQDIoV5JBaYSAwlSzDCKdrJBBbzaTQWHWMmikbRm0gab//frG yRL0BZ9yawuKMWniIa0QOsLm+usJn9AmbhJvqSyhELShQ1/4Pd4V/R/tiFFP P4/x7btgSpfuGNexB8Z27KlnV+1ZPp7ZOweeo4W9S+EZUQ6v+Er4pZK9c2jS SsjeNZXImVuCTVMnYpK1INH+JqIGVRJNxnlzQw/ghp6CSV1aNvSBRWToNRZD v8sN3VHIlTPnNbkSQHIlguLMFIoa8g25UoslXK5sEXJlWhEO/Rdy5XWSKwfb 63LlRH2jqrCl61DjfHNZzo5ohZWFnA3nISRz5370adF05dLs1bV3w4rOg7DN fhSWOA3H4Kc6Y2z7bvDv2gNBvXohqHdvjOliDy9Hf73qMjofnr5k5ckWK48n K08hK0eSlZPIytlzSlCc5IWXfDvhUgApeXd7/Pzmcb5/yXY6zPo44ntbuGTS PSy8u54sXK5ZuLOwsKYkVpGSqEIYWXgaVxKiOreIV+dkJfGyUBJTTUoisGUl 8Q5TEjR3hyxKwl8BaG5h8ZYBWWWOuQ8LT9F+9znNd7M23RC6MkiHVds5Y3Gn /tjUczj2uXvh6IgAvDc+CHEO7hjXpScCevVGsKMDot36YLyDI7z6OMFrdJJu 4XCycBxZOEW3cARZOLG6EjPmlFI4FICKcZ1QNMoO55L6ommaG64HOeCzofa4 ML8xUjFSlWy8l7FjydgZo7mxY8nYGbqxd9ZZjP2WydjdDBHwKbLLlpMIqNRE QGKLIqDUSgQc00RASqtEgFZCEyKAjL2bpv4AjecrMoWvAuDc4lr6RgtuVDlw Lx4M30eGQf+s9hoEcujz2ek20+gqtXPC/A79sK7bUOx2HovDQ/xw3HsKTgeG 4bPoWHyTzHJTvTGhjwOC3RwR5eGE+MHOmNDXBb59XeFHwGYQmJxNECjWIZBF EChJn4wKv96oGN8Dpd5dsDS4D5pqKdQvGo2mtP74LbIPLrLjO6IjjROaVLmq 5of5toAHd4aHGRoe6gkPSxgeSprj4T0DD5+ilxHVH4Evj+rjTVH9AlVUn3Q/ Uf0IHtWzBj/rqP6QHtV78eHKuW19F4VxRpAcAf1TLfyEEG9t8mCs9t9Omuf3 JzDE0pVPEzubPP9K8vzbHUbj4AAfvDF2Ek5MDMEnEdH4MikB32cl41JRBlYG ByDAxQlBHs6IHOyCuOGumDbaDWHD3TBhqBsCR9Lfx7giISkEMyLGoMTfBWUB TnQ5oITAUeDTDZ9WE+MvCENTHYV6ZePQlDUYd6Y64Rd/e7znRuzwxvFQyTeI FIpK9TXHx0BNsKrxUaHhY70ZH1sFPso0fDgYkT6pvvAyivRrlJH+ciPSLzMi /cOqSD84muNDivRHsEh/EEX67laR/n5LpD/OkDP6ebx657umAv+owIdwGrK8 C7j/rIDeB9NFcxo+hI0wurKIN2rtXLCk0wBs7jUC+/t64bWRE/CeXxA+Co3E 5/FxuJg+DT/np+FK5QzcqM/DbwsKke83GlMGuCKMcBHNOujGuiPJyx3TfdwR 5+2OeO++SB/fF9n+7sgPcEXRBBcUBjgin3CwKIbMvS4NTSsT0LSI6GMOMVql D5ryhmncci3QHp8OtsdnDZZ9U/KuEosYtIaIozVEusZYIDJZhshsHSKLzRAp 1SDiJCCy5RC8Q4sxkcRgtEkKNHApIEpmu636BZkUsPQL3o8UOGCRAmMUIVQL LkScjCrzypTWikE9qdndYJMp9AjJdJUTmzQSm6zvPlTb2n5kqB/eJjY5QwHv ZzHEJilJ+DEnFb+WZeL6rFz8Nr8Ad5aV4O7acgpy0xAwmJzGcHeEjXZHlKc7 Yggg0d6uCBrdD9Ge/ZDg0w8pfn2REeCGGRNcMYOcyYK4kbi7lbWK5qFpPXmC VSRVl8agqSGYM84oNKV64FaEA74da4+zkZGitiZ7W5Vw1C37J80/TuBDrOBn n+3TFyZcbCDKxy5QR1TfZGSMmYFShqip1oh6iRB1dK0JUd9/CleF5ogkRAnN UW1Tc3Bx2UxzxFhrDk+F5uhl0Rxbdc0xUuF3ufv5u6HNHlHLzOD7kJlu2u/q 3ZkB9NFxdBWS/57T3h2rugzGjj6j8fJAX7w5bhJOTgrFuchofDUtAT/MSMbl 4gxcq8nGrbn5uL24GHdXl+Huxgrc2V6NW7trMCPUE/4j3DCJEDVlrBv8BjvA q28veA91x6Qx/RDu1Q+xvn2R4EfuyM8VNVPH4vK2Wbi1rRp3t5WhaUsBmjaS sFyTjKZlJIgbGVVN4FQ1CHdinfCznz3edrHHT28c56G2up1Mjned+PyI3YqR Wkiuw2sBXRvt9EzPL3RPpxYgNpkgNpUglskhNptBLHMm1pcSxOptQ6yvLHoq V8Gfi54WWxLvQ/R8KETPULXo2UHjO1XfOFwxXTLETE5LvMehWePz75g2CroP zOm87qAtbV96lghtC64DZhK1LX1+ALb0HokX+3nj9VET8L5/MD4K06ntu4xp +KUgDVeJ2m7OzsPthUW4u6IUd9dXkBeqwu1dNbixtxaX9tfi0OJ0jBrmipGD HTHEtQeGO3fFKNeuGOPeFeOGOMOXMDmZvFywlxtmZsbg/fUNuLB5Ln7aWoeb 22pwZ1s54a8ITZuydfpbIehvMtGft05/Sa64NsUenwyyx7l5jWLLkvxuBtmz ifBaLzP9zejTZic7MkkQT1ceXbPoWm6nm+kw8czld47zTgMZhoNswLBIg+FS DsNdKhjuLsElgmF/IcdOMTm2AuN5R2Mi72gs51W8hVIVz1qOWap41nIs2FqO DbMtx17kcmwInyc5Xc6x+KDh7uTX4AgpLnLv8kbxsPuQ5924RxCpVXbEZorm C5ywsKMHNvQYhj2u4/DqMH+840NBQVC4dmzdt6lJ+CmX2LQ8S2fTxkKDTe9u rsTtHdW4uacWv+6rxfcvVmvn5nx0bCX2v7AB4aFBcOzdBe6OXdDfuQsGudLl 1hkD+/WEN/nY6SkZWNEwH3uXNeI4Ge6TjXPx/dZ6XNs2E7e3VXLGzeWMm4Sm JZxxa/z0U3FT++FWuAO+HmOP0xGRRputrRSe4BcdmH/nW/kcIDYQ+PLwM1XT rPZooGsdo2HmR8IiHZTY9G6OzSkWbG6wgc13NGye4+uGS8Oocq1xMl7ROClL w71machqhVFJkjQMwRl/SRoO59LQ3aY0VB1sqL98Bs9rf1h3bYuN9bEKAIoc gRmAeo5T37XB4pwEuopoFucRAa/uOgS7HMfg0KDxeMtzMk6ReDkXFWMh4BLy MrU5uDWvALeXCAKuNAj4KoHvpxdr8Pn+Km1mz515WVcsT2De/DmGZ2fXidPn MZGC7hnFc9A4uwHbFzfitdXzcWbDPHy9ZQ5+JV7+TePlUn1j0IYsiZdJJc4i Xi4lUZvJeNkRP423x4WESLbbHwGSEzQnGOUcgyP/mX5kpJOGQb2X58+YSP+d Slc2P1lgqZ0eKh0ig106flxPJci7UBU47Ec4HDsDZQyHcSYcLtFxeHwbw2Gd wOEwA4Z6myZToHKb5kypTVMo0D0mBfqWoUDjrBWoj1CgI60VaPdmCrS/YrI4 DDubshHs6+TJk4n3n6V6igORsTKLiqK0w4b7YFZ7Vyx/fiC22o/EAQ9vHBs9 ER8EBOPjsCh8kRBPrDwdvxSm42oVZ+VFxMordVa+s60KvxErXydW/oVY+Wvy hKf3luG9V5fp+2UeRn7tWiTm1mHWzHnYsHA+Xl45Hx9wMv7ZiowLdTJem8rJ OAJNszkZ5w7F3URXXJ2sn0l7+fhxP8XKVeUtnHR2YY09f+OJC93p+fBc7XS6 iu3YoWT2WGOndxKcCI5EzxYRF4Qp3WIRR4jLGpttQVwWIa6MEDebI24dQ9w8 jrhihriRAnGsBzRU7wFlglbuAW1Q9IDa3gBnQ9CyDXAeffG+SdCu1wVtX8VU 6ce1oKsiv5F8n8mvR7gXkguaabTaq+ycsYhYl735fq+bJ44O98e7vvTkwRE4 P3Wqzrp5qbhCrMv2qGqsu5xYdx2x7haKAHdW4wZjXcLad4S1T4h1z76+Ej9+ 9ynfGvEw1m89jHCaxdLKuRrL7uMse26TYNlajWWbthabWDYaTfMozq0ZTyxL dkrph5thDviKnQYaHikEGxvSFlpCu+n6s+T4rJKrWj7EmU9a9qRkXhZlPR4O wuMF8HJQlp1+DvoiO/1UBlaB/HJBY/f7wV9gEebEVVrh7yDh7zUJf2/vKmL4 0zMZT1u1mEZKLaZip90S0067/c122pnk7wST/B1C8tdDl7/s3AnWIcgCww8p 1ndXrF0Ovm6KzEmGJXPyezmrpjwK5J8S8nJ4aTVJKq2u7UaU6zQGrwwej+Ne k7X+6U+jY/D19ET8kJ2Cy6WZOuU2cMpdQ5S7iVPuCzrl/kiUe2F/JY7vKsYn pw/yjOAjWkph0tRKzCiZgwXEsTuYCYhjz2ocO5tzbFULHBvAOXYg7sQ44kdf e3wWH4nvaSz6JoU/G+lClk4u4zy5ifV2T47ExWPGfmFbblHE3wKb+pk1Q3kb raPAJpMsQXzmCuiqp2slXbvoerWrfbdm2HTibZMyNlOssLmsRWwW4pfvPvHk PGV0r8bo3av32sq3T9rKx3Tz2zGKrXzG+RsW3Xymryu+HOqknRv/Y0akm2I1 c1h2VydiZrQ2p/c3iXtFGTjPVAZ+qb8P3hgzEScmhODjcOLexHh8nzkdl4qI e6uzcXNOPudeQuQGzr27BffW4KsXq3ByTxnePrL0YcG9M3XurZvZgI3EvYc4 936+eU5z7t0oce9Czr0VxL05xL0JLrgyiRZvfwrG3jquB+9/NcwvXlvQyEXt 68Q1Z/qQ13Qmqn77uNgF2ixrbMKpM4+4Txw7ydu5WQnKxSpM9OPpnHQpnbOB p3O+aGjsYhOYPhZgehAwx3FgxuvA3EjA3K0A5vGdBQTMj3202z5JSvozZJev 1PYGin7Y1uwNVCnpUwol/YV2Dv8w3A4bgNsRzri+pZHnQK3zqXpoz0MU64xN 3n3kaf4g+UpWug69R+n6w5AIXIibiotpvARRQSxdn6uVIO4sL5VYukZj6cvE 0heJpT8mlj7z+gp8f/FTnmUilt52GBHpM1FGLL1yPrH08ka8bYulNzGWTm/O 0gVEysl9cTPUAV+MpLgmLHIgz70IAPjwlGclXavt9BDovR72+JyQ/LMXEe04 y8l7tjLWwhe4WPlMtquN7VJx0qH5F81nTlGkedipPq9QvH/p7eNcVLaAz+4W fJYLfM6whc9ZOL6jAD9f/MhPGJJ33/qK7lvlVsRqbKTAcoesqBNsKOpJIdrL Dn6MmITbSURO6eQPZozAjWQXfTa0OEc/c5JXe62zN0U8BWULjQvnNiA9MBJB HkPvWTHXWDo5ET/mpOBXYunrM3WWvrOU4sM15TpL79BZ+gqx9A/E0ueJpd/Y WYRfvv+Md+hxliZCymYsPUdn6dc5S39jk6WnW7N0CXv5DLF0tCN+8LHHp3Ea +/KU2/8Yqb8pdvrhgyyjwpqNXiMcfOhkj4vD7XF1gj1ux9jjynZ9K51I0w6W XKPI3Lhx6OkbolgQyHb59xFe0VYCZy9dJ0MjO/EEji3UBRLq4gl1Mxjqgoot qCsn1M0h1C3lqNtOqHthFj55Y7XeSkarWXTsTuEdu7Y2OG4zbXA0K2dWwWKv irhbEEm0E0Lrmx0XNcJFWodCyHLv11sRKpZxnl1UOQtTho5C1IRJmBoUrOEt fUowyv2nYKnvZOzyC5SK7vFG0V3jWVHtWCV4tlrj2WvEsz8Tz365vwon9pTi 8w8PPc2dWQHxbFJevRXPnrgnz8ZznqWprPAinh2i8eyvE+1xup89fnnreD+O JtmZTeXEt4qT3rvd7XHBg5yZpz1uhdijaXofXG2MNYSdSLzKqQU3TrT6OxTY Rm6PFvMx7OjMJTwf83JHLQTo0CKkgptBaq4KUuutIRXIZ1PfHlna6u2RsjQ+ Hp+OC9r7M9JwdxaF1vMpmllMs7zQ31mxrrjrsjclWTiZFkn8aKtEv2m4HzYQ mmaGhmN2RKSGtLrYGGycFofXsqfj47JMnR9ZHWMdr2NwfmR1jG+JHz/cV46T ry3HdxfP8e5nxo9HdH6smotVxI/7NX5s0PjxB+LH62Z+XMf5cTHjR5rKal/i xxEaP94IccDn5HHeDo3Udf+DhoOazAXoPG5elpg662iPb4eRgwqwJxlCc5NF 0V+xG6wOlpQTB30N7zSOg8Bd9k6qTMtqnmk52sO+vRJKQyQoTUV8f4KSJ4dS QiWWK6D0tgQl4y0+pg5iTeU26yC23kj5RkYBLpQW4MrsAtxdnIOm1ZnEAeyM rGBnaTGJihqHUB9F1kRr/jRexNWkN1azLz0+//f/osSv09+nBal4rzANL+Yl Y1VWkpaGIQWysyIN26vScXZtMb7cXYnPiP1e31GIn78XPdWc/eKrNPZbSOy3 08R+V7bNbM5+qxn7xdJionmdKdiPQtSoPviegqhPYvVyvStX4MKS3lynlnP1 yDKe73Szx3lybz9R4HUrmMA1jWau0B1X1iYKJz/YiCz6GYrgBPQDbYwsClqV Rmnke1lV6PIl2iR09RDoykGFQFf2LGwqn4MXCF0vE7pet0LXKt7US+Y7Y9ll GcF3WeYrdlluTavAa0WVOFdfhUtLKnB7HfHUtgI07crA3cM1AlVybYyjSmTM ZY4L5z+Ta7eqHSr/5gx9v5V/jQvNlf9VvPJPXPjjlgq8u6wAb67Ix/yS6TZz gO0EOc5ai2lEjvWzGrCJyPEVTo5fEDn+YosclzNypJHWc3LMJnKMd8FliplO 9iVyfPO4iynUYomeTO5dttjpJyEwEfrNUAqx/MmTRRPYMp1xp6I/Pt1Roz2w 7MzE7HsYWbsZHChWmRFvG5kR1mh8pIv9c/eAWxDBLYHgls3gFizBrUINt48J blFiWZl2Y04z7cZcmTMTB2vqcHphPb5bW4cb22twdy8Zbt8M3P3+IyeF5Nbf aMCbIHT+Y6E7T2+E8h+b9odoMNO3qrdtfY2ft699l67X+LX2NV7jv2Ojxv8N cePZveU4cXQ5Ln57rrXJlmc48DZsP4JIotByiULfIQr9tEUKTSQKpRmfyyk0 nyh0ujuuBzvg/DCtw9pJ4eWieeDN9B47b/Dtrvb4jHD601h73Awi4CWRlytw x9W6oVZezlS09bDKgIy6ZwaknCddNnDnejoi8pmWANheADBVDUBSYy8vEwCc qwPw2Cpe7nxQ2txZaWzuzCHwNRTNwQ4C7xsrGvDJFtLve+pw6UA5fn5jIWTK FPEnR52I7eX0RYgCcjZ24D0oRWetqeyfEZX9FFNlf766sn+FV/Y/JRZ9ZWs+ fiIW/XNrMdiWY5DR7WSi25xSa7r9cKOJbrcKus3U6XapoFt/NBWPJuXdH7cj ++A7CvM/jo50NDm/CRwQczj5sTL3aQd7fD3EHr/6kfOLIgxmkPMr74/PuPMT ykBOcfQ3nF8OTwv3szi/1qU4nmoGQGd+Kw7AngTAAQRALx2A8xJbAuBMDYAJ PKnFugWY2AybXosimtGlDQ14gWbz2Db2u7X48LVlBuDkALVBx5GrIkMR3HrA /Z2Ly/8vKvnXpEo+69/59MzL/3MfmbzHZK7N51y7iLh21XyctOLaaolrZxDX puhcu4Bx7UQ0lXuiacZg3I1z1rYQva83idubXB7DASsfl9C1zE7vqDhOLu9T d3v8OIa7vERyeflutMSGYGmddiiGnNmwfmG5yGyw3jtXuUh2j8zGky2CLUQB tiqsyDGBbYMMtpV8M+YDWL/rMCqWrEM6zfmm3Rtx6tTr+PbieRfFIDi+RAFB jtaCWo+vv3J8/dcF+oVSgX6rpUAvKPUMxQTvv7pMFyGtOMCnDQdXbt5SRGXM REX1PKwmPn2R8ek6M59WcD7N0fl0pcSnVYxPhxs7ltjrwM43NPbmvkyc9s6W VhqPrNiBNKyV7JQ9+bLB3JdFErjSnXC3zAMXlkXbzHIIZK2rXydnOX7PkTXJ VoKjg5bgeMImssZryAruGachK4eQVSkha3OlCVk7dGR9dGwFtvOnZNkH4XE5 dNzVGYjJOt9YbUL+m4n3/uvaOuO9LZVabf2mVFtnHW0fHtNr621b4YtEw9O/ ZOpLqEIuOepFRH27KLQ9tkanvm+bUV8ep75pFuqr5dTHdjRF9MFFUowfRkX2 4nARfiiSZxVYIXQP+aG3utjjHLmtH8gP3Qi0x90EBzTlueHmzMHYurjSKsUq c8RgwxGNVaVYzUmMOTyJwZocj3a3f7wVcElkcPEmuISUWMFlz7wGHGoBLnJd Qn+fm3H6gJxtmCrhQln57qqofEdJle+SzOYUpax8V+Ht3cU4d/plrvFadQiy 8HJ/E4mIDz5FIdHVdKKr2URXmxc1aoemCbq6RHR1S6MrqVFco6s4na60PU2e Vnua3nHVG8W7m1xKAA8N63iszM6YOdnbHl8Nssfl8fYUWZFLSSOXUuqBy5tT mrkUkesZzONzPXE6otX5CObGDuj5iEeVQBlmAUovAspABpRcHShJJqAsl4FS i49eX6GfK60lTPQjgY1DlWQiipHYhWmIGDt1CfrYGGIXUwlaYxdbJWir9q8q nNpThneOLBV9a/fqGBIJjz8LkileYZNkfiSSuUEkc0cjmSJOMmkWkmFbl6rY 1qXhxtalc8Qa5xoau5m8RrgWu+le/wWyzJvkNT4h9Hw/2h7Xp5DXiCevkeuK W7WD8ebeNc28hsgWDDUC5iwus9xbnS3obP93Q07/uQVYjFfAokEBi2NWsFiO nVKAL6aZ+w8R55sEf4TkQpjDUxeEPbWC8LvmgnAeLwjXtVwQ/o4XhFnb1g9E LT25C7mPrXN/MBjmAqaQI80rI4aZOx+7OcN8JDHMbY1hxA4mwTCmHUxpHlo/ 9TdEGWciI7vwaFd4D7Z7M5mrHdY+x7ZYnOhFq5m8xyVf8h4R5D1SHXG3pB9+ WZ8ksKES+EMNgS8Smvch8Ok6FR6p2rrxgE30+BF6QhGioSdNQ09VqI6elbnN 0fOOAj1yuYS7F9E1LQt3EdDK7x6bYmKkFvdFe02x9GLdq8qr6MV6a1cRPj59 UJd/ukJ/ukXJxB5N46C6dUgmDppTZ81BX2ocpNqsJDhI3ldr2az0ljNpoDd4 qV+36YOahGHrfzFdu8jdvNGZu5tR5G4mk7uJI3eTQ+6mZhBeJkOY9blYvsMM d5ONZm1bzfX5TK7PmD4/1ElrpDYOL5Tx88dW4CeJ8JPrY42fLVUSfjZa8PPh 68uwS8GfHD+DOGjNR+mzPR4nT56cIjFV63dOm4q4c1ou4n5lFHFf8bAg5gkl YjJy5iAqrRKVRElrGufjAFHSu0RJn92Lksy7aZNccXWK/ib0y2SJjiY/48eX x0yucQ+Sn/mgpz2+oN+/5GOP38LJz6SQnynuhx/mjDAnEmVBOtzwM6KVylDW hp8Zz2lQltZrWRBN14mQSBVO/tASTjoQTnoTTgapcbK3QY2T3fxz5OoHx4kI yUUYU1FRwXzLZBNL3Wvn9IehkcRS0s7pCsvO6Zbalj7aV47Tr7G2pXN8MT5m FejmFxRrTx2XMB25WdlYVV+Ng0vqNfq5qKSfDDX98O08X7H3O0dEooPsOUI1 8NtjIY8ajj1PAHKxx3cj7XFtEnmOqeQ5sl3wW/VAnN0508pzyA13I6zUsNG8 1JIa3sIx+OXCxr8qwPB7JRiGS2CItwbDNBMYVshgqCEwLDXAIGNZ747hg2qm kCeYOOZ+S6nabmnGMfMljhFZYKmTiNVSj+3Ua6mjJAmTU7EIiRnFSE1JQ+o0 nfwrMpOxuiwLp5eW4tyyIsVe1zjLXtfScfqemhh9T835BL3ft53JOYznUWQN X6WsvPk+OYfPB9jjF29yDmHkHJIdSTH3xS+zh4tzaFVKd1TrlW6RSem+2s1e BYXfNYOCi20ohJVgPoNCngUKr5ih8NpSvKBI6XAoDFOoX39OGvdT7TSO22ih 2nlLkMaLeufPB0QaF84eGifkSulKRGfOQlWNzg1b5s3C9jllmEfRcHlqggaH xhmJ2FU2He/MTsGFxunSSQtid8swq90tl946/pzsApgxcu30XlfRXvsRRRkX R5ALmMhcAJl+hgtuVw3A2S3lNtXrqGbq1UOpXmMk9bpQUq9fzG/8s3U+Smly f83kofa6yfN881AdVkomr8aqvDpsqZ5rbfKdwuRLDJMLgcW+W6ibXOxllhWt L1/6/20J8jdVCVJuz9lrac/xEtLj7AUEJlUjn6THYpIeL5D0eINLD+b7z6+k f9OYh9X5SVidp+OgLCkKu/LomhGOC0WTrDaZfEmB4AfhvHpnWfVsWOxguGo7 fXOSuX31Vqje8dVU1Be/1g8T5lYp1THGqlc06fxFqVRXcM4Rm5T/1qLNwzSb TxvcepufJZvvUXh8bnNBWSaR6il5fJb/ZE99X3W/stbX/Y7y7hlfbpcTJz5F ETFoSsFszCXBsIUEAzuH+9QGEgxb5jQ73eDi0nScrk/EweJorE6P0Bt1/ohd CZOwMyoAH0wYivenRuI7cc6xWPJsTKKjngXv5r5R9gIo1pZ1p3IALr++wmrJ y3pzTDO92b9VepPJ3H263vyr0ugjNKP7GUZPtxh9um70rczo83Wjv7FJGL0a Z48uxl4pQBGJcG70UQptOVby7arC285mhbdo68Ib8+33KLx9Qb79vRdK8dlZ fhbqY8gtW4mYLN23ryXf/hKN5D2K+89v0o8RuKE1rlTwYwRypGMEInC5luRs 7kScTvXF6ujJyIkI1Wy/idRS88LdP6wWfDz3vYx0lS2evGXqat1QLemnEopj DaGo6GKxFoq5klBkPcp8x60iJdWC4cNL0SgZfp+V4edohj9zdJFheDmlvUg3 /GgpgSBE4SjJw7e+IhanrohJHv43U5MJq4h9cHQ5vvr6Y76Z/kndw0+rQQF5 +CXzdA//Jnn4j5mH3zobV6026+fZ3kbINygcGj8K28MjW8xJaOcG6bXCB7VQ XPSNy22ZV0RbJm9m+unQgmYntMredJyVFhRNJS1rwXmyFgyO/FMzKLhaQSHM IQHThhAUxuehRkAhX4LCSmsonD6yQH8xpobfxToAxBlLMsUPN/n6+611aT0e da0/vYH1eOjph0cNX59aSL6+vgFbFzfiVc3Xz8NXCl/ftFGxm69krLZP4Ha0 I76nKP3cVL1Tsql1XST/ELRD/4R9sdCcfbEGcFVD5c1gS6vRtVlDBBWo9KCn 4SByWqMHFws9qG9ObZ4wag6I6QSIfDMganRAHDYB4tThRuxXuDHuG4Q3M2m/ IZwX7lXtYrzAToBudbVrtyW3KB2tECJi/vJViCVeqG4VL6h21Xnpu+ri9W7/ U/20hkZ9TlvX7/EXDgzR/8O+5DZuZfNjhjPulvfHz9vSzakj2R2LV1TY2Gqi UoerhDrsat88Q+SqBR5edgEEjPDmwEiuphiZA6OxOTDYa5P2S05NZKK5z/BU KMFBnL6zeWzIilz19yhyfSeKXFWtKXIZZxzwXlxdDgQxsiifg6VEFnuWWcji u2ZkodhzXj3eqlv/AsV5b4VG6mZuRYvG7yVHIe8UYV8sitd6ErvpPYk/jjU1 6MwcgpOv7pAdhawavQ3VaNVGYUUfEyTVWMlVozhk64uGxubpgRZAEWEBxTYr UDRwUOivKHlR8agcFOK8T5lIBhigiKKA1xmZpH4WdBygrmhNVVS0GtW5QtVB BJECFJxA0ohA5kkEcroZgbSwHVxqtf+OBN/HMZEP8uxTS6BIDo6Ev8dQreKS yXHA3LeyL5D30lzemm68vUglIH0Nx6AQkG2bCcg6LiC1U654b6AFAG5WAAjv QwAYSh/vpwNgAQNAgQ6A/QIA1u/KOqBIG3P7Cw8mdGNdXR1ji36C17WHcEcY sV5lp7HY0Mcbr6gqUPw0gNZWoPhpALGCJSqIJWboLLFuwXwcFCzR7BCyFvaE sbb3OBdcmmCc5q2fb/Avzfq7Nm3FFC9fzbpsHqaGhGh/rx7vjz0Dh+L0AFet HU9rg0m0tMGcptVuSzH6WilGVYvD44Zi9GrbDv0fewJd2vwHPelyeOg/6Pf4 kzZNnKyZOB+1EWUWE8sv3VSbWA5ml+gm9jX5faYS+/KJX1e/lD51DJI6+GOu YyB2jwjBuwFhljKRak/9qnvuqY/ntz/JXP30GhSWzzVc/Vv8EK/vpEO81BuX m3eVs3O7z89v/CcfkWB0tv/ud3zrUMPQUWggO9dNmgQ9hfAAdkb6Y1dcAC7k jsbXa1JEmlSlBce3pAUfw7BnuqAzWa/7fx6C47/boD9dI+jyfLhtc0t2FJbM QIGwZEpzS5pfKPWSIpnLTTleofv0brg22k5rX7vJSOsVgYXDpmL/hAScjEnC t2n3W8nRN6D/cPFTJArvfPIzFM9ej3Tyzg3knbcx77za4p3VB2KZNkIVjzE6 s/mB23LILu8OEK2yVi1qo+kKdMfpqaNwOm0sViYHIjcrzVbbg+rtI/rO76eU OwbsH3scncmoXciYvehyo2sIXSPZ9YQdN+woMuwE3bCOiRbD8jdvi7cnW7+x 0Hhxj7CrnLFdqttVHNAks7AbDwTW1W+Gb6coZHhMw2K/dByIzsLpjGz8UJLd vBjDt3XftLGtO1nyt1PJ39bUWvzt++tsnDNl5W/5NiOt9XkI7sQ545cA43zs v/MEjdxpL7pTWYhj1Upmaga5tiVVE7itkXriTBxZo+k1jbZStb8fHMjfdv5P G3QmI3alqw9d/bhhB9M1+onOhlH9O0Ygghl1GBnVXzJqYYtGPajAGTeqv1qI uXBSWle/Dd49kpAyagYWhBRgX0oxThSX4mJdKW4tLrEqrPxmKqzwLdVIk/xs cHINisjPLjP5WeUBEcYGWHW38TkKeT5t4JXMfzVrZRctpFbNYKI7I17vzvit ZiB+oCBPxBx/bK2Od5RmVOisACO1oZfohz3jiK5tHiLDPqwZtwddTvR3D7oG /vsRDP/3YxjzaCelYWdG8nedk2G32zTsZ3hZATJuWfEOFFlJORu+7BQ8e6cg 1kc/uHtHTg2O19Ti84W1uLKmGne2KIom2p7mFaxokiF73DnkcYssHvdosyMI FVtPzXtheEMwP3DarIUn8DyWaPY02rUUbRQ/zR4uop+/3Yf8FkddyOJjAlcY TCd1e/g/6PKfhzVbdqXL4d+Pwp2ugWTDIf95AqMefgrjHn0W/na+mh1TyI6F wo7iRcLaaz4bTG/bq7Cyo6zb9Vd1G2eBym5XHAp148YNLVJi3+lDeBDrFh3A 5PElKEysxaqiehwiaJxeMRffbp6NK7tnWtW/xV7ibOFyK1cjjlxuLbnc9czl Upj+vq2j/TSXq95twtp3f/a3x3EXrXXqAcUSjbCz9Gvu5g1UH7tKbRBxehvE 7eqB+PWtNUb888/WKuguCsUzkSuGBTOr4fFkOwx+ogO6kxkdyYwD6Br178fh 89ATGP7wMxjzWDv4tO2AKR1dLOaMMpnT9MYz/hqkQ0YmdLluw0lqASNa7JhZ hRn1zRN/RU72csQk1KK2ZC42Negfc3LrPHy2p05r2H7/hVKcP3soTzjXD7lz rSDnqjyJVuFcrbZyWHfZshOSP5nH04L/bNZ3LTon2d6KD3rpHU1WTQtFfXF5 9jDBOA+3YimK3QYdFBomwFiKjSgjrxBtp1fTRCIz8JFnMfrfbeHbpi0mP/Yk /J94Dp5PdoR/u84I7NQFcc4DDds1e/GlYTv9nTevKAJuvhSncCklixQW5bLh 6McF/Fk75iEysxbls+Zg+dJ52LFhDvZuqcGxwyvZltcCyXWWkOvMINc5n5/e anGdqjNrTNsI2V4K7e0wHsbJwaciIv/A7SV3RRfa6T3rrE3RaDZSdBpce2u1 SBfoe2Xu6zDSpxXT5svDHbbuN5Dp2IbOBP5E9Tx83kxPtZdQdJjW/1s9HJD6 jB0mtX0aYc8+g9j2z8G3XRdMfr4bwnr0QIxDT2QNH6424W7DhMKCcnqRL8RA vhCFNuErT2wx3PHqEXz8xXntuxLtvx2Rx3xidp3hE1++55Fr5i0N/DUtrJ1U OmOX3V1uSJ5uZ90oaPQCyV0BhX1xpX6oEXaI1zK39hTPx6SZEWvLmwsO9izs GMxQzrZlvFrFcsHbyEgvdrTHUYqj2KsPTrv2wacDnfDVCDccG+KMELt2iH6+ PRK6dUB8j+cR3KMnovr0Rjw59On9HFDqNxobS/IkY+nvFJrhbX9YwbzcWOLF EzLz6bbtoPm7EAqQisnfLZf8nThtTLkVvNmuAksL50fkwPzaPatlPnrR5Uwy qx9dA/79ENKfaIfVBEPRomOp1zvjTmV/XH9zldDBHfjCuY/e94ekhSNCOL3C 96xmk1Lydyw3w06dEg086/hyPtiJlnQ3woqDAz5074Pzg53xzWh3/OjTH5cn DsH1kBH4LXoMqvr2RizZJdGhM1KcuiDaib4nGyZ59EHqIEdkDXNE7ihHzIkc g/WFYdhQPIXCUGeE9mkLYSA5L8cNJLbamsSDRn+w0w7XYz4us9ji415TnUxi tVXaxvtI+LmtJe3sKIBuQ8FzG3jRNYGuILomka3innpC76ERJXW+P5+3ynVr bXD/P4rgXi9mtzdcWQVZZaqUGGVKYyNZZA+t3FfIyb7ZnWJURwd83M8Rnw91 wcWxffHT+IG4MnkoboSNxO2YsbibRGsvjcaYPRE7JgxGrGM3JLp0R2rfHkjt 3wtxHk6YThZNH+6M7NFOyB/nhEKvPij27o30Ae0R7fosQp3a4hXFql6hW0i8 DEoWAfqvP4e8qtWIJ8c2s9b6HOfPlcd4yHu1TH3yrNGRhHJAmzbwJVNMpCuU ruiH2iD+kTZIfKINxlP8/L5vF6PEfYMvGVrSve8jTP+rwlnoTUWdNMtsIssE c1/K8jNzeVl1K1lmP1nmVfJf7OzkUy59cK6/E74c7orvPD3wi/8gXA0chlsR oyh2pWFNI++QTgybQ5FbEZFGBU1kLUvjsvfo9USiR2+kDOqNzKH2SKO1kzLC FZmjXZHj6YICH7KSrwMqR3VC4cDnEOX+LMpi/V6RHl0sc26kMJt+7lms33gI oSm1KKnU/Rw7+7j5qVHyFl1FqzpvR4x5kozyaBuEkaFimGEeb4OUp9og/bk2 yGxPa+iJ/+CDyN7aBu9fzr9jrHin+7CQUCZye+o/9IUHcSxJF82vFdMKiuDV DFZiYl1KrCNuB9nqJeKa17ra4117B5x164PPBjnj61Fu+MGb/BqtlGvBw/Fb 1GjciSe9kUxhRiZFiHmT0VRCnFFJ8zmTjZ68SCPBdTHNxvLpiOnvgMTBDhTL 90HGSEfkjHFE5kgX5I51RqGnI8rG9UbVmG6oHv08qoa3Q0L/50jQzsQhRUZs pW64cHVYf4gHRMz/TYgu1/xfo+n04Ob+T72b6aOpHkhq/ziS7R7F9GcfQWzb hxHz1MPIsmuD3E5tkNelDVI705/OT9GiTTei5r5cRtwr4t63bx/7+7/4IOUe YH0fl/7aqvVksHIymL7HUA9UmHLbQMba3UHfi/IGubwP+hAR9XXEhSEu+HYM uTzfAfh10hDcCB2B20REdxPI5aWOp5iT1HUBwbOUhlnFAiUmQyi0XUBickkS QTiZ/A1BeSNNyZYZiB7siIThTkge5YwMMljmWBdkjXRGAbnFkrF9UE7Gq/Ds gcpxXVExugOKhjyr8orcbpEmr8jieP3Xn0Re9RrE51hOtz/U7HAj0w5WaffQ nuB+SO76NNK7tkVWl8cR/exjCH/mUUQ+S9dzjyC+48NI69oeQc+1w4ZZlUas PJDrCtlYzEiHDx/W9a5mmO5cHzJ7bCR7iNocU9Gz7fRzO1g0vY9H08cpmj7p 1AefEI18MYwc3bh++NmPKGgKUWL4KNyOHUcU5GNQUFMhObpydlAjObr6aILg VDQtTCA4EiRXpegh1Cayx1YKcndQSLWbZmBPEaKGuWAqLaSksa5I9nTFtJGu SB9FznCMM4o8nVDq5YAyoqxyr24oHfs8lvp0wvWtjWJdyakrbp8o/r/kCsIr PExdv/kVhKbqDlE7DJ4foyefWaDauzOtdwek9rZDpv1zSO/+FNnjCULz46Qx Hkdi+2e0ZkkW9rKtBmzPDmukm0WIZ6fC76hvFMcbs8BOmOYffPmbToLQEw+O mpPbSlcYTzCzVkz2LjTWBbid7HRABNS9HXBGBNQj3fC9lwcuBQzCtaDhuBVJ Ti6OnNx0cnIZREi5REjFQRIhkauYT+hbpDu5ptWpeivC5iw0baPR78zT7bS3 CHf3l+D2i2W4fqAcIRS4R4x2Q9RYN4QPdUPscDdMJwebRTbM8yS7eTui2Mee Qo2eWB5Iej5vBG7FOuLqB8cPKjz8Kn3s4r3EzYnsOc0ZToyuQJbkDM3H1Ml7 a2b7eCDZqTPSnTthhgvJiuefQUyHJxHX8UkkPN8WM9p30xodWRogm4fHjErS +Wyr7LizvtFDsiPzCmypPai2o37Iqosy6cD09Lr2ehD+cmuC8CjyffFeaEoh 35dFvi+fkRXzfURWsxhZke9r5L5vBfm+NYTaDcyOM7gdKTx+geKwvcVkx1L8 Rna8eqACP9L1xf5KzM0LhS+t8XH9XTG2rxsmDnRH+DB3xI1yRwrZNMuLiM6b QkgfBywNpUmooXVe6qN1Ilwtj8RBI2O1Wh9+jDq0F/KLeckE7iU3Krwk64L4 sH4ahbM9kOLWHZl9u5Iln0d0x3aY+vxzSOjyLDI7dUehnStd5MftHOnqg3w7 B41fVJbN4JZN4ZZlmYQ6sssLumVx+thxcV6LsCxzrn9TW1c/PrGfMjdRx3MT m0RAz3ITrQnoExm7+VnYrYxmuZqz2zzObksZu6VYsVvTdvKmu8jCe8jC+0pw 58VS3HqxHFfIut8f0I99ZKnFJbOmISUuAG72PdC/Vxf07+2EYW6u8B7gjilD +yKSrB1PKzqZwtB0b2d8UkhmnE1eYRatzCpCXMFo3E50wa3Tx0WdT07X8FU8 1aZm6Iz1W15BGHnfUn7It3wC25t1WYghwZ9EYjPVoxeyBvTENMeuiOncEXFd OiKxWwcU242iazhx1hC6BtLlQTPu/l/jgMUlAgdnjh13knBQVlZmwYEWhepH +g3QFvZmukL4zVjGY55KMfSyrRhuNlMME3XFYCbSRUSky2QizWpGpMz0zEHf IAd9iUz/7YuV+GRfJd7aXYG3jqzG6VNHtCd/69gbCJ0SiN5dO8O5Zxe49+qJ /k4uGO7hBt/BBIURtPjJuS+dGoJva0twvT4Pd2eTM6knkphJcCz30wqjv4Q4 QG7JELky7gLibHrzp7Fs8VpMjKkwXozBTkGblRCFQOc+JHgcSSD1QepAB2RR wB3ZjTDQoyvi6FFTejqh6PkJKO7oh+IOvihu70V4GGvgothuKGFiEF396eqr xMXvNGQ8qGFD4CLLhAsmANk2m1iOi110naWVbs/HxBJlAhg6X3fT4FDCky1i txTbocXapndyUfI6iZL3WhAlBl/LooTxdWWoRZTMt4gS23xdbMXXPxMcviI4 nN1biVd3luPzD1/Fux+8ws8J+DfefPNNzG+Yi969OsPJ3h7uri7wGTEW0yaG YduMahwrqcS5qjL8NKsQv9UT7GYTDOvII1UTVIspDkxxx7UtjaoePI6GeLXW 0QtXpN5qa+HQ9hkMHjIJfuPDMbC7I8Y6OGGCixPC+jojbgAF74OdEO9uj8je PbVUblyfHshwHInCPhEotA9DYc9gFHUPRFHXSS2AZESrQJJnciAySNJNIJlq AkkPBUg6SGJIzv+wnbyzuBhi+Z8XmBji+R8mhj5SiKHrhhiSAwIhhlhAYBJD RkAg6CJHpwsbAcHnRBcn91TiwNYyfEZA+ebb83/ndYETxz6Cp1smAscXoyCq EstSq7E/rwrvl1Xgy5oSXKnLJ1dBHzN7mh6XVNCj5Q7HzRhHXH7vuGjclXOB HB+JCk2lh4rOOP7a63B44hn0adsOXduS0+rsiGH2zvBxcUFgP1dEDXRFInFq ME1YuJMDol3IKK69kebhjbwBScj3SEC+exwKXGNR4BylAMxkDhh/E2BG/58B JtUEmD38jVHb6hu7KPDynIQXVVaKNVJu4WLtCBNrPUmsOdsSaxRexFrnCzWx ZoQXrBFNEmtaeJHOwwvOMVp4UWQVXvxKWPlOCi8+OLoGH585gs+//kyvsv4P soPr4T0sD3FTylAbX4WNmdV4tagKH1aW4/uZRbhZT1CcTdCsi+MxpbfWP3Wl LFLfD2IS4Gt0sCQpBJ4OFnfYP/4seRI7dH20Peyf7gaPzg4YSezm19cVIYPc EOpBoCGvEurmhEhaXbEUkCUPC8CMMTOQPTITOcPTkTM0FbmDkgk800zgibaA p5cEns4TUGQFnnH3AI/LfYMnmct1to+5lguS7fWNHRXgeUpiJJEmE687bjQp yNfMCnKESUFGKBSkKaWpByi0gpcRI61KNQUoeS0GKB9TgPImBShv8gDlIcPT nIanQyomeBYhK7wCC6ZXY3duNd4urcSF6lJcrivA7dlZUnw6SY9PEyg+PXV8 r8REIjvAwTNNEZfo4WwvRPgEoMej7dDlsU6wf6obBrTvhbHdHTChjyPC3Z0R NcAFk/qSpyEQhdPfowY6I3FsIFIDipDmV4B033xkeuUia1yODqhREqAGC0Al Ir+vBChHAagQG4DyNgFqGAFpMF0D6OpHYHLjgHLSAPU7DVL/aBb/ZkkK1wwo KVPRTgGox2yk8tjt2bs5WQ19fXu9EaO5nHVRytk7TM4mj29V7rVpjSrMsbCX Ocw5I4U53313/lHujdbNeQFeA7IRMaEU5bGVWJNejZcLqnCqopwC3WIKdHOJ vQi79eQIa+lRysZr7Si3aqKMbclyGnetDqjpaq2rB0NDib2OofND7dD58S6w f6YHBhK9j+vliIkuzggnHMUNcUX8cDdMJucUPJjlU1wRPXYs4sMqkRhSgaSg ckyfXIrkiSXWOPNuDc7iDZwVOEZacNZD4GwiijoxnI034WykTZwVcpwVEMpU OkuFM0VG7GkFztpIOBMpSkaY5hSlpeBPotrpPkU1i5KqW0gZbzCJahYl7TNF SS/qUdIJipJetERJbTnOPHskYvzoAqSElGNOUjW2Z1fjDYqgP6UI+mcWQc82 RdBFFEEnu+Pq5kbjyAOZ9TjOUhTCWnXKln5mymhy/wvQt609ujzeFQ7temFA Fwc9pnZzQRiFTHEEuuQx7kgiyR820g2B5PpD6M+wsEyET61BVEwNYqKqMTWi yhqMU1oBxhESGAdKYHRTgTGoBTCO+a/AeK+0npT8eVwByH9JTGrOxZqbG4TU P82k/gAh9ftZpD7LmZulfmty5hulnLmtMIyc3qc8DHufh2HPcDSKmD2INfWJ mD1fj9m/sorZk3TnWxGgxew3ohwNNMpJdo7GVO2PB6xolP2Ev5dd/5fiPJFx GPHcMDjY9YYHCbvRjs7wp7g9hLxdzEgC4Dh3pPq4IdPPFcm+5BVH98GEsUPg H5OOgGnVmJRUg6CEWoTG1d4HMAs1YGaYgJndGmA6hFuA2U0FTE8FMEU2ygLM 32nQ/Od9Z6OirbNRD3MjvPXWWwYwH5SAyTo8ovht2bkgC3nSQXR4tDrpoIV4 AaYiQaSNIoEixNvbQoi3Sw/xTlGIZyfEQchsQxzMJHGwKUsXBx+ROPihmTgg r12ii4PLpZHGYXJyFWGdDsw0RaaBXKMOSH/eRDoQvu39Mb1XJDI9QhDgNgwj nJ3h6+GKwKFuWiI0ztMd03zdkOLvgjR/R/p5N3i5t4d3vw7ISZiME5+cx7r9 R7Fh32vwnV5pDdR4NVATZKBOUgDV0zZQ8/rrQM13m2oDqFM4UANIyDKg+iiA ak6bCg/6v0ubyukxAip/w4zenySQ+mdT5iOQe9+WOl/uL/NhKoXM5aWQxSLz kWoqheQ1y3xcI7T+ZIodL+ixoziT78SxM/DsQ3rEqwgzSI8sTK7GC6RH3iE9 8nmNQo9U0iLKH4Xf4p1x89RxcXim3JXK8ZqhyHzoFP4vZE+K1fZdB3UK1Ay/ 2CcVu2NysCE2CcneYxAwhCibwBrp6Yapvq5I8CON4tkbY/p1wVDndli9ZDbP 8Tn+/wPYYTYA6yIBtneoBbBdWgJsq/L8Ip3bEl5tZer+YarKsgL6Hzhezdn9 UjtLP9AWnt23yrz0V2RewlSZl5YKO8nqwo4iBv2BsCrHoJ+e1WLQLrLWGZiD iImlqCCts5a0zqHCKpwmrXPRltbJGoSb1VFQnRPMwZqpyLzs5GDVPasHvO3G I6FHOGqGJWHdlEwcmpaPk0Ul+Hp2Oa4ur8Sm7FBsLQxGsJczQr37YP3KeUid FqPd6+//l2CdIIM1TwNr1tgZmGGANc0arP0EWGNsgHWSBawdZLC2uigl1x5a m1bezWNPvXmtpxVYzTUH1gjFag6iEeqAaISykeG5GiQ1rU03Na2VhzaPS5fZ 6OXYVWAVl94kh3pZikvfscSlPQ2RlITxYwo1kTRXFknVKpFEa6aI1tF0N1zZ 1GgchC9XndbrAM1SZHd2GN40Wtu4OrnjFOS4xGKBVwp2RubgjcwifELa7McF Fbi5tpKWXblGD037ZuCXzZFGkGFRBOn/JUDLLAD1twA00wqgGTpAh6QQQKc3 B6iTBNCeEkCfD+CFDwFQuTo25P8sj61IRWoudWfdAuyj6xBdL9fMw67aeSiZ TAgNDUXa0FFa5xdLF22Q0kVvGOkix3uki8yteq2oim217mJp2m8JUH8hhH5D CP2IAtQ3KEB9QwtQD/MqHymnN0g5uWchyK8ERdGVWE7K6UVSTh+UU6hQW4Kr VsopQldOOcNwLbKPAVG5FMYhOkOdL9pq5Ub7wsvOB1O7haFqcCJWT8rAwcR8 fFBQgi/rSfMtq8SdjYTUXWWE0gLc3ZOKq6e2GeHFI9q9Ev8rlE67F0pHZylQ mkQoTZBQGmWgVKu2qFD6v6jhtgalUx7thIkPtUccXYWPPo9q+nMhXavpWkX/ b2FvdyQSKpcRKu+ZTAqVk0nm/kOp5HafPTjmwPPIDiPw5M2uTCbNgffwfMQH lmFWgi6TjhabZVKqJJO8tG09l4ojsU1RcOMozFFkk7ZwCLLMETvaJaDDJGQ6 xqBhXDK2h2fj9YxCfFRRhh/mV+DGaoIfa5TbU0KLKhvXtuuNHyJo0JNhUf9H ECzWITj+PiDobgOC3QUEJ9iA4P0X/EIJTpMJVol0ldA1n65NdL3Ypj1ee6Q9 3n6sPY4/9TyOuvVFOs31bl9PdXoolqeHzFW6GltVOltNQBaIXeGx4gUtVqzA fkusKL2flcSNYxomkrjJjqjAIhI3eyRx8yuJmzuGuImyiJs4Z9w4eXyLIme5 QUdZroKON/NP1Y8b8EJUl1CUDUjAygnpeDE+D+/lF+PzWRRALKnE7Q3CyRXi 7t503DizU3yMXiINNAGsQgmwyHsALEUJsGwdYCMlgA2yATBWFDQAFmgCWGsq ynrWKKFtd/JZHRBDV8FDHdHwUCdsbtMJrzz2PN5/qhPOPdcRX7XvgIudOuAb 1964MH4ociLCcCzMvxW9nuZKXcutRHcIPKo47j2K4z46c8RDCI25e+A1KAeR TGhMrcLaDGuhcYOERpMhNOhRyny1861vVEVhi0SSIr3IgZOn7hfZYOWhhsCv wwSkOURhzujp2BI6A0fTCvFhWSm+a6jA9VXsfC3yUC8wD5WDmzvjDQ/FNkrr 0t7v/x5APvcA0AABIFYEtAEgZQ+LdVV54kPPI+ihrkh7qAdqHuqJNY/0xoEn 7fFeO3uc79wbP3bvhWu9e+BWn2646dhF28l1Od4X+VEReGd6IM+ctFB1a6EZ uElqLmoWRh3WwqhBItDvOQ1+FOinhpZjHk3tDgr036RA/zMK9H+hQP/2bHJe s4kv6+jjq4hTC/VA//LGRmxSVN026gApUKRN1hueRU86h3UORrFHPJb5pWHf 1Fy8k1uMCzPpiRdX4rf15Fl2UqC/j8E9A7+8XCE8i/5uoLEcGK8qgRFiBkZk FeLCCRihtoBR0CIwclsCho1elcxnRxEIeiPyISfkPeSChkfcsP3pvni9Yz98 3L0fvrfvixvObrjjTo7eg+KJAQ5oChqiRS6Xi0OQHxuJd/JtNQvxyMVGs5CI XL5sHrkMlcPnvlkI5uHzirRqHKDw+QSFz19r4XOeKXz218LnqxF9DMPLlMIN X6hIQaw13EKjdkYhS+4m94pE3chp2BichSMpBThTWopv51Xg2kpyC1uYWygl GOfit91JuP7NKaPG0ZvXbc3W9+fWD7yX9YNbsL6XyfrDTdaXm00k6yfYjcGk h90R/3B/lDw2CEufGYK9zw/Duz2H43On4fi17zDcHUiWHUqrbsQANI3qiya2 uYlr98vzSDnGR+GdmgTr1p7tck1Jt67oHP7hgB40fEBBwz4eNHz97fmRIiwN nQOfEflIoLC0jsLSzTws/ZgJaQpLbxlh6VRLWJraDz8URHJLWpeVuHWLFAHD Gr6sRTY0uFMQCoh9F/um4oWYXBzPLsJnNWX4eVElbq2jZb2jnBcjMnHtSI04 FcOFdwgJo+bPW2fbqNEKowbaMmruPY0aRkt10qNDkPT4CFQ8MworO43BS708 ccLFC197eOLGEE/cHTkGTWNHoclrBJp8aBX5DNCJerXeUnN5dQbyE6PxTkNq i0R9bp8VUY81gryz8HRKx0TvYooZKrCYB3nvllXgC6sgbxoP8igAzRuJ36Y6 4fqJ4+sVFRd9laJYLWhXWgna/vC280NijwjUDkvC+sAsvDI9H6eKS/DNnApc XUGCdjMtyt1sUebh9gvTcfPiGUM+62f1ObTKdtGG7ao02yUK203WbZdqtt04 i+0mPDEMk54Yg2nPeqKyow9W9/DDy87+ONU/AN8OC8DNMeSjvCk696MoPYAQ PZFsNnF4M468vL0AjXkJeHtxVjOOPEYceYw48uTJw95GELVXC6KiJpWikoKo dRREvUJB1BkKor6bqQiiSlkQNRDXK6MgDCOXFrhhShUab4WxmGK0c6FEMmyh dyp2ReXgzawirdVXlQy7eXSWsL9+IGTXFg0SJhkkVmmQUiuDBDw5BhOf9kFi B39UdJuIVY5TcNAjECeHBuHbMUG44UNBSwBFCJMJmUFkiGAyQvBYJTd9sasE M/MSsXZOJg5buMlPBCW9psN/bCHS6HEaWgpKZomgZAzuTHPFb6eP81S4dXqc T3iZwnstM+rwIq/ji7juYagakog1kzNxMCkfJwpL8FU9+V2W19lEk76bSZ58 3N2Tgl9PbIW2tUbfqdxePeWJ0pTHqqc8nPxQQPsAxHadguLewVjmHob9g8Px /uhIfOkTiasTInA3kGLBEIoJwyk2jJiAu2HeVltJDELYohPCmrUrtJ0yARLn e/WbgRD/EhTHVGKlifOvNdtLQGbMHopfw/pwErfO6upaEeVqNfAA/xfsHCOG cfbdXCMUWKjlMCZ0nIwspxjMH5eC7RHZOJZRiI8ry/BDI+F7jchhFGs5jKvb YjR8C8vqrvMJ6xmfrp7xwCHTML7TJIT2DEG2Uzjm94/CzhExeMMrFucCYvHj FLp3aBTuRoTjblQIbkdNxs9ZoYa3flf31sYOaHkPkr/BuXM1zk2kAJNx7pYZ 1XjNinOzLZxbTVYs9tQ498a2Rk6i1glJPruVilCaH2V24MCBeVZy3RvRJNfL ByZg1YQMHEjIw/sk17+oI/pZaspJ7k3D9dM7RAinH+byn2ZzOZHm0uf5SfCn MCfJNQpVA2OxdlQcDvrG44OJ8fg8OB4/RcTiSlQkfo0OxcWISTi+uYF5T15b tt6n42eiu0k+xchldJdSjb15Mt3lK+nuFtHdtRPHVysyZ3y6qhQB6O8lJLI+ LDaFFiQu0E7r8+8wEel9ojF3TDK2hs3Aa0yrluta9cYqdtaIyKbl4MaOOKts mn6Y2N+xbu1eTCbXGO4ajoxBsaR7E7BpfCIOTUrEuyEJOBsei1MTg/G2bwAu nTgh3tkm9zQJF5gdNBPeg3MQTZxTRZyznjjnMHHOWSvOISVQH885x0c7uv5a RRTf6mUdnutiHtUKF/g7BZjYkZSeCO8cghJSaMv907EvLg/vcoV2SeR+duq5 H6bQbp3ZJT5Qf+PbX1Admo8Up0mo7heEeSMjsWZcJLaPDMLO0ZNxNKMA331w krfKqOdAo4FxxD7kItnLaXbmVOMtooHz1aVEAwUmGmA74IgGklw0GlipSF7w OajR/njAKiD68ccftT2EhAwLMHS1Mp6cckrvSNSPnI5NITMMtXJRoVZu7UrE 1a9PGqGzOJFo5+LNeHnZFry2YguOrdz8L8Wgx4tgY/ZOzUeHko8u4T76pYIq nCQf/Y3SR/tpBw9fDnXg0YO1INcLF5gpeRH2xZyXMHf2pKlgbxcLeT4IhX3j sGR8GvbE5uLt7GIjcv/NFLlfOVwtjlBJbWE02WFz4TsyXxPd9Ym6T3ydfCIr 6P1kwyfeTenLtpDzc2isYcxHM0sB4zlWAe0A+LT3Q1LPCMwcPg0b5IB2rh7Q 3rUKaKdZBbRpiiEZLxU69iE8ndMxmVxXXmQFlnDX9Z6V65J22VROkHdYL1Oo Kz6qOjWP1ptiwikdA5HrOlWPCaNz8BaLCSky+mkhCSyrmDALN16dKWLCDJtj Yt5mFryH5CJmchmq48jbZJK3KSJvU6nyNta7i5cqpIde2cBsBXXNsgq4+pHu 8EV893BUD0nCWgq4XmYBVxEFXLMprlkuAi5mJprWF5Jx6f3NesCV2cJ4PHsn k+coQkZYhfYyi13kOY6X6p7jkpXnaLZ3lh90bB2x8/HMUXDLTA47vXw9AhMp oplBEU2jZwp2RFJEk1mIT1QRDUXsl7dEWZ1gKMrjci+hj/ALc3bBy2MGwgJK UEp+YRX5hYOSX2hpH6gYkhwT8yHNVaykWlNMEdM1FBWDKKaYmIGXKKbQ6pwU U/xqjin2pOL6qe1i5rL5reV+MzGa7PB55BcKMI38wmzyC1tlv2C1jXGqeRsj f8uIdSSqR5fcozXTulVWXD9M4/oM4vp5Gtdn47X0QnxEXP99s8pZDq7vsK6c icqc3OjhLbsGlwxM8WWuoRJLyTXsy6vSXMO9NuBdevf4QkUQyAc2X6EVK01s HdElBKX947EiIB37WaUmT6/UNGPrvem4aanU5JkGxH4slG92cJ3mF2LJL9SQ X9hAfuGIsUOs2NIEyvyCaYeYGI0co/HRNCpAV25Fu4N12rWPwuxR07GZaPfV 1AKcLdNp9/pKuXaQi5s7EwwbMZ+aLw2J/UweEjsZN8CzCJncNezmroFtW7pU J1yDctuS8dwyI+ntK/xdl818d6lhI2eNYkOfD0YRUexSoti9jGJzinG+Vsp5 GxSbgcuHKgXFFioG5GU4ht3w6p9NjqEUZbGVWJ2uOwZ934zsGEQvmZ+xb0aT aPrBQLqykb6qJTQKouKDXWRCI/PrxQr6nUb0O2sE0W9QFg4nF+B0SQm+Jfq9 Juj3BZ1+WZL3xrenDeAXmYbLzjISw9U8x6gCTA/WPYe8Afpe2zeEIm3+Xlzr n5Ur4ii9j46/tMKaAoqsCHo0AjsFIs9tKhaxflBG0DOKtMYpjaCt4qgsXD9S K5izRDFqT4MtybO4kmcZX4z8KN2zqLf2mrYJRDve96hldPNRCwKRF2yBFZHr jYWMyGuGqhsLzUR+i+ItjchLWxi3tkV1aC6mSltUj7S0RVXqQv8jX5LyGJv4 KRFCJcpRGB9rufFLbdRskmdi/EnE+NnOsWhsRcPaz5sirRi/rIWxe9rfxwZL 64ZmI0/R/LW/tpEugjfd8vzRmh2tIvY7yEyUa3g5d60xKrZbGCoH6Y1RL92r Meqk0RhVoZiMcSYvF34/uwN5x6xqMlQLQBhDjvxanoxHFOtCTjYIFk8zBSBa 6w4FIA1jk7GNte6wAKRCFYCw1p1YqwCksoVZyo5o0Pa2JQfre9u2ZevO0fbe Nr2a++umRpEGoK/fGawgPksU5e89I/puzj+ZeVD76YEDBzTdmW7AxVVrMYmk wEVrMQngLSZ5tlpM0nDjtBG4VEsTwQIXNhFjDaekOArB5rYq6+bAekV8ubvF Qeub06yPjhbHflubfgj82k9Aqr3UE5FaqMU1qp6IG1JPBPNSNaYRs3PKxIjl zfy29+uoG9HqFIFnyyN+QqJBNtL58+dLZuX1fRbr9IvT6vt7WX3fHOtI2aOf D5aLWEdoe5FiZd+N5rfWWqEc/hf7PPRWKHFrOSTdbfb6TyrWdKpVcGPZnlQ3 glewk3kFe66igr0rEde+OWXEUXWm8bEHGW14Ob4HeqLFy5n3BTSZvRxv15kp wVZ4L31bFa+JNCOyZCNuMe1jaWXllpPGbGlAQueJAcmbbVvVRy61l9RKqBQc zQe0QUFC0xTxSIJR0KR4hOd/vmYFzeXqgqYWjwiVLycWRsl+xT1TazoubFXT saVrQqxeOarUN64bJXcZc0lWYYapL/5epcBXZ1mFGXNbGJLY6Mc6WIXjkDtY b6kcR2o/fJ8faWgEGXN8SJskzElEEGtwC19O8hdrpl7DmqlbKLrd2ZOCyye2 GCTdoBjaSNld9OGdk+F65+QLLXZOTiR3YRTVVUEiH90WEwCZp9dp+j+GqzT3 6bIvo8ZVoa5xXdkWY0X2822Ojvf2DRS9fZX37u2TytKVEhZF3KefysGTkdYK R3+ofxtDk5tDWbWJfbVcbUqVq00LWhiV2HmSGtLahjRL7VcEkHIAx0e1TbHC oqVRmVsW5xI9s6+jLZSBrktlIMLHQsWoRgi/YdqssCLV1G1llb2LsKq8ilHJ QRgf1Xa1Y4+USFuwcXjnYP0FdX/Dvrhc26Wcvem4xZNDDBhC78opSTEo1vvu M1xvMpp1zyYj64KniLXlIEs/U8jY4CY79wjuDPURWVrI2NcmqYXMVlHmytcn DR4RYlbOSw6XPQbrteZtOIta2YbD65JCysqBFB/VLgUAw4ygg7/BV++disMS 3zT9x39psQAjVu8ymyOydADfu3kl3uIleCGxVEKeiJf4cHar3XuIVaDEu4pY EcZGV5FVEWY3K8JYskCi/iNnWsWotLZVrUOkvBUdItalwWIFaelnnxnnyMhu PdjgYUtLTq65JcdG+eU6L78IHl5hGhJ7hGGyi2ANmaw5Q9GQqW7OGILLYQ7G kORQiQ9JnLUku/NAKyuJphdWg0m01GAKbddgfnl/s+FjV0lDEqlJMSSjIyLw Pjoisjzw2yfHjUZSOVrSD+0xzh5TqW72PVsG7Dt/Q3o1bzbZ0VKzCUVQl7ZE WRHxasUwjVZa0cwg9e612MxQS6qkdhzuHllqDFMGIx+mbsAHzM5dnCYzwZBb ps6Pibzzo6BE42JVlebaqe3iE9eaBsZUtD6wf2iNb96DLE0Iwnc0a0JoYO9e ITpdQivtzTViTHLcxMd0gLsNMR5mrpMnTwYYlrLRjGEu0GytUG5tYvS4zuaA HjQay9J5Y5ncUXCpntzGojw0rSbXsZFcx4Yo3P36hNHKLodK+jCM96TKQAww zMKrMqyHor/eQ7Gf9VCw5IYN4r1pId4NilHob4v9u1Ubl2gROFhYjdMzq/HD oiqiCvJA24gmds/A7e1ThTnkqIgP4KDai483zGFqgbiPWoxwRRttDuRvenfA qAJMI3PMTavFzvJ6vD1/Nr5YU49f2ZHhe2mOiBmunH3BWChyFMRHIQ6blxeJ qNabexuWit4GVeGFbza49HKlsPZmm0//F2RnLENQRBWKsuuxsnYeXloyHyc2 NuDC7tn4dn8Vvj62yGp5izBHR43xYheRQmHm8bZyzKYeBlMR5eo9iihbbD76 n7Bu2xGEpdeitHYuli+Zh10b5uL9oxtx6YcLRvFFjmH4Ix9W4N3LRI+sOyHP tXXFj2u8+CHocav0yCKj944iBuGPc0Qd/Y61mkSpw2BoEtZOIXZrRWFCrJXt pidiGbfjCpetLyQcVYSuY4wJUjcIaOWCSq7j11jr+J82RVixkAiN5dzYmwru 54/zmsJeIpVmLu6vZsX9xLwWc/VXTm4To95tehL2dMcUlK0fIYzX1Y5mhJXf lwrzrciLX91myYszhyBOw5Ll1+sKU/EnekPhNIYbc6P77kipom47MV3AE9M7 xCrfq3gSYQqZE/mTCAPKjmCogeG3tWq4H3ngVFEN17LGBffMGouP2qd4nFcV pKa7UbylAM0QPjHr6pdroAnhqd2lrUjt3jq7S3zMi4onOaJgJ/4kx9Xre5Dx MOvg2T4I0faxmDliOjYaDvLeiVj6tAOKhxEOTiYZ/jDvmPDClvZA40k2wLNT DCL7pWKmXza2x+bjrWzyezaSp1cP18jHVrykeJJDEnKFgXTGwLsKA4nanuhw Zd/15VGcZ5d4BA3PQXlIMTamVuBYaRXOz63G5RVVyiQot8TLiqcSP5O5gT/V e+oVrvWV9hPx5Ly98B1dgKzoKizNmYWXZs7GqSWzcXFDPa7vrMXtfeW4SZb6 5Wi97PbEXMg5iIOSpQQt8CfR0tqafJ5iijbZFz2TB4+jslOXIDS6GpX5s7Fh dgOOrJiP01vm4Ys9dfh6fyW+fkPPfnDvIcAhq2z5hH2BXv33INoi5crJJMVS 7885+cSHF1C7aBPKaudg5dJ52LlhDvZsrsJnZ18xzCvj0vw4TB7LR7wLL2P1 OM2q4drzBSgQNUwxMuE1ZEUuvIvs9I9IH6kZQlVtDVCv7iEKR3nU9LnsmfYq nq9VnyteuSwvZPECIPkNza9LHyoU3x7Fw/EPTVHMr6il2kCBPN0DFSvrmOIJ BO/KjvtVM+4tpVw+A+LTxYIwLVIPxU3fNH04i8VEDkv21fzDsxTjDFRQbD/9 0egOxxUfIJ9tJXDOPyDTGFOIYhG5SyMQLuFtxQfIZxOJkerowjmFVdykXxcD fkdxW5Fdlq3Hb/upGuYuipG+q7jzVun3hJ/jdz6vALKT4oHfV9x2s+L39MfG BcU8OCpw/4FpUbLbbpLmQfwev+3naujZKwxy0nRnFnQLPSy7GX2F4ksFzMTC Z6GpaD/oqjDSaf4zOaBep5gb/lFfaX88YAU9zXJ6SqabYh2dlT5BsMZaxXTy T/ha++OPVrPPDm09efIkuhlr5yN+A5mbVys+XPcg+MaEQc6DXU1zyu7yseLO IsUnL3t+54sKDHZR/PonituKLRryEuC3/U6Bwc6KlXBOcVt524CYBz3Yx/dq DHaU/oV44M8UdxZpdhlA/M4/KjDYQXpgYeXzitsuVQyM3/YnhauzU4zvc8Vt FytGpTt1/KyY3naKwX3BfyYHXouk3xOj4rf9Re3qnlEA8yv+MzmWWiD9nlji uhjBZQXMnjZWwzfSzURYomrV5Tf7VTH6J02fzZ7nW5MbYrcV9Vh55fLbXlGD S3TKyKvhonRnQezzFLOkUySuKcD1gDRmhg72ndhWJAPpO8VHzVU8Ev+o6wrA /ZH/jH3P5oB990/F9P6g+Kg50iOJNc4/6obCDL+XPl64Y3lUYsp/NH0U4x7R tiXHcHoIgJvaH39qlklnP2W/ypzrv6QRiX/+s+Jj6gzY6YEAfuN2FzfeuHEj 4wJx2q68Tn5R3G+WNDxhNP7Yt00zxJqsxGPKMLmsuG2tNBzryAV31ED9H2Ng VxT3q1EMh99PNFTKM/ug9JhiPV1V3LbK9Hvsu3el2/4/Cjz+XQHfa9K9RTBS qZgC+d6/M00vu9/fFNa4bro3C0dETV72A/K9f692hX9WPNIt/jM5BCmVpkVY +T3p9n80TTnzh39SrJPfpHsLN1uimD753g8opuWP0nOL57nDfyZzTrH0DGK5 y/f+kxp6YtnL4LqruL3IpstL/H3p9n/R/v5AszXOp9HK6vJ9CwzofyDdTT/S 9Y9W2DPY0WJk61vlSzMgACQ/4t+kGWA3nTBhAptV7f/9QXG/XGnmhbXkh/y7 5NoYFzAEmV/d/f+2d3YhVlVhGC5z0hKNyMhKmf6kH6vJtAwrixGytDTGmMos GcuIiYQUCuwPLyK6iCgQiiiKKBCCIrrwQqIoogsvin6GLNM005rSTMOLLuqs 2efdPmet95z5bgPvhs05z1rnm/V869tr7XNWi0mEP2Hi3oT/XX3A+hnncS3n F+ctuLHwmFH7q9bUz5vFKYFmpArrkXUmQB2amdpsJr089ZbHZqekkZqR8CxO 9G1DCt+hmbPaNKOTudNp6ofQjOqLR4341e1QleJGboDPD8APZEkrwfWtVppP ePYZLkIzPGGcJ8LvQzOa87XwxSTQbOZw/RmqW6XxI29UA+kNKd5oYNjw15os 8A2UmBFAN/6lew16TZ0IvgWwJwbcnQHTv+JhxELpgH2d1UR3GvWN9+00aJ3J x4HPXs8JCLXDcFebpEDu1QHuNsPViaPMB0PgXhfgbjXcB00cyJ0PbrLFcYcM d9AYT+6CgIVuJeMBxKF1kaDiLgpwv8y46TPpXHXaTe6SDjqLqxUo1iKrjM7k 9hk7TKrYArSS6r3G5O+A7o+Jp608zj4ra5O3ArgsBvzMAAcQBpnMvt5jTDbo Twx6hRnB7PXKgBkfG67WX2kyufcHuB8a7vLM5CPrRhV3MMB1W4F3mTiQuzrA dXuvWvGnyeSuGcW4xNW6O0uPOxAHDd8fwH0kYPL7TQZrjduNyeSuC3DfBVfz f78xmdwnO2QITfha4WVdcZvReBu46wPWNdgbgdaEvLTW+EcAn45p/LYB9hmN 2ddnYxq/maGPfG+zdfiy188ZtJnrXzfoJcZkol8ImPGa4S5uXuMXosjdEOC+ Yrg3m1BsB/flAPclw11kTCb31TZmsLrfYLg3GZN3gPtGwLgXDfdGYzK5bwW4 z4OrGkKbszSZ3I0Bk/OvT6bXafOVJv8E7jtGvMTOTNbKC8uI+bXJOwF8L2by MwAqS/YiBhq77OsHMbSWLDhhXG+GL3u9qU2SyExeb9DaaqXJRG8OmPGU4c4z JpP7UYD7uOFeY0KxC9xPA1z3Sz3aWaXJ5H4Obruq3f1Kk/ZVafLP4G4JGLfW cK8yJpP7RYCrg7FZQ2jDliaT+3UHk8V9qMlgDXGFMXk3uENtTM6yxCDQmu5n 1yb/AuD3Md10l8L6YRZioLHLvm6Poe/LEnB66UwzfNnrXW1MztADBn2ZMZno PQEzVmTc9B/tMSaTOxzgLjfcS0wo9oC7P8C903AvNnEg92CA22+42u+lyXvB PTyKcYm71HAvNCaT+0/A5FsN9wJjMrn/Bri3GK62kWnyrzl3bIc0oQl/YaZe KiSm1y7/liPHBaxrYBeAqvn+PIRCQ7jo8oSY1SpJ+KDx2RjKeqq+6P9JMX4v +Eqe2rHmXnjBP8WkDlPOa8LnZNJtFC/4kXX3aw18GoKj8T2cw88MwOca+FQj ewHvDsDnGLjOeKbxv+fwczONHHy2gZ9uwlLAIyvrMw18inG/gM8IwC81cP3i DhPAHzm8J5AA9GAO649T6wSwL0debgQyxb7yHquPySYBFF2+MibodPBVMWhz nQmg6P/cGP+cLC0mvnbZmQAK/jyTAMxdQDf4qh30+AQTQMHvDWg0zcAnITga 6ftz+A0B+BkZPA3SiYiMEkABXxiAn2bg2n1nAvgzhy8GvF0CmGzgJ5qwFPC+ gKMnG/gJJgEU8P4AfJKBa2efCeBADl/WIQEIPsHAj68TwF858u42CSDLK+MN tQvx0AAvujwQELTB7wJfdYu23pkAiv6viiWAMeCrytA1JoCCX/0qxsTRbh5a ShcZfzCHVTdxXdaZMSN/HVcPW9ubaqtxbAug0dKh/HVYoj969ejV/8nVY479 D+PRcpM=\ \>"]], Cell[BoxData[ Graphics3DBox[{ {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{2.0715176412, 3.7272955624, -1.9073004518}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{3.9695584355999998`, 1.7812179330799998`, 1.71583341348}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{0.44865874692, 2.4596673615999998`, -3.9368661758}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{3.852206451, -0.99970284852, 2.4987846898}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{-3.2902019386, -0.0247554106, -3.3325318009999996`}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{0.127409106372, -3.5235830996, 3.019782148}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{-4.548570482, -0.70800474316, -0.8206513100199999}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{-2.6361677699999997`, -2.7138355086000003`, 2.7620235215999998`}, 0.255]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.8], SphereBox[{3.8911348065999998`, 1.9621025058, -0.97732849268}, 0.178]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.8], SphereBox[{-2.1263196952, 2.4029755816, -3.1252288588}, 0.178]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.8], SphereBox[{1.5956657371399998`, -1.44165306814, 3.9149453541999994`}, 0.178]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.8], SphereBox[{-3.4032075533999997`, -2.9381459847999998`, 0.18265713570800002`}, 0.178]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{3.0430257778, 5.3511371142, -2.7202605769999995`}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{0.867384234, 4.3527948684, -0.3573471866}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{5.7198226568, 2.6165146196, 2.4095896226}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{2.3623464726, 2.7888576308, 2.5186268128}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{1.11393678522, 0.5345467936199999, -4.2445135686}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{0.5914275462199999, 3.5245279625999997`, -5.694311355799999}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{5.4917327286, -1.45590160218, 3.6590764537999996`}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{3.850316725, -2.1873578449999997`, 0.8157758169399999}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-1.8602840689199998`, -1.43492564358, -3.7900344656}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-4.7116538358, 0.020159596967999998`, -4.8225807519999995`}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{0.8398887207, -4.1275395292, 1.1839700307799998`}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{0.26354118796, -5.0850636933999995`, 4.3563853478}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-6.5569712748, -1.04639797798, -1.1283553946}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-4.3102760334, 0.84497208364, 0.51143544464}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-3.8185693281999997`, -3.9234491212, 3.9376220662}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-2.8376125616, -0.75638172876, 3.3705152936}, 0.12]}, Text3DBox["1", {1.4715176411999997`, 3.7272955624, -1.9073004518}, {1, 0}], Text3DBox["2", {3.3695584355999997`, 1.7812179330799998`, 1.71583341348}, {1, 0}], Text3DBox["3", {-0.15134125307999996`, 2.4596673615999998`, -3.9368661758}, {1, 0}], Text3DBox["4", {3.2522064509999997`, -0.99970284852, 2.4987846898}, {1, 0}], Text3DBox[ "5", {-3.8902019386, -0.0247554106, -3.3325318009999996`}, {1, 0}], Text3DBox["6", {-0.472590893628, -3.5235830996, 3.019782148}, {1, 0}], Text3DBox["7", {-5.148570481999999, -0.70800474316, -0.8206513100199999}, { 1, 0}], Text3DBox["8", {-3.2361677699999998`, -2.7138355086000003`, 2.7620235215999998`}, {1, 0}], Text3DBox["9", {3.2911348065999997`, 1.9621025058, -0.97732849268}, {1, 0}], Text3DBox["10", {-2.7263196952, 2.4029755816, -3.1252288588}, {1, 0}], Text3DBox["11", {0.9956657371399998, -1.44165306814, 3.9149453541999994`}, {1, 0}], Text3DBox["12", {-4.003207553399999, -2.9381459847999998`, 0.18265713570800002`}, {1, 0}], Text3DBox["13", {2.4430257778, 5.3511371142, -2.7202605769999995`}, {1, 0}], Text3DBox["14", {0.267384234, 4.3527948684, -0.3573471866}, {1, 0}], Text3DBox["15", {5.1198226568, 2.6165146196, 2.4095896226}, {1, 0}], Text3DBox["16", {1.7623464726, 2.7888576308, 2.5186268128}, {1, 0}], Text3DBox["17", {0.51393678522, 0.5345467936199999, -4.2445135686}, {1, 0}], Text3DBox["18", {-0.008572453780000044, 3.5245279625999997`, -5.694311355799999}, {1, 0}], Text3DBox["19", {4.8917327286, -1.45590160218, 3.6590764537999996`}, {1, 0}], Text3DBox["20", {3.250316725, -2.1873578449999997`, 0.8157758169399999}, {1, 0}], Text3DBox["21", {-2.4602840689199996`, -1.43492564358, -3.7900344656}, {1, 0}], Text3DBox["22", {-5.3116538358, 0.020159596967999998`, -4.8225807519999995`}, {1, 0}], Text3DBox["23", {0.2398887207, -4.1275395292, 1.1839700307799998`}, {1, 0}], Text3DBox["24", {-0.33645881204, -5.0850636933999995`, 4.3563853478}, {1, 0}], Text3DBox["25", {-7.1569712748, -1.04639797798, -1.1283553946}, {1, 0}], Text3DBox["26", {-4.9102760334, 0.84497208364, 0.51143544464}, {1, 0}], Text3DBox["27", {-4.418569328199999, -3.9234491212, 3.9376220662}, {1, 0}], Text3DBox["28", {-3.4376125616, -0.75638172876, 3.3705152936}, {1, 0}], {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{1.26008819406, 3.0934814619999997`, -2.9220833138}, 1.1894763625428755`]}, {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{3.9108824433, 0.3907575422799999, 2.1073090516399997`}, 1.1895295647912334`]}, {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{-3.9193862103, -0.36638007687999996`, -2.0765915555099994`}, 1.18949152583395]}, {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{-1.2543793318139997`, -3.1187093041000002`, 2.8909028348}, 1.1894589437055105`]}, {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{3.0080600861784355`, 2.818764772230349, -1.4286513002548884`}, 1.132773045750093]}, {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{3.9291944372452337`, 1.8743177384418843`, 0.32968507865401475`}, 1.1327942973299046`]}, {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{-0.876660252013038, 2.4304885957166347`, -3.5191235109031545`}, 1.1328398942818283`]}, {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{-2.691160692871833, 1.224779072898906, -3.225834569864458}, 1.1327464891035082`]}, {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{2.69078531584393, -1.2271706369808202`, 3.227669799786482}, 1.1328698839967635`]}, {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{0.883109431385156, -2.4520298244712375`, 3.480515722559997}, 1.1327514143917943`]}, {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{-3.959061607807814, -1.855840088464679, -0.30425670919982384`}, 1.1327964716719598`]}, {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{-3.0309570028012223`, -2.829286314053326, 1.4344443025850548`}, 1.1327763019532948`]}, {Opacity[0.5], SphereBox[{2.764958229650529, 4.886357024480412, -2.4875730469204385`}, 1.2133329545592653`]}, {Opacity[0.5], SphereBox[{1.2119553315684752`, 4.173803918470362, -0.800877026878819}, 1.213805866079111]}, {Opacity[0.5], SphereBox[{5.218907659173848, 2.377457777394524, 2.2110408060069173`}, 1.2135391741149295`]}, {Opacity[0.5], SphereBox[{2.822293582705042, 2.500494317395872, 2.2888858000841577`}, 1.2136610852352971`]}, {Opacity[0.5], SphereBox[{0.9235581520614473, 1.0854470207400462`, -4.156475956106854}, 1.2137547047420147`]}, {Opacity[0.5], SphereBox[{0.5505702988553522, 3.219788599397101, -5.191369727088915}, 1.2136560590884105`]}, {Opacity[0.5], SphereBox[{5.022510126809546, -1.325340250983327, 3.3270078997435926`}, 1.2135385961650393`]}, {Opacity[0.5], SphereBox[{3.8508575146671564`, -1.847482354985519, 1.297408502406199}, 1.2136857305401607`]}, {Opacity[0.5], SphereBox[{-2.269512545209581, -1.0313487473205853`, \ -3.6591016880590215`}, 1.2135660737016005`]}, {Opacity[0.5], SphereBox[{-4.304859486585229, 0.007305717558086844, -4.396155141316874}, 1.2136230804750516`]}, {Opacity[0.5], SphereBox[{0.6359850676573969, -3.954693991169891, 1.709358813101996}, 1.2135764660463955`]}, {Opacity[0.5], SphereBox[{0.22458476744018324`, -4.6382204957053865`, 3.9738944925060387`}, 1.2137378872389744`]}, {Opacity[0.5], SphereBox[{-5.98220774791281, -0.9495567051537962, -1.0402967334379363`}, 1.2136417227611793`]}, {Opacity[0.5], SphereBox[{-4.378470175962766, 0.40054744955529287`, 0.13022423897846325`}, 1.213668632970876]}, {Opacity[0.5], SphereBox[{-3.480206142866444, -3.577298769702463, 3.6012056724074393`}, 1.213740016575073]}, {Opacity[0.5], SphereBox[{-2.779960450909751, -1.316591506784272, 3.196369143109755}, 1.213545112937251]}}, AspectRatio->Automatic, Axes->Automatic, AxesLabel->{ FormBox["xl", TraditionalForm], FormBox["yl", TraditionalForm], FormBox["zl", TraditionalForm]}, Boxed->True, ImageSize->{871., Automatic}, SphericalRegion->True, ViewPoint->{1.2628504314831868`, -2.451272925955939, -1.9612419101625722`}, ViewVertical->{0.8835411333202454, 0.015785280792262265`, -0.5043882174481743}]], "Output", CellChangeTimes->{ 3.57499611943483*^9, 3.57499621081942*^9, 3.57499627920994*^9, 3.574996355572074*^9, 3.5749964042129593`*^9, {3.5749964602170577`*^9, 3.57499649002871*^9}, 3.5749966394769726`*^9, 3.5749983908764486`*^9, 3.5749985897767982`*^9, 3.574998632364873*^9, 3.5749989590138464`*^9, 3.574999181938238*^9, 3.574999349810133*^9, 3.5749996850079217`*^9, 3.575000118907084*^9, 3.5750014024929385`*^9, 3.5750016551821823`*^9, 3.5750019559819107`*^9, 3.5750021362870274`*^9, 3.5750024785360284`*^9, 3.5750035685567427`*^9, 3.575003729018625*^9, 3.5750038223223886`*^9, 3.575003957153425*^9, 3.5750040065899124`*^9, 3.57500407356083*^9, 3.575004120984913*^9, 3.5750042460191326`*^9, 3.575004299059226*^9, 3.575004442548278*^9, 3.5750049357587442`*^9, 3.5750050478137407`*^9, 3.575007796382569*^9, 3.5750080408037977`*^9, 3.5750081097403193`*^9, 3.575008294959444*^9, 3.5750084939845943`*^9, 3.575008542141878*^9, { 3.5750085733731337`*^9, 3.5750086019991837`*^9}, 3.575008660218486*^9}], Cell[BoxData[ Graphics3DBox[{ {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{2.0715176412, 3.7272955624, -1.9073004518}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{3.9695584355999998`, 1.7812179330799998`, 1.71583341348}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{0.44865874692, 2.4596673615999998`, -3.9368661758}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{3.852206451, -0.99970284852, 2.4987846898}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{-3.2902019386, -0.0247554106, -3.3325318009999996`}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{0.127409106372, -3.5235830996, 3.019782148}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{-4.548570482, -0.70800474316, -0.8206513100199999}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{-2.6361677699999997`, -2.7138355086000003`, 2.7620235215999998`}, 0.255]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.8], SphereBox[{3.8911348065999998`, 1.9621025058, -0.97732849268}, 0.178]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.8], SphereBox[{-2.1263196952, 2.4029755816, -3.1252288588}, 0.178]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.8], SphereBox[{1.5956657371399998`, -1.44165306814, 3.9149453541999994`}, 0.178]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.8], SphereBox[{-3.4032075533999997`, -2.9381459847999998`, 0.18265713570800002`}, 0.178]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{3.0430257778, 5.3511371142, -2.7202605769999995`}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{0.867384234, 4.3527948684, -0.3573471866}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{5.7198226568, 2.6165146196, 2.4095896226}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{2.3623464726, 2.7888576308, 2.5186268128}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{1.11393678522, 0.5345467936199999, -4.2445135686}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{0.5914275462199999, 3.5245279625999997`, -5.694311355799999}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{5.4917327286, -1.45590160218, 3.6590764537999996`}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{3.850316725, -2.1873578449999997`, 0.8157758169399999}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-1.8602840689199998`, -1.43492564358, -3.7900344656}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-4.7116538358, 0.020159596967999998`, -4.8225807519999995`}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{0.8398887207, -4.1275395292, 1.1839700307799998`}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{0.26354118796, -5.0850636933999995`, 4.3563853478}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-6.5569712748, -1.04639797798, -1.1283553946}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-4.3102760334, 0.84497208364, 0.51143544464}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-3.8185693281999997`, -3.9234491212, 3.9376220662}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-2.8376125616, -0.75638172876, 3.3705152936}, 0.12]}, Text3DBox["1", {1.4715176411999997`, 3.7272955624, -1.9073004518}, {1, 0}], Text3DBox["2", {3.3695584355999997`, 1.7812179330799998`, 1.71583341348}, {1, 0}], Text3DBox["3", {-0.15134125307999996`, 2.4596673615999998`, -3.9368661758}, {1, 0}], Text3DBox["4", {3.2522064509999997`, -0.99970284852, 2.4987846898}, {1, 0}], Text3DBox[ "5", {-3.8902019386, -0.0247554106, -3.3325318009999996`}, {1, 0}], Text3DBox["6", {-0.472590893628, -3.5235830996, 3.019782148}, {1, 0}], Text3DBox["7", {-5.148570481999999, -0.70800474316, -0.8206513100199999}, { 1, 0}], Text3DBox["8", {-3.2361677699999998`, -2.7138355086000003`, 2.7620235215999998`}, {1, 0}], Text3DBox["9", {3.2911348065999997`, 1.9621025058, -0.97732849268}, {1, 0}], Text3DBox["10", {-2.7263196952, 2.4029755816, -3.1252288588}, {1, 0}], Text3DBox["11", {0.9956657371399998, -1.44165306814, 3.9149453541999994`}, {1, 0}], Text3DBox["12", {-4.003207553399999, -2.9381459847999998`, 0.18265713570800002`}, {1, 0}], Text3DBox["13", {2.4430257778, 5.3511371142, -2.7202605769999995`}, {1, 0}], Text3DBox["14", {0.267384234, 4.3527948684, -0.3573471866}, {1, 0}], Text3DBox["15", {5.1198226568, 2.6165146196, 2.4095896226}, {1, 0}], Text3DBox["16", {1.7623464726, 2.7888576308, 2.5186268128}, {1, 0}], Text3DBox["17", {0.51393678522, 0.5345467936199999, -4.2445135686}, {1, 0}], Text3DBox["18", {-0.008572453780000044, 3.5245279625999997`, -5.694311355799999}, {1, 0}], Text3DBox["19", {4.8917327286, -1.45590160218, 3.6590764537999996`}, {1, 0}], Text3DBox["20", {3.250316725, -2.1873578449999997`, 0.8157758169399999}, {1, 0}], Text3DBox["21", {-2.4602840689199996`, -1.43492564358, -3.7900344656}, {1, 0}], Text3DBox["22", {-5.3116538358, 0.020159596967999998`, -4.8225807519999995`}, {1, 0}], Text3DBox["23", {0.2398887207, -4.1275395292, 1.1839700307799998`}, {1, 0}], Text3DBox["24", {-0.33645881204, -5.0850636933999995`, 4.3563853478}, {1, 0}], Text3DBox["25", {-7.1569712748, -1.04639797798, -1.1283553946}, {1, 0}], Text3DBox["26", {-4.9102760334, 0.84497208364, 0.51143544464}, {1, 0}], Text3DBox["27", {-4.418569328199999, -3.9234491212, 3.9376220662}, {1, 0}], Text3DBox["28", {-3.4376125616, -0.75638172876, 3.3705152936}, {1, 0}]}, AspectRatio->Automatic, Axes->Automatic, AxesLabel->{ FormBox["xl", TraditionalForm], FormBox["yl", TraditionalForm], FormBox["zl", TraditionalForm]}, Boxed->True, ImageSize->{871., Automatic}, SphericalRegion->True, ViewPoint->{1.2628504314831868`, -2.451272925955939, -1.9612419101625722`}, ViewVertical->{0.8835411333202454, 0.015785280792262265`, -0.5043882174481743}]], "Output", CellChangeTimes->{ 3.57499611943483*^9, 3.57499621081942*^9, 3.57499627920994*^9, 3.574996355572074*^9, 3.5749964042129593`*^9, {3.5749964602170577`*^9, 3.57499649002871*^9}, 3.5749966394769726`*^9, 3.5749983908764486`*^9, 3.5749985897767982`*^9, 3.574998632364873*^9, 3.5749989590138464`*^9, 3.574999181938238*^9, 3.574999349810133*^9, 3.5749996850079217`*^9, 3.575000118907084*^9, 3.5750014024929385`*^9, 3.5750016551821823`*^9, 3.5750019559819107`*^9, 3.5750021362870274`*^9, 3.5750024785360284`*^9, 3.5750035685567427`*^9, 3.575003729018625*^9, 3.5750038223223886`*^9, 3.575003957153425*^9, 3.5750040065899124`*^9, 3.57500407356083*^9, 3.575004120984913*^9, 3.5750042460191326`*^9, 3.575004299059226*^9, 3.575004442548278*^9, 3.5750049357587442`*^9, 3.5750050478137407`*^9, 3.575007796382569*^9, 3.5750080408037977`*^9, 3.5750081097403193`*^9, 3.575008294959444*^9, 3.5750084939845943`*^9, 3.575008542141878*^9, { 3.5750085733731337`*^9, 3.5750086019991837`*^9}, 3.575008660234086*^9}], Cell[BoxData[ Graphics3DBox[{ {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{2.0715176412, 3.7272955624, -1.9073004518}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{3.9695584355999998`, 1.7812179330799998`, 1.71583341348}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{0.44865874692, 2.4596673615999998`, -3.9368661758}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{3.852206451, -0.99970284852, 2.4987846898}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{-3.2902019386, -0.0247554106, -3.3325318009999996`}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{0.127409106372, -3.5235830996, 3.019782148}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{-4.548570482, -0.70800474316, -0.8206513100199999}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{-2.6361677699999997`, -2.7138355086000003`, 2.7620235215999998`}, 0.255]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.8], SphereBox[{3.8911348065999998`, 1.9621025058, -0.97732849268}, 0.178]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.8], SphereBox[{-2.1263196952, 2.4029755816, -3.1252288588}, 0.178]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.8], SphereBox[{1.5956657371399998`, -1.44165306814, 3.9149453541999994`}, 0.178]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.8], SphereBox[{-3.4032075533999997`, -2.9381459847999998`, 0.18265713570800002`}, 0.178]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{3.0430257778, 5.3511371142, -2.7202605769999995`}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{0.867384234, 4.3527948684, -0.3573471866}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{5.7198226568, 2.6165146196, 2.4095896226}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{2.3623464726, 2.7888576308, 2.5186268128}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{1.11393678522, 0.5345467936199999, -4.2445135686}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{0.5914275462199999, 3.5245279625999997`, -5.694311355799999}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{5.4917327286, -1.45590160218, 3.6590764537999996`}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{3.850316725, -2.1873578449999997`, 0.8157758169399999}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-1.8602840689199998`, -1.43492564358, -3.7900344656}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-4.7116538358, 0.020159596967999998`, -4.8225807519999995`}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{0.8398887207, -4.1275395292, 1.1839700307799998`}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{0.26354118796, -5.0850636933999995`, 4.3563853478}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-6.5569712748, -1.04639797798, -1.1283553946}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-4.3102760334, 0.84497208364, 0.51143544464}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-3.8185693281999997`, -3.9234491212, 3.9376220662}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-2.8376125616, -0.75638172876, 3.3705152936}, 0.12]}, Text3DBox["1", {1.4715176411999997`, 3.7272955624, -1.9073004518}, {1, 0}], Text3DBox["2", {3.3695584355999997`, 1.7812179330799998`, 1.71583341348}, {1, 0}], Text3DBox["3", {-0.15134125307999996`, 2.4596673615999998`, -3.9368661758}, {1, 0}], Text3DBox["4", {3.2522064509999997`, -0.99970284852, 2.4987846898}, {1, 0}], Text3DBox[ "5", {-3.8902019386, -0.0247554106, -3.3325318009999996`}, {1, 0}], Text3DBox["6", {-0.472590893628, -3.5235830996, 3.019782148}, {1, 0}], Text3DBox["7", {-5.148570481999999, -0.70800474316, -0.8206513100199999}, { 1, 0}], Text3DBox["8", {-3.2361677699999998`, -2.7138355086000003`, 2.7620235215999998`}, {1, 0}], Text3DBox["9", {3.2911348065999997`, 1.9621025058, -0.97732849268}, {1, 0}], Text3DBox["10", {-2.7263196952, 2.4029755816, -3.1252288588}, {1, 0}], Text3DBox["11", {0.9956657371399998, -1.44165306814, 3.9149453541999994`}, {1, 0}], Text3DBox["12", {-4.003207553399999, -2.9381459847999998`, 0.18265713570800002`}, {1, 0}], Text3DBox["13", {2.4430257778, 5.3511371142, -2.7202605769999995`}, {1, 0}], Text3DBox["14", {0.267384234, 4.3527948684, -0.3573471866}, {1, 0}], Text3DBox["15", {5.1198226568, 2.6165146196, 2.4095896226}, {1, 0}], Text3DBox["16", {1.7623464726, 2.7888576308, 2.5186268128}, {1, 0}], Text3DBox["17", {0.51393678522, 0.5345467936199999, -4.2445135686}, {1, 0}], Text3DBox["18", {-0.008572453780000044, 3.5245279625999997`, -5.694311355799999}, {1, 0}], Text3DBox["19", {4.8917327286, -1.45590160218, 3.6590764537999996`}, {1, 0}], Text3DBox["20", {3.250316725, -2.1873578449999997`, 0.8157758169399999}, {1, 0}], Text3DBox["21", {-2.4602840689199996`, -1.43492564358, -3.7900344656}, {1, 0}], Text3DBox["22", {-5.3116538358, 0.020159596967999998`, -4.8225807519999995`}, {1, 0}], Text3DBox["23", {0.2398887207, -4.1275395292, 1.1839700307799998`}, {1, 0}], Text3DBox["24", {-0.33645881204, -5.0850636933999995`, 4.3563853478}, {1, 0}], Text3DBox["25", {-7.1569712748, -1.04639797798, -1.1283553946}, {1, 0}], Text3DBox["26", {-4.9102760334, 0.84497208364, 0.51143544464}, {1, 0}], Text3DBox["27", {-4.418569328199999, -3.9234491212, 3.9376220662}, {1, 0}], Text3DBox["28", {-3.4376125616, -0.75638172876, 3.3705152936}, {1, 0}], {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.4], SphereBox[{5.055511027100643, 2.422669483656809, -1.3399288733202923`}, 1.125]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.4], SphereBox[{-2.1074924378660267`, 2.6842137247713205`, -1.8524666652984692`}, 1.125]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.4], SphereBox[{1.9839122225597232`, -1.7667004024743822`, 5.116187152091392}, 1.125]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.4], SphereBox[{-4.327992291288257, -3.8566888860727655`, 0.1620394954366584}, 1.125]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.4], SphereBox[{3.5065450549401946`, 0.7920086220197748, -1.404346040397139}, 1.125]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.4], SphereBox[{-2.777014262703697, 3.183588356973821, -3.9416927188356765`}, 1.125]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.4], SphereBox[{0.8545169562014948, -0.3822109438259822, 3.748650947371719}, 1.125]}, {RGBColor[1, NCache[ Rational[1, 3], 0.3333333333333333], NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.4], SphereBox[{-2.3090079454034402`, -3.118752809414692, -0.5025299575466627}, 1.125]}}, AspectRatio->Automatic, Axes->Automatic, AxesLabel->{ FormBox["xl", TraditionalForm], FormBox["yl", TraditionalForm], FormBox["zl", TraditionalForm]}, Boxed->True, ImageSize->{871., Automatic}, SphericalRegion->True, ViewPoint->{1.2628504314831868`, -2.451272925955939, -1.9612419101625722`}, ViewVertical->{0.8835411333202454, 0.015785280792262265`, -0.5043882174481743}]], "Output", CellChangeTimes->{ 3.57499611943483*^9, 3.57499621081942*^9, 3.57499627920994*^9, 3.574996355572074*^9, 3.5749964042129593`*^9, {3.5749964602170577`*^9, 3.57499649002871*^9}, 3.5749966394769726`*^9, 3.5749983908764486`*^9, 3.5749985897767982`*^9, 3.574998632364873*^9, 3.5749989590138464`*^9, 3.574999181938238*^9, 3.574999349810133*^9, 3.5749996850079217`*^9, 3.575000118907084*^9, 3.5750014024929385`*^9, 3.5750016551821823`*^9, 3.5750019559819107`*^9, 3.5750021362870274`*^9, 3.5750024785360284`*^9, 3.5750035685567427`*^9, 3.575003729018625*^9, 3.5750038223223886`*^9, 3.575003957153425*^9, 3.5750040065899124`*^9, 3.57500407356083*^9, 3.575004120984913*^9, 3.5750042460191326`*^9, 3.575004299059226*^9, 3.575004442548278*^9, 3.5750049357587442`*^9, 3.5750050478137407`*^9, 3.575007796382569*^9, 3.5750080408037977`*^9, 3.5750081097403193`*^9, 3.575008294959444*^9, 3.5750084939845943`*^9, 3.575008542141878*^9, { 3.5750085733731337`*^9, 3.5750086019991837`*^9}, 3.575008660265286*^9}] }, Open ]], 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"}], "]"}]}], ";"}], "\[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}}], Cell[BoxData["48"], "Output", CellChangeTimes->{ 3.57499611954403*^9, 3.5749962109286203`*^9, 3.57499627930354*^9, 3.574996355665674*^9, 3.5749964043065596`*^9, {3.5749964603262577`*^9, 3.5749964901223106`*^9}, 3.574996639570573*^9, 3.574998390970049*^9, 3.5749985898859987`*^9, 3.5749986324740734`*^9, 3.5749989591074467`*^9, 3.5749991820474386`*^9, 3.5749993499193335`*^9, 3.5749996851171217`*^9, 3.575000119016284*^9, 3.5750014026021385`*^9, 3.5750016552913823`*^9, 3.5750019560911107`*^9, 3.5750021363962274`*^9, 3.5750024786452284`*^9, 3.575003568665943*^9, 3.575003729127825*^9, 3.575003822431589*^9, 3.5750039572626257`*^9, 3.575004006714712*^9, 3.57500407368563*^9, 3.5750041210941133`*^9, 3.5750042461439333`*^9, 3.575004299168426*^9, 3.5750044426574783`*^9, 3.5750049358679447`*^9, 3.575005047922941*^9, 3.575007796491769*^9, 3.575008040912998*^9, 3.5750081098495193`*^9, 3.5750082950842447`*^9, 3.5750084941405945`*^9, 3.5750085422978787`*^9, { 3.575008573529134*^9, 3.5750086025607843`*^9}, 3.5750086603276863`*^9, 3.575016028315304*^9, 3.5750166037755146`*^9, 3.5750167505561724`*^9, 3.5750169782853727`*^9, 3.5750171326788435`*^9, 3.5800561817316465`*^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["48"], "Output", CellChangeTimes->{ 3.5749961195752306`*^9, 3.57499621097542*^9, 3.5749962793347397`*^9, 3.5749963556968737`*^9, 3.5749964043377595`*^9, {3.574996460341858*^9, 3.57499649015351*^9}, 3.574996639601773*^9, 3.5749983910012493`*^9, 3.574998589917198*^9, 3.574998632489673*^9, 3.574998959138647*^9, 3.5749991820630383`*^9, 3.574999349934933*^9, 3.574999685132722*^9, 3.575000119047484*^9, 3.575001402633339*^9, 3.5750016553225822`*^9, 3.5750019561223106`*^9, 3.5750021364274273`*^9, 3.575002478676429*^9, 3.5750035686971436`*^9, 3.575003729159025*^9, 3.5750038224627886`*^9, 3.5750039572938256`*^9, 3.5750040067459126`*^9, 3.5750040737168303`*^9, 3.5750041211253133`*^9, 3.575004246159533*^9, 3.575004299199626*^9, 3.5750044426886783`*^9, 3.5750049358835444`*^9, 3.5750050479385414`*^9, 3.575007796522969*^9, 3.575008040944198*^9, 3.575008109865119*^9, 3.575008295099845*^9, 3.5750084941717944`*^9, 3.5750085423290787`*^9, { 3.5750085735603333`*^9, 3.5750086025763845`*^9}, 3.575008660358886*^9, 3.575016028346504*^9, 3.575016603791115*^9, 3.575016750587373*^9, 3.575016978300973*^9, 3.5750171326944437`*^9, 3.5800561817486477`*^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", ",", "cj"}], "}"}]}], "]"}]}], ";"}], " "}], "\[IndentingNewLine]", RowBox[{ RowBox[{ RowBox[{"tv5", " ", "=", RowBox[{"Table", "[", RowBox[{ RowBox[{"{", RowBox[{"0", ",", "0", ",", "0"}], "}"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", "cj"}], "}"}]}], "]"}]}], ";"}], " "}], "\[IndentingNewLine]", RowBox[{ RowBox[{ RowBox[{"tv6", " ", "=", RowBox[{"Table", "[", RowBox[{ RowBox[{"{", RowBox[{"0", ",", "0", ",", "0"}], "}"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", "8"}], "}"}]}], "]"}]}], ";"}], " "}], "\[IndentingNewLine]", RowBox[{ RowBox[{ RowBox[{"tv", " ", "=", " ", RowBox[{"Join", "[", RowBox[{ "tv1", ",", "tv2", ",", "tv3", ",", "tv4", ",", "tv5", ",", "tv6"}], "]"}]}], ";"}], "\[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}], Cell[BoxData["48"], "Output", CellChangeTimes->{ 3.5749961195908303`*^9, 3.57499621099102*^9, 3.5749962793347397`*^9, 3.5749963557436743`*^9, 3.5749964043533597`*^9, {3.574996460357458*^9, 3.5749964901691103`*^9}, 3.5749966396173725`*^9, 3.574998391016849*^9, 3.5749985899327984`*^9, 3.574998632505273*^9, 3.574998959138647*^9, 3.574999182078638*^9, 3.574999349950533*^9, 3.574999685148322*^9, 3.575000119063084*^9, 3.575001402648939*^9, 3.5750016553381824`*^9, 3.575001956137911*^9, 3.575002136474228*^9, 3.5750024786920285`*^9, 3.5750035686971436`*^9, 3.575003729174625*^9, 3.575003822478389*^9, 3.575003957340626*^9, 3.5750040067927127`*^9, 3.5750040737324305`*^9, 3.5750041211877136`*^9, 3.5750042461751328`*^9, 3.5750042992464266`*^9, 3.5750044427354784`*^9, 3.575004935899144*^9, 3.575005047954141*^9, 3.5750077965385685`*^9, 3.575008040959798*^9, 3.575008109880719*^9, 3.5750082951466446`*^9, 3.575008494187394*^9, 3.575008542344679*^9, { 3.5750085735915337`*^9, 3.5750086025919847`*^9}, 3.575008660374486*^9, 3.575016028393304*^9, 3.575016603806715*^9, 3.5750167506029725`*^9, 3.5750169783165727`*^9, 3.575017132710044*^9, 3.580056181758648*^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", "*", "cj"}]}], "}"}]}], "]"}], ",", RowBox[{"Table", "[", RowBox[{ RowBox[{"-", "2.0"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", "8"}], "}"}]}], "]"}]}], "]"}]}], ";"}], "\[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", ",", "8"}], "}"}]}], "]"}]}], "]"}]}]}], "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}}], 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[{"-", "2.`"}], ",", RowBox[{"-", "2.`"}], ",", RowBox[{"-", "2.`"}], ",", RowBox[{"-", "2.`"}], ",", RowBox[{"-", "2.`"}], ",", RowBox[{"-", "2.`"}], ",", RowBox[{"-", "2.`"}], ",", RowBox[{"-", "2.`"}], ",", RowBox[{"-", "2.`"}]}], "}"}]], "Output", CellChangeTimes->{ 3.57499611960643*^9, 3.57499621100662*^9, 3.57499627935034*^9, 3.5749963557592745`*^9, 3.5749964043689594`*^9, {3.5749964603730583`*^9, 3.5749964901847105`*^9}, 3.5749966396173725`*^9, 3.574998391016849*^9, 3.5749985899327984`*^9, 3.574998632505273*^9, 3.574998959154247*^9, 3.5749991820942383`*^9, 3.574999349950533*^9, 3.5749996851639223`*^9, 3.575000119078684*^9, 3.575001402664539*^9, 3.5750016553537827`*^9, 3.575001956153511*^9, 3.5750021364898276`*^9, 3.5750024787076283`*^9, 3.5750035687127433`*^9, 3.5750037291902246`*^9, 3.575003822493989*^9, 3.575003957356226*^9, 3.5750040068083124`*^9, 3.57500407377923*^9, 3.575004121203314*^9, 3.575004246190733*^9, 3.5750042992620263`*^9, 3.5750044427510786`*^9, 3.5750049359147444`*^9, 3.575005047969741*^9, 3.5750077965385685`*^9, 3.575008040975398*^9, 3.5750081098963194`*^9, 3.575008295162245*^9, 3.5750084942185946`*^9, 3.575008542375879*^9, { 3.575008573607134*^9, 3.5750086025919847`*^9}, 3.575008660390086*^9, 3.575016028408904*^9, 3.575016603806715*^9, 3.5750167506029725`*^9, 3.5750169783321724`*^9, 3.575017132725644*^9, 3.5800561817646484`*^9}], Cell[BoxData[ RowBox[{"{", RowBox[{ "6.`", ",", "6.`", ",", "6.`", ",", "6.`", ",", "6.`", ",", "6.`", ",", "6.`", ",", "6.`", ",", "8.`", ",", "8.`", ",", "8.`", ",", "8.`", ",", "0.`", ",", "0.`", ",", "0.`", ",", "0.`", ",", "0.`", ",", "0.`", ",", "0.`", ",", "0.`", ",", "0.`", ",", "0.`", ",", "0.`", ",", "0.`", ",", "1.`", ",", "1.`", ",", "1.`", ",", "1.`", ",", "1.`", ",", "1.`", ",", "1.`", ",", "1.`", ",", "1.`", ",", "1.`", ",", "1.`", ",", "1.`", ",", "1.`", ",", "1.`", ",", "1.`", ",", "1.`", ",", "0.`", ",", "0.`", ",", "0.`", ",", "0.`", ",", "0.`", ",", "0.`", ",", "0.`", ",", "0.`"}], "}"}]], "Output", CellChangeTimes->{ 3.57499611960643*^9, 3.57499621100662*^9, 3.57499627935034*^9, 3.5749963557592745`*^9, 3.5749964043689594`*^9, {3.5749964603730583`*^9, 3.5749964901847105`*^9}, 3.5749966396173725`*^9, 3.574998391016849*^9, 3.5749985899327984`*^9, 3.574998632505273*^9, 3.574998959154247*^9, 3.5749991820942383`*^9, 3.574999349950533*^9, 3.5749996851639223`*^9, 3.575000119078684*^9, 3.575001402664539*^9, 3.5750016553537827`*^9, 3.575001956153511*^9, 3.5750021364898276`*^9, 3.5750024787076283`*^9, 3.5750035687127433`*^9, 3.5750037291902246`*^9, 3.575003822493989*^9, 3.575003957356226*^9, 3.5750040068083124`*^9, 3.57500407377923*^9, 3.575004121203314*^9, 3.575004246190733*^9, 3.5750042992620263`*^9, 3.5750044427510786`*^9, 3.5750049359147444`*^9, 3.575005047969741*^9, 3.5750077965385685`*^9, 3.575008040975398*^9, 3.5750081098963194`*^9, 3.575008295162245*^9, 3.5750084942185946`*^9, 3.575008542375879*^9, { 3.575008573607134*^9, 3.5750086025919847`*^9}, 3.575008660390086*^9, 3.575016028408904*^9, 3.575016603806715*^9, 3.5750167506029725`*^9, 3.5750169783321724`*^9, 3.575017132725644*^9, 3.5800561817666483`*^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["48"], "Output", CellChangeTimes->{ 3.5749961196376305`*^9, 3.57499621103782*^9, 3.5749962793815403`*^9, 3.5749963557904744`*^9, 3.5749964044313593`*^9, {3.574996460404258*^9, 3.5749964902159104`*^9}, 3.574996639648573*^9, 3.574998391048049*^9, 3.5749985899639983`*^9, 3.5749986325364733`*^9, 3.5749989591854467`*^9, 3.5749991821254387`*^9, 3.5749993499817333`*^9, 3.574999685226322*^9, 3.5750001191098843`*^9, 3.575001402695739*^9, 3.5750016553849826`*^9, 3.575001956215911*^9, 3.5750021365210276`*^9, 3.5750024787388287`*^9, 3.575003568775143*^9, 3.575003729221425*^9, 3.5750038225251884`*^9, 3.5750039574030256`*^9, 3.575004006839513*^9, 3.5750040738104305`*^9, 3.5750041212345133`*^9, 3.5750042462531333`*^9, 3.5750042992932262`*^9, 3.575004442782278*^9, 3.575004935945945*^9, 3.5750050480321417`*^9, 3.575007796585369*^9, 3.5750080410065985`*^9, 3.5750081099275193`*^9, 3.5750082951934447`*^9, 3.5750084942497945`*^9, 3.5750085424070787`*^9, { 3.575008573638334*^9, 3.5750086026231847`*^9}, 3.5750086604212866`*^9, 3.5750160284401045`*^9, 3.5750166038379145`*^9, 3.575016750634173*^9, 3.575016978363373*^9, 3.5750171327568436`*^9, 3.5800561817876496`*^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[{"-", "96.`"}]], "Output", CellChangeTimes->{ 3.5749961196532307`*^9, 3.57499621105342*^9, 3.5749962793815403`*^9, 3.574996355806074*^9, 3.5749964044469595`*^9, {3.574996460419858*^9, 3.57499649023151*^9}, 3.574996639664173*^9, 3.574998391063649*^9, 3.574998589979598*^9, 3.5749986325520735`*^9, 3.574998959201047*^9, 3.5749991821410384`*^9, 3.5749993499973335`*^9, 3.5749996852419224`*^9, 3.5750001191566844`*^9, 3.5750014027269387`*^9, 3.5750016554005823`*^9, 3.575001956231511*^9, 3.575002136536628*^9, 3.575002478770029*^9, 3.575003568790743*^9, 3.575003729268225*^9, 3.575003822556389*^9, 3.5750039574030256`*^9, 3.575004006855113*^9, 3.5750040738260307`*^9, 3.5750041212501135`*^9, 3.575004246268733*^9, 3.5750042993088264`*^9, 3.575004442782278*^9, 3.5750049359927444`*^9, 3.575005048047742*^9, 3.5750077966009693`*^9, 3.5750080410221987`*^9, 3.575008109943119*^9, 3.5750082952090445`*^9, 3.575008494265394*^9, 3.575008542422679*^9, { 3.575008573653934*^9, 3.575008602638785*^9}, 3.5750086604524865`*^9, 3.5750160284557047`*^9, 3.5750166038535147`*^9, 3.5750167506497726`*^9, 3.575016978378973*^9, 3.575017132772444*^9, 3.58005618179465*^9}], Cell[BoxData["48"], "Output", CellChangeTimes->{ 3.5749961196532307`*^9, 3.57499621105342*^9, 3.5749962793815403`*^9, 3.574996355806074*^9, 3.5749964044469595`*^9, {3.574996460419858*^9, 3.57499649023151*^9}, 3.574996639664173*^9, 3.574998391063649*^9, 3.574998589979598*^9, 3.5749986325520735`*^9, 3.574998959201047*^9, 3.5749991821410384`*^9, 3.5749993499973335`*^9, 3.5749996852419224`*^9, 3.5750001191566844`*^9, 3.5750014027269387`*^9, 3.5750016554005823`*^9, 3.575001956231511*^9, 3.575002136536628*^9, 3.575002478770029*^9, 3.575003568790743*^9, 3.575003729268225*^9, 3.575003822556389*^9, 3.5750039574030256`*^9, 3.575004006855113*^9, 3.5750040738260307`*^9, 3.5750041212501135`*^9, 3.575004246268733*^9, 3.5750042993088264`*^9, 3.575004442782278*^9, 3.5750049359927444`*^9, 3.575005048047742*^9, 3.5750077966009693`*^9, 3.5750080410221987`*^9, 3.575008109943119*^9, 3.5750082952090445`*^9, 3.575008494265394*^9, 3.575008542422679*^9, { 3.575008573653934*^9, 3.575008602638785*^9}, 3.5750086604524865`*^9, 3.5750160284557047`*^9, 3.5750166038535147`*^9, 3.5750167506497726`*^9, 3.575016978378973*^9, 3.575017132772444*^9, 3.58005618179665*^9}], Cell[BoxData["96.`"], "Output", CellChangeTimes->{ 3.5749961196532307`*^9, 3.57499621105342*^9, 3.5749962793815403`*^9, 3.574996355806074*^9, 3.5749964044469595`*^9, {3.574996460419858*^9, 3.57499649023151*^9}, 3.574996639664173*^9, 3.574998391063649*^9, 3.574998589979598*^9, 3.5749986325520735`*^9, 3.574998959201047*^9, 3.5749991821410384`*^9, 3.5749993499973335`*^9, 3.5749996852419224`*^9, 3.5750001191566844`*^9, 3.5750014027269387`*^9, 3.5750016554005823`*^9, 3.575001956231511*^9, 3.575002136536628*^9, 3.575002478770029*^9, 3.575003568790743*^9, 3.575003729268225*^9, 3.575003822556389*^9, 3.5750039574030256`*^9, 3.575004006855113*^9, 3.5750040738260307`*^9, 3.5750041212501135`*^9, 3.575004246268733*^9, 3.5750042993088264`*^9, 3.575004442782278*^9, 3.5750049359927444`*^9, 3.575005048047742*^9, 3.5750077966009693`*^9, 3.5750080410221987`*^9, 3.575008109943119*^9, 3.5750082952090445`*^9, 3.575008494265394*^9, 3.575008542422679*^9, { 3.575008573653934*^9, 3.575008602638785*^9}, 3.5750086604524865`*^9, 3.5750160284557047`*^9, 3.5750166038535147`*^9, 3.5750167506497726`*^9, 3.575016978378973*^9, 3.575017132772444*^9, 3.5800561817976503`*^9}], Cell[BoxData["48"], "Output", CellChangeTimes->{ 3.5749961196532307`*^9, 3.57499621105342*^9, 3.5749962793815403`*^9, 3.574996355806074*^9, 3.5749964044469595`*^9, {3.574996460419858*^9, 3.57499649023151*^9}, 3.574996639664173*^9, 3.574998391063649*^9, 3.574998589979598*^9, 3.5749986325520735`*^9, 3.574998959201047*^9, 3.5749991821410384`*^9, 3.5749993499973335`*^9, 3.5749996852419224`*^9, 3.5750001191566844`*^9, 3.5750014027269387`*^9, 3.5750016554005823`*^9, 3.575001956231511*^9, 3.575002136536628*^9, 3.575002478770029*^9, 3.575003568790743*^9, 3.575003729268225*^9, 3.575003822556389*^9, 3.5750039574030256`*^9, 3.575004006855113*^9, 3.5750040738260307`*^9, 3.5750041212501135`*^9, 3.575004246268733*^9, 3.5750042993088264`*^9, 3.575004442782278*^9, 3.5750049359927444`*^9, 3.575005048047742*^9, 3.5750077966009693`*^9, 3.5750080410221987`*^9, 3.575008109943119*^9, 3.5750082952090445`*^9, 3.575008494265394*^9, 3.575008542422679*^9, { 3.575008573653934*^9, 3.575008602638785*^9}, 3.5750086604524865`*^9, 3.5750160284557047`*^9, 3.5750166038535147`*^9, 3.5750167506497726`*^9, 3.575016978378973*^9, 3.575017132772444*^9, 3.5800561817986507`*^9}] }, Open ]], Cell[BoxData[ RowBox[{ RowBox[{"Vee", "=", "0.0"}], ";", " ", RowBox[{"Vnn", "=", "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}}], 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", "<", RowBox[{"bt", "+", "1"}]}], ",", 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}}], Cell[BoxData["917.9048139476429`"], "Output", CellChangeTimes->{ 3.574996119668831*^9, 3.5749962110846205`*^9, 3.57499627941274*^9, 3.5749963558216743`*^9, 3.5749964044625597`*^9, {3.574996460466658*^9, 3.5749964902939105`*^9}, 3.574996639679773*^9, 3.5749983910792494`*^9, 3.5749985902447987`*^9, 3.574998632567673*^9, 3.574998959216647*^9, 3.5749991821566386`*^9, 3.5749993500129337`*^9, 3.574999685257522*^9, 3.5750001193126845`*^9, 3.5750014028985395`*^9, 3.5750016555721827`*^9, 3.5750019563875113`*^9, 3.575002136708228*^9, 3.5750024789416294`*^9, 3.5750035689623437`*^9, 3.5750037294242253`*^9, 3.575003822727989*^9, 3.575003957574626*^9, 3.575004007011113*^9, 3.575004073982031*^9, 3.575004121406114*^9, 3.5750042464403334`*^9, 3.575004299480427*^9, 3.5750044428134785`*^9, 3.5750049360083447`*^9, 3.5750050480789413`*^9, 3.5750077968505697`*^9, 3.575008041287399*^9, 3.5750081099743195`*^9, 3.575008295240245*^9, 3.5750084942965946`*^9, 3.5750085424538794`*^9, { 3.575008573700734*^9, 3.575008602669985*^9}, 3.5750086604836864`*^9, 3.575016028486904*^9, 3.575016603869115*^9, 3.5750167507121725`*^9, 3.575016978441373*^9, 3.575017132819244*^9, 3.580056181810651*^9}] }, Open ]], Cell[CellGroupData[{ 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", "<", RowBox[{"nb", "+", "bc", "+", "cj"}]}], ",", RowBox[{"i", "++"}], ",", RowBox[{"Vee", "=", RowBox[{"Vee", "-", RowBox[{ RowBox[{"ow", "[", RowBox[{"[", "i", "]"}], "]"}], "*", RowBox[{ RowBox[{"ow", "[", RowBox[{"[", RowBox[{"i", "+", "cj"}], "]"}], "]"}], "/", RowBox[{"(", RowBox[{"rpo", "+", "rpi"}], ")"}]}]}]}]}]}], "]"}], ";"}], "\[IndentingNewLine]", "Vee", "\[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}}], Cell[BoxData["917.9048139476429`"], "Output", CellChangeTimes->{ 3.5749961196844306`*^9, 3.57499621110022*^9, 3.57499627941274*^9, 3.5749963558372746`*^9, 3.57499640447816*^9, {3.574996460482258*^9, 3.5749964902939105`*^9}, 3.574996639726573*^9, 3.574998391094849*^9, 3.574998590260399*^9, 3.574998632583273*^9, 3.5749989592322474`*^9, 3.5749991821722383`*^9, 3.5749993500285335`*^9, 3.5749996852731223`*^9, 3.5750001194218845`*^9, 3.575001403007739*^9, 3.575001655681383*^9, 3.5750019564967117`*^9, 3.575002136817428*^9, 3.575002479050829*^9, 3.5750035690559435`*^9, 3.5750037295334253`*^9, 3.5750038228371897`*^9, 3.5750039576838264`*^9, 3.575004007120313*^9, 3.575004074091231*^9, 3.575004121515314*^9, 3.5750042465339336`*^9, 3.575004299589627*^9, 3.5750044428290787`*^9, 3.575004936023945*^9, 3.5750050480789413`*^9, 3.57500779686617*^9, 3.575008041287399*^9, 3.5750081099743195`*^9, 3.575008295255845*^9, 3.575008494327794*^9, 3.5750085424850793`*^9, { 3.5750085737163343`*^9, 3.575008602685585*^9}, 3.5750086604992867`*^9, 3.5750160285025043`*^9, 3.575016603884715*^9, 3.5750167507277727`*^9, 3.575016978456973*^9, 3.575017132834844*^9, 3.5800561818166513`*^9}] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[{ RowBox[{ RowBox[{ RowBox[{"sc", "=", "0.35"}], ";"}], " ", RowBox[{"(*", " ", RowBox[{"core", " ", "clouds"}], " ", "*)"}]}], "\[IndentingNewLine]", RowBox[{"For", "[", RowBox[{ RowBox[{"i", "=", "1"}], " ", ",", RowBox[{"i", "<", RowBox[{"bc", "+", "1"}]}], ",", RowBox[{"i", "++"}], ",", RowBox[{"Vee", "=", RowBox[{"Vee", "+", RowBox[{"3", "*", RowBox[{"sc", "/", RowBox[{"u2", "[", RowBox[{"[", "i", "]"}], "]"}]}]}]}]}]}], "]"}], "\[IndentingNewLine]", RowBox[{ RowBox[{ RowBox[{"sw", "=", "0.35"}], ";"}], " ", RowBox[{"(*", " ", RowBox[{"bonding", " ", "clouds"}], " ", "*)"}]}], "\[IndentingNewLine]", RowBox[{"For", "[", RowBox[{ RowBox[{"i", "=", "1"}], " ", ",", RowBox[{"i", "<", RowBox[{"nb", "+", "1"}]}], ",", 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", "<", "11"}], ",", RowBox[{"i", "++"}], ",", RowBox[{"Vee", "=", RowBox[{"Vee", "+", RowBox[{"3", "*", RowBox[{"sw", "/", "rlo"}]}]}]}]}], "]"}], "\[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}}], Cell[BoxData["1008.101523073805`"], "Output", CellChangeTimes->{ 3.5749961197000303`*^9, 3.57499621111582*^9, 3.57499627942834*^9, 3.5749963558528748`*^9, 3.57499640449376*^9, {3.574996460497858*^9, 3.5749964903095107`*^9}, 3.574996639742173*^9, 3.574998391094849*^9, 3.574998590260399*^9, 3.574998632583273*^9, 3.574998959247847*^9, 3.5749991821878386`*^9, 3.574999350044133*^9, 3.5749996852887225`*^9, 3.575000119546685*^9, 3.5750014031169395`*^9, 3.575001655790583*^9, 3.5750019566059113`*^9, 3.575002136926628*^9, 3.5750024791600294`*^9, 3.575003569180744*^9, 3.575003729642626*^9, 3.5750038229463897`*^9, 3.5750039577930264`*^9, 3.5750040072451134`*^9, 3.575004074216031*^9, 3.5750041216245146`*^9, 3.5750042466587343`*^9, 3.5750042996988273`*^9, 3.5750044428446784`*^9, 3.575004936039545*^9, 3.5750050480945415`*^9, 3.5750077968817697`*^9, 3.5750080413029985`*^9, 3.5750081099899197`*^9, 3.575008295271445*^9, 3.5750084943433943`*^9, 3.575008542500679*^9, { 3.575008573731934*^9, 3.575008602685585*^9}, 3.5750086605148864`*^9, 3.5750160285181046`*^9, 3.575016603884715*^9, 3.5750167507277727`*^9, 3.575016978472573*^9, 3.575017132850444*^9, 3.5800561818236513`*^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[{"-", "1904.7716660560482`"}]], "Output", CellChangeTimes->{ 3.5749961197156305`*^9, 3.57499621113142*^9, 3.57499627942834*^9, 3.5749963558684745`*^9, 3.5749964045093603`*^9, {3.5749964605134583`*^9, 3.5749964903251104`*^9}, 3.574996639742173*^9, 3.5749983911104493`*^9, 3.574998590275999*^9, 3.5749986326300735`*^9, 3.5749989592634473`*^9, 3.5749991822034388`*^9, 3.5749993500597334`*^9, 3.5749996853043222`*^9, 3.5750001196402855`*^9, 3.57500140321054*^9, 3.5750016558841834`*^9, 3.5750019566995115`*^9, 3.5750021370202284`*^9, 3.5750024792536297`*^9, 3.575003569274344*^9, 3.575003729736226*^9, 3.5750038230399895`*^9, 3.5750039578866267`*^9, 3.5750040073387136`*^9, 3.5750040743096313`*^9, 3.5750041217181144`*^9, 3.575004246752334*^9, 3.575004299792427*^9, 3.575004442860278*^9, 3.575004936055145*^9, 3.5750050481101418`*^9, 3.5750077968973694`*^9, 3.5750080413185987`*^9, 3.57500811000552*^9, 3.575008295271445*^9, 3.5750084943589945`*^9, 3.575008542516279*^9, { 3.575008573747534*^9, 3.5750086027011847`*^9}, 3.575008660530486*^9, 3.5750160285337043`*^9, 3.575016603947115*^9, 3.575016750743373*^9, 3.5750169784881725`*^9, 3.575017132866044*^9, 3.580056181829652*^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", "<", RowBox[{"bc", "+", "1"}]}], ",", 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}], Cell[BoxData[ RowBox[{"-", "3000.425198700127`"}]], "Output", CellChangeTimes->{ 3.5749961197312307`*^9, 3.5749962111470203`*^9, 3.57499627944394*^9, 3.574996355884074*^9, 3.57499640452496*^9, {3.5749964605290585`*^9, 3.5749964903407106`*^9}, 3.5749966397577734`*^9, 3.5749983911572495`*^9, 3.5749985902915993`*^9, 3.5749986326456738`*^9, 3.5749989592634473`*^9, 3.574999182219039*^9, 3.5749993500597334`*^9, 3.5749996853199224`*^9, 3.575000119718285*^9, 3.57500140328854*^9, 3.575001655962184*^9, 3.575001956777512*^9, 3.5750021370982285`*^9, 3.5750024793316298`*^9, 3.5750035693367443`*^9, 3.575003729814226*^9, 3.57500382311799*^9, 3.575003957964627*^9, 3.5750040074167137`*^9, 3.5750040743876314`*^9, 3.575004121796115*^9, 3.575004246830334*^9, 3.575004299870427*^9, 3.5750044428758783`*^9, 3.5750049360707445`*^9, 3.5750050481257415`*^9, 3.5750077969129696`*^9, 3.575008041334199*^9, 3.5750081100211196`*^9, 3.5750082952870445`*^9, 3.575008494390195*^9, 3.575008542547479*^9, { 3.575008573778734*^9, 3.5750086027167845`*^9}, 3.5750086605616865`*^9, 3.5750160285493045`*^9, 3.575016603962715*^9, 3.575016750758973*^9, 3.5750169785037727`*^9, 3.575017132866044*^9, 3.580056181837652*^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", "<", RowBox[{"nb", "+", "1"}]}], ",", 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}}], Cell[BoxData[ RowBox[{"-", "3036.8602108074147`"}]], "Output", CellChangeTimes->{ 3.574996119746831*^9, 3.5749962111626205`*^9, 3.5749962794595404`*^9, 3.5749963558996744`*^9, 3.57499640454056*^9, {3.5749964605446587`*^9, 3.574996490356311*^9}, 3.574996639773373*^9, 3.574998391172849*^9, 3.574998590307199*^9, 3.5749986326612735`*^9, 3.574998959279047*^9, 3.574999182219039*^9, 3.5749993500753336`*^9, 3.5749996853199224`*^9, 3.5750001197806854`*^9, 3.57500140336654*^9, 3.575001656024584*^9, 3.5750019568555117`*^9, 3.5750021371762285`*^9, 3.57500247940963*^9, 3.5750035694147444`*^9, 3.575003729876626*^9, 3.57500382319599*^9, 3.5750039580426273`*^9, 3.575004007494714*^9, 3.5750040744500313`*^9, 3.575004121874115*^9, 3.5750042468927345`*^9, 3.5750042999484277`*^9, 3.5750044428914785`*^9, 3.5750049360863447`*^9, 3.5750050481413417`*^9, 3.57500779692857*^9, 3.575008041349799*^9, 3.5750081100367193`*^9, 3.5750082953026447`*^9, 3.575008494405795*^9, 3.575008542563079*^9, { 3.575008573794334*^9, 3.5750086027323847`*^9}, 3.5750086605772867`*^9, 3.575016028564904*^9, 3.5750166039783154`*^9, 3.575016750774573*^9, 3.5750169785037727`*^9, 3.5750171328816442`*^9, 3.580056181844653*^9}] }, Open ]], Cell[CellGroupData[{ 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]", "Vnn"}]}]], "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}], Cell[BoxData["797.5800876370595`"], "Output", CellChangeTimes->{ 3.574996119762431*^9, 3.5749962111782207`*^9, 3.5749962794751406`*^9, 3.5749963559152746`*^9, 3.57499640455616*^9, {3.5749964605602584`*^9, 3.574996490371911*^9}, 3.574996639788973*^9, 3.574998391172849*^9, 3.574998590307199*^9, 3.5749986326612735`*^9, 3.574998959294647*^9, 3.5749991822346387`*^9, 3.574999350090934*^9, 3.5749996853355227`*^9, 3.5750001197962856`*^9, 3.57500140338214*^9, 3.5750016560713835`*^9, 3.575001956871112*^9, 3.5750021371918287`*^9, 3.57500247942523*^9, 3.5750035694303446`*^9, 3.5750037299078264`*^9, 3.57500382321159*^9, 3.575003958058227*^9, 3.575004007510314*^9, 3.5750040744812317`*^9, 3.5750041218897147`*^9, 3.5750042469083347`*^9, 3.5750042999640274`*^9, 3.5750044428914785`*^9, 3.575004936101945*^9, 3.5750050481569414`*^9, 3.57500779692857*^9, 3.575008041365399*^9, 3.5750081100523195`*^9, 3.575008295318245*^9, 3.575008494421395*^9, 3.575008542578679*^9, { 3.5750085738099337`*^9, 3.5750086027323847`*^9}, 3.575008660592887*^9, 3.5750160285805044`*^9, 3.5750166039783154`*^9, 3.575016750790173*^9, 3.575016978519373*^9, 3.575017132897244*^9, 3.580056181851653*^9}] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"ratio", "=", RowBox[{ RowBox[{"-", RowBox[{"(", RowBox[{"Vne", "+", RowBox[{"2", "*", "Vnn"}]}], ")"}]}], "/", RowBox[{"(", RowBox[{"Vee", "-", "Vnn"}], ")"}]}]}]], "Input"], Cell[BoxData["6.848233922319409`"], "Output", CellChangeTimes->{3.5800561818596535`*^9}] }, Open ]], 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[{"2.296", "*", "cj", "*", "0.5", "*", "1.125", "*", RowBox[{"(", RowBox[{ RowBox[{"1", "/", RowBox[{"rpo", "^", "2"}]}], "+", RowBox[{"1", "/", RowBox[{"rpi", "^", "2"}]}]}], ")"}]}]}], " ", RowBox[{"(*", " ", RowBox[{"pi", " ", "kin", " ", "e", " ", "added"}], " ", "*)"}], "\[IndentingNewLine]", RowBox[{"Tlp", " ", "=", RowBox[{"8", "*", "2.25", "*", RowBox[{"(", RowBox[{"1", "/", RowBox[{"rlo", "^", "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}], Cell[BoxData["1008.101523073805`"], "Output", CellChangeTimes->{3.5750160285961046`*^9, 3.575016603993915*^9, 3.575016750790173*^9, 3.575016978534973*^9, 3.5750171329128437`*^9, 3.580056181865654*^9}], Cell[BoxData["797.5800876370595`"], "Output", CellChangeTimes->{3.5750160285961046`*^9, 3.575016603993915*^9, 3.575016750790173*^9, 3.575016978534973*^9, 3.5750171329128437`*^9, 3.580056181867654*^9}], Cell[BoxData[ RowBox[{"-", "3036.8602108074147`"}]], "Output", CellChangeTimes->{3.5750160285961046`*^9, 3.575016603993915*^9, 3.575016750790173*^9, 3.575016978534973*^9, 3.5750171329128437`*^9, 3.580056181867654*^9}], Cell[BoxData["0.`"], "Output", CellChangeTimes->{3.5750160285961046`*^9, 3.575016603993915*^9, 3.575016750790173*^9, 3.575016978534973*^9, 3.5750171329128437`*^9, 3.5800561818686543`*^9}], Cell[BoxData["14.222222222222221`"], "Output", CellChangeTimes->{3.5750160285961046`*^9, 3.575016603993915*^9, 3.575016750790173*^9, 3.575016978534973*^9, 3.5750171329128437`*^9, 3.580056181870654*^9}], Cell[BoxData[ RowBox[{"-", "1231.1786000965503`"}]], "Output", CellChangeTimes->{3.5750160285961046`*^9, 3.575016603993915*^9, 3.575016750790173*^9, 3.575016978534973*^9, 3.5750171329128437`*^9, 3.5800561818716545`*^9}], Cell[BoxData["615.4740770188131`"], "Output", CellChangeTimes->{3.5750160285961046`*^9, 3.575016603993915*^9, 3.575016750790173*^9, 3.575016978534973*^9, 3.5750171329128437`*^9, 3.5800561818716545`*^9}], Cell[BoxData["2.000374420414326`"], "Output", CellChangeTimes->{3.5750160285961046`*^9, 3.575016603993915*^9, 3.575016750790173*^9, 3.575016978534973*^9, 3.5750171329128437`*^9, 3.5800561818726544`*^9}], Cell[BoxData[ RowBox[{"-", "615.7045230777372`"}]], "Output", CellChangeTimes->{3.5750160285961046`*^9, 3.575016603993915*^9, 3.575016750790173*^9, 3.575016978534973*^9, 3.5750171329128437`*^9, 3.5800561818736544`*^9}] }, Open ]] }, WindowSize->{922, 949}, WindowMargins->{{Automatic, 162}, {Automatic, 3}}, 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, 2012, 34, 52, "Input"], Cell[CellGroupData[{ Cell[2594, 58, 989, 20, 52, "Input"], Cell[3586, 80, 5153, 86, 282, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[8776, 171, 728, 12, 31, "Input"], Cell[9507, 185, 1771, 26, 31, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[11315, 216, 955, 14, 31, "Input"], Cell[12273, 232, 1215, 17, 31, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[13525, 254, 710, 17, 31, "Input"], Cell[14238, 273, 4789, 100, 446, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[19064, 378, 1560, 29, 31, "Input"], Cell[20627, 409, 1784, 26, 31, "Output"] }, Open ]], Cell[22426, 438, 1419, 23, 31, "Input"], Cell[23848, 463, 1592, 29, 31, "Input"], Cell[CellGroupData[{ Cell[25465, 496, 1234, 18, 31, "Input"], Cell[26702, 516, 3140, 75, 72, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[29879, 596, 697, 14, 31, "Input"], Cell[30579, 612, 1560, 24, 31, "Output"] }, Open ]], Cell[32154, 639, 908, 24, 31, "Input"], Cell[CellGroupData[{ Cell[33087, 667, 6497, 133, 172, "Input"], Cell[39587, 802, 1668, 25, 52, "Output"], Cell[41258, 829, 1674, 25, 52, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[42969, 859, 519, 12, 31, "Input"], Cell[43491, 873, 1772, 26, 31, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[45300, 904, 1428, 39, 92, "Input"], Cell[46731, 945, 1599, 24, 52, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[48367, 974, 827, 23, 92, "Input"], Cell[49197, 999, 1213, 17, 31, "Output"], Cell[50413, 1018, 1213, 17, 31, "Output"] }, Open ]], Cell[51641, 1038, 1874, 35, 72, "Input"], Cell[CellGroupData[{ Cell[53540, 1077, 1409, 20, 31, "Input"], Cell[54952, 1099, 1236, 17, 31, "Output"] }, Open ]], Cell[56203, 1119, 4628, 112, 172, "Input"], Cell[CellGroupData[{ Cell[60856, 1235, 1381, 20, 31, "Input"], Cell[62240, 1257, 20560, 502, 177, "Output"] }, Open ]], Cell[82815, 1762, 1442, 19, 30, "Text"], Cell[84260, 1783, 1997, 39, 52, "Input"], Cell[86260, 1824, 1331, 36, 72, "Input"], Cell[CellGroupData[{ Cell[87616, 1864, 4977, 90, 92, "Input"], Cell[92596, 1956, 7508, 124, 461, "Output"] }, Open ]], Cell[100119, 2083, 1027, 14, 31, "Input"], Cell[CellGroupData[{ Cell[101171, 2101, 3846, 83, 152, "Input"], Cell[105020, 2186, 1705, 26, 52, "Output"] }, Open ]], Cell[106740, 2215, 2072, 49, 112, "Input"], Cell[108815, 2266, 561, 12, 52, "Input"], Cell[109379, 2280, 2148, 49, 92, "Input"], Cell[111530, 2331, 2452, 56, 112, "Input"], Cell[CellGroupData[{ Cell[114007, 2391, 3677, 96, 172, "Input"], Cell[117687, 2489, 1231, 17, 31, "Output"], Cell[118921, 2508, 1231, 17, 31, "Output"], Cell[120155, 2527, 1231, 17, 31, "Output"], Cell[121389, 2546, 1235, 17, 31, "Output"], Cell[122627, 2565, 1232, 17, 31, "Output"] }, Open ]], Cell[123874, 2585, 2075, 35, 72, "Input"], Cell[CellGroupData[{ Cell[125974, 2624, 3969, 94, 172, "Input"], Cell[129946, 2720, 1242, 18, 31, "Output"], Cell[131191, 2740, 1632, 26, 21, "Message"], Cell[132826, 2768, 1373, 22, 31, "Output"], Cell[134202, 2792, 1542, 24, 52, "Output"], Cell[135747, 2818, 1300, 19, 31, "Output"], Cell[137050, 2839, 1725, 27, 52, "Output"], Cell[138778, 2868, 1303, 19, 31, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[140118, 2892, 2672, 54, 132, "Input"], Cell[142793, 2948, 1221, 17, 31, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[144051, 2970, 739, 22, 92, "Input"], Cell[144793, 2994, 1218, 17, 31, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[146048, 3016, 2771, 55, 92, "Input"], Cell[148822, 3073, 1321, 21, 31, "Output"] }, Open ]], Cell[150158, 3097, 4820, 136, 232, "Input"], Cell[CellGroupData[{ Cell[155003, 3237, 5267, 128, 232, "Input"], Cell[160273, 3367, 1236, 18, 31, "Output"], Cell[161512, 3387, 1219, 17, 31, "Output"], Cell[162734, 3406, 4094, 118, 446, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[166865, 3529, 11929, 199, 232, "Input"], Cell[178797, 3730, 1238, 18, 31, "Output"], Cell[180038, 3750, 1525, 27, 31, "Output"], Cell[181566, 3779, 1221, 17, 31, "Output"], Cell[182790, 3798, 1221, 17, 31, "Output"] }, Open ]], Cell[184026, 3818, 8894, 130, 92, "Input"], Cell[192923, 3950, 8269, 113, 49, "Text"], Cell[CellGroupData[{ Cell[201217, 4067, 2966, 67, 112, "Input"], Cell[204186, 4136, 1239, 18, 31, "Output"], Cell[205428, 4156, 1220, 17, 31, "Output"] }, Open ]], Cell[206663, 4176, 13265, 308, 1172, "Input"], Cell[219931, 4486, 442, 7, 49, "Text"], Cell[220376, 4495, 1368, 20, 31, "Input"], Cell[CellGroupData[{ Cell[221769, 4519, 2133, 44, 72, "Input"], Cell[223905, 4565, 1236, 18, 31, "Output"] }, Open ]], Cell[225156, 4586, 1824, 34, 72, "Input"], Cell[226983, 4622, 20783, 508, 1452, "Input"], Cell[247769, 5132, 2643, 37, 49, "Text"], Cell[CellGroupData[{ Cell[250437, 5173, 4348, 85, 192, "Input"], Cell[254788, 5260, 1188, 23, 31, "Output"], Cell[255979, 5285, 1188, 23, 31, "Output"] }, Open ]], Cell[257182, 5311, 1213, 37, 132, "Input"], Cell[258398, 5350, 27910, 645, 1532, "Input"], Cell[CellGroupData[{ Cell[286333, 5999, 5784, 92, 112, "Input"], Cell[292120, 6093, 7717, 181, 170, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[299874, 6279, 737, 17, 92, "Input"], Cell[300614, 6298, 710, 19, 52, "Output"], Cell[301327, 6319, 726, 19, 52, "Output"], Cell[302056, 6340, 3724, 85, 446, "Output"] }, Open ]], Cell[305795, 6428, 3073, 58, 92, "Input"], Cell[CellGroupData[{ Cell[308893, 6490, 939, 17, 72, "Input"], Cell[309835, 6509, 3701, 76, 132, "Output"], Cell[313539, 6587, 1225, 17, 31, "Output"], Cell[314767, 6606, 1225, 17, 31, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[316029, 6628, 609, 17, 72, "Input"], Cell[316641, 6647, 3788, 95, 248, "Output"] }, Open ]], Cell[320444, 6745, 10201, 233, 192, "Input"], Cell[330648, 6980, 6427, 103, 72, "Input"], Cell[337078, 7085, 10215, 234, 192, "Input"], Cell[347296, 7321, 5925, 93, 52, "Input"], Cell[353224, 7416, 12588, 227, 132, "Input"], Cell[CellGroupData[{ Cell[365837, 7647, 16094, 309, 452, "Input"], Cell[381934, 7958, 16996, 355, 375, "Output"], Cell[398933, 8315, 11394, 220, 373, "Output"], Cell[410330, 8537, 10580, 212, 374, "Output"], Cell[420913, 8751, 6750, 128, 373, "Output"], Cell[427666, 8881, 8666, 184, 376, "Output"], Cell[436335, 9067, 541664, 8968, 1082, "Output"], Cell[978002, 18037, 110444, 1844, 891, 11426, 221, "CachedBoxData", \ "BoxData", "Output"], Cell[1088449, 19883, 11656, 228, 886, "Output"], Cell[1100108, 20113, 7826, 144, 891, "Output"], Cell[1107937, 20259, 9744, 200, 877, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[1117718, 20464, 4855, 104, 152, "Input"], Cell[1122576, 20570, 1231, 17, 31, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[1123844, 20592, 2499, 47, 92, "Input"], Cell[1126346, 20641, 1218, 17, 31, "Output"] }, Open ]], Cell[1127579, 20661, 1841, 29, 52, "Input"], Cell[CellGroupData[{ Cell[1129445, 20694, 4994, 109, 192, "Input"], Cell[1134442, 20805, 1215, 17, 31, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[1135694, 20827, 5809, 107, 92, "Input"], Cell[1141506, 20936, 2728, 67, 72, "Output"], Cell[1144237, 21005, 1850, 28, 52, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[1146124, 21038, 4670, 80, 92, "Input"], Cell[1150797, 21120, 1235, 17, 31, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[1152069, 21142, 2695, 47, 112, "Input"], Cell[1154767, 21191, 1232, 18, 31, "Output"], Cell[1156002, 21211, 1213, 17, 31, "Output"], Cell[1157218, 21230, 1218, 17, 31, "Output"], Cell[1158439, 21249, 1216, 17, 31, "Output"] }, Open ]], Cell[1159670, 21269, 2066, 30, 31, "Input"], Cell[CellGroupData[{ Cell[1161761, 21303, 2963, 56, 112, "Input"], Cell[1164727, 21361, 1237, 17, 31, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[1166001, 21383, 1636, 37, 92, "Input"], Cell[1167640, 21422, 1230, 17, 31, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[1168907, 21444, 3951, 82, 132, "Input"], Cell[1172861, 21528, 1233, 17, 31, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[1174131, 21550, 499, 15, 52, "Input"], Cell[1174633, 21567, 1258, 18, 31, "Output"] }, Open ]], Cell[1175906, 21588, 1381, 21, 31, "Input"], Cell[CellGroupData[{ Cell[1177312, 21613, 1709, 32, 52, "Input"], Cell[1179024, 21647, 1253, 18, 31, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[1180314, 21670, 1415, 43, 72, "Input"], Cell[1181732, 21715, 1251, 18, 31, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[1183020, 21738, 2550, 50, 92, "Input"], Cell[1185573, 21790, 1229, 17, 31, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[1186839, 21812, 230, 8, 31, "Input"], Cell[1187072, 21822, 89, 1, 31, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[1187198, 21828, 3231, 61, 232, "Input"], Cell[1190432, 21891, 207, 3, 31, "Output"], Cell[1190642, 21896, 207, 3, 31, "Output"], Cell[1190852, 21901, 225, 4, 31, "Output"], Cell[1191080, 21907, 194, 3, 31, "Output"], Cell[1191277, 21912, 208, 3, 31, "Output"], Cell[1191488, 21917, 227, 4, 31, "Output"], Cell[1191718, 21923, 209, 3, 31, "Output"], Cell[1191930, 21928, 209, 3, 31, "Output"], Cell[1192142, 21933, 226, 4, 63, "Output"] }, Open ]] } ] *) (* End of internal cache information *)