(* 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[ 806736, 15268] NotebookOptionsPosition[ 798041, 14996] NotebookOutlinePosition[ 798540, 15016] CellTagsIndexPosition[ 798497, 15013] WindowFrame->Normal*) (* Beginning of Notebook Content *) Notebook[{ Cell[BoxData[ RowBox[{ RowBox[{"(*", " ", RowBox[{ RowBox[{ "Kimball", " ", "model", " ", "and", " ", "energy", " ", "derived", " ", "from", " ", "Facio", " ", "PDB", " ", "source"}], ",", " ", RowBox[{ RowBox[{"ES", " ", "15", " ", "July", " ", "2013"}], ";", "\[IndentingNewLine]", RowBox[{ "all", " ", "interactions", " ", "correct", " ", "D5d", " ", "symmetry"}]}], ",", " ", RowBox[{"no", " ", "partition", " ", "onto", " ", "irreps"}]}], " ", "*)"}], " ", "\[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}, {3.5728722828253174`*^9, 3.5728722835117188`*^9}, {3.5828818503073244`*^9, 3.582881865860552*^9}, { 3.5829947091380897`*^9, 3.582994757388974*^9}}], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"ChemicalData", "[", RowBox[{"\"\\"", ",", "\"\\""}], "]"}]], "Input", CellChangeTimes->{ 3.57029749846047*^9, {3.570297893562364*^9, 3.5702979152152023`*^9}, { 3.5704535321223855`*^9, 3.570453555038826*^9}, {3.570558892227501*^9, 3.5705589112283344`*^9}, {3.5705589864360666`*^9, 3.5705590132681136`*^9}, {3.5705590525489826`*^9, 3.5705590747322216`*^9}, {3.570595322227199*^9, 3.5705953504632483`*^9}, 3.570855059411189*^9, 3.570856566545436*^9, 3.5709425310226765`*^9, { 3.5728721358106594`*^9, 3.5728721553730936`*^9}, 3.5728746846991367`*^9, 3.5728747488152485`*^9, 3.5828808323215356`*^9}], Cell[BoxData[ RowBox[{"Missing", "[", "\<\"NotAvailable\"\>", "]"}]], "Output", CellChangeTimes->CompressedData[" 1:eJwVxUsow3EAB/D/hrG2ZVJbSSvULgrZQlraHLRF2A6UUJ6tsZTngURbWg7S FIvsIJrHIvNvcRDZNKLFIgePNK+1TG3ZTAq/7+HTJ6u1R9PBoChKSohDC1Xe 7aBCet9Vi8MzgVPcrG0bviBrVnmTl+Ql2nqATSfyF2xP4UewSsiKY1HyDsdH 1ka/0vDhr1WMi2fPy7BNJ5GEyLJNoxIPClRqTLOi7XiinDmKvTb/HNbX6x4+ yE71GB0mc7uz9vD8EIMRIedZjGL8FxrIx3EDvcJ0BBXuRY8dy9dvXLiw8zuE BWz+D77gbrATyI8cTyrOLNvNxO7qtWwc+3SU4iHReAU2n13XYBM978OKdH8A TxVanIlkbq8thpVU7lUS+S1DdounXnlP+L3FlcMiTxaVVOKCJmcDvmus68fL 5i0DHqGDtJA8faTZx8/6vmP8D8DU4TM= "]] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[{ RowBox[{ RowBox[{ RowBox[{"t1", "=", RowBox[{"1.889726", "*", RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{"0.000", ",", "0.000", ",", "0.000"}], "}"}], ",", RowBox[{"{", RowBox[{ RowBox[{"-", "1.139"}], ",", RowBox[{"-", "1.538"}], ",", "0.370"}], "}"}], ",", RowBox[{"{", RowBox[{"0.029", ",", RowBox[{"-", "1.512"}], ",", "1.227"}], "}"}], ",", RowBox[{"{", RowBox[{"1.206", ",", RowBox[{"-", "1.482"}], ",", "0.382"}], "}"}], ",", RowBox[{"{", RowBox[{"0.764", ",", RowBox[{"-", "1.488"}], ",", RowBox[{"-", "1.000"}]}], "}"}], ",", RowBox[{"{", RowBox[{ RowBox[{"-", "0.685"}], ",", RowBox[{"-", "1.522"}], ",", RowBox[{"-", "1.006"}]}], "}"}], ",", RowBox[{"{", RowBox[{ RowBox[{"-", "2.171"}], ",", RowBox[{"-", "1.639"}], ",", "0.702"}], "}"}], ",", RowBox[{"{", RowBox[{"0.026", ",", RowBox[{"-", "1.594"}], ",", "2.313"}], "}"}], ",", RowBox[{"{", RowBox[{"2.237", ",", RowBox[{"-", "1.538"}], ",", "0.726"}], "}"}], ",", RowBox[{"{", RowBox[{"1.402", ",", RowBox[{"-", "1.547"}], ",", RowBox[{"-", "1.880"}]}], "}"}], ",", RowBox[{"{", RowBox[{ RowBox[{"-", "1.315"}], ",", RowBox[{"-", "1.608"}], ",", RowBox[{"-", "1.890"}]}], "}"}], ",", RowBox[{"{", RowBox[{"1.139", ",", "1.538", ",", RowBox[{"-", "0.370"}]}], "}"}], ",", RowBox[{"{", RowBox[{ RowBox[{"-", "0.029"}], ",", "1.512", ",", RowBox[{"-", "1.227"}]}], "}"}], ",", RowBox[{"{", RowBox[{ RowBox[{"-", "1.206"}], ",", "1.482", ",", RowBox[{"-", "0.382"}]}], "}"}], ",", RowBox[{"{", RowBox[{ RowBox[{"-", "0.764"}], ",", "1.488", ",", "1.000"}], "}"}], ",", RowBox[{"{", RowBox[{"0.685", ",", "1.522", ",", "1.006"}], "}"}], ",", RowBox[{"{", RowBox[{"2.171", ",", "1.639", ",", RowBox[{"-", "0.702"}]}], "}"}], ",", RowBox[{"{", RowBox[{ RowBox[{"-", "0.026"}], ",", "1.594", ",", RowBox[{"-", "2.313"}]}], "}"}], ",", RowBox[{"{", RowBox[{ RowBox[{"-", "2.237"}], ",", "1.538", ",", RowBox[{"-", "0.726"}]}], "}"}], ",", RowBox[{"{", RowBox[{ RowBox[{"-", "1.402"}], ",", "1.547", ",", "1.880"}], "}"}], ",", RowBox[{"{", RowBox[{"1.315", ",", "1.608", ",", "1.890"}], "}"}]}], "}"}]}]}], ";"}], "\n"}], "\[IndentingNewLine]", RowBox[{"MatrixForm", "[", "t1", "]"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"u", "=", RowBox[{"{", RowBox[{ "\"\\"", ",", "\"\\"", ",", "\"\\"", ",", "\"\\"", ",", "\"\\"", ",", "\"\\"", ",", "\"\\"", ",", "\"\\"", ",", "\"\\"", ",", "\"\\"", ",", "\"\\"", ",", "\"\\"", ",", "\"\\"", ",", "\"\\"", ",", "\"\\"", ",", "\"\\"", ",", "\"\\"", ",", "\"\\"", ",", "\"\\"", ",", "\"\\"", ",", "\"\\""}], "}"}]}], ";"}]}], "Input", CellChangeTimes->{{3.572874779609703*^9, 3.5728747810761056`*^9}, { 3.5828808323371353`*^9, 3.5828808323371353`*^9}, {3.5828814780014706`*^9, 3.582881486144685*^9}, 3.58288156895323*^9, {3.582881826470483*^9, 3.5828818370629015`*^9}}], Cell[BoxData[ TagBox[ RowBox[{"(", "\[NoBreak]", GridBox[{ {"0.`", "0.`", "0.`"}, { RowBox[{"-", "2.1523979140000002`"}], RowBox[{"-", "2.906398588`"}], "0.69919862`"}, {"0.054802054`", RowBox[{"-", "2.8572657120000002`"}], "2.3186938020000003`"}, {"2.279009556`", RowBox[{"-", "2.800573932`"}], "0.721875332`"}, {"1.443750664`", RowBox[{"-", "2.811912288`"}], RowBox[{"-", "1.889726`"}]}, { RowBox[{"-", "1.2944623100000001`"}], RowBox[{"-", "2.876162972`"}], RowBox[{"-", "1.901064356`"}]}, { RowBox[{"-", "4.102595146`"}], RowBox[{"-", "3.097260914`"}], "1.326587652`"}, {"0.049132876`", RowBox[{"-", "3.0122232440000003`"}], "4.3709362380000005`"}, {"4.227317062`", RowBox[{"-", "2.906398588`"}], "1.371941076`"}, {"2.649395852`", RowBox[{"-", "2.923406122`"}], RowBox[{"-", "3.5526848799999997`"}]}, { RowBox[{"-", "2.48498969`"}], RowBox[{"-", "3.038679408`"}], RowBox[{"-", "3.57158214`"}]}, {"2.1523979140000002`", "2.906398588`", RowBox[{"-", "0.69919862`"}]}, { RowBox[{"-", "0.054802054`"}], "2.8572657120000002`", RowBox[{"-", "2.3186938020000003`"}]}, { RowBox[{"-", "2.279009556`"}], "2.800573932`", RowBox[{"-", "0.721875332`"}]}, { RowBox[{"-", "1.443750664`"}], "2.811912288`", "1.889726`"}, {"1.2944623100000001`", "2.876162972`", "1.901064356`"}, {"4.102595146`", "3.097260914`", RowBox[{"-", "1.326587652`"}]}, { RowBox[{"-", "0.049132876`"}], "3.0122232440000003`", RowBox[{"-", "4.3709362380000005`"}]}, { RowBox[{"-", "4.227317062`"}], "2.906398588`", RowBox[{"-", "1.371941076`"}]}, { RowBox[{"-", "2.649395852`"}], "2.923406122`", "3.5526848799999997`"}, {"2.48498969`", "3.038679408`", "3.57158214`"} }, 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->CompressedData[" 1:eJwVxUsoA3AAB+C9LK9mHtkFNWokcdgOSLIdNE0em6bWKM+LibKVUjO0tcxB KdMsO2lhB7YZylIzrwOxhCJ5rWZMbYUh8f8dvj5u54C0h0qhUARETGWtP1kL Cyltqia8nfl8hItDXSOn5Lwi1uQZucJt28EysTCIh43sGM4yM+M4bHClBMgC TTwdm7Q2HqZlH1fj5LCAHyEnlurFWDRb14x1hvduLPXRtNhS+GjGjNa+2zfy +JnOHSVfvXC3cM8nlRojf3P0PPwX0ZRhP319keYMC6dzDx24ZvlyF/8GvyL4 3sj+wdaplSQ62WE6SMMh72YO9jcs5WOf2lWJRQtjtbhdctGIWwTzAZw68xDC Cuech0G+ito/sGO05DyB7LRUXWNFL+sRT3T4C5hkuadcgveVGwpsv5Gr8WDG 6gS+47+6OWSlSObFT/1De/gflQLiaQ== "]] }, 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["21"], "Output", CellChangeTimes->CompressedData[" 1:eJwVxUsow3EAB/C9DG2NOUyJZZPRUsqryNQoyXuUlXbSljSSJq3U8mhaDhIH ebUDQqbG/qMdpNg0r8VorUjWItamLGZR+H0Pnz6irv42DZ1Go5UQB+GlRs9O SH5x39uKTbOvpzjWrR6+IofWeZPX5HLKfIiFbvkTrkniR/GjIDGO7WyK4yXT PuN83PFrlmCG4LIK+3pKiyPkm21jHeYJ6hV4ZOJTjbOqmQa8kBecwyyl9uGN 3KQYpd7Jq1qxA2u+6PQo2TVnlOCzvqFC7GTa1xi7Iblq2W3BXKn/GLs13xEc MKX+4G6uJZlJ1nPcKdgmc2Tiac+mGE992CowTzhWi6XnvhacTS16sT8t+IIl RfN7LPLKwEYM6/8KbhPIhgzZHc595gVxc8CZwyaLysob8IlqvxPrVMpBXDlj HcdbtjCVTs4/aj/A1ojOhf8BuEzgKg== "]] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[{ RowBox[{ RowBox[{"Vn", "=", "0.0"}], ";", RowBox[{"cn1", "=", RowBox[{"Table", "[", RowBox[{ RowBox[{"If", "[", RowBox[{ RowBox[{ RowBox[{"u", "[", RowBox[{"[", "i", "]"}], "]"}], "\[Equal]", "\"\\""}], ",", "6.0", ",", RowBox[{"If", "[", RowBox[{ RowBox[{ RowBox[{"u", "[", RowBox[{"[", "i", "]"}], "]"}], "\[Equal]", "\"\\""}], ",", "1.0", ",", RowBox[{"If", "[", RowBox[{ RowBox[{ RowBox[{"u", "[", RowBox[{"[", "i", "]"}], "]"}], "\[Equal]", "\"\\""}], ",", "7.0", ",", RowBox[{"If", "[", RowBox[{ RowBox[{ RowBox[{"u", "[", RowBox[{"[", "i", "]"}], "]"}], "\[Equal]", "\"\\""}], ",", "8.0", ",", RowBox[{"If", "[", RowBox[{ RowBox[{ RowBox[{"u", "[", RowBox[{"[", "i", "]"}], "]"}], "\[Equal]", "\"\\""}], ",", "26.0"}], "]"}]}], "]"}]}], "]"}]}], "]"}]}], "]"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", "n"}], "}"}]}], "]"}]}]}], "\[IndentingNewLine]", RowBox[{ RowBox[{"dc1", "=", RowBox[{"Table", "[", RowBox[{ RowBox[{"Norm", "[", RowBox[{ RowBox[{"t1", "[", RowBox[{"[", "i", "]"}], "]"}], "-", RowBox[{"t1", "[", RowBox[{"[", "j", "]"}], "]"}]}], "]"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", "n"}], "}"}], ",", RowBox[{"{", RowBox[{"j", ",", "1", ",", "n"}], "}"}]}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{"For", "[", RowBox[{ RowBox[{"i", "=", "1"}], ",", RowBox[{"i", "<", "n"}], ",", RowBox[{"i", "++"}], ",", "\[IndentingNewLine]", RowBox[{"For", "[", RowBox[{ RowBox[{"j", "=", RowBox[{"i", "+", "1"}]}], ",", RowBox[{"j", "\[LessEqual]", "n"}], ",", RowBox[{"j", "++"}], ",", RowBox[{"Vn", "=", RowBox[{"Vn", "+", RowBox[{ RowBox[{"cn1", "[", RowBox[{"[", "i", "]"}], "]"}], "*", RowBox[{ RowBox[{"cn1", "[", RowBox[{"[", "j", "]"}], "]"}], "/", RowBox[{"dc1", "[", RowBox[{"[", RowBox[{"i", ",", "j"}], "]"}], "]"}]}]}]}]}]}], "]"}]}], "]"}], "\[IndentingNewLine]", "Vn", "\[IndentingNewLine]"}], "Input", CellChangeTimes->{{3.582995850540095*^9, 3.582995864080919*^9}, { 3.582995910101*^9, 3.5829959150930085`*^9}, {3.5829959706291056`*^9, 3.582996049892845*^9}, {3.582996107956147*^9, 3.582996110654952*^9}, { 3.582996169950656*^9, 3.582996180137474*^9}, 3.5829967604272933`*^9, 3.582997076873849*^9}], Cell[BoxData[ RowBox[{"{", RowBox[{ "26.`", ",", "6.`", ",", "6.`", ",", "6.`", ",", "6.`", ",", "6.`", ",", "1.`", ",", "1.`", ",", "1.`", ",", "1.`", ",", "1.`", ",", "6.`", ",", "6.`", ",", "6.`", ",", "6.`", ",", "6.`", ",", "1.`", ",", "1.`", ",", "1.`", ",", "1.`", ",", "1.`"}], "}"}]], "Output", CellChangeTimes->{3.582996129421785*^9, 3.582996185925084*^9, 3.582996248465594*^9, 3.582996766168103*^9, 3.5829970818034573`*^9, 3.582997205745675*^9, 3.582997410745635*^9, 3.582997533533451*^9, 3.583032743412532*^9, 3.5830328106330504`*^9, 3.5830328756383643`*^9}], Cell[BoxData["945.7403583556434`"], "Output", CellChangeTimes->{3.582996129421785*^9, 3.582996185925084*^9, 3.582996248465594*^9, 3.582996766168103*^9, 3.5829970818034573`*^9, 3.582997205745675*^9, 3.582997410745635*^9, 3.582997533533451*^9, 3.583032743412532*^9, 3.5830328106330504`*^9, 3.5830328756383643`*^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[{"\<\"Fe\"\>", ",", "\<\"C\"\>", ",", "\<\"C\"\>", ",", "\<\"C\"\>", ",", "\<\"C\"\>", ",", "\<\"C\"\>", ",", "\<\"Z\"\>", ",", "\<\"Z\"\>", ",", "\<\"Z\"\>", ",", "\<\"Z\"\>", ",", "\<\"Z\"\>", ",", "\<\"C\"\>", ",", "\<\"C\"\>", ",", "\<\"C\"\>", ",", "\<\"C\"\>", ",", "\<\"C\"\>", ",", "\<\"Z\"\>", ",", "\<\"Z\"\>", ",", "\<\"Z\"\>", ",", "\<\"Z\"\>", ",", "\<\"Z\"\>"}], "}"}]], "Output", CellChangeTimes->CompressedData[" 1:eJwVxUsow3EAB/DNbIayltpKiKnRLp677LD6oyXviZJ20nbyPCwOMo9lh5FX JKGmyKM5zEZbWUKrzVgzay2WVmvMmNqSPC5+38OnT3HvUIeKTqPRagj7+2az xxSnbkL97bgzN+7Cly/KMS/5tJSjvyMzawznuNBJRXEdm5vCYV7GN57UWbJ9 ZLf6h4sFGoMQe1ZvpXj7VVydIN8fzTTgHF6jHDezvpQ4dsHQYNVeZA17A31P H+QW+ZQlSR5+E9hwxWgaPUVe5OuE+HpgpBwvaE92047jVFmBy4iDB8ErvBL9 TWAjm/uHq+aMmQxy/ayTgyfstnysaD0U4PlPswQ/bE3LsMgdaMNFlg0f3lmO xHDStH6aTh5M7n9hw3iln0nm5Ukf8VmUE8HPYUcJi2wVS5qwKGTtwVmKbjX2 L5m0uNacsPDJeqrLjmUJtQP/A0Tp5O8= "]] }, 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\"\>", ",", "2"}], "}"}], ",", RowBox[{"{", RowBox[{"\<\"C\"\>", ",", "3"}], "}"}], ",", RowBox[{"{", RowBox[{"\<\"C\"\>", ",", "4"}], "}"}], ",", RowBox[{"{", RowBox[{"\<\"C\"\>", ",", "5"}], "}"}], ",", RowBox[{"{", RowBox[{"\<\"C\"\>", ",", "6"}], "}"}], ",", RowBox[{"{", RowBox[{"\<\"C\"\>", ",", "12"}], "}"}], ",", RowBox[{"{", RowBox[{"\<\"C\"\>", ",", "13"}], "}"}], ",", RowBox[{"{", RowBox[{"\<\"C\"\>", ",", "14"}], "}"}], ",", RowBox[{"{", RowBox[{"\<\"C\"\>", ",", "15"}], "}"}], ",", RowBox[{"{", RowBox[{"\<\"C\"\>", ",", "16"}], "}"}], ",", RowBox[{"{", RowBox[{"\<\"Fe\"\>", ",", "1"}], "}"}], ",", RowBox[{"{", RowBox[{"\<\"Z\"\>", ",", "7"}], "}"}], ",", RowBox[{"{", RowBox[{"\<\"Z\"\>", ",", "8"}], "}"}], ",", RowBox[{"{", RowBox[{"\<\"Z\"\>", ",", "9"}], "}"}], ",", RowBox[{"{", RowBox[{"\<\"Z\"\>", ",", "10"}], "}"}], ",", RowBox[{"{", RowBox[{"\<\"Z\"\>", ",", "11"}], "}"}], ",", RowBox[{"{", RowBox[{"\<\"Z\"\>", ",", "17"}], "}"}], ",", RowBox[{"{", RowBox[{"\<\"Z\"\>", ",", "18"}], "}"}], ",", RowBox[{"{", RowBox[{"\<\"Z\"\>", ",", "19"}], "}"}], ",", RowBox[{"{", RowBox[{"\<\"Z\"\>", ",", "20"}], "}"}], ",", RowBox[{"{", RowBox[{"\<\"Z\"\>", ",", "21"}], "}"}]}], "}"}]], "Output", CellChangeTimes->CompressedData[" 1:eJwVxU0og3EAB+B9GVqZrViKwmpO0hoOW1ZzQLMYsbLtsORNsoWaj1JqrdZS TrJl5rOWJg5bs5qSJGqXZUsZSsmUXrYytmgm/9/h6WkYnRqkmAwGo5UYet/U xAK0ym20aHH9Kh3FK+PU4jXZts9fjpO9st0zTHd3vuD7UmEWz1eXfWMN95iX ILu+fgQ4U9yRYE9VTInNE+2yNHmr2dGD79bUA1jkyI/hkIqzhKVNKTfe0Jkf M+SauC30QVZMiiP4N89iZslGt0OCXem5Fmxgh32sIK369EYPcdKfvMAmqpDG C05BAf/xjsrZZD4vysfqjpNabOw7aMR6a0iOfXX2LpxT3/bjN5k3gaeFqVfs DHjCHLJ8xp/H5qL0poT8tK58wE6q8hkHTFdiLlnbpujFOUNEj/cMI1a8LQja cYUsExKRdefDp1homb3E/6a739g= "]] }, 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[{ "2", ",", "3", ",", "4", ",", "5", ",", "6", ",", "12", ",", "13", ",", "14", ",", "15", ",", "16", ",", "1", ",", "7", ",", "8", ",", "9", ",", "10", ",", "11", ",", "17", ",", "18", ",", "19", ",", "20", ",", "21"}], "}"}]], "Output", CellChangeTimes->CompressedData[" 1:eJwVzE0oA3AAhvHNZiYH24opU5vVRikxjRANSW1ltITjsh205TIfxRyspuZG SJZabYrsYF+11VjJx3ZYLJFNS9nC2GpLS+bg/x6efrdHoJ4b11ApFEoHia87 UERPMzL1s14J+VuZMJx80yzfEhViluWOaJXYzqHveiAN4xWcAhzcYf7AOrO3 KoaP4ZcNA0abCGq3o32w60MqyRJnneYRaK+Rj0GuuTgDPTL6Kvw7TO1C7YMu mSOmlGuePJHxKfTDmwUatUBs4q6LoFq/2ApFJp+jzJWRnfEiJ9De/HQBW9Kl LBxickowsuGspBHjlnA1rA0GeFAcPW6Eom9PN3Q0mIZhKPI4Cn1uawz2bqbe oapt30cnMvJHRdhpbL8vJy7t9SegKs16hSsvV0IGsd7bI4ehhH8a6hNTBihl u00w7sp5uESBbCIIk1/zl/AfE07iDg== "]] }, 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]", "\"\\""}], ",", "0.602"}], "]"}]}], "]"}]}], "]"}]}], "]"}]}], "]"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", "n"}], "}"}]}], "]"}]}], "\[IndentingNewLine]", RowBox[{"u2", "=", RowBox[{"Table", "[", RowBox[{ RowBox[{"If", "[", RowBox[{ RowBox[{ RowBox[{"us", "[", RowBox[{"[", RowBox[{"i", ",", "1"}], "]"}], "]"}], "\[Equal]", "\"\\""}], ",", "0.2557", ",", 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]", "\"\\""}], ",", "0.178", ",", RowBox[{"If", "[", RowBox[{ RowBox[{ RowBox[{"us", "[", RowBox[{"[", RowBox[{"i", ",", "1"}], "]"}], "]"}], "\[Equal]", "\"\\""}], ",", "0.602"}], "]"}]}], "]"}]}], "]"}]}], "]"}]}], "]"}], ",", 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}, { 3.5828823288537655`*^9, 3.582882340694186*^9}, {3.5828823921430764`*^9, 3.582882399038288*^9}}], Cell[BoxData[ RowBox[{"{", RowBox[{ "0.255`", ",", "0.255`", ",", "0.255`", ",", "0.255`", ",", "0.255`", ",", "0.255`", ",", "0.255`", ",", "0.255`", ",", "0.255`", ",", "0.255`", ",", "0.602`", ",", "0.12`", ",", "0.12`", ",", "0.12`", ",", "0.12`", ",", "0.12`", ",", "0.12`", ",", "0.12`", ",", "0.12`", ",", "0.12`", ",", "0.12`"}], "}"}]], "Output", CellChangeTimes->CompressedData[" 1:eJwVxUsow3EAB/A9aVZmq3mU8lp/J9S2kJYsYpnyOOwwDlqbV8ZEHJS0pWnt ojQHplZMlmS2VkhIwg6zLQdSDmPSZmRpllF+38OnT5lmvEdHp9FoUuItvt4R cMfk1X1jXTguiF9j0eDAbJBcuJVnCZGHPI4TbGxrjmKnWZDEufmcNH5m+7hh 8s9kho8X/hwUFgtvGjFruE6SINdWmRV4Q6jsxhH2txbPn7Hm8BUVXcFilf7x nbwXNHo/yeER0QFeTjHpSfKXzUxhjX6mBlMm3yZjPya3rPl3sGH7/hyntb8J zFsUZLCNu8thkp05fh6OyI6KcWXAVY6pL28DnrCbWrG1/a4TGyX2MM4WRF9x qXvVxyKHDK4UZv6Jb9nklqKmB1yi4z9hRf9lRRb5RSpTYmvvoRrX96qnMGPJ Y8JO8Ye3gJw4VR1j1+j0Bf4H8MDeVg== "]], Cell[BoxData[ RowBox[{"{", RowBox[{ "0.2557`", ",", "0.2557`", ",", "0.2557`", ",", "0.2557`", ",", "0.2557`", ",", "0.2557`", ",", "0.2557`", ",", "0.2557`", ",", "0.2557`", ",", "0.2557`", ",", "0.602`", ",", "0.6`", ",", "0.6`", ",", "0.6`", ",", "0.6`", ",", "0.6`", ",", "0.6`", ",", "0.6`", ",", "0.6`", ",", "0.6`", ",", "0.6`"}], "}"}]], "Output", CellChangeTimes->CompressedData[" 1:eJwVxUsow3EAB/A9aVZmq3mU8lp/J9S2kJYsYpnyOOwwDlqbV8ZEHJS0pWnt ojQHplZMlmS2VkhIwg6zLQdSDmPSZmRpllF+38OnT5lmvEdHp9FoUuItvt4R cMfk1X1jXTguiF9j0eDAbJBcuJVnCZGHPI4TbGxrjmKnWZDEufmcNH5m+7hh 8s9kho8X/hwUFgtvGjFruE6SINdWmRV4Q6jsxhH2txbPn7Hm8BUVXcFilf7x nbwXNHo/yeER0QFeTjHpSfKXzUxhjX6mBlMm3yZjPya3rPl3sGH7/hyntb8J zFsUZLCNu8thkp05fh6OyI6KcWXAVY6pL28DnrCbWrG1/a4TGyX2MM4WRF9x qXvVxyKHDK4UZv6Jb9nklqKmB1yi4z9hRf9lRRb5RSpTYmvvoRrX96qnMGPJ Y8JO8Ye3gJw4VR1j1+j0Bf4H8MDeVg== "]] }, 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\"\>", ",", "\<\"C\"\>", ",", "\<\"C\"\>", ",", "\<\"Fe\"\>", ",", "\<\"H\"\>", ",", "\<\"H\"\>", ",", "\<\"H\"\>", ",", "\<\"H\"\>", ",", "\<\"H\"\>", ",", "\<\"H\"\>", ",", "\<\"H\"\>", ",", "\<\"H\"\>", ",", "\<\"H\"\>", ",", "\<\"H\"\>"}], "}"}]], "Output", CellChangeTimes->CompressedData[" 1:eJwVxUsow3EAB/BtNms52Ky4zMGj3TxqQlqyFDKPcaC2w2rhIsxoDhuHjWh2 UVtSQ60oj1ZmzDPKI4+aWRRbSdm0ZmP+K2TI73v49MlR9bV20mk0Wgnh7p5v 8KxFJN+BXhk2ZETPcfy5S+clB4U80zVZJLIfYENtdQhr2HwK+62cL6xjudN8 5NNEkodlw3Yh/rVcVWJvuEwUI5cWjNdhtVXagh1jnx1YKmGNYMtiaBr/3fY8 vJL1MqPrnTwXyd/GSi2TTpEPMyeEuDA2VIQphnuB4YxI2gSXq1i9dH+Ej4M/ Mexn85NYNengpJA1pot07NjbFeBE40oupgY2KrA4e7QGm+vvmnHT+qwP+6ZC YRwttm0yybb48gf26EU3LDJ3piqAX4K8J/yoPMtLJTtdYik2K3bkuFwhH8Qe rsuI+51vrizyVlX7PtZGtSf4Hwxt59g= "]] }, 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]", "\"\\""}], ",", "26.0"}], "]"}]}], "]"}]}], "]"}]}], "]"}]}], "]"}], ",", 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}, { 3.5828820926537504`*^9, 3.5828821399062333`*^9}, 3.5829971421131635`*^9, { 3.5829975246570354`*^9, 3.5829975255150366`*^9}, {3.583032802349436*^9, 3.5830328034414377`*^9}}], Cell[BoxData[ RowBox[{"{", RowBox[{ "6.`", ",", "6.`", ",", "6.`", ",", "6.`", ",", "6.`", ",", "6.`", ",", "6.`", ",", "6.`", ",", "6.`", ",", "6.`", ",", "26.`", ",", "1.`", ",", "1.`", ",", "1.`", ",", "1.`", ",", "1.`", ",", "1.`", ",", "1.`", ",", "1.`", ",", "1.`", ",", "1.`"}], "}"}]], "Output", CellChangeTimes->CompressedData[" 1:eJwVxUsow3EAB/BtNmEH/Zt5lIvJikLZSjGrpVh5u1hzWGmepTloknKwrYkD ORANtbKLx1hjkXmkMRb9LUr+JYWlPcRWoxh+38OnT16HrrWTzWKxpMRYaLn+ aiuo8LTrmnHjTPgc73d1j9Bku42auCb/OayHuOGs+gXLzYIotgnTvnCtycX3 k09j3xTOTVjF2JtByzH9Wi6JkDnrZiWWCetb8IbpU4szj3mjWCMOzOHf2/6H N7KSNjg/yL19Bbu4KM5lR8mTs+NiXBIZKsVRjmuF4wgqRBbfGq4svD/BU9pE BNvMgm9czLenJpHlab50PCzbz8UHl6si7I5tV+CURWMNVl3cNeEcyZIfL1GB V+zatOxwyT0Dq3G88CO54ZGZbAWDQ8/UE37UePOTyaPSqjqsYvbUmMuoB/H8 tNOAZWXvziyy8ajNjfVhvQf/AyqV5Jc= "]] }, 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["11"], "Output", CellChangeTimes->CompressedData[" 1:eJwVxU0oA2AABuANm8YBM4RdGCuliCkxa6vFmsUo0qaUNhbLtIhsOWwJuzmI AxJxmZK1DdnmoNX8TLN2QVHYWquJrdaE+N7D01MxrOtVUykUCo/oGt+W3R7F RF6lTo7LmPFL7BoZNQTIBi7Tckf+s+2c49IOcRgLFgsTWL+ak8ZM2klukDyY /CnAUeMuF/tYAQHe0DQ3xsn+2iUJ5hfJevAcLa3CL0L6PB7iRtbwVd/E0ztZ EjDbP8lNsepTnJqmURPk/uJlLv7SztZhj+l4L8MWE8XLbw5wa83DBVa8/cax Ppv1jdOWQ0YmmWG5zsNil4uNPX5rJXYnHS04xF5oxxzpfTcO27aCeGwlEsWm +k1nFlkzaU3hESMvRCPvr4sesVPFfMXWZx+HTpba2zpxlfJMgQMK5RRW5zvM mN/wYS8hy4UDbizSznjxP/1f33c= "]], Cell[BoxData["10"], "Output", CellChangeTimes->CompressedData[" 1:eJwVxU0oA2AABuANm8YBM4RdGCuliCkxa6vFmsUo0qaUNhbLtIhsOWwJuzmI AxJxmZK1DdnmoNX8TLN2QVHYWquJrdaE+N7D01MxrOtVUykUCo/oGt+W3R7F RF6lTo7LmPFL7BoZNQTIBi7Tckf+s+2c49IOcRgLFgsTWL+ak8ZM2klukDyY /CnAUeMuF/tYAQHe0DQ3xsn+2iUJ5hfJevAcLa3CL0L6PB7iRtbwVd/E0ztZ EjDbP8lNsepTnJqmURPk/uJlLv7SztZhj+l4L8MWE8XLbw5wa83DBVa8/cax Ppv1jdOWQ0YmmWG5zsNil4uNPX5rJXYnHS04xF5oxxzpfTcO27aCeGwlEsWm +k1nFlkzaU3hESMvRCPvr4sesVPFfMXWZx+HTpba2zpxlfJMgQMK5RRW5zvM mN/wYS8hy4UDbizSznjxP/1f33c= "]] }, Open ]], Cell[CellGroupData[{ 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", "}"}]}], "]"}]}], "}"}], ">>>", " ", "\"\\""}]}], "]"}], "\[IndentingNewLine]", RowBox[{"ChemicalData", "\[NoBreak]", "[", RowBox[{"\"\\"", ",", "\"\\""}], "]"}]}], "Input", CellChangeTimes->{{3.567869377256353*^9, 3.5678694101568108`*^9}, { 3.5678695244894114`*^9, 3.56786953511303*^9}, 3.56786988243204*^9, 3.5678699252853155`*^9, {3.567870069179968*^9, 3.5678700766835814`*^9}, { 3.5678703216664114`*^9, 3.567870325738019*^9}, 3.5679271251072817`*^9, { 3.567942840466694*^9, 3.567942854381918*^9}, {3.567942932272855*^9, 3.567942950509287*^9}, 3.5679430681802936`*^9, {3.568278272060727*^9, 3.56827827391713*^9}, 3.5688732159559383`*^9, 3.568910867631465*^9, 3.5689997098549547`*^9, 3.5689998170427427`*^9, 3.5689998869620657`*^9, { 3.569059200815255*^9, 3.5690592031552596`*^9}, 3.5691460426137285`*^9, 3.569237204520723*^9, 3.569237465836782*^9, 3.56923802264856*^9, 3.5693403424181123`*^9, 3.569340450198702*^9, 3.569340738019207*^9, 3.569340852851009*^9, {3.5693411655067577`*^9, 3.5693411655067577`*^9}, 3.5693414976001415`*^9, {3.5693416978420925`*^9, 3.569341705314506*^9}, 3.569342614421703*^9, 3.5693435671777763`*^9, 3.569343662727944*^9, 3.5693437636289215`*^9, 3.5693440709750605`*^9, 3.5693442662562037`*^9, { 3.5702975520309644`*^9, 3.570297552764166*^9}, {3.5705591717487917`*^9, 3.5705591791432047`*^9}, {3.572874834178599*^9, 3.572874835364201*^9}, 3.5828808323371353`*^9}], Cell[BoxData["\<\"Fe(C5H5)2\"\>"], "Output", CellChangeTimes->CompressedData[" 1:eJwVyzlIwnEAxXG1ksShyw7IpSJrK82lKCEJCTItp9CGCAs7KMkGoYigNPlP OmhBRUQHFBImJkpIQgcIEikGZWCDpRGZKCRCB/3e8PjAg2/d6KxijE6j0YRk icld6e3pe/ewSjsAE5ZUACrGNQt3RMlhORUi2px7F/DlpucVRoycLOyqZOdh bNXDDhObdb9lcHlxnwdHOCERFGja21LEDbupFxZbpYNQYsir4YmfuQRzjcl1 aLufiX0Sj+UGVwbdRJMXKr+Y9CzRa6V48OpD3wIphueA4ST/ZtAOmUfRS5iN /6WgaI3zDc2Ug1VAjLCCJbC008eFVL+9Hpp07g44zTVKYDrwKIcOwU4YMizJ NyhzbLsLiTStPQf5P8JIEXGuRvwEZeqKOBQ/BxqYxCqhqA+mo+dKuBVVzcNW 89kKjPAzrmpirX/IBx+m9NfwH5gl45Y= "]] }, Open ]], Cell[CellGroupData[{ 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", "[", "Orange", "]"}], ",", 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"}], "}"}]}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{"Show", "[", RowBox[{"Plot1o", ",", "Plot2", ",", RowBox[{"{", RowBox[{ RowBox[{"AspectRatio", "\[Rule]", "Automatic"}], ",", RowBox[{"Boxed", "\[Rule]", "True"}], ",", " ", RowBox[{"Axes", "\[Rule]", "Automatic"}], ",", RowBox[{"AxesLabel", "\[Rule]", RowBox[{"{", RowBox[{"xl", ",", "yl", ",", "zl"}], "}"}]}], ",", RowBox[{"SphericalRegion", "\[Rule]", "True"}]}], "}"}]}], "]"}]}], "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}, { 3.5728748619466476`*^9, 3.572874863647051*^9}, 3.5828808323371353`*^9, { 3.5828824293179417`*^9, 3.582882430113543*^9}, {3.582946269303787*^9, 3.5829462807386074`*^9}}], Cell[BoxData[ Graphics3DBox[{ {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{-2.1523979140000002`, -2.906398588, 0.69919862}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{0.054802054, -2.8572657120000002`, 2.3186938020000003`}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{2.279009556, -2.800573932, 0.721875332}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{1.443750664, -2.811912288, -1.889726}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{-1.2944623100000001`, -2.876162972, -1.901064356}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{2.1523979140000002`, 2.906398588, -0.69919862}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{-0.054802054, 2.8572657120000002`, -2.3186938020000003`}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{-2.279009556, 2.800573932, -0.721875332}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{-1.443750664, 2.811912288, 1.889726}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{1.2944623100000001`, 2.876162972, 1.901064356}, 0.255]}, {RGBColor[1, 0.6666666666666666, NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.8], SphereBox[{0., 0., 0.}, 0.602]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-4.102595146, -3.097260914, 1.326587652}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{0.049132876, -3.0122232440000003`, 4.3709362380000005`}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{4.227317062, -2.906398588, 1.371941076}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{2.649395852, -2.923406122, -3.5526848799999997`}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-2.48498969, -3.038679408, -3.57158214}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{4.102595146, 3.097260914, -1.326587652}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-0.049132876, 3.0122232440000003`, -4.3709362380000005`}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-4.227317062, 2.906398588, -1.371941076}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-2.649395852, 2.923406122, 3.5526848799999997`}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{2.48498969, 3.038679408, 3.57158214}, 0.12]}, Text3DBox["1", {-2.7523979140000003`, -2.906398588, 0.69919862}, {1, 0}], Text3DBox["2", {-0.5451979459999999, -2.8572657120000002`, 2.3186938020000003`}, {1, 0}], Text3DBox["3", {1.679009556, -2.800573932, 0.721875332}, {1, 0}], Text3DBox["4", {0.843750664, -2.811912288, -1.889726}, {1, 0}], Text3DBox["5", {-1.8944623100000002`, -2.876162972, -1.901064356}, {1, 0}], Text3DBox["6", {1.5523979140000002`, 2.906398588, -0.69919862}, {1, 0}], Text3DBox["7", {-0.654802054, 2.8572657120000002`, -2.3186938020000003`}, { 1, 0}], Text3DBox["8", {-2.879009556, 2.800573932, -0.721875332}, {1, 0}], Text3DBox["9", {-2.043750664, 2.811912288, 1.889726}, {1, 0}], Text3DBox["10", {0.6944623100000001, 2.876162972, 1.901064356}, {1, 0}], Text3DBox["11", {-0.6, 0., 0.}, {1, 0}], Text3DBox["12", {-4.702595145999999, -3.097260914, 1.326587652}, {1, 0}], Text3DBox["13", {-0.5508671239999999, -3.0122232440000003`, 4.3709362380000005`}, {1, 0}], Text3DBox["14", {3.627317062, -2.906398588, 1.371941076}, {1, 0}], Text3DBox["15", {2.049395852, -2.923406122, -3.5526848799999997`}, {1, 0}], Text3DBox["16", {-3.08498969, -3.038679408, -3.57158214}, {1, 0}], Text3DBox["17", {3.5025951459999995`, 3.097260914, -1.326587652}, {1, 0}], Text3DBox["18", {-0.649132876, 3.0122232440000003`, -4.3709362380000005`}, {1, 0}], Text3DBox["19", {-4.827317062, 2.906398588, -1.371941076}, {1, 0}], Text3DBox["20", {-3.249395852, 2.923406122, 3.5526848799999997`}, {1, 0}], Text3DBox["21", {1.8849896899999998`, 3.038679408, 3.57158214}, {1, 0}]}, AspectRatio->Automatic, AutomaticImageSize->True, Axes->Automatic, AxesLabel->{ FormBox["xl", TraditionalForm], FormBox["yl", TraditionalForm], FormBox["zl", TraditionalForm]}, Boxed->True, ImageSize->{360., 360.}, SphericalRegion->True, ViewPoint->{ 0.16203632350794453`, -3.3798145053403186`, -0.024456887684515365`}, ViewVertical->{-0.11027698473922774`, -0.8594339684085827, 0.8072301536457698}]], "Output", CellChangeTimes->CompressedData[" 1:eJwVyDlIgnEAh2G1UqwgwuwACTPShqLQpoKyIhFKtLbCyQwaAqOLDmlJlGyo wDAIxEDBQQlFDCETiiIDI8UaPkOCssNSyKGD6Pj/hpcH3jqNbmiMTqPR2ki+ zO7AhTfT3ZicVEH9Zi4Cax/Gly6JKSfHHCNqxI4w1J/2paGdyc3DREXpJ5wz BEvixPDUbzms1DuFsMkS64S3GpkkS2x1r8qhzaIYhDeGLy1clLKW4ZHz0Qqb r3SpHLFHafS/EbXPoiBsmGXR80TV1poQql8XWiCfEXQyfOTvRN3Q5koew9Do XxZeG7nfUGT2sguIE+xoGXR1HPKgQOERQP70fjtk8EwyaIxQSigX2+Nwe+Pp Cab3bIFColXneYfyD2miiFhc3ZuENfecO0ilzuuZRLekqx+aqIMRKKHUM/Bs PbACA+4ffxXRFx4OQcfL/An8B1rJ5Ao= "]] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{ StyleBox[ RowBox[{"(*", " ", RowBox[{"Distance", " ", "Matrix", " ", "Bohr"}], " ", "*)"}], "Text"], "\[IndentingNewLine]", RowBox[{ 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[{"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}}], 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"}, {"0.`", "2.7380486450690475`", "4.4327288724054`", "4.432126232857235`", "2.7383088279889325`", "7.367183516848172`", "6.835744964943372`", "5.882602912740071`", "5.883758632204597`", "6.838372967771923`", "3.683591758424086`", "2.057502045846003`", "4.282475196959331`", "6.415087340567047`", "6.413737282192144`", "4.2857535865689815`", "8.903520405796053`", "8.0721791164844`", "6.5102626767587175`", "6.509686147820278`", "8.068451106267165`"}, {"2.7380486450690475`", "0.`", "2.7386387487227646`", "4.431933258088977`", "4.430263010522444`", "6.835744964943372`", "7.360247702768352`", "6.8339510333936655`", "5.8795622982890405`", "5.880763247996489`", "3.680123851384176`", "4.280867177152158`", "2.0580920757881414`", "4.278859223633994`", "6.41945318215649`", "6.417071271607549`", "8.070259793480146`", "8.900160287677435`", "8.073237026708506`", "6.500122087145694`", "6.499054545987092`"}, {"4.4327288724054`", "2.7386387487227646`", "0.`", "2.741942284638031`", "4.433421645517961`", "5.882602912740071`", "6.8339510333936655`", "7.364293014237652`", "6.835409308011656`", "5.880915057298801`", "3.682146507118826`", "6.417053742009378`", "4.281680853937557`", "2.056620156294237`", "4.292334884556222`", "6.417644435263018`", "6.50431555750224`", "8.071281675206132`", "8.904262381272268`", "8.066387681065263`", "6.500779666768083`"}, {"4.432126232857235`", "4.431933258088977`", "2.741942284638031`", "0.`", "2.7389901423139835`", "5.883758632204597`", "5.8795622982890405`", "6.835409308011656`", "7.365414054968488`", "6.837146970718612`", "3.682707027484244`", "6.417791613203581`", "6.417240443681288`", "4.289014067081708`", "2.057047260258847`", "4.279610282667902`", "6.5042222217329675`", "6.504280144970992`", "8.070203817437351`", "8.903233224636443`", "8.070903821914857`"}, {"2.7383088279889325`", "4.430263010522444`", "4.433421645517961`", "2.7389901423139835`", "0.`", "6.838372967771923`", "5.880763247996489`", "5.880915057298801`", "6.837146970718612`", "7.365321934353746`", "3.682660967176873`", "4.283950490998287`", "6.415742503607469`", "6.418997288005435`", "4.275991051498352`", "2.05776497714391`", "8.070938333839457`", "6.505705552932732`", "6.50535369038122`", "8.075532633113882`", "8.90053242625008`"}, {"7.367183516848172`", "6.835744964943372`", "5.882602912740071`", "5.883758632204597`", "6.838372967771923`", "0.`", "2.7380486450690475`", "4.4327288724054`", "4.432126232857235`", "2.7383088279889325`", "3.683591758424086`", "8.903520405796053`", "8.0721791164844`", "6.5102626767587175`", "6.509686147820278`", "8.068451106267165`", "2.057502045846003`", "4.282475196959331`", "6.415087340567047`", "6.413737282192144`", "4.2857535865689815`"}, {"6.835744964943372`", "7.360247702768352`", "6.8339510333936655`", "5.8795622982890405`", "5.880763247996489`", "2.7380486450690475`", "0.`", "2.7386387487227646`", "4.431933258088977`", "4.430263010522444`", "3.680123851384176`", "8.070259793480146`", "8.900160287677435`", "8.073237026708506`", "6.500122087145694`", "6.499054545987092`", "4.280867177152158`", "2.0580920757881414`", "4.278859223633994`", "6.41945318215649`", "6.417071271607549`"}, {"5.882602912740071`", "6.8339510333936655`", "7.364293014237652`", "6.835409308011656`", "5.880915057298801`", "4.4327288724054`", "2.7386387487227646`", "0.`", "2.741942284638031`", "4.433421645517961`", "3.682146507118826`", "6.50431555750224`", "8.071281675206132`", "8.904262381272268`", "8.066387681065263`", "6.500779666768083`", "6.417053742009378`", "4.281680853937557`", "2.056620156294237`", "4.292334884556222`", "6.417644435263018`"}, {"5.883758632204597`", "5.8795622982890405`", "6.835409308011656`", "7.365414054968488`", "6.837146970718612`", "4.432126232857235`", "4.431933258088977`", "2.741942284638031`", "0.`", "2.7389901423139835`", "3.682707027484244`", "6.5042222217329675`", "6.504280144970992`", "8.070203817437351`", "8.903233224636443`", "8.070903821914857`", "6.417791613203581`", "6.417240443681288`", "4.289014067081708`", "2.057047260258847`", "4.279610282667902`"}, {"6.838372967771923`", "5.880763247996489`", "5.880915057298801`", "6.837146970718612`", "7.365321934353746`", "2.7383088279889325`", "4.430263010522444`", "4.433421645517961`", "2.7389901423139835`", "0.`", "3.682660967176873`", "8.070938333839457`", "6.505705552932732`", "6.50535369038122`", "8.075532633113882`", "8.90053242625008`", "4.283950490998287`", "6.415742503607469`", "6.418997288005435`", "4.275991051498352`", "2.05776497714391`"}, {"3.683591758424086`", "3.680123851384176`", "3.682146507118826`", "3.682707027484244`", "3.682660967176873`", "3.683591758424086`", "3.680123851384176`", "3.682146507118826`", "3.682707027484244`", "3.682660967176873`", "0.`", "5.308874353364727`", "5.308576693225738`", "5.310328107661593`", "5.309159216987422`", "5.307065600383747`", "5.308874353364727`", "5.308576693225738`", "5.310328107661593`", "5.309159216987422`", "5.307065600383747`"}, {"2.057502045846003`", "4.280867177152158`", "6.417053742009378`", "6.417791613203581`", "4.283950490998287`", "8.903520405796053`", "8.070259793480146`", "6.50431555750224`", "6.5042222217329675`", "8.070938333839457`", "5.308874353364727`", "0.`", "5.148993618859831`", "8.332221957769853`", "8.3322811022735`", "5.158696203052426`", "10.617748706729454`", "9.285371911145361`", "6.5834292179780345`", "6.581468575855118`", "9.278256186255744`"}, {"4.282475196959331`", "2.0580920757881414`", "4.281680853937557`", "6.417240443681288`", "6.415742503607469`", "8.0721791164844`", "8.900160287677435`", "8.071281675206132`", "6.504280144970992`", "6.505705552932732`", "5.308576693225738`", "5.148993618859831`", "0.`", "5.144161149464256`", "8.339845780776304`", "8.337030364163954`", "9.285371911145361`", "10.617153386451475`", "9.289711960341027`", "6.571399284112305`", "6.571589480200378`"}, {"6.415087340567047`", "4.278859223633994`", "2.056620156294237`", "4.289014067081708`", "6.418997288005435`", "6.5102626767587175`", "8.073237026708506`", "8.904262381272268`", "8.070203817437351`", "6.50535369038122`", "5.310328107661593`", "8.332221957769853`", "5.144161149464256`", "0.`", "5.171273093512808`", "8.337324626966113`", "6.5834292179780345`", "9.289711960341027`", "10.620656215323185`", "9.275313848975513`", "6.5740457756376225`"}, {"6.413737282192144`", "6.41945318215649`", "4.292334884556222`", "2.057047260258847`", "4.275991051498352`", "6.509686147820278`", "6.500122087145694`", "8.066387681065263`", "8.903233224636443`", "8.075532633113882`", "5.309159216987422`", "8.3322811022735`", "8.339845780776304`", "5.171273093512808`", "0.`", "5.135714159763896`", "6.581468575855118`", "6.571399284112305`", "9.275313848975513`", "10.618318433974844`", "9.29132250142027`"}, {"4.2857535865689815`", "6.417071271607549`", "6.417644435263018`", "4.279610282667902`", "2.05776497714391`", "8.068451106267165`", "6.499054545987092`", "6.500779666768083`", "8.070903821914857`", "8.90053242625008`", "5.307065600383747`", "5.158696203052426`", "8.337030364163954`", "8.337324626966113`", "5.135714159763896`", "0.`", "9.278256186255744`", "6.571589480200378`", "6.5740457756376225`", "9.29132250142027`", "10.614131200767494`"}, {"8.903520405796053`", "8.070259793480146`", "6.50431555750224`", "6.5042222217329675`", "8.070938333839457`", "2.057502045846003`", "4.280867177152158`", "6.417053742009378`", "6.417791613203581`", "4.283950490998287`", "5.308874353364727`", "10.617748706729454`", "9.285371911145361`", "6.5834292179780345`", "6.581468575855118`", "9.278256186255744`", "0.`", "5.148993618859831`", "8.332221957769853`", "8.3322811022735`", "5.158696203052426`"}, {"8.0721791164844`", "8.900160287677435`", "8.071281675206132`", "6.504280144970992`", "6.505705552932732`", "4.282475196959331`", "2.0580920757881414`", "4.281680853937557`", "6.417240443681288`", "6.415742503607469`", "5.308576693225738`", "9.285371911145361`", "10.617153386451475`", "9.289711960341027`", "6.571399284112305`", "6.571589480200378`", "5.148993618859831`", "0.`", "5.144161149464256`", "8.339845780776304`", "8.337030364163954`"}, {"6.5102626767587175`", "8.073237026708506`", "8.904262381272268`", "8.070203817437351`", "6.50535369038122`", "6.415087340567047`", "4.278859223633994`", "2.056620156294237`", "4.289014067081708`", "6.418997288005435`", "5.310328107661593`", "6.5834292179780345`", "9.289711960341027`", "10.620656215323185`", "9.275313848975513`", "6.5740457756376225`", "8.332221957769853`", "5.144161149464256`", "0.`", "5.171273093512808`", "8.337324626966113`"}, {"6.509686147820278`", "6.500122087145694`", "8.066387681065263`", "8.903233224636443`", "8.075532633113882`", "6.413737282192144`", "6.41945318215649`", "4.292334884556222`", "2.057047260258847`", "4.275991051498352`", "5.309159216987422`", "6.581468575855118`", "6.571399284112305`", "9.275313848975513`", "10.618318433974844`", "9.29132250142027`", "8.3322811022735`", "8.339845780776304`", "5.171273093512808`", "0.`", "5.135714159763896`"}, {"8.068451106267165`", "6.499054545987092`", "6.500779666768083`", "8.070903821914857`", "8.90053242625008`", "4.2857535865689815`", "6.417071271607549`", "6.417644435263018`", "4.279610282667902`", "2.05776497714391`", "5.307065600383747`", "9.278256186255744`", "6.571589480200378`", "6.5740457756376225`", "9.29132250142027`", "10.614131200767494`", "5.158696203052426`", "8.337030364163954`", "8.337324626966113`", "5.135714159763896`", "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->CompressedData[" 1:eJwVx00og3EAx/FnzLJMG3u2XXYxtRYKcZCXaQdD5GXtYuIwc9haUZZ5ifLS 1DgqxcGURw4W1hqTtYMotYblNjlYaptt2qMYq+X/O3z79K0yTukmORRFNZPs icP+8HlSozDMDMFZUfYe+t7Ni494hnY+EX8bmSCsvNO+Q6tDwkLXtiAHBetX ZRHiJluogG95Rgl/xBE1nDN2N6WJ+VpnD7TQA8PwmPtngrYgfxkamPgOzOmn XzPE8geHN0tsMKv88NpWymGJcsmWEqqsC/UwteJnijxJTXw3fAItqpcbqJ+g MvCAJ83DL76HX0zk8sNCqG4LymE65FbAFHvRCsN7G1qo640OQrHHFYEmUSIO l073fVyi8dP9DWm75rmE2CLrisKzGB2DHeOhah7xyKPpgzpDwAALI2M2WCO8 XIOrdQWvjCjtHA3A9o/5W/gPchrf0w== "]] }, Open ]], 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"}], "]"}], "]"}], "<", "3.03"}], "||", RowBox[{ RowBox[{"u", "[", RowBox[{"[", "i", "]"}], "]"}], "\[Equal]", "\"\\""}]}], " ", ")"}], ",", 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}, 3.5728753730883455`*^9, {3.572875468373313*^9, 3.572875469387315*^9}, {3.5828819646711254`*^9, 3.5828819661531277`*^9}, 3.5828820251524315`*^9, 3.5828834010280485`*^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"}, {"0.`", "2.7380486450690475`", "0", "0", "2.7383088279889325`", "0", "0", "0", "0", "0", "0", "2.057502045846003`", "0", "0", "0", "0", "0", "0", "0", "0", "0"}, {"2.7380486450690475`", "0.`", "2.7386387487227646`", "0", "0", "0", "0", "0", "0", "0", "0", "0", "2.0580920757881414`", "0", "0", "0", "0", "0", "0", "0", "0"}, {"0", "2.7386387487227646`", "0.`", "2.741942284638031`", "0", "0", "0", "0", "0", "0", "0", "0", "0", "2.056620156294237`", "0", "0", "0", "0", "0", "0", "0"}, {"0", "0", "2.741942284638031`", "0.`", "2.7389901423139835`", "0", "0", "0", "0", "0", "0", "0", "0", "0", "2.057047260258847`", "0", "0", "0", "0", "0", "0"}, {"2.7383088279889325`", "0", "0", "2.7389901423139835`", "0.`", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "2.05776497714391`", "0", "0", "0", "0", "0"}, {"0", "0", "0", "0", "0", "0.`", "2.7380486450690475`", "0", "0", "2.7383088279889325`", "0", "0", "0", "0", "0", "0", "2.057502045846003`", "0", "0", "0", "0"}, {"0", "0", "0", "0", "0", "2.7380486450690475`", "0.`", "2.7386387487227646`", "0", "0", "0", "0", "0", "0", "0", "0", "0", "2.0580920757881414`", "0", "0", "0"}, {"0", "0", "0", "0", "0", "0", "2.7386387487227646`", "0.`", "2.741942284638031`", "0", "0", "0", "0", "0", "0", "0", "0", "0", "2.056620156294237`", "0", "0"}, {"0", "0", "0", "0", "0", "0", "0", "2.741942284638031`", "0.`", "2.7389901423139835`", "0", "0", "0", "0", "0", "0", "0", "0", "0", "2.057047260258847`", "0"}, {"0", "0", "0", "0", "0", "2.7383088279889325`", "0", "0", "2.7389901423139835`", "0.`", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "2.05776497714391`"}, {"3.683591758424086`", "3.680123851384176`", "3.682146507118826`", "3.682707027484244`", "3.682660967176873`", "3.683591758424086`", "3.680123851384176`", "3.682146507118826`", "3.682707027484244`", "3.682660967176873`", "0.`", "5.308874353364727`", "5.308576693225738`", "5.310328107661593`", "5.309159216987422`", "5.307065600383747`", "5.308874353364727`", "5.308576693225738`", "5.310328107661593`", "5.309159216987422`", "5.307065600383747`"}, {"2.057502045846003`", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0.`", "0", "0", "0", "0", "0", "0", "0", "0", "0"}, {"0", "2.0580920757881414`", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0.`", "0", "0", "0", "0", "0", "0", "0", "0"}, {"0", "0", "2.056620156294237`", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0.`", "0", "0", "0", "0", "0", "0", "0"}, {"0", "0", "0", "2.057047260258847`", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0.`", "0", "0", "0", "0", "0", "0"}, {"0", "0", "0", "0", "2.05776497714391`", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0.`", "0", "0", "0", "0", "0"}, {"0", "0", "0", "0", "0", "2.057502045846003`", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0.`", "0", "0", "0", "0"}, {"0", "0", "0", "0", "0", "0", "2.0580920757881414`", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0.`", "0", "0", "0"}, {"0", "0", "0", "0", "0", "0", "0", "2.056620156294237`", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0.`", "0", "0"}, {"0", "0", "0", "0", "0", "0", "0", "0", "2.057047260258847`", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0", "0.`", "0"}, {"0", "0", "0", "0", "0", "0", "0", "0", "0", "2.05776497714391`", "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->CompressedData[" 1:eJwdzE0og3EAx/FnxjDZKLOSxLSV0zLRchiP2FY0kZO4YBIHWTttckCZlVIW h13mMCmz2iw2mpV5ibKxHLzMyFJMVh5a2gr/n8O3z+1bNTDerWVRFCUj8YqY 05ArQU9rR40XRFosMF8SD132AIy1qZ6hnFPK/Gsp/IbX7L2CCFHE/BZDp3FN AoNLEQVsfVLVvRNPNsxq2GDRdEH9bHoINjdxp6BY/LoCF3smYkl8NXOeD+Lx SI0Pmr7yWAzRU7IggZ9vBin0snbtWe4EvVUWdsD69WgQVsapJJRzhBm4P+/O ZxPDphAfcvcC5dDX4RTBHZ23EQ5bTUqYUEc74UPtagRm+IkXqJbatrOJ6aQz BR9T9FUO0bqsvIOTg4I4tN2fV3OIOllLO6y49ffCs5t+PTzg+WagxvHjERI3 FX1+mDtmOIJ/8tXZzw== "]] }, 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->{{3.5688800293771057`*^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, 3.5708947833985987`*^9}, {3.572528557136052*^9, 3.57252856181606*^9}, 3.57252899467002*^9, 3.572529147612689*^9, { 3.572529371395082*^9, 3.572529383875104*^9}, {3.572531374906601*^9, 3.5725313995390444`*^9}}], Cell[BoxData["10"], "Output", CellChangeTimes->CompressedData[" 1:eJwdzE0og3EAx/Hn2eZlaCvGChdkESVx2mE1aVuRt6SGHBYliqblMFqyRSYc aIrL1OawNmsz7zFhawpjloQ5WIphMSXZgf/P4dvn9s1T9Dd10RRFVZJ8j7ba M0dErGoZboA3M7FjONrVM3ROFBdm6i+IRw6zG1o80kfIHMuK/cvjfEOTdic1 QIwqqXSoji8L4HTGpQhWP0gr3oizJZMyyODVN0KV7qcTprlTNPDd9DwP24LK +yjxum7c9UH0dhdvwWYVm44RR+amBPDzRV0GN+ltM8MZEWsW/FZIF4UO4auC jkLWGD8O9exVNpO4mOznwivhfi7Unazkw42BTSEsz5mQwDXfXT20OJYCMM6N PEGe3bjOInr77F/QOlgVTMDXILmFsnBmGBpDpwWJRJGzqgZG5Hut0CDvUMED zpYWZpf+uvhEm6h9Fyb1qj3wD1EN4Xs= "]] }, 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->{{3.5688800293771057`*^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, 3.570894821930666*^9}, 3.5709437180911617`*^9, { 3.57252947817727*^9, 3.572529509876525*^9}, {3.5725312638188057`*^9, 3.572531289964452*^9}}], Cell[BoxData[ RowBox[{"{", RowBox[{ "1", ",", "1", ",", "1", ",", "1", ",", "1", ",", "1", ",", "1", ",", "1", ",", "1", ",", "1"}], "}"}]], "Output", CellChangeTimes->CompressedData[" 1:eJwVzE0ow3EAxvG9qpkQM1pKXlqUaDg5jNFYRsPBwcvKvBysrJWQSZgwahMH 5WYZB29hXrZmlIjSzCwaTaLV+peVf1pqit9zePr0XL7ZGl1zD5PBYJSRXYe2 6z17lKzicbQRPlvoG9gQ6jN4iQm2tLl74oJk/QwOyhUhyJ4W0tCzlPgDdWwX 30eM6BkpUG7YEENz6oMUJmsUpZ9E9ea8ArIEqiZYyYl1wycpfwy68qhl2ObX v0aIa54Z+xdxMVzggFnfPCZNVArMYujWGoqhccJpY+1TsjqRdwsy84MX8Pid GYFebkYMtpgOeGxi7+xdErQ6zzPh1O1ODpykT8rh74qpBo4rgio4KLH64JWF CsO3otUjDn7/bhQORav8XHSFtS9Q0CX8gNoOT24cMb6kWgkPA+5W2BlQD0Cz 2WGEosI/ezpx2N1+Cn3UyCX8Bx4v4Js= "]] }, 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", "]"}], "]"}], "]"}], "]"}], "=", "0.2547"}]}], "]"}]}], "]"}], "\[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", "]"}], "]"}], "]"}], "]"}], "=", "0.255"}]}], "]"}]}], "]"}], "\[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", "]"}], "]"}], "]"}], "]"}], "=", "0.2557"}]}], "]"}]}], "]"}], "\[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", "]"}], "]"}], "]"}], "]"}], "=", "0.2577"}]}], "]"}]}], "]"}]}]}]], "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, 3.5708948169698577`*^9}, {3.570894956839703*^9, 3.5708949736409326`*^9}, {3.5708961320833673`*^9, 3.570896139696181*^9}, 3.570896314088887*^9, {3.5708963602181683`*^9, 3.5708963666609793`*^9}, { 3.570896482038782*^9, 3.570896483645585*^9}, {3.5708965159376416`*^9, 3.570896521194851*^9}, {3.5709435995777535`*^9, 3.5709436285158043`*^9}, { 3.5709436695594764`*^9, 3.5709437026783347`*^9}, {3.57094471360691*^9, 3.5709447144805117`*^9}, {3.571117678992402*^9, 3.571117755775737*^9}, { 3.571117807801828*^9, 3.5711178311706696`*^9}, {3.5711179386236577`*^9, 3.5711179514468803`*^9}, {3.5711180538922606`*^9, 3.5711181329531994`*^9}, {3.571118284803866*^9, 3.5711183600895977`*^9}, 3.571118418542901*^9, {3.5711187358786583`*^9, 3.571118760152301*^9}, { 3.5711189251069903`*^9, 3.571118931175401*^9}, {3.571119065756838*^9, 3.571119069968845*^9}, {3.5711191828038435`*^9, 3.5711191858302484`*^9}, { 3.571119378740187*^9, 3.571119441873498*^9}, {3.571119489453582*^9, 3.5711194938839893`*^9}, {3.571119574255331*^9, 3.571119584660549*^9}, { 3.5711196943599415`*^9, 3.5711197163091803`*^9}, {3.5711198294561787`*^9, 3.5711198460078077`*^9}, {3.5711199544435987`*^9, 3.571119960418409*^9}, { 3.57112005791858*^9, 3.5711200601337843`*^9}, {3.571122132488224*^9, 3.5711221772447023`*^9}, {3.5711222335764017`*^9, 3.571122265696858*^9}, { 3.5711223339157777`*^9, 3.5711223418093915`*^9}, {3.5711223939602833`*^9, 3.5711223957542863`*^9}, {3.571122528292119*^9, 3.571122529087721*^9}, { 3.5711226076026583`*^9, 3.5711226245598884`*^9}, 3.5711226547927413`*^9, { 3.571122698566418*^9, 3.571122702404025*^9}, {3.5711227857393713`*^9, 3.5711228031646023`*^9}, {3.571122843085072*^9, 3.5711228432878723`*^9}, { 3.5711232359405622`*^9, 3.571123255206596*^9}, 3.571123320991912*^9, { 3.5711233774484105`*^9, 3.5711234457765303`*^9}, {3.571123624911645*^9, 3.571123633975261*^9}, {3.571123734751438*^9, 3.5711237424110518`*^9}, { 3.5711242010206575`*^9, 3.5711242671491733`*^9}, {3.5711245724573097`*^9, 3.5711245843601303`*^9}, {3.571124620583394*^9, 3.5711246628750687`*^9}, { 3.571124751951225*^9, 3.5711247552428303`*^9}, {3.5711248069569216`*^9, 3.5711248951750765`*^9}, {3.5711250701761837`*^9, 3.5711251099562535`*^9}, 3.571125196598806*^9, 3.571135972980551*^9, {3.5711360048826065`*^9, 3.571136013634222*^9}, {3.571760985057314*^9, 3.5717610088005557`*^9}, { 3.5717610576442413`*^9, 3.571761063431852*^9}, {3.5725287590472064`*^9, 3.5725287902628613`*^9}, {3.572529030674884*^9, 3.572529042343704*^9}, { 3.572529556645407*^9, 3.5725296188271165`*^9}, {3.572529678793622*^9, 3.5725297125832815`*^9}, 3.572529766184975*^9, 3.5725298594731393`*^9, { 3.572529901374813*^9, 3.5725299376604767`*^9}, {3.572531381084212*^9, 3.5725313843134174`*^9}, {3.572537228892798*^9, 3.572537235429209*^9}, { 3.572537287814101*^9, 3.5725373101221404`*^9}, {3.5725380504682407`*^9, 3.5725382242837462`*^9}, {3.572538261053011*^9, 3.572538276590638*^9}, { 3.5725383120339003`*^9, 3.5725383418611526`*^9}, {3.5725384271465025`*^9, 3.57253845404095*^9}, {3.572538956424232*^9, 3.5725390373103743`*^9}, { 3.572539306644847*^9, 3.5725394512103014`*^9}, {3.5725395463080683`*^9, 3.572539593981752*^9}, {3.5725398474041967`*^9, 3.5725398481529984`*^9}, { 3.572541676133009*^9, 3.572541712605873*^9}, {3.5725419267942495`*^9, 3.572541927823851*^9}, {3.5725420320164337`*^9, 3.572542068317698*^9}, { 3.572542098675351*^9, 3.5725421006877546`*^9}, {3.572542267561248*^9, 3.5725423059217153`*^9}, {3.5726066153250785`*^9, 3.5726066318455076`*^9}, {3.5726084389526815`*^9, 3.5726084422286873`*^9}, {3.5726211211499004`*^9, 3.5726211269999104`*^9}, 3.572624425506504*^9, 3.5726245538167295`*^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", "]"}]}]}], "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}}], Cell[BoxData[ RowBox[{"{", "}"}]], "Output", CellChangeTimes->CompressedData[" 1:eJxTTMoPSmVkYGAwAeIpqet8zm185Wh/rSYARC/l/3wSREukZldfANI3VMS6 LgLpmI3L9oNop6MeT0H0eVbxTyB6ljD/DxBt1byH+xKQbi1kFALRAr+Xq4Ho qMmX7UD0nYcexm+BtJZ2jweIPjvZPxBEc7f8TgHR1+2460B0x5JX00G0ekjR vXdAusCvY8tHIB2XobUTRL8q5mL8BKTFpvSpgeh92dX6INqPcfdSpk1A8VkX 1oDoM8vvHgbRzUlM70D07FaJ3yD6TccWTmYgbcRxgR9E51kdlAHRAT7rlUC0 X9FOKxB9QqrLDUT7nLjrD6KdNi66BKIn8b9+AaLL9RZtYwHSsXkbvoFopzLn K6wgc6e53wbRDx6JPQbRZnfPKbMB6asbnb1B9Nab+6JAtG5kfAmIjuTb1Qyi n67+v0UcSLvYxe4F0fOyqo+CaABEq94I "]], 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->CompressedData[" 1:eJwVzFsow3EAxfHd3TJMYvHCNKWViSTNSjGzrTBaktJEaSURL5ZZLqllKyKU B8UeLGpbLi3WYpEl2v4uTUork5EtW01Kye88nD51Hr7FfcPqATqNRqsms4Tt qhvHRwPrfqoNblqSPsgLD+n9RGqrwBQgasQ7HihpVL5C3yw/AZeXcn5gDcOT QRGNX0weTJ+wCWEn70EKa0Oqqiix1GaRw0ueuh1ymH/9cKOea4DTgugq/FSP P8eIumvTfpzY9SZyQftoJj1BzM5dFMI5naECKoxuK8NJfv7tLrwQhrywRcuO wRVW4S+MpBylMYmieSoLDrq8RVBx5SiB8vhxHTxbX5BBWXOoFabarRQ0W6IR OLK3fcgiaqLObyhJNt2x0c1TPMFHLf8FVvYEBByiXyxTQn3wtBuWBbVjsMN8 MgO55ayDfKLU3euGa++T5/AfA7fcnQ== "]], Cell[BoxData[ RowBox[{ RowBox[{"Mean", "[", RowBox[{"{", "}"}], "]"}], "\[PlusMinus]", RowBox[{"StandardDeviation", "[", RowBox[{"{", "}"}], "]"}]}]], "Output", CellChangeTimes->CompressedData[" 1:eJwVzE0ow3EAxvH9x4SVv6htycVLUxMKOeww2cTK2kYuW0YtK7UaRhyGy6zW koMtNLdldiBMo+ZlklZTzMx7TF5aMaxMSe3A7zk8feo5fEu0/R06isFg1JM5 dKuysDfR1Hg1poRu+vsI8nR6U4R4U86xnRG7vEv7UByUxuEpi5uCzkL6FwrN u+wo0TJIFcD8tIcP1fZzEbx/ktZ9EgWVU1J4Yle0Q/Zkuhdei9gT0LqYmIMV ncaHJHFAbvV9Ebv7BH6YGMqlUkSOY5oPA3pTDZRTO27mBvmdkRV47IkdQrOW mYQLFl4aflh9ORnE2uwIDQ3Cg2KolK2VQrnRL4ShIlsLlIViCij2uqJwhn5/ haPVrq1Mosaw/gPFI5ILFrqzrXfw8ZnzAhti4bIs4qVX0gY3bwNqWKXqGYaq vG0zjC//+bjEZpFmD86/jQfhP0gA3oM= "]] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[{ RowBox[{"CC", "=", RowBox[{"Select", "[", RowBox[{ RowBox[{"Flatten", "[", "Eij", "]"}], ",", RowBox[{ RowBox[{"(", RowBox[{"#", "\[GreaterEqual]", "2.6"}], ")"}], " ", "&"}]}], "]"}]}], "\n", RowBox[{ RowBox[{"Mean", "[", "CC", "]"}], " ", "\[PlusMinus]", " ", RowBox[{"StandardDeviation", "[", "CC", "]"}], " "}]}], "Input", CellChangeTimes->{{3.571152083381344*^9, 3.571152103920519*^9}, { 3.571200806148241*^9, 3.571200809159046*^9}, 3.571201865936102*^9, { 3.5712028396274123`*^9, 3.57120285544584*^9}}], Cell[BoxData[ RowBox[{"{", RowBox[{ "2.7380486450690475`", ",", "2.7386387487227646`", ",", "2.741942284638031`", ",", "2.7383088279889325`", ",", "2.7389901423139835`", ",", "2.7380486450690475`", ",", "2.7386387487227646`", ",", "2.741942284638031`", ",", "2.7383088279889325`", ",", "2.7389901423139835`"}], "}"}]], "Output", CellChangeTimes->CompressedData[" 1:eJwVyE0og3EAx/HNng3J1NOi4cCmiVqbJkWsXJY28zIlLWWYhLyVnaaR16KR x4qDXLQVuWzzktpa2iQX7YWlaG1JSbbYYU1K/r/Dt099K4emdSNsFotVT9Ib ne33zo9W6nGhC07wM3cwNjxlDhIPxcKNELFXfuyDuQHNG7RRpWlooOksZC/5 CsJEzQxFw+jPiQRWMFElpAxaRZL4VbPdBncZXTfkcf6M8KCFb4EdR8k9+Kkz xVLEBu3m2TexalR6BefThew08YXZkcDVcYsMqhe99hwX+fuRU8g44n4oSHBT 0LBS9gvd65f5HKJ/LVIEFY2BcliscYmgYNbTBLeEVhWkb+OdMCJzhGEfP/UO m6X2C4oomnRnYJ5J9cAlZm3qZ2hPCF9hXX9IzCMG5SoNND9d62H10+Ac7LF6 liG/ljovISq9A15oHLPcwH+6ntox "]], Cell[BoxData[ RowBox[{"2.7391857297465516`", "\[PlusMinus]", "0.0014905596123029735`"}]], "Output", CellChangeTimes->CompressedData[" 1:eJwVyE0og3EAx/HNng3J1NOi4cCmiVqbJkWsXJY28zIlLWWYhLyVnaaR16KR x4qDXLQVuWzzktpa2iQX7YWlaG1JSbbYYU1K/r/Dt099K4emdSNsFotVT9Ib ne33zo9W6nGhC07wM3cwNjxlDhIPxcKNELFXfuyDuQHNG7RRpWlooOksZC/5 CsJEzQxFw+jPiQRWMFElpAxaRZL4VbPdBncZXTfkcf6M8KCFb4EdR8k9+Kkz xVLEBu3m2TexalR6BefThew08YXZkcDVcYsMqhe99hwX+fuRU8g44n4oSHBT 0LBS9gvd65f5HKJ/LVIEFY2BcliscYmgYNbTBLeEVhWkb+OdMCJzhGEfP/UO m6X2C4oomnRnYJ5J9cAlZm3qZ2hPCF9hXX9IzCMG5SoNND9d62H10+Ac7LF6 liG/ljovISq9A15oHLPcwH+6ntox "]] }, Open ]], 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", ",", 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->{{3.5688800293771057`*^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, 3.571202078205675*^9}, {3.5712022379343557`*^9, 3.5712022402275596`*^9}, {3.571202304764873*^9, 3.5712023101312823`*^9}, 3.571202353748959*^9, {3.5712024254310846`*^9, 3.5712024257586856`*^9}, { 3.57120276994209*^9, 3.5712027833893137`*^9}}], Cell[BoxData[ RowBox[{"{", RowBox[{ "2.057502045846003`", ",", "2.0580920757881414`", ",", "2.056620156294237`", ",", "2.057047260258847`", ",", "2.05776497714391`", ",", "2.057502045846003`", ",", "2.0580920757881414`", ",", "2.056620156294237`", ",", "2.057047260258847`", ",", "2.05776497714391`"}], "}"}]], "Output", CellChangeTimes->CompressedData[" 1:eJwVzk8oQ3EAB/A3Zv61yWJMK9n0TrQD7aAoqdeyLbMU7aA1Ey5Ec5B6yZyI 1ShJOajJQm3zp6kN+XNQ0vaslNVYKK15ZmqtaPl9D98+9b18vw3WCdOwgKKo VhL6zae/9yU7w31zRqhZyd7C+ND4bJi4pZIvRohKr+cccl36d2hZqMvAJpc0 B+8EF+UcUZYWSuH2zB4NU5WPHTD8bGj5JAY9Ti1cdZl6YWQ+b4OjIQkL5Sp+ HQa46TiPP4alo29i40jzKdROSQQZ4q7URUNjklXDaurMXeAnfW10Hw7SiSv4 YhHxMOdQ/EK2OFBaSHSKohUwH7hWQJnOr4RVk8E2aN5YZmCcSfTAB/UOB9Pi rw9YcuA+ERL51GEWauzaaBF21rpj0J2Qv8K/WEQlIm56GR1kBi7N8Kffaof1 4pADPnmExzXEsnZLCNrG2Bv4D6PC4NE= "]], Cell[BoxData[ RowBox[{"2.057405303066228`", "\[PlusMinus]", "0.0005487422962546176`"}]], "Output", CellChangeTimes->CompressedData[" 1:eJwVzk8oQ3EAB/A3Zv61yWJMK9n0TrQD7aAoqdeyLbMU7aA1Ey5Ec5B6yZyI 1ShJOajJQm3zp6kN+XNQ0vaslNVYKK15ZmqtaPl9D98+9b18vw3WCdOwgKKo VhL6zae/9yU7w31zRqhZyd7C+ND4bJi4pZIvRohKr+cccl36d2hZqMvAJpc0 B+8EF+UcUZYWSuH2zB4NU5WPHTD8bGj5JAY9Ti1cdZl6YWQ+b4OjIQkL5Sp+ HQa46TiPP4alo29i40jzKdROSQQZ4q7URUNjklXDaurMXeAnfW10Hw7SiSv4 YhHxMOdQ/EK2OFBaSHSKohUwH7hWQJnOr4RVk8E2aN5YZmCcSfTAB/UOB9Pi rw9YcuA+ERL51GEWauzaaBF21rpj0J2Qv8K/WEQlIm56GR1kBi7N8Kffaof1 4pADPnmExzXEsnZLCNrG2Bv4D6PC4NE= "]] }, Open ]], 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", "]"}], "]"}], "=", "0.5693"}], ",", 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}}], Cell[BoxData[ RowBox[{"{", RowBox[{ "0.2557`", ",", "0.2557`", ",", "0.2557`", ",", "0.2557`", ",", "0.2557`", ",", "0.2557`", ",", "0.2557`", ",", "0.2557`", ",", "0.2557`", ",", "0.2557`", ",", "0.602`", ",", "0.5693`", ",", "0.5693`", ",", "0.5693`", ",", "0.5693`", ",", "0.5693`", ",", "0.5693`", ",", "0.5693`", ",", "0.5693`", ",", "0.5693`", ",", "0.5693`"}], "}"}]], "Output", CellChangeTimes->CompressedData[" 1:eJwVzU8og3EAxvHt3SgpMovmzwH11mqyshwU5cKyxcxtalikHEaRixoiK38W O7CydqCtzEqbf5MNYUIR682U0pYRy97NkiYHfs/h6VPP5VumG1D3cjkcjoyM jrqVN+5Yg5UZV8Ea0/cldD7rR2+J/WuimTtivMp5BG2nyhco4RenYDovPw0t E8fZQWJBki+A+p8NGu4thurhSmdLdZxoFC/IoVbQ3gat1F8PlNXlGmB0lV2G U+qRJ5ZIXc9ufxITr5X7UJjK4aaIQ2YzDVUxQxUMjx3aKQ/5LYwLaunIKXSF M1l4xiv9hc1GbxaPqJlmcuGSN1ACI1eechhO+mohLTI1wvXzSCu0bTqC8GA+ 8QYZiWOXT2Q/tr4h9SVnMtARKh7hYHfRM7zoCFZkEvukTQooeDjRwMOQbhjG 5vyT0C7O2Ckk3vu6/FD6bgjAf5X85rk= "]] }, 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[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", "]"}], "*)"}]}]}]], "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}}], Cell[CellGroupData[{ Cell[BoxData[ 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"}], "}"}]}], "]"}], " ", RowBox[{"(*", " ", RowBox[{ "correct", " ", "at", " ", "end", " ", "for", " ", "0.6", " ", "occupation"}], " ", "*)"}]}]], "Input", CellChangeTimes->{{3.567963992456174*^9, 3.567964003890994*^9}, { 3.5679640974287586`*^9, 3.5679642038209453`*^9}, {3.56796433180357*^9, 3.567964353487608*^9}, {3.567964403641696*^9, 3.567964453046983*^9}, { 3.5679646160984693`*^9, 3.5679646168316708`*^9}, {3.567964688747797*^9, 3.567964762255126*^9}, {3.568277859480002*^9, 3.568277863598409*^9}, { 3.568379511358675*^9, 3.5683795129030776`*^9}, 3.5688214977895346`*^9, { 3.56882774467134*^9, 3.56882781892747*^9}, {3.5829948120982704`*^9, 3.5829948445307274`*^9}}], Cell[BoxData["44.229163699719834`"], "Output", CellChangeTimes->CompressedData[" 1:eJwVzU0og3EAx/EN8za1cCBDsaw4UF4Wkrh427yNUk62sXbbiiwRzbLDIjYr bqIQHuZ1mTyTlpWDxbJSq8mWmsVmK6yo+f8O3z7Hb5FUKR5hMhiMahLtPxY5 j4LNin5ND3Qu/NzCcZly8p5Yw8vTPxDPzbtXUGDvfIUxLTcK7YbsGKzQXLNd xIMwKwvWTVB8qM18aoTy566qD2JhqaENlhn7eqFiNj4MGTRnGk5thFdgvljt DRHvRPOnEeKFvNwK9yIcZpTINi7zYeBtpgJScdtmwnGwOX3VTcGvEp8dqodS QnBJW/ALX3TWtERidM7NgdJaRz7c7zgphpSKroeXuYstsMnh64YC87YLihc+ A3CN2rIkEXXvp9/QOdr+yMLHJPTAVAnXD00eFy+ZWHnYKoTeAfsg1A/IxqAl w6aFqh3WWQ5xvUFCwz/FzA38B4Vn5GY= "]] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"Tcor", "=", RowBox[{"Sum", "[", RowBox[{ RowBox[{"If", "[", RowBox[{ RowBox[{"(", RowBox[{ RowBox[{ RowBox[{"u", "[", RowBox[{"[", "i", "]"}], "]"}], "\[NotEqual]", "\"\\""}], " ", "&&", " ", RowBox[{ RowBox[{"u", "[", RowBox[{"[", "i", "]"}], "]"}], "\[NotEqual]", "\"\\""}]}], ")"}], ",", RowBox[{"2.25", "/", RowBox[{ RowBox[{"u2", "[", RowBox[{"[", "i", "]"}], "]"}], "^", "2"}]}], ",", "0"}], "]"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", "n"}], "}"}]}], "]"}]}]], "Input", CellChangeTimes->{ 3.5688724058309155`*^9, {3.568872452646598*^9, 3.568872478480243*^9}, { 3.5688764461756124`*^9, 3.5688764647552447`*^9}, {3.5692363452556133`*^9, 3.5692363456924143`*^9}, 3.569236415892538*^9, 3.5692365043134933`*^9, { 3.582991562833333*^9, 3.5829915988069963`*^9}, {3.5829921898452344`*^9, 3.5829921900324345`*^9}}], Cell[BoxData["344.1288332701922`"], "Output", CellChangeTimes->CompressedData[" 1:eJwVzU0ow3EAxvH/NpuE7K/VirUyWSnsYCcttVZrssYkB7t4T1ktJbOUZbSW hpTycpUsdmEmK9vKQl5axhqlGAuzsrbJ0Aq/5/D0qefyregxtPUzKIqSktl6 XergdkIuDU+2wuDs1ymUxwzjl0RqrWwmRJyWbPkhQ6F5hgGWIAPnaN43zFGH hVdEk4FTCtk/TjGcom8b4cCDpv6dmHAsqGCWbtfCQctfHzyXcSegSpRagq8h 432SuHJh300TrS91Hjg6zGVkiBF6UQzjb2YJHDP715k75OdHnPCz6ikAFdH8 JNSxhDn4aPUUsIg+dqQE1u4fC6DpzCWCxpS3AdqW55WwSBlrgUyJ4woKi9Nx OFSzsZdH1OrdWbj60RRmo8NT38FwtDwGu3TXlRzir0TVDDdvAp2w46Z3BFrs vikoq+a4+UT9QbcXnsTNR/Af4qnhwA== "]] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"Ttot", "=", RowBox[{"Tval", "+", "Tcor", " ", RowBox[{"(*", " ", RowBox[{"add", " ", "\[Pi]", " ", "and", " ", "lone", " ", "pairs"}], " ", "*)"}]}]}]], "Input", CellChangeTimes->{ 3.5688724058309155`*^9, {3.568872452646598*^9, 3.568872478480243*^9}, { 3.5688764461756124`*^9, 3.568876459248435*^9}, {3.568876733122516*^9, 3.5688767685033784`*^9}, {3.568895188410715*^9, 3.5688952349923964`*^9}, { 3.5829912869936485`*^9, 3.5829912973208666`*^9}}], Cell[BoxData["388.35799696991205`"], "Output", CellChangeTimes->CompressedData[" 1:eJwVzU0ow3EAxvG/zRZpjFbErFCL04pFaSmFNGtvLYc5GGuLUohYKcYu0g62 VuJIixiytyLbsrUkLGZtKyVZSmK2Hda0kt9zePrUc/k2jU8rdSUURQnJ1rUu SeTss1cYW5XDHVbhBrK0M0sPRGqvfuORKD89CsD7oPQdhujcHFRbOAVYpIIV UWL/D7MGMn4dfCi1JHtg+6is45vobbUOwny1SgGFNEoHb0XsZcjZzWxBp8Lw kiZu35ndWaJSLziHC7Pskhxx12LjQ9ekUQANKwE7zUn+rbgDXtnfQrBSU5aG fBOvCI+ZF+V0op8Rr4KFrmsu7BO7m+FixtcNVXWbAzAZTslg5OQgCnms7Afs dOx7S4mNX5481M+JYwx0bJJnGHttSEHNyFMLk/gnGByCh4mQGg4ntPNwzew3 QVEb01NLnLoc80HrhDEM/wGL796q "]] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ 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"}], "}"}]}], "]"}]}]], "Input", CellChangeTimes->{ 3.5688724058309155`*^9, {3.568872452646598*^9, 3.568872478480243*^9}, { 3.5688764461756124`*^9, 3.568876459248435*^9}, {3.568876733122516*^9, 3.5688767642445707`*^9}}], Cell[BoxData["14.814112341517744`"], "Output", CellChangeTimes->CompressedData[" 1:eJwVxU0og3EAB+BtWBPLpuRgwtR7IUt2kKS2Nq0Z+7BSTppNHLADtVIa4rCQ LR/j4mI1oWWGCMsMkWQjZLWVUVpM75SUMv/f4ekpM/TrTEwGgyEm9PEt1fVm QpJuHdXgJe7PBeZ2moduyFfCIluIrPGs+bFTqn7F02OCFKb4BT/4zBrICZPl n+x8HLJsULjF/tiA/6Lqmg/yiNuhwAG7XovFLIYJzx/whnGsjF7AXq0lmiQb VVM+mqzrEu1hKc1jpsh9/DkKb/VYRViW9rtY3oSkt/BhHR+7nk/wU4yTxClW yS+2TOxnZ5Bt4/d5OLh7LsAypU+IpeajOlzqnGnEK/IXNV6sWg3jxCT9hlmV 7p1McvH79jeu/lLeZZGpWVUEL3cI4rgiclvOJl96FE14sC3YjoVtxgHcnOsf w5xV9nYhubbecIgd3dZT/A+AJt7s "]] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"TvalC", "=", RowBox[{"Tval", "-", "TvalH"}]}]], "Input", CellChangeTimes->{{3.5688726088808727`*^9, 3.568872610581275*^9}, { 3.5688726952426243`*^9, 3.5688727146490583`*^9}}], Cell[BoxData["29.415051358202092`"], "Output", CellChangeTimes->CompressedData[" 1:eJwVzU8og3EAh/F32Fg0G2likclSyg4ULanVEm2aP9PKgVrbhTRErdRa202b Nho5OpC1OWBbCVttVkjLRo1WS4Zmsuw9aEXm9z08fY5Pi0Y/pmNQFNVNUqWP FdHDrLQ4bh6BOlvhCj48z6/cEm+EjasxokDsCUJtSPkK1ywCGtL2ugJcp8KV cSJXX14DY4YDEWzgPfbDv5Sy65OoaN8YhCGHahRSZkoHN8+4RujeyW9BY8yQ yuGnsHnzxKY38QnkLPAYNFHicIqg8d0khrJicLfkKCud4yc80NqWDsO9aXYO BszNP1DGOmWXEieYiWpo77kUQO61Vwg5XwEJ/OA7BqA+8qKE252uOPRV0RkY de/7y4iZWf83/F2U3zOJdO1wEs48CdKwI3nXyiI6xUNyuKy+mIRCtXYJ1luD FljhYvn4xN4+zTmcypgi8B+M699L "]] }, 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}], 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[{ "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[{"Length", "[", RowBox[{"conn", "[", RowBox[{"[", "i", "]"}], "]"}], "]"}], "\[Equal]", "4"}], ",", 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}, 3.582883509292238*^9}], Cell[BoxData[ RowBox[{"{", RowBox[{ "1", ",", "2", ",", "3", ",", "4", ",", "5", ",", "6", ",", "7", ",", "8", ",", "9", ",", "10"}], "}"}]], "Output", CellChangeTimes->CompressedData[" 1:eJwVzU8og3EAh/G9+2Mtsb0OrFht1FLKJpKW1BQxk00pLY3GDk4kKSmGOKyt aDHJSa3QKJpJbFOj2CRmmUWUNa1pi/fA5OL3PTx9jo/MNNJtplgsVh1JOujR 3uyn1eH7OR2sKfi9go9vo1O3xLXNUusdMbXnDkBlsy4JDRwJA32i4hw0WoL5 EeJzll8EN3K7cvi+FG+CIaOuNkMUbznaoJ3u0cMwRZmhqZGehhMyxgk1+smX LH7Xds8XMW1WHsP4J00xRB69Koea4VkFFM6cudgHaXWDM+aGva5EEI69CrLQ ypb+QdHiiYBDlC7EhLDv6LIMikKeclj46VdBr3O5Fapakl1QWb0TgRYbk4Lr VdteLtHz4f2G/Yw2yiP6HZ1PsH5AkoA/hmhFHnFF0d4B1bFzA8w8DI1DsS0w D6OV/MMSIvfU5IPGlOUC/gOTr9/V "]], Cell[BoxData["10"], "Output", CellChangeTimes->CompressedData[" 1:eJwVzU0ow3EAh/G9Wktsc2DFaqOWKJtIWlJTxEw2pbQ0GitOJCkpNuKwtqLF JCe1QqNoJrFNjWKTmGUWUda0pq35H5hc/L6Hp8/xkRjGeox0Go1WTxIPudW3 Byll6GFeA2sLfq/h0/v4zB1xfavUck9M7rv8UN6iSUAdU0RBL784B/WmQH6Y +JLhFMHN3J4UfizHmmFQr6lLE4Xb9nZoE/RqYYhON0JDk2AWTkkoB1Rpp18z +N3Y3F/ElFF+AmNZAZ0isgVrUqgaNcsgb+7cyThMKRsdURfsc8YDcOKNm4EW hvgP8pdOuUyieDHKg/3HV2WQH3SXw8KsTwE9jpU2qGhNdEN5zW4YmqxUEm5U 73hYRPen5xsOUOoIm+izdz3DhkFRHP7oIhV5xFVZRydURi90MP04PAmFVv8C jFRyjkqIrDODF1aNmC/hP46V3yI= "]], Cell[BoxData[ TagBox[ RowBox[{"(", "\[NoBreak]", TagBox[GridBox[{ { RowBox[{"{", RowBox[{"1", ",", "2", ",", "5", ",", "12"}], "}"}]}, { RowBox[{"{", RowBox[{"2", ",", "1", ",", "3", ",", "13"}], "}"}]}, { RowBox[{"{", RowBox[{"3", ",", "2", ",", "4", ",", "14"}], "}"}]}, { RowBox[{"{", RowBox[{"4", ",", "3", ",", "5", ",", "15"}], "}"}]}, { RowBox[{"{", RowBox[{"5", ",", "1", ",", "4", ",", "16"}], "}"}]}, { RowBox[{"{", RowBox[{"6", ",", "7", ",", "10", ",", "17"}], "}"}]}, { RowBox[{"{", RowBox[{"7", ",", "6", ",", "8", ",", "18"}], "}"}]}, { RowBox[{"{", RowBox[{"8", ",", "7", ",", "9", ",", "19"}], "}"}]}, { RowBox[{"{", RowBox[{"9", ",", "8", ",", "10", ",", "20"}], "}"}]}, { RowBox[{"{", RowBox[{"10", ",", "6", ",", "9", ",", "21"}], "}"}]}, { RowBox[{"{", RowBox[{ "11", ",", "1", ",", "2", ",", "3", ",", "4", ",", "5", ",", "6", ",", "7", ",", "8", ",", "9", ",", "10", ",", "12", ",", "13", ",", "14", ",", "15", ",", "16", ",", "17", ",", "18", ",", "19", ",", "20", ",", "21"}], "}"}]}, { RowBox[{"{", RowBox[{"12", ",", "1"}], "}"}]}, { RowBox[{"{", RowBox[{"13", ",", "2"}], "}"}]}, { RowBox[{"{", RowBox[{"14", ",", "3"}], "}"}]}, { RowBox[{"{", RowBox[{"15", ",", "4"}], "}"}]}, { RowBox[{"{", RowBox[{"16", ",", "5"}], "}"}]}, { RowBox[{"{", RowBox[{"17", ",", "6"}], "}"}]}, { RowBox[{"{", RowBox[{"18", ",", "7"}], "}"}]}, { RowBox[{"{", RowBox[{"19", ",", "8"}], "}"}]}, { RowBox[{"{", RowBox[{"20", ",", "9"}], "}"}]}, { RowBox[{"{", RowBox[{"21", ",", "10"}], "}"}]} }, 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->CompressedData[" 1:eJwVzU0ow3EAh/G9Wktsc2DFaqOWKJtIWlJTxEw2pbQ0GitOJCkpNuKwtqLF JCe1QqNoJrFNjWKTmGUWUda0pq35H5hc/L6Hp8/xkRjGeox0Go1WTxIPudW3 Byll6GFeA2sLfq/h0/v4zB1xfavUck9M7rv8UN6iSUAdU0RBL784B/WmQH6Y +JLhFMHN3J4UfizHmmFQr6lLE4Xb9nZoE/RqYYhON0JDk2AWTkkoB1Rpp18z +N3Y3F/ElFF+AmNZAZ0isgVrUqgaNcsgb+7cyThMKRsdURfsc8YDcOKNm4EW hvgP8pdOuUyieDHKg/3HV2WQH3SXw8KsTwE9jpU2qGhNdEN5zW4YmqxUEm5U 73hYRPen5xsOUOoIm+izdz3DhkFRHP7oIhV5xFVZRydURi90MP04PAmFVv8C jFRyjkqIrDODF1aNmC/hP46V3yI= "]] }, Open ]], Cell[BoxData[{ RowBox[{ RowBox[{ RowBox[{"Clear", "[", RowBox[{ "c", ",", "v", ",", "p", ",", "Q", ",", "P", ",", "v1", ",", "v2", ",", "nk", ",", "nl"}], "]"}], ";"}], " ", RowBox[{"(*", RowBox[{ RowBox[{"c1", "=", "20"}], ";", " ", RowBox[{"c2", "=", "21"}], ";", " ", RowBox[{"c3", "=", "51"}], ";"}], "*)"}], " "}], "\[IndentingNewLine]", RowBox[{ RowBox[{"rpo", "=", "1.4"}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"rpi", "=", "1.4"}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"tpo", "=", RowBox[{"Table", "[", RowBox[{ RowBox[{"{", RowBox[{"0", ",", "0", ",", "0"}], "}"}], ",", RowBox[{"{", "nj", "}"}]}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"tpu", "=", RowBox[{"Table", "[", RowBox[{ RowBox[{"{", RowBox[{"0", ",", "0", ",", "0"}], "}"}], ",", RowBox[{"{", "nj", "}"}]}], "]"}]}], ";"}], "\[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}], Cell[BoxData[ RowBox[{"\[IndentingNewLine]", RowBox[{ RowBox[{ RowBox[{"Do", "[", RowBox[{ RowBox[{"(", RowBox[{ RowBox[{"c", "=", RowBox[{"conn", "[", RowBox[{"[", RowBox[{"conj", "[", RowBox[{"[", "k", "]"}], "]"}], "]"}], "]"}]}], ";", "\n", RowBox[{"c", "=", RowBox[{"Take", "[", RowBox[{"c", ",", "P"}], "]"}]}], ";", "\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"}], "]"}], "]"}]}], ";", "\[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"}], "}"}], ",", "\[IndentingNewLine]", RowBox[{"{", RowBox[{"0", ",", "1", ",", "0", ",", "0"}], "}"}], ",", "\[IndentingNewLine]", RowBox[{"{", RowBox[{"0", ",", "0", ",", "1", ",", "0"}], "}"}], ",", "\[IndentingNewLine]", 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"}], "}"}]}], "]"}]}], ";", "\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"}], "}"}]}], "]"}]}], ";", "\[IndentingNewLine]", 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"}], ";", "\[IndentingNewLine]", RowBox[{"T", "=", RowBox[{"RotationMatrix", "[", RowBox[{"T2", ",", RowBox[{"{", RowBox[{"0", ",", "0", ",", "1"}], "}"}]}], "]"}]}], ";", "\[IndentingNewLine]", 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"}], "}"}]}], "]"}]}], ";", "\[IndentingNewLine]", RowBox[{"p", "=", RowBox[{"Chop", "[", RowBox[{"U", ".", "T"}], "]"}]}], ";", "\n", RowBox[{"nk", "=", "p"}], ";", "\[IndentingNewLine]", RowBox[{"nl", "=", "p"}], ";", "\[IndentingNewLine]", RowBox[{ RowBox[{"nk", "[", RowBox[{"[", RowBox[{"1", ",", "3"}], "]"}], "]"}], "=", "rpo"}], ";", "\[IndentingNewLine]", RowBox[{ RowBox[{"nl", "[", RowBox[{"[", RowBox[{"1", ",", "3"}], "]"}], "]"}], "=", RowBox[{"-", "rpi"}]}], ";", "\n", RowBox[{"U", "=", "p"}], ";", "\n", 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"}]}], ";", "\n", RowBox[{"nk", "=", RowBox[{"U1", ".", "T"}]}], ";", "\[IndentingNewLine]", RowBox[{"nl", "=", RowBox[{"U2", ".", "T"}]}], ";", "\n", RowBox[{"U", "=", "p"}], ";", "\n", 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"}]}], ";", "\n", RowBox[{"nk", "=", RowBox[{"U1", ".", "T"}]}], ";", "\[IndentingNewLine]", RowBox[{"nl", "=", RowBox[{"U2", ".", "T"}]}], ";", "\n", RowBox[{"U", "=", "p"}], ";", "\n", 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"}]}], ";", "\n", RowBox[{"nk", "=", RowBox[{"U1", ".", "T"}]}], ";", "\[IndentingNewLine]", RowBox[{"nl", "=", RowBox[{"U2", ".", "T"}]}], ";", "\n", 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"}], "}"}]}], "]"}]}], ";", "\n", RowBox[{"Q", "=", RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{"1", ",", "0", ",", "0", ",", "0"}], "}"}], ",", "\[IndentingNewLine]", RowBox[{"{", RowBox[{"0", ",", "1", ",", "0", ",", "0"}], "}"}], ",", "\[IndentingNewLine]", RowBox[{"{", RowBox[{"0", ",", "0", ",", "1", ",", "0"}], "}"}], ",", "\[IndentingNewLine]", 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[{"tpo", "[", RowBox[{"[", "k", "]"}], "]"}], "=", RowBox[{"nk", "[", RowBox[{"[", "1", "]"}], "]"}]}], ";", "\[IndentingNewLine]", RowBox[{ RowBox[{"tpu", "[", RowBox[{"[", "k", "]"}], "]"}], "=", RowBox[{"nl", "[", RowBox[{"[", "1", "]"}], "]"}]}]}], ")"}], ",", RowBox[{"{", RowBox[{"k", ",", "nj"}], "}"}]}], "]"}], ";"}], "\[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}}], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"MatrixForm", "[", "tpo", "]"}]], "Input", CellChangeTimes->{{3.5829548732814994`*^9, 3.5829548904415293`*^9}}], Cell[BoxData[ TagBox[ RowBox[{"(", "\[NoBreak]", GridBox[{ { RowBox[{"-", "2.1177020355711287`"}], RowBox[{"-", "4.30596027022846`"}], "0.6943722696301251`"}, {"0.08824119651831053`", RowBox[{"-", "4.256862845547047`"}], "2.3155813247664376`"}, {"2.2464492155969547`", RowBox[{"-", "1.4009593375127667`"}], "0.7262125120949507`"}, {"1.4766100466923824`", RowBox[{"-", "4.211519593918467`"}], RowBox[{"-", "1.8941588533390175`"}]}, { RowBox[{"-", "1.327325742822094`"}], RowBox[{"-", "1.4765592801466403`"}], RowBox[{"-", "1.8956329166334125`"}]}, {"2.1870937924288727`", "1.5068369057715403`", RowBox[{"-", "0.7040249703698744`"}]}, { RowBox[{"-", "0.02136291148169045`"}], "1.4576685784529535`", RowBox[{"-", "2.321806279233564`"}]}, { RowBox[{"-", "2.3115698964030447`"}], "4.200188526487233`", RowBox[{"-", "0.7175381519050488`"}]}, { RowBox[{"-", "1.4108912813076178`"}], "1.4123049820815325`", "1.885293146660983`"}, {"1.261598877177906`", "4.27576666385336`", "1.9064957953665862`"} }, 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->{3.582954916477975*^9, 3.5829549535592403`*^9, 3.5829555286230507`*^9, 3.5829558287363777`*^9, 3.582955900090903*^9, 3.58298961406231*^9, 3.58298967079961*^9, 3.5829898551607337`*^9, 3.582990192370926*^9, 3.58299029706271*^9, 3.582990413922515*^9, 3.5829904627974005`*^9, 3.5829905663347826`*^9, 3.582990613696466*^9, 3.5829908060292034`*^9, 3.58299090059657*^9, 3.582990975227101*^9, 3.5829920213649387`*^9, 3.5829921996264515`*^9, 3.582993845333372*^9, 3.5829943577630725`*^9, 3.5829961304513865`*^9, 3.582996186455485*^9, 3.582996248964795*^9, 3.5829967666829042`*^9, 3.5829970823338585`*^9, 3.5829972061980762`*^9, 3.582997411198036*^9, 3.582997534032652*^9, 3.583032744286134*^9, 3.5830328111322513`*^9, 3.5830328760751653`*^9}] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"MatrixForm", "[", "tpu", "]"}]], "Input", CellChangeTimes->{{3.582954900877948*^9, 3.5829549269143934`*^9}}], Cell[BoxData[ TagBox[ RowBox[{"(", "\[NoBreak]", GridBox[{ { RowBox[{"-", "2.1870937924288727`"}], RowBox[{"-", "1.5068369057715403`"}], "0.7040249703698744`"}, {"0.02136291148169045`", RowBox[{"-", "1.4576685784529535`"}], "2.321806279233564`"}, {"2.3115698964030447`", RowBox[{"-", "4.200188526487233`"}], "0.7175381519050488`"}, {"1.4108912813076178`", RowBox[{"-", "1.4123049820815325`"}], RowBox[{"-", "1.885293146660983`"}]}, { RowBox[{"-", "1.261598877177906`"}], RowBox[{"-", "4.27576666385336`"}], RowBox[{"-", "1.9064957953665862`"}]}, {"2.1177020355711287`", "4.30596027022846`", RowBox[{"-", "0.6943722696301251`"}]}, { RowBox[{"-", "0.08824119651831053`"}], "4.256862845547047`", RowBox[{"-", "2.3155813247664376`"}]}, { RowBox[{"-", "2.2464492155969547`"}], "1.4009593375127667`", RowBox[{"-", "0.7262125120949507`"}]}, { RowBox[{"-", "1.4766100466923824`"}], "4.211519593918467`", "1.8941588533390175`"}, {"1.327325742822094`", "1.4765592801466403`", "1.8956329166334125`"} }, 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->{3.5829549535592403`*^9, 3.5829555286386504`*^9, 3.582955828751978*^9, 3.582955900090903*^9, 3.5829896140779104`*^9, 3.58298967081521*^9, 3.5829898551607337`*^9, 3.582990192386526*^9, 3.58299029707831*^9, 3.582990413938115*^9, 3.5829904628130007`*^9, 3.582990566350383*^9, 3.5829906137120657`*^9, 3.5829908060292034`*^9, 3.5829909006121697`*^9, 3.5829909752427006`*^9, 3.5829920213805385`*^9, 3.5829921996420517`*^9, 3.5829938453489723`*^9, 3.582994357778672*^9, 3.5829961304669867`*^9, 3.582996186471085*^9, 3.582996248980395*^9, 3.582996766698504*^9, 3.5829970823494587`*^9, 3.582997206213676*^9, 3.582997411213636*^9, 3.582997534048252*^9, 3.583032744301734*^9, 3.583032811147851*^9, 3.583032876090765*^9}] }, Open ]], Cell[BoxData[{ RowBox[{ RowBox[{"DeleteFile", "[", " ", "\"\\"", "]"}], ";"}], "\[IndentingNewLine]", RowBox[{"For", "[", RowBox[{ RowBox[{"i", "=", "2"}], ",", RowBox[{"i", "<", RowBox[{"n", "+", "2"}]}], ",", RowBox[{"i", "++"}], ",", "\[IndentingNewLine]", RowBox[{"For", "[", RowBox[{ RowBox[{"j", "=", "2"}], ",", RowBox[{"j", "\[LessEqual]", "i"}], ",", RowBox[{"j", "++"}], ",", "\[IndentingNewLine]", RowBox[{"If", "[", RowBox[{ RowBox[{ RowBox[{"Pij", "[", RowBox[{"[", RowBox[{"i", ",", "j"}], "]"}], "]"}], ">", "0"}], ",", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{"i", "-", "1"}], ",", RowBox[{"j", "-", "1"}], ",", RowBox[{"Extract", "[", RowBox[{"Pij", ",", RowBox[{"{", RowBox[{"i", ",", "j"}], "}"}]}], "]"}]}], "}"}], ">>>", " ", "\"\\""}]}], "]"}]}], "]"}]}], "]"}]}], "Input", CellChangeTimes->{{3.5681154444347754`*^9, 3.568115497147268*^9}, { 3.568127214924899*^9, 3.568127265796589*^9}, {3.568128215276656*^9, 3.568128238536297*^9}, {3.568130718566253*^9, 3.5681307485339055`*^9}, 3.5681308175952272`*^9, {3.5681308916497574`*^9, 3.5681309458598523`*^9}, { 3.5681309983383446`*^9, 3.5681310118947687`*^9}, {3.5681310723448744`*^9, 3.568131074357278*^9}, {3.5681315215476637`*^9, 3.568131584509374*^9}, { 3.56813162789305*^9, 3.5681316427754765`*^9}, {3.5681317113063965`*^9, 3.568131715268804*^9}, {3.5681323203938665`*^9, 3.5681323260098763`*^9}, { 3.568132387567585*^9, 3.568132440014877*^9}, {3.5681325121026034`*^9, 3.568132590945142*^9}, {3.56813274298981*^9, 3.5681327548302307`*^9}, { 3.568132877867647*^9, 3.568132888335265*^9}, {3.568133052345154*^9, 3.568133072344389*^9}, {3.5681331740533676`*^9, 3.5681331951446047`*^9}, { 3.568133267793932*^9, 3.5681332684803333`*^9}, {3.5681335079111547`*^9, 3.568133536833606*^9}, {3.5681336272201643`*^9, 3.5681336314945717`*^9}, { 3.568133737994359*^9, 3.568133744000369*^9}, {3.568133978515581*^9, 3.5681339917912045`*^9}, {3.5681340324916763`*^9, 3.5681340418204927`*^9}, {3.568134244262048*^9, 3.5681342454944506`*^9}, { 3.5681343354754086`*^9, 3.568134336099409*^9}, {3.5681345828762426`*^9, 3.568134583952645*^9}, {3.5681348406666956`*^9, 3.5681348474683075`*^9}, 3.568134889151581*^9, {3.5681352914606876`*^9, 3.568135296265496*^9}, { 3.568135518877887*^9, 3.568135519595488*^9}, 3.5681357593679094`*^9, { 3.5681787035360527`*^9, 3.568178728449296*^9}, 3.5682779128076954`*^9, { 3.572714864038488*^9, 3.572714889419732*^9}, {3.5727149730514793`*^9, 3.57271500191153*^9}, {3.572715036933592*^9, 3.5727150664176435`*^9}, { 3.572715803191337*^9, 3.572715915183934*^9}, {3.5727159899548655`*^9, 3.572716037722149*^9}, {3.572767087700392*^9, 3.5727670990260115`*^9}, 3.5727756458897667`*^9, {3.5727757435615377`*^9, 3.5727758099084544`*^9}, { 3.5829548622834797`*^9, 3.5829548660586867`*^9}}], Cell[CellGroupData[{ Cell[BoxData[{ RowBox[{"a", "=", RowBox[{ "ReadList", "[", "\"\\"", "]"}]}], "\[IndentingNewLine]", RowBox[{"nb", "=", RowBox[{"Length", "[", "a", "]"}]}], "\[IndentingNewLine]", RowBox[{"cw", "=", RowBox[{"nb", "-", "bh"}]}]}], "Input", CellChangeTimes->{{3.5681343270045934`*^9, 3.568134331481801*^9}, 3.5681343823222904`*^9, {3.5681345934218616`*^9, 3.5681345986322703`*^9}, { 3.568134635479535*^9, 3.5681346521559644`*^9}, {3.5681351451792307`*^9, 3.568135145428831*^9}, {3.5681351781888885`*^9, 3.5681352349417877`*^9}, { 3.568135340163973*^9, 3.568135340335573*^9}, {3.568135523495495*^9, 3.5681355244314966`*^9}, {3.5681357674799232`*^9, 3.5681357771675406`*^9}, {3.568136284433632*^9, 3.5681362987700567`*^9}, { 3.568136395053426*^9, 3.5681363965510283`*^9}, {3.568381170343589*^9, 3.568381179844005*^9}, {3.5689533222924633`*^9, 3.568953376658559*^9}}], Cell[BoxData[ RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{"2", ",", "1", ",", "1.1133243225345237`"}], "}"}], ",", RowBox[{"{", RowBox[{"3", ",", "2", ",", "1.1136193743613823`"}], "}"}], ",", RowBox[{"{", RowBox[{"4", ",", "3", ",", "1.1152711423190154`"}], "}"}], ",", RowBox[{"{", RowBox[{"5", ",", "1", ",", "1.1134544139944662`"}], "}"}], ",", RowBox[{"{", RowBox[{"5", ",", "4", ",", "1.1137950711569917`"}], "}"}], ",", RowBox[{"{", RowBox[{"7", ",", "6", ",", "1.1133243225345237`"}], "}"}], ",", RowBox[{"{", RowBox[{"8", ",", "7", ",", "1.1136193743613823`"}], "}"}], ",", RowBox[{"{", RowBox[{"9", ",", "8", ",", "1.1152711423190154`"}], "}"}], ",", RowBox[{"{", RowBox[{"10", ",", "6", ",", "1.1134544139944662`"}], "}"}], ",", RowBox[{"{", RowBox[{"10", ",", "9", ",", "1.1137950711569917`"}], "}"}], ",", RowBox[{"{", RowBox[{"11", ",", "1", ",", "1.412945879212043`"}], "}"}], ",", RowBox[{"{", RowBox[{"11", ",", "2", ",", "1.411211925692088`"}], "}"}], ",", RowBox[{"{", RowBox[{"11", ",", "3", ",", "1.412223253559413`"}], "}"}], ",", RowBox[{"{", RowBox[{"11", ",", "4", ",", "1.412503513742122`"}], "}"}], ",", RowBox[{"{", RowBox[{"11", ",", "5", ",", "1.4124804835884366`"}], "}"}], ",", RowBox[{"{", RowBox[{"11", ",", "6", ",", "1.412945879212043`"}], "}"}], ",", RowBox[{"{", RowBox[{"11", ",", "7", ",", "1.411211925692088`"}], "}"}], ",", RowBox[{"{", RowBox[{"11", ",", "8", ",", "1.412223253559413`"}], "}"}], ",", RowBox[{"{", RowBox[{"11", ",", "9", ",", "1.412503513742122`"}], "}"}], ",", RowBox[{"{", RowBox[{"11", ",", "10", ",", "1.4124804835884366`"}], "}"}], ",", RowBox[{"{", RowBox[{"12", ",", "1", ",", "1.2325020458460028`"}], "}"}], ",", RowBox[{"{", RowBox[{"13", ",", "2", ",", "1.2330920757881412`"}], "}"}], ",", RowBox[{"{", RowBox[{"14", ",", "3", ",", "1.2316201562942366`"}], "}"}], ",", RowBox[{"{", RowBox[{"15", ",", "4", ",", "1.232047260258847`"}], "}"}], ",", RowBox[{"{", RowBox[{"16", ",", "5", ",", "1.2327649771439098`"}], "}"}], ",", RowBox[{"{", RowBox[{"17", ",", "6", ",", "1.2325020458460028`"}], "}"}], ",", RowBox[{"{", RowBox[{"18", ",", "7", ",", "1.2330920757881412`"}], "}"}], ",", RowBox[{"{", RowBox[{"19", ",", "8", ",", "1.2316201562942366`"}], "}"}], ",", RowBox[{"{", RowBox[{"20", ",", "9", ",", "1.232047260258847`"}], "}"}], ",", RowBox[{"{", RowBox[{"21", ",", "10", ",", "1.2327649771439098`"}], "}"}]}], "}"}]], "Output", CellChangeTimes->CompressedData[" 1:eJwVzk0ow3EAh/G9UbPVNGsksRlTUg6jNKVWMplslpCyZrV23IGDNhFzQjEZ cRS5zGQxVrRsLS8tsWbFahcvrWn/bDFjWn7fw9Pn+ogNZq2RTqPRWkh9Bk/v 7WFS8ROe10A9N38Nw2Pj1jviqrh64Z4odLl8UKfQvsKBuZoMfOdV5ODSTJAT JnIoNh/efB9IoWAl1gFzo1pZiqjcc3TDs9KhfvhLYxqhvb1sGu6IPjfgpMYa p4j+HvtRmmh5kXkhwyykZ4gG3pYUdiZszZBd8O8y3ElFwfHkhNq6twBsi3Mp WDkrycNtlo/NJLqZMR5MtYaqYPTqpBZGqAs5nFpf64KhQEINs037Yahc/EpA faPTwyJakt4srE+rI0XEU74mBv90omf48RiVFBOXXSoVlA9ejkD3g2kCCjh+ G9xsKDkux7/ceA6HTbYg/AeHQeH3 "]], Cell[BoxData["30"], "Output", CellChangeTimes->CompressedData[" 1:eJwVzk0ow3EAh/G9UbPVNGsksRlTUg6jNKVWMplslpCyZrV23IGDNhFzQjEZ cRS5zGQxVrRsLS8tsWbFahcvrWn/bDFjWn7fw9Pn+ogNZq2RTqPRWkh9Bk/v 7WFS8ROe10A9N38Nw2Pj1jviqrh64Z4odLl8UKfQvsKBuZoMfOdV5ODSTJAT JnIoNh/efB9IoWAl1gFzo1pZiqjcc3TDs9KhfvhLYxqhvb1sGu6IPjfgpMYa p4j+HvtRmmh5kXkhwyykZ4gG3pYUdiZszZBd8O8y3ElFwfHkhNq6twBsi3Mp WDkrycNtlo/NJLqZMR5MtYaqYPTqpBZGqAs5nFpf64KhQEINs037Yahc/EpA faPTwyJakt4srE+rI0XEU74mBv90omf48RiVFBOXXSoVlA9ejkD3g2kCCjh+ G9xsKDkux7/ceA6HTbYg/AeHQeH3 "]], Cell[BoxData["20"], "Output", CellChangeTimes->CompressedData[" 1:eJwVzk0ow3EAh/G9UbPVNGsksdlMSTmM0pRayWSyWaKUNavluAMHbSLmhGIy 4ihymclirGjZWl5a4t+sWO3ibU1btpgxLb/v4elzfcRGs85Ep9FozaReo6fn 5iCh/KHmtNDAzV9BamTMektcEVfP3xGFLpcP6pW6F9g/W5OB77yKHFycDnIo IifF5sPr730ZFCxH22FuWCdPElW7ji54WjrYB39pTBO0t5VNwW3R5zqc0Fpj KaK/236YJlqe5V7IMAvpGaKRtymDHXFbE2QX/DsMd0JZcDw6oU76GoCtMW4K Vs5I8nCL5WMziW5mlAeTLaEqGLk8roXh1LkCTq6tdsJQIK6B2cY9CqoWvuLQ 0OD0sIiWhDcL69KacBHxhK+Nwj+96Al+PEQkxcQll1oNFQMXQ9B9PzoOBRy/ DW7UlxyV419hOoPSN1sQ/gOJIeJD "]] }, 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", ",", "11", ",", "20"}], "}"}]}], "]"}]}], ";"}], "\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", ",", "11", ",", "20"}], "}"}]}], "]"}]}], ";"}], " "}], "\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", ",", "11", ",", "20"}], "}"}]}], "]"}]}], ";"}]}], "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, { 3.5828895831361504`*^9, 3.58288959443057*^9}, 3.5828896271594276`*^9, { 3.58289027200216*^9, 3.5828902835929804`*^9}}], Cell[BoxData[ RowBox[{ RowBox[{ RowBox[{"Plot7", "=", RowBox[{"Table", "[", RowBox[{ RowBox[{"Graphics3D", "[", RowBox[{"{", RowBox[{ RowBox[{"Lighter", "[", RowBox[{"Magenta", ",", "0.4"}], "]"}], ",", RowBox[{"Opacity", "[", "0.5", "]"}], ",", RowBox[{"Sphere", "[", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{"wxc", "[", RowBox[{"[", "i", "]"}], "]"}], ",", RowBox[{"wyc", "[", RowBox[{"[", "i", "]"}], "]"}], ",", RowBox[{"wzc", "[", RowBox[{"[", "i", "]"}], "]"}]}], "}"}], ",", RowBox[{"a", "[", RowBox[{"[", RowBox[{ RowBox[{"i", "+", "10"}], ",", "3"}], "]"}], "]"}]}], "]"}]}], "}"}], "]"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", "10"}], "}"}]}], "]"}]}], ";"}], "\[IndentingNewLine]"}]], "Input", CellChangeTimes->{{3.5681365021632137`*^9, 3.5681365171392403`*^9}, { 3.568136560351316*^9, 3.5681365863097615`*^9}, {3.5681369135895367`*^9, 3.5681369265999594`*^9}, {3.568137821916732*^9, 3.5681378378443604`*^9}, { 3.5682072492149415`*^9, 3.5682072529901485`*^9}, 3.568209802830227*^9, { 3.5682216503836985`*^9, 3.5682217583046885`*^9}, {3.5682217912831464`*^9, 3.568221843465238*^9}, {3.5682219760654707`*^9, 3.5682221133457117`*^9}, { 3.568222159615393*^9, 3.5682221693498106`*^9}, {3.5682222565227633`*^9, 3.5682222578487663`*^9}, 3.5682224736283445`*^9, 3.5682227227607822`*^9, 3.5682227558640404`*^9, {3.568222818810151*^9, 3.5682228486062036`*^9}, { 3.5682230057764797`*^9, 3.5682230079916835`*^9}, {3.568223041952943*^9, 3.5682230548229656`*^9}, 3.5682232619601297`*^9, 3.5682233000709963`*^9, { 3.568223536645412*^9, 3.5682235381118145`*^9}, {3.568223591151908*^9, 3.568223591526308*^9}, {3.5682236491528096`*^9, 3.568223657483224*^9}, { 3.568223713222122*^9, 3.5682237532361927`*^9}, {3.568223800379475*^9, 3.568223827648323*^9}, {3.5682238887380304`*^9, 3.5682238893152313`*^9}, { 3.5682240287170763`*^9, 3.5682240612431335`*^9}, 3.5682241088076167`*^9, { 3.568224198772975*^9, 3.5682242396450467`*^9}, {3.568224282170721*^9, 3.5682243185031853`*^9}, {3.568224437890195*^9, 3.568224439590598*^9}, { 3.568224572253231*^9, 3.5682245867144566`*^9}, {3.5682247081762695`*^9, 3.568224733557514*^9}, {3.56822480520844*^9, 3.5682248433505073`*^9}, { 3.568224884206979*^9, 3.5682248959069996`*^9}, {3.568224982830352*^9, 3.5682250047639904`*^9}, {3.56822503870965*^9, 3.5682250803305235`*^9}, { 3.5682251223413973`*^9, 3.568225141451431*^9}, {3.568225234177994*^9, 3.5682252929588966`*^9}, {3.5682253775890455`*^9, 3.568225482140429*^9}, { 3.56822551694409*^9, 3.5682255297205124`*^9}, {3.568225573197789*^9, 3.5682255809666023`*^9}, 3.568225660698343*^9, 3.5682257301964645`*^9, { 3.568225765078126*^9, 3.5682257828933573`*^9}, {3.568225927026843*^9, 3.568225927416844*^9}, {3.568267062420238*^9, 3.568267081358671*^9}, { 3.568267188328059*^9, 3.5682672830358257`*^9}, {3.5682676367040462`*^9, 3.568267747979042*^9}, 3.5682678404716043`*^9, 3.568267882030078*^9, { 3.5682679252577534`*^9, 3.568267996612279*^9}, {3.5682680488879704`*^9, 3.568268061133992*^9}, {3.568268100914062*^9, 3.5682681150944867`*^9}, { 3.5682681672609787`*^9, 3.5682681709113846`*^9}, {3.568268272904364*^9, 3.5682683182536435`*^9}, {3.5682685202739983`*^9, 3.568268599194537*^9}, { 3.5682686348873997`*^9, 3.568268637773405*^9}, {3.5682686944951043`*^9, 3.568268872273017*^9}, {3.5682689420207396`*^9, 3.568269016947671*^9}, { 3.5682695040741262`*^9, 3.568269601153097*^9}, {3.5682696652380095`*^9, 3.5682696728352227`*^9}, {3.5682697489633565`*^9, 3.5682698308635006`*^9}, {3.568271156491429*^9, 3.568271160063835*^9}, { 3.568271244927984*^9, 3.568271369010602*^9}, {3.5682716250070515`*^9, 3.5682717312276382`*^9}, {3.5682717843301315`*^9, 3.5682718576814604`*^9}, {3.568271940673606*^9, 3.5682720536490045`*^9}, { 3.5682722259669075`*^9, 3.5682723223126764`*^9}, {3.568272370813162*^9, 3.568272411466833*^9}, {3.5682725893539457`*^9, 3.568272622238803*^9}, { 3.5682726936713285`*^9, 3.5682726960113325`*^9}, {3.568272741079812*^9, 3.56827275143823*^9}, {3.5682729218373294`*^9, 3.568272991070251*^9}, { 3.5682734285574193`*^9, 3.5682734302890224`*^9}, {3.5682734898811274`*^9, 3.5682735111595645`*^9}, {3.5682736115925407`*^9, 3.5682736313577757`*^9}, {3.5682738601945777`*^9, 3.568273987272401*^9}, { 3.5682763944346285`*^9, 3.5682764313910933`*^9}, 3.5682765128232365`*^9, { 3.5682766527398825`*^9, 3.568276660976697*^9}, {3.5682774496048822`*^9, 3.568277461663703*^9}, {3.5683784032731285`*^9, 3.568378422991563*^9}, { 3.568378459308427*^9, 3.5683784812420654`*^9}, {3.568378513440522*^9, 3.568378867046343*^9}, {3.568378915468828*^9, 3.56837896203491*^9}, { 3.5683790764299107`*^9, 3.568379270041851*^9}, {3.568380233530743*^9, 3.568380234388745*^9}, 3.5683804214954734`*^9, 3.568380471867962*^9, 3.5683805399464817`*^9, {3.5683812396077104`*^9, 3.568381293537005*^9}, { 3.568381339541486*^9, 3.5683813935175805`*^9}, 3.5684646396646404`*^9, 3.5684646988823442`*^9, 3.568465086387025*^9, {3.5684655859935026`*^9, 3.568465605087936*^9}, 3.568821235038273*^9, 3.5688233741452303`*^9, 3.568823449742963*^9, 3.5688274593312387`*^9, {3.5688284679978104`*^9, 3.5688284689026117`*^9}, {3.5688285131598897`*^9, 3.5688285201487017`*^9}, 3.5688285866360188`*^9, {3.5688292397623663`*^9, 3.568829246688778*^9}, { 3.5688780328231993`*^9, 3.56887811871695*^9}, {3.568895331556566*^9, 3.5688953367201753`*^9}, 3.568895995276532*^9, {3.5693397032225895`*^9, 3.56933970331619*^9}, 3.569339737137049*^9, 3.569340055299608*^9, 3.569389360947892*^9, {3.570298060155057*^9, 3.570298071589877*^9}, { 3.5704539766451664`*^9, 3.5704539773627677`*^9}, {3.5709509139026003`*^9, 3.570950950500265*^9}, {3.570950995397144*^9, 3.5709510449896307`*^9}, { 3.570974064815357*^9, 3.5709741190878525`*^9}, {3.5709742487084804`*^9, 3.570974273528124*^9}, {3.5713747544125347`*^9, 3.571374762618149*^9}, 3.5713830670175667`*^9, {3.582889608439395*^9, 3.582889608642195*^9}, { 3.5828896487186656`*^9, 3.5828896636166916`*^9}, {3.582890060496989*^9, 3.582890069342204*^9}, 3.5828901227566977`*^9, {3.5829456674859304`*^9, 3.5829456688587327`*^9}, {3.5829937674424353`*^9, 3.5829937755232496`*^9}}], Cell[BoxData[{ RowBox[{ RowBox[{"vxc", "=", 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", ",", "10"}], "}"}]}], "]"}]}], ";"}], "\n", RowBox[{ RowBox[{ RowBox[{"vyc", "=", 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", ",", "10"}], "}"}]}], "]"}]}], ";"}], " "}], "\n", RowBox[{ RowBox[{"vzc", "=", 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", ",", "10"}], "}"}]}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"Plot7a", "=", RowBox[{"Table", "[", RowBox[{ RowBox[{"Graphics3D", "[", RowBox[{"{", RowBox[{ RowBox[{"Darker", "[", RowBox[{"Brown", ",", "0.4"}], "]"}], ",", RowBox[{"Opacity", "[", "0.5", "]"}], ",", RowBox[{"Sphere", "[", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{"vxc", "[", RowBox[{"[", "i", "]"}], "]"}], ",", RowBox[{"vyc", "[", RowBox[{"[", "i", "]"}], "]"}], ",", RowBox[{"vzc", "[", RowBox[{"[", "i", "]"}], "]"}]}], "}"}], ",", RowBox[{"a", "[", RowBox[{"[", RowBox[{"i", ",", "3"}], "]"}], "]"}]}], "]"}]}], "}"}], "]"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", "10"}], "}"}]}], "]"}]}], ";"}], "\[IndentingNewLine]"}], "Input", CellChangeTimes->{{3.5681365021632137`*^9, 3.5681365171392403`*^9}, { 3.568136560351316*^9, 3.5681365863097615`*^9}, {3.5681369135895367`*^9, 3.5681369265999594`*^9}, {3.568137821916732*^9, 3.5681378378443604`*^9}, { 3.5682072492149415`*^9, 3.5682072529901485`*^9}, 3.568209802830227*^9, { 3.5682216503836985`*^9, 3.5682217583046885`*^9}, {3.5682217912831464`*^9, 3.568221843465238*^9}, {3.5682219760654707`*^9, 3.5682221133457117`*^9}, { 3.568222159615393*^9, 3.5682221693498106`*^9}, {3.5682222565227633`*^9, 3.5682222578487663`*^9}, 3.5682224736283445`*^9, 3.5682227227607822`*^9, 3.5682227558640404`*^9, {3.568222818810151*^9, 3.5682228486062036`*^9}, { 3.5682230057764797`*^9, 3.5682230079916835`*^9}, {3.568223041952943*^9, 3.5682230548229656`*^9}, 3.5682232619601297`*^9, 3.5682233000709963`*^9, { 3.568223536645412*^9, 3.5682235381118145`*^9}, {3.568223591151908*^9, 3.568223591526308*^9}, {3.5682236491528096`*^9, 3.568223657483224*^9}, { 3.568223713222122*^9, 3.5682237532361927`*^9}, {3.568223800379475*^9, 3.568223827648323*^9}, {3.5682238887380304`*^9, 3.5682238893152313`*^9}, { 3.5682240287170763`*^9, 3.5682240612431335`*^9}, 3.5682241088076167`*^9, { 3.568224198772975*^9, 3.5682242396450467`*^9}, {3.568224282170721*^9, 3.5682243185031853`*^9}, {3.568224437890195*^9, 3.568224439590598*^9}, { 3.568224572253231*^9, 3.5682245867144566`*^9}, {3.5682247081762695`*^9, 3.568224733557514*^9}, {3.56822480520844*^9, 3.5682248433505073`*^9}, { 3.568224884206979*^9, 3.5682248959069996`*^9}, {3.568224982830352*^9, 3.5682250047639904`*^9}, {3.56822503870965*^9, 3.5682250803305235`*^9}, { 3.5682251223413973`*^9, 3.568225141451431*^9}, {3.568225234177994*^9, 3.5682252929588966`*^9}, {3.5682253775890455`*^9, 3.568225482140429*^9}, { 3.56822551694409*^9, 3.5682255297205124`*^9}, {3.568225573197789*^9, 3.5682255809666023`*^9}, 3.568225660698343*^9, 3.5682257301964645`*^9, { 3.568225765078126*^9, 3.5682257828933573`*^9}, {3.568225927026843*^9, 3.568225927416844*^9}, {3.568267062420238*^9, 3.568267081358671*^9}, { 3.568267188328059*^9, 3.5682672830358257`*^9}, {3.5682676367040462`*^9, 3.568267747979042*^9}, 3.5682678404716043`*^9, 3.568267882030078*^9, { 3.5682679252577534`*^9, 3.568267996612279*^9}, {3.5682680488879704`*^9, 3.568268061133992*^9}, {3.568268100914062*^9, 3.5682681150944867`*^9}, { 3.5682681672609787`*^9, 3.5682681709113846`*^9}, {3.568268272904364*^9, 3.5682683182536435`*^9}, {3.5682685202739983`*^9, 3.568268599194537*^9}, { 3.5682686348873997`*^9, 3.568268637773405*^9}, {3.5682686944951043`*^9, 3.568268872273017*^9}, {3.5682689420207396`*^9, 3.568269016947671*^9}, { 3.5682695040741262`*^9, 3.568269601153097*^9}, {3.5682696652380095`*^9, 3.5682696728352227`*^9}, {3.5682697489633565`*^9, 3.5682698308635006`*^9}, {3.568271156491429*^9, 3.568271160063835*^9}, { 3.568271244927984*^9, 3.568271369010602*^9}, {3.5682716250070515`*^9, 3.5682717312276382`*^9}, {3.5682717843301315`*^9, 3.5682718576814604`*^9}, {3.568271940673606*^9, 3.5682720536490045`*^9}, { 3.5682722259669075`*^9, 3.5682723223126764`*^9}, {3.568272370813162*^9, 3.568272411466833*^9}, {3.5682725893539457`*^9, 3.568272622238803*^9}, { 3.5682726936713285`*^9, 3.5682726960113325`*^9}, {3.568272741079812*^9, 3.56827275143823*^9}, {3.5682729218373294`*^9, 3.568272991070251*^9}, { 3.5682734285574193`*^9, 3.5682734302890224`*^9}, {3.5682734898811274`*^9, 3.5682735111595645`*^9}, {3.5682736115925407`*^9, 3.5682736313577757`*^9}, {3.5682738601945777`*^9, 3.568273987272401*^9}, { 3.5682763944346285`*^9, 3.5682764313910933`*^9}, 3.5682765128232365`*^9, { 3.5682766527398825`*^9, 3.568276660976697*^9}, {3.5682774496048822`*^9, 3.568277461663703*^9}, {3.5683784032731285`*^9, 3.568378422991563*^9}, { 3.568378459308427*^9, 3.5683784812420654`*^9}, {3.568378513440522*^9, 3.568378867046343*^9}, {3.568378915468828*^9, 3.56837896203491*^9}, { 3.5683790764299107`*^9, 3.568379270041851*^9}, {3.568380233530743*^9, 3.568380234388745*^9}, 3.5683804214954734`*^9, 3.568380471867962*^9, 3.5683805399464817`*^9, {3.5683812396077104`*^9, 3.568381293537005*^9}, { 3.568381339541486*^9, 3.5683813935175805`*^9}, 3.5684646396646404`*^9, 3.5684646988823442`*^9, 3.568465086387025*^9, {3.5684655859935026`*^9, 3.568465605087936*^9}, 3.568821235038273*^9, 3.5688233741452303`*^9, 3.568823449742963*^9, 3.5688274593312387`*^9, {3.5688284679978104`*^9, 3.5688284689026117`*^9}, {3.5688285131598897`*^9, 3.5688285201487017`*^9}, 3.5688285866360188`*^9, {3.5688292397623663`*^9, 3.568829246688778*^9}, { 3.5688780328231993`*^9, 3.56887811871695*^9}, {3.568895331556566*^9, 3.5688953367201753`*^9}, 3.568895995276532*^9, {3.5693397032225895`*^9, 3.56933970331619*^9}, 3.569339737137049*^9, 3.569340055299608*^9, 3.569389360947892*^9, {3.570298060155057*^9, 3.570298071589877*^9}, { 3.5704539766451664`*^9, 3.5704539773627677`*^9}, {3.5709509139026003`*^9, 3.570950950500265*^9}, {3.570950995397144*^9, 3.5709510449896307`*^9}, { 3.570974064815357*^9, 3.5709741190878525`*^9}, {3.5709742487084804`*^9, 3.570974273528124*^9}, {3.5713747544125347`*^9, 3.571374762618149*^9}, 3.5713830670175667`*^9, {3.582889608439395*^9, 3.582889608642195*^9}, { 3.5828896487186656`*^9, 3.5828897420068293`*^9}, {3.58288983328259*^9, 3.5828898518622227`*^9}, {3.5828898900510893`*^9, 3.5828899117819276`*^9}, 3.5828900511057725`*^9, {3.582993808220907*^9, 3.582993812791715*^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", "[", "0.2", "]"}], ",", RowBox[{"Lighter", "[", "Cyan", "]"}], ",", RowBox[{"Sphere", "[", RowBox[{ RowBox[{"tpo", "[", RowBox[{"[", "i", "]"}], "]"}], ",", "rpo"}], "]"}]}], "}"}], "]"}], ",", RowBox[{"{", RowBox[{"i", ",", RowBox[{"{", RowBox[{"1", ",", "2", ",", "4"}], "}"}]}], "}"}]}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"Plot8b", "=", RowBox[{"Table", "[", RowBox[{ RowBox[{"Graphics3D", "[", RowBox[{"{", RowBox[{ RowBox[{"Opacity", "[", "0.2", "]"}], ",", RowBox[{"Lighter", "[", "Cyan", "]"}], ",", RowBox[{"Sphere", "[", RowBox[{ RowBox[{"tpu", "[", RowBox[{"[", "i", "]"}], "]"}], ",", "rpi"}], "]"}]}], "}"}], "]"}], ",", RowBox[{"{", RowBox[{"i", ",", RowBox[{"{", RowBox[{"3", ",", "5"}], "}"}]}], "}"}]}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"Plot8a1", "=", RowBox[{"Table", "[", RowBox[{ RowBox[{"Graphics3D", "[", RowBox[{"{", RowBox[{ RowBox[{"Opacity", "[", "0.2", "]"}], ",", RowBox[{"Lighter", "[", "Yellow", "]"}], ",", RowBox[{"Sphere", "[", RowBox[{ RowBox[{"tpu", "[", RowBox[{"[", "i", "]"}], "]"}], ",", "rpo"}], "]"}]}], "}"}], "]"}], ",", RowBox[{"{", RowBox[{"i", ",", RowBox[{"{", RowBox[{"1", ",", "2", ",", "4"}], "}"}]}], "}"}]}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"Plot8b1", "=", RowBox[{"Table", "[", RowBox[{ RowBox[{"Graphics3D", "[", RowBox[{"{", RowBox[{ RowBox[{"Opacity", "[", "0.2", "]"}], ",", RowBox[{"Lighter", "[", "Yellow", "]"}], ",", RowBox[{"Sphere", "[", RowBox[{ RowBox[{"tpo", "[", RowBox[{"[", "i", "]"}], "]"}], ",", "rpi"}], "]"}]}], "}"}], "]"}], ",", RowBox[{"{", RowBox[{"i", ",", RowBox[{"{", RowBox[{"3", ",", "5"}], "}"}]}], "}"}]}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"Plot8c", "=", RowBox[{"Table", "[", RowBox[{ RowBox[{"Graphics3D", "[", RowBox[{"{", RowBox[{ RowBox[{"Opacity", "[", "0.2", "]"}], ",", RowBox[{"Lighter", "[", "Yellow", "]"}], ",", RowBox[{"Sphere", "[", RowBox[{ RowBox[{"tpo", "[", RowBox[{"[", "i", "]"}], "]"}], ",", "rpo"}], "]"}]}], "}"}], "]"}], ",", RowBox[{"{", RowBox[{"i", ",", RowBox[{"{", RowBox[{"6", ",", "7", ",", "9"}], "}"}]}], "}"}]}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"Plot8d", "=", RowBox[{"Table", "[", RowBox[{ RowBox[{"Graphics3D", "[", RowBox[{"{", RowBox[{ RowBox[{"Opacity", "[", "0.2", "]"}], ",", RowBox[{"Lighter", "[", "Yellow", "]"}], ",", RowBox[{"Sphere", "[", RowBox[{ RowBox[{"tpu", "[", RowBox[{"[", "i", "]"}], "]"}], ",", "rpi"}], "]"}]}], "}"}], "]"}], ",", RowBox[{"{", RowBox[{"i", ",", RowBox[{"{", RowBox[{"8", ",", "10"}], "}"}]}], "}"}]}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"Plot8c1", "=", RowBox[{"Table", "[", RowBox[{ RowBox[{"Graphics3D", "[", RowBox[{"{", RowBox[{ RowBox[{"Opacity", "[", "0.2", "]"}], ",", RowBox[{"Lighter", "[", "Cyan", "]"}], ",", RowBox[{"Sphere", "[", RowBox[{ RowBox[{"tpu", "[", RowBox[{"[", "i", "]"}], "]"}], ",", "rpo"}], "]"}]}], "}"}], "]"}], ",", RowBox[{"{", RowBox[{"i", ",", RowBox[{"{", RowBox[{"6", ",", "7", ",", "9"}], "}"}]}], "}"}]}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"Plot8d1", "=", RowBox[{"Table", "[", RowBox[{ RowBox[{"Graphics3D", "[", RowBox[{"{", RowBox[{ RowBox[{"Opacity", "[", "0.2", "]"}], ",", RowBox[{"Lighter", "[", "Cyan", "]"}], ",", RowBox[{"Sphere", "[", RowBox[{ RowBox[{"tpo", "[", RowBox[{"[", "i", "]"}], "]"}], ",", "rpi"}], "]"}]}], "}"}], "]"}], ",", RowBox[{"{", RowBox[{"i", ",", RowBox[{"{", RowBox[{"8", ",", "10"}], "}"}]}], "}"}]}], "]"}]}], ";"}]}], "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}, { 3.5730240705968337`*^9, 3.5730240732800384`*^9}, {3.5829464814485598`*^9, 3.5829464828525624`*^9}, {3.5829554875325785`*^9, 3.5829555172974305`*^9}, {3.5829558113891473`*^9, 3.5829558214043646`*^9}, {3.5829896620479946`*^9, 3.5829896654956007`*^9}, {3.582989730173314*^9, 3.5829898077990503`*^9}, { 3.5829901572084637`*^9, 3.5829901760064974`*^9}, {3.5829902763926735`*^9, 3.5829902858930902`*^9}, {3.5829903332703733`*^9, 3.582990338683583*^9}, { 3.5829903846256638`*^9, 3.582990393268079*^9}, {3.5829904522205825`*^9, 3.5829904535621843`*^9}, {3.5829905024838705`*^9, 3.5829905538859606`*^9}, {3.5829906481881266`*^9, 3.5829907710227423`*^9}, {3.5829908906749525`*^9, 3.582990896041362*^9}}], Cell[CellGroupData[{ Cell[BoxData[{ RowBox[{ RowBox[{ RowBox[{"Plot9", "=", " ", RowBox[{"Table", "[", RowBox[{ RowBox[{"Graphics3D", "[", RowBox[{"{", RowBox[{"If", "[", RowBox[{ RowBox[{"(", RowBox[{ RowBox[{ RowBox[{"a", "[", RowBox[{"[", RowBox[{"i", ",", "3"}], "]"}], "]"}], ">", "0.98"}], " ", "&&", " ", RowBox[{ RowBox[{"a", "[", RowBox[{"[", RowBox[{"i", ",", "3"}], "]"}], "]"}], "<", "1.05"}]}], ")"}], ",", RowBox[{"(", 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[{ RowBox[{"y", "[", RowBox[{"[", RowBox[{"a", "[", RowBox[{"[", RowBox[{"i", ",", "1"}], "]"}], "]"}], "]"}], "]"}], "+", "0.12"}], ",", RowBox[{"z", "[", RowBox[{"[", RowBox[{"a", "[", RowBox[{"[", RowBox[{"i", ",", "1"}], "]"}], "]"}], "]"}], "]"}]}], "}"}], ",", RowBox[{"{", RowBox[{ RowBox[{"x", "[", RowBox[{"[", RowBox[{"a", "[", RowBox[{"[", RowBox[{"i", ",", "2"}], "]"}], "]"}], "]"}], "]"}], ",", RowBox[{ RowBox[{"y", "[", RowBox[{"[", RowBox[{"a", "[", RowBox[{"[", RowBox[{"i", ",", "2"}], "]"}], "]"}], "]"}], "]"}], "+", "0.12"}], ",", RowBox[{"z", "[", RowBox[{"[", RowBox[{"a", "[", RowBox[{"[", RowBox[{"i", ",", "2"}], "]"}], "]"}], "]"}], "]"}]}], "}"}]}], "}"}], ",", "0.06"}], "]"}], ",", RowBox[{"Tube", "[", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{"x", "[", RowBox[{"[", RowBox[{"a", "[", RowBox[{"[", RowBox[{"i", ",", "1"}], "]"}], "]"}], "]"}], "]"}], ",", RowBox[{ RowBox[{"y", "[", RowBox[{"[", RowBox[{"a", "[", RowBox[{"[", RowBox[{"i", ",", "1"}], "]"}], "]"}], "]"}], "]"}], "-", "0.12"}], ",", RowBox[{"z", "[", RowBox[{"[", RowBox[{"a", "[", RowBox[{"[", RowBox[{"i", ",", "1"}], "]"}], "]"}], "]"}], "]"}]}], "}"}], ",", RowBox[{"{", RowBox[{ RowBox[{"x", "[", RowBox[{"[", RowBox[{"a", "[", RowBox[{"[", RowBox[{"i", ",", "2"}], "]"}], "]"}], "]"}], "]"}], ",", RowBox[{ RowBox[{"y", "[", RowBox[{"[", RowBox[{"a", "[", RowBox[{"[", RowBox[{"i", ",", "2"}], "]"}], "]"}], "]"}], "]"}], "-", "0.12"}], ",", RowBox[{"z", "[", RowBox[{"[", RowBox[{"a", "[", RowBox[{"[", RowBox[{"i", ",", "2"}], "]"}], "]"}], "]"}], "]"}]}], "}"}]}], "}"}], ",", "0.06"}], "]"}]}], "}"}], ")"}], ",", 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"}], "]"}], "]"}], "]"}], "]"}]}], "}"}]}], "}"}], ",", "0.06"}], "]"}]}], "]"}], "}"}], "]"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", "nb"}], "}"}]}], "]"}]}], ";"}], "\[IndentingNewLine]"}], "\[IndentingNewLine]", RowBox[{"Show", "[", RowBox[{ "Plot1o", ",", "Plot2", ",", "Plot7", ",", "Plot7a", ",", "Plot8", ",", "Plot8a", ",", "Plot8b", ",", "Plot8a1", ",", "Plot8b1", ",", "Plot8c", ",", "Plot8d", ",", "Plot8c1", ",", "Plot8d1", ",", "Plot9", ",", RowBox[{"{", RowBox[{ RowBox[{"AspectRatio", "\[Rule]", "Automatic"}], ",", RowBox[{"Boxed", "\[Rule]", "True"}], ",", " ", RowBox[{"Axes", "\[Rule]", "Automatic"}], ",", RowBox[{"AxesLabel", "\[Rule]", RowBox[{"{", RowBox[{"xl", ",", "yl", ",", "zl"}], "}"}]}], ",", 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}, {3.582889754502451*^9, 3.5828897624896655`*^9}, { 3.582945812441385*^9, 3.582945820631399*^9}, 3.5829909681446886`*^9}], Cell[BoxData[ Graphics3DBox[{ {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{-2.1523979140000002`, -2.906398588, 0.69919862}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{0.054802054, -2.8572657120000002`, 2.3186938020000003`}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{2.279009556, -2.800573932, 0.721875332}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{1.443750664, -2.811912288, -1.889726}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{-1.2944623100000001`, -2.876162972, -1.901064356}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{2.1523979140000002`, 2.906398588, -0.69919862}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{-0.054802054, 2.8572657120000002`, -2.3186938020000003`}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{-2.279009556, 2.800573932, -0.721875332}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{-1.443750664, 2.811912288, 1.889726}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{1.2944623100000001`, 2.876162972, 1.901064356}, 0.255]}, {RGBColor[1, 0.6666666666666666, NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.8], SphereBox[{0., 0., 0.}, 0.602]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-4.102595146, -3.097260914, 1.326587652}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{0.049132876, -3.0122232440000003`, 4.3709362380000005`}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{4.227317062, -2.906398588, 1.371941076}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{2.649395852, -2.923406122, -3.5526848799999997`}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-2.48498969, -3.038679408, -3.57158214}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{4.102595146, 3.097260914, -1.326587652}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-0.049132876, 3.0122232440000003`, -4.3709362380000005`}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-4.227317062, 2.906398588, -1.371941076}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-2.649395852, 2.923406122, 3.5526848799999997`}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{2.48498969, 3.038679408, 3.57158214}, 0.12]}, Text3DBox["1", {-2.7523979140000003`, -2.906398588, 0.69919862}, {1, 0}], Text3DBox["2", {-0.5451979459999999, -2.8572657120000002`, 2.3186938020000003`}, {1, 0}], Text3DBox["3", {1.679009556, -2.800573932, 0.721875332}, {1, 0}], Text3DBox["4", {0.843750664, -2.811912288, -1.889726}, {1, 0}], Text3DBox["5", {-1.8944623100000002`, -2.876162972, -1.901064356}, {1, 0}], Text3DBox["6", {1.5523979140000002`, 2.906398588, -0.69919862}, {1, 0}], Text3DBox["7", {-0.654802054, 2.8572657120000002`, -2.3186938020000003`}, { 1, 0}], Text3DBox["8", {-2.879009556, 2.800573932, -0.721875332}, {1, 0}], Text3DBox["9", {-2.043750664, 2.811912288, 1.889726}, {1, 0}], Text3DBox["10", {0.6944623100000001, 2.876162972, 1.901064356}, {1, 0}], Text3DBox["11", {-0.6, 0., 0.}, {1, 0}], Text3DBox["12", {-4.702595145999999, -3.097260914, 1.326587652}, {1, 0}], Text3DBox["13", {-0.5508671239999999, -3.0122232440000003`, 4.3709362380000005`}, {1, 0}], Text3DBox["14", {3.627317062, -2.906398588, 1.371941076}, {1, 0}], Text3DBox["15", {2.049395852, -2.923406122, -3.5526848799999997`}, {1, 0}], Text3DBox["16", {-3.08498969, -3.038679408, -3.57158214}, {1, 0}], Text3DBox["17", {3.5025951459999995`, 3.097260914, -1.326587652}, {1, 0}], Text3DBox["18", {-0.649132876, 3.0122232440000003`, -4.3709362380000005`}, {1, 0}], Text3DBox["19", {-4.827317062, 2.906398588, -1.371941076}, {1, 0}], Text3DBox["20", {-3.249395852, 2.923406122, 3.5526848799999997`}, {1, 0}], Text3DBox["21", {1.8849896899999998`, 3.038679408, 3.57158214}, {1, 0}], {RGBColor[1., 0.4, 1.], Opacity[0.5], SphereBox[{-1.177374039161804, -1.589816744715412, 0.38246566680409777`}, 1.412945879212043]}, {RGBColor[1., 0.4, 1.], Opacity[0.5], SphereBox[{0.029979466213813685`, -1.563067341906424, 1.2684415532534274`}, 1.411211925692088]}, {RGBColor[1., 0.4, 1.], Opacity[0.5], SphereBox[{1.2466733830129961`, -1.5319817194239302`, 0.3948832772064382}, 1.412223253559413]}, {RGBColor[1., 0.4, 1.], Opacity[0.5], SphereBox[{ 0.7897562211410436, -1.5381639490286294`, -1.0337123313364447`}, 1.412503513742122]}, {RGBColor[1., 0.4, 1.], Opacity[0.5], SphereBox[{-0.7080937081848302, -1.57331185964571, -1.039915723261225}, 1.4124804835884366`]}, {RGBColor[1., 0.4, 1.], Opacity[0.5], SphereBox[{1.177374039161804, 1.589816744715412, -0.38246566680409777`}, 1.412945879212043]}, {RGBColor[1., 0.4, 1.], Opacity[0.5], SphereBox[{-0.029979466213813685`, 1.563067341906424, -1.2684415532534274`}, 1.411211925692088]}, {RGBColor[1., 0.4, 1.], Opacity[0.5], SphereBox[{-1.2466733830129961`, 1.5319817194239302`, -0.3948832772064382}, 1.412223253559413]}, {RGBColor[1., 0.4, 1.], Opacity[0.5], SphereBox[{-0.7897562211410436, 1.5381639490286294`, 1.0337123313364447`}, 1.412503513742122]}, {RGBColor[1., 0.4, 1.], Opacity[0.5], SphereBox[{0.7080937081848302, 1.57331185964571, 1.039915723261225}, 1.4124804835884366`]}, {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{-1.04879793, -2.88183215, 1.508946211}, 1.1133243225345237`]}, {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{1.166905805, -2.828919822, 1.520284567}, 1.1136193743613823`]}, {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{1.86138011, -2.8062431099999996`, -0.5839253339999999}, 1.1152711423190154`]}, {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{-1.7234301120000002`, -2.8912807799999998`, \ -0.6009328680000001}, 1.1134544139944662`]}, {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{0.07464417699999992, -2.84403763, -1.895395178}, 1.1137950711569917`]}, {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{1.04879793, 2.88183215, -1.508946211}, 1.1133243225345237`]}, {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{-1.166905805, 2.828919822, -1.520284567}, 1.1136193743613823`]}, {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{-1.86138011, 2.8062431099999996`, 0.5839253339999999}, 1.1152711423190154`]}, {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{1.7234301120000002`, 2.8912807799999998`, 0.6009328680000001}, 1.1134544139944662`]}, {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{-0.07464417699999992, 2.84403763, 1.895395178}, 1.1137950711569917`]}, {Opacity[0.5], SphereBox[{-3.562985823900352, -3.0444503117402477`, 1.1529924049679428`}, 1.2325020458460028`]}, {Opacity[0.5], SphereBox[{0.050701058042663984`, -2.969359601500518, 3.8032543385556394`}, 1.2330920757881412`]}, {Opacity[0.5], SphereBox[{3.687999454044439, -2.8771049060935874`, 1.191994172860608}, 1.2316201562942366`]}, {Opacity[0.5], SphereBox[{ 2.3157264129021202`, -2.8925495437762145`, -3.0924511708994755`}, 1.232047260258847]}, {Opacity[0.5], SphereBox[{-2.1556191132032696`, -2.9937177102150496`, \ -3.1094177116058574`}, 1.2327649771439098`]}, {Opacity[0.5], SphereBox[{3.562985823900352, 3.0444503117402477`, -1.1529924049679428`}, 1.2325020458460028`]}, {Opacity[0.5], SphereBox[{-0.050701058042663984`, 2.969359601500518, -3.8032543385556394`}, 1.2330920757881412`]}, {Opacity[0.5], SphereBox[{-3.687999454044439, 2.8771049060935874`, -1.191994172860608}, 1.2316201562942366`]}, {Opacity[0.5], SphereBox[{-2.3157264129021202`, 2.8925495437762145`, 3.0924511708994755`}, 1.232047260258847]}, {Opacity[0.5], SphereBox[{2.1556191132032696`, 2.9937177102150496`, 3.1094177116058574`}, 1.2327649771439098`]}, {RGBColor[ NCache[ Rational[1, 3], 0.3333333333333333], 1, 1], Opacity[0.2], SphereBox[{-2.1177020355711287`, -4.30596027022846, 0.6943722696301251}, 1.4]}, {RGBColor[ NCache[ Rational[1, 3], 0.3333333333333333], 1, 1], Opacity[0.2], SphereBox[{0.08824119651831053, -4.256862845547047, 2.3155813247664376`}, 1.4]}, {RGBColor[ NCache[ Rational[1, 3], 0.3333333333333333], 1, 1], Opacity[0.2], SphereBox[{1.4766100466923824`, -4.211519593918467, -1.8941588533390175`}, 1.4]}, {RGBColor[ NCache[ Rational[1, 3], 0.3333333333333333], 1, 1], Opacity[0.2], SphereBox[{2.3115698964030447`, -4.200188526487233, 0.7175381519050488}, 1.4]}, {RGBColor[ NCache[ Rational[1, 3], 0.3333333333333333], 1, 1], Opacity[0.2], SphereBox[{-1.261598877177906, -4.27576666385336, -1.9064957953665862`}, 1.4]}, {RGBColor[1, 1, NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.2], SphereBox[{-2.1870937924288727`, -1.5068369057715403`, 0.7040249703698744}, 1.4]}, {RGBColor[1, 1, NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.2], SphereBox[{0.02136291148169045, -1.4576685784529535`, 2.321806279233564}, 1.4]}, {RGBColor[1, 1, NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.2], SphereBox[{1.4108912813076178`, -1.4123049820815325`, -1.885293146660983}, 1.4]}, {RGBColor[1, 1, NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.2], SphereBox[{2.2464492155969547`, -1.4009593375127667`, 0.7262125120949507}, 1.4]}, {RGBColor[1, 1, NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.2], SphereBox[{-1.327325742822094, -1.4765592801466403`, \ -1.8956329166334125`}, 1.4]}, {RGBColor[1, 1, NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.2], SphereBox[{2.1870937924288727`, 1.5068369057715403`, -0.7040249703698744}, 1.4]}, {RGBColor[1, 1, NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.2], SphereBox[{-0.02136291148169045, 1.4576685784529535`, -2.321806279233564}, 1.4]}, {RGBColor[1, 1, NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.2], SphereBox[{-1.4108912813076178`, 1.4123049820815325`, 1.885293146660983}, 1.4]}, {RGBColor[1, 1, NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.2], SphereBox[{-2.2464492155969547`, 1.4009593375127667`, -0.7262125120949507}, 1.4]}, {RGBColor[1, 1, NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.2], SphereBox[{1.327325742822094, 1.4765592801466403`, 1.8956329166334125`}, 1.4]}, {RGBColor[ NCache[ Rational[1, 3], 0.3333333333333333], 1, 1], Opacity[0.2], SphereBox[{2.1177020355711287`, 4.30596027022846, -0.6943722696301251}, 1.4]}, {RGBColor[ NCache[ Rational[1, 3], 0.3333333333333333], 1, 1], Opacity[0.2], SphereBox[{-0.08824119651831053, 4.256862845547047, -2.3155813247664376`}, 1.4]}, {RGBColor[ NCache[ Rational[1, 3], 0.3333333333333333], 1, 1], Opacity[0.2], SphereBox[{-1.4766100466923824`, 4.211519593918467, 1.8941588533390175`}, 1.4]}, {RGBColor[ NCache[ Rational[1, 3], 0.3333333333333333], 1, 1], Opacity[0.2], SphereBox[{-2.3115698964030447`, 4.200188526487233, -0.7175381519050488}, 1.4]}, {RGBColor[ NCache[ Rational[1, 3], 0.3333333333333333], 1, 1], Opacity[0.2], SphereBox[{1.261598877177906, 4.27576666385336, 1.9064957953665862`}, 1.4]}, TubeBox[{{0.054802054, -2.8572657120000002`, 2.3186938020000003`}, {-2.1523979140000002`, -2.906398588, 0.69919862}}, 0.06], TubeBox[{{2.279009556, -2.800573932, 0.721875332}, { 0.054802054, -2.8572657120000002`, 2.3186938020000003`}}, 0.06], TubeBox[{{1.443750664, -2.811912288, -1.889726}, { 2.279009556, -2.800573932, 0.721875332}}, 0.06], TubeBox[{{-1.2944623100000001`, -2.876162972, -1.901064356}, \ {-2.1523979140000002`, -2.906398588, 0.69919862}}, 0.06], TubeBox[{{-1.2944623100000001`, -2.876162972, -1.901064356}, { 1.443750664, -2.811912288, -1.889726}}, 0.06], TubeBox[{{-0.054802054, 2.8572657120000002`, -2.3186938020000003`}, { 2.1523979140000002`, 2.906398588, -0.69919862}}, 0.06], TubeBox[{{-2.279009556, 2.800573932, -0.721875332}, {-0.054802054, 2.8572657120000002`, -2.3186938020000003`}}, 0.06], TubeBox[{{-1.443750664, 2.811912288, 1.889726}, {-2.279009556, 2.800573932, -0.721875332}}, 0.06], TubeBox[{{1.2944623100000001`, 2.876162972, 1.901064356}, { 2.1523979140000002`, 2.906398588, -0.69919862}}, 0.06], TubeBox[{{1.2944623100000001`, 2.876162972, 1.901064356}, {-1.443750664, 2.811912288, 1.889726}}, 0.06], TubeBox[{{0., 0., 0.}, {-2.1523979140000002`, -2.906398588, 0.69919862}}, 0.06], TubeBox[{{0., 0., 0.}, {0.054802054, -2.8572657120000002`, 2.3186938020000003`}}, 0.06], TubeBox[{{0., 0., 0.}, {2.279009556, -2.800573932, 0.721875332}}, 0.06], TubeBox[{{0., 0., 0.}, {1.443750664, -2.811912288, -1.889726}}, 0.06], TubeBox[{{0., 0., 0.}, {-1.2944623100000001`, -2.876162972, -1.901064356}}, 0.06], TubeBox[{{0., 0., 0.}, {2.1523979140000002`, 2.906398588, -0.69919862}}, 0.06], TubeBox[{{0., 0., 0.}, {-0.054802054, 2.8572657120000002`, -2.3186938020000003`}}, 0.06], TubeBox[{{0., 0., 0.}, {-2.279009556, 2.800573932, -0.721875332}}, 0.06], TubeBox[{{0., 0., 0.}, {-1.443750664, 2.811912288, 1.889726}}, 0.06], TubeBox[{{0., 0., 0.}, {1.2944623100000001`, 2.876162972, 1.901064356}}, 0.06], TubeBox[{{-4.102595146, -3.097260914, 1.326587652}, {-2.1523979140000002`, -2.906398588, 0.69919862}}, 0.06], TubeBox[{{0.049132876, -3.0122232440000003`, 4.3709362380000005`}, { 0.054802054, -2.8572657120000002`, 2.3186938020000003`}}, 0.06], TubeBox[{{4.227317062, -2.906398588, 1.371941076}, { 2.279009556, -2.800573932, 0.721875332}}, 0.06], TubeBox[{{2.649395852, -2.923406122, -3.5526848799999997`}, { 1.443750664, -2.811912288, -1.889726}}, 0.06], TubeBox[{{-2.48498969, -3.038679408, -3.57158214}, {-1.2944623100000001`, \ -2.876162972, -1.901064356}}, 0.06], TubeBox[{{4.102595146, 3.097260914, -1.326587652}, {2.1523979140000002`, 2.906398588, -0.69919862}}, 0.06], TubeBox[{{-0.049132876, 3.0122232440000003`, -4.3709362380000005`}, {-0.054802054, 2.8572657120000002`, -2.3186938020000003`}}, 0.06], TubeBox[{{-4.227317062, 2.906398588, -1.371941076}, {-2.279009556, 2.800573932, -0.721875332}}, 0.06], TubeBox[{{-2.649395852, 2.923406122, 3.5526848799999997`}, {-1.443750664, 2.811912288, 1.889726}}, 0.06], TubeBox[{{2.48498969, 3.038679408, 3.57158214}, {1.2944623100000001`, 2.876162972, 1.901064356}}, 0.06]}, AspectRatio->Automatic, Axes->Automatic, AxesLabel->{ FormBox["xl", TraditionalForm], FormBox["yl", TraditionalForm], FormBox["zl", TraditionalForm]}, Boxed->True, SphericalRegion->True]], "Output", CellChangeTimes->CompressedData[" 1:eJxTTMoPSmVkYGBQA2JHtRkebze+ctzWHxkIojUYWFNBdNcu0ToQPW/+t+kg uuh87b13QHrPyclbPgLpVY9Nd4JogzwJxk9AegLfHDUQXfK8VR9Es9QeXcq0 6ZXjD5G7a0B0g/KLwyDaMJb/HYj2alD9DaIvMB/kZAbSD5ju8oNoGdNzMiCa 5cROJRDN9O6wFYguE53uBqKPOb32B9EfVq+/BKIduX68ANFRK9dtYwHSJZl7 voFohYKgK6xA+plg0G0Q/e2u0mMQ/TripjIbkO7U9fMG0Qyhp6JA9KMrmSUg mrfrSDOI1lrGu1Uc5P6d6XtBdNCz1qMgGgB4U59j "]] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"Show", "[", RowBox[{"Plot1o", ",", "Plot2", ",", "Plot9", ",", RowBox[{"{", RowBox[{ RowBox[{"Axes", "\[Rule]", "Automatic"}], ",", RowBox[{"AxesLabel", "\[Rule]", RowBox[{"{", RowBox[{"xl", ",", "yl", ",", "zl"}], "}"}]}], ",", RowBox[{"AspectRatio", "\[Rule]", "Automatic"}], ",", RowBox[{"Boxed", "\[Rule]", "True"}], ",", " ", RowBox[{"SphericalRegion", "\[Rule]", "True"}]}], "}"}]}], "]"}]], "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}, {3.582889754502451*^9, 3.5828897624896655`*^9}, { 3.582945812441385*^9, 3.582945820631399*^9}}], Cell[BoxData[ Graphics3DBox[{ {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{-2.1523979140000002`, -2.906398588, 0.69919862}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{0.054802054, -2.8572657120000002`, 2.3186938020000003`}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{2.279009556, -2.800573932, 0.721875332}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{1.443750664, -2.811912288, -1.889726}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{-1.2944623100000001`, -2.876162972, -1.901064356}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{2.1523979140000002`, 2.906398588, -0.69919862}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{-0.054802054, 2.8572657120000002`, -2.3186938020000003`}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{-2.279009556, 2.800573932, -0.721875332}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{-1.443750664, 2.811912288, 1.889726}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{1.2944623100000001`, 2.876162972, 1.901064356}, 0.255]}, {RGBColor[1, 0.6666666666666666, NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.8], SphereBox[{0., 0., 0.}, 0.602]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-4.102595146, -3.097260914, 1.326587652}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{0.049132876, -3.0122232440000003`, 4.3709362380000005`}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{4.227317062, -2.906398588, 1.371941076}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{2.649395852, -2.923406122, -3.5526848799999997`}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-2.48498969, -3.038679408, -3.57158214}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{4.102595146, 3.097260914, -1.326587652}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-0.049132876, 3.0122232440000003`, -4.3709362380000005`}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-4.227317062, 2.906398588, -1.371941076}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-2.649395852, 2.923406122, 3.5526848799999997`}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{2.48498969, 3.038679408, 3.57158214}, 0.12]}, Text3DBox["1", {-2.7523979140000003`, -2.906398588, 0.69919862}, {1, 0}], Text3DBox["2", {-0.5451979459999999, -2.8572657120000002`, 2.3186938020000003`}, {1, 0}], Text3DBox["3", {1.679009556, -2.800573932, 0.721875332}, {1, 0}], Text3DBox["4", {0.843750664, -2.811912288, -1.889726}, {1, 0}], Text3DBox["5", {-1.8944623100000002`, -2.876162972, -1.901064356}, {1, 0}], Text3DBox["6", {1.5523979140000002`, 2.906398588, -0.69919862}, {1, 0}], Text3DBox["7", {-0.654802054, 2.8572657120000002`, -2.3186938020000003`}, { 1, 0}], Text3DBox["8", {-2.879009556, 2.800573932, -0.721875332}, {1, 0}], Text3DBox["9", {-2.043750664, 2.811912288, 1.889726}, {1, 0}], Text3DBox["10", {0.6944623100000001, 2.876162972, 1.901064356}, {1, 0}], Text3DBox["11", {-0.6, 0., 0.}, {1, 0}], Text3DBox["12", {-4.702595145999999, -3.097260914, 1.326587652}, {1, 0}], Text3DBox["13", {-0.5508671239999999, -3.0122232440000003`, 4.3709362380000005`}, {1, 0}], Text3DBox["14", {3.627317062, -2.906398588, 1.371941076}, {1, 0}], Text3DBox["15", {2.049395852, -2.923406122, -3.5526848799999997`}, {1, 0}], Text3DBox["16", {-3.08498969, -3.038679408, -3.57158214}, {1, 0}], Text3DBox["17", {3.5025951459999995`, 3.097260914, -1.326587652}, {1, 0}], Text3DBox["18", {-0.649132876, 3.0122232440000003`, -4.3709362380000005`}, {1, 0}], Text3DBox["19", {-4.827317062, 2.906398588, -1.371941076}, {1, 0}], Text3DBox["20", {-3.249395852, 2.923406122, 3.5526848799999997`}, {1, 0}], Text3DBox["21", {1.8849896899999998`, 3.038679408, 3.57158214}, {1, 0}], TubeBox[{{0.054802054, -2.8572657120000002`, 2.3186938020000003`}, {-2.1523979140000002`, -2.906398588, 0.69919862}}, 0.06], TubeBox[{{2.279009556, -2.800573932, 0.721875332}, { 0.054802054, -2.8572657120000002`, 2.3186938020000003`}}, 0.06], TubeBox[{{1.443750664, -2.811912288, -1.889726}, { 2.279009556, -2.800573932, 0.721875332}}, 0.06], TubeBox[{{-1.2944623100000001`, -2.876162972, -1.901064356}, \ {-2.1523979140000002`, -2.906398588, 0.69919862}}, 0.06], TubeBox[{{-1.2944623100000001`, -2.876162972, -1.901064356}, { 1.443750664, -2.811912288, -1.889726}}, 0.06], TubeBox[{{-0.054802054, 2.8572657120000002`, -2.3186938020000003`}, { 2.1523979140000002`, 2.906398588, -0.69919862}}, 0.06], TubeBox[{{-2.279009556, 2.800573932, -0.721875332}, {-0.054802054, 2.8572657120000002`, -2.3186938020000003`}}, 0.06], TubeBox[{{-1.443750664, 2.811912288, 1.889726}, {-2.279009556, 2.800573932, -0.721875332}}, 0.06], TubeBox[{{1.2944623100000001`, 2.876162972, 1.901064356}, { 2.1523979140000002`, 2.906398588, -0.69919862}}, 0.06], TubeBox[{{1.2944623100000001`, 2.876162972, 1.901064356}, {-1.443750664, 2.811912288, 1.889726}}, 0.06], TubeBox[{{0., 0., 0.}, {-2.1523979140000002`, -2.906398588, 0.69919862}}, 0.06], TubeBox[{{0., 0., 0.}, {0.054802054, -2.8572657120000002`, 2.3186938020000003`}}, 0.06], TubeBox[{{0., 0., 0.}, {2.279009556, -2.800573932, 0.721875332}}, 0.06], TubeBox[{{0., 0., 0.}, {1.443750664, -2.811912288, -1.889726}}, 0.06], TubeBox[{{0., 0., 0.}, {-1.2944623100000001`, -2.876162972, -1.901064356}}, 0.06], TubeBox[{{0., 0., 0.}, {2.1523979140000002`, 2.906398588, -0.69919862}}, 0.06], TubeBox[{{0., 0., 0.}, {-0.054802054, 2.8572657120000002`, -2.3186938020000003`}}, 0.06], TubeBox[{{0., 0., 0.}, {-2.279009556, 2.800573932, -0.721875332}}, 0.06], TubeBox[{{0., 0., 0.}, {-1.443750664, 2.811912288, 1.889726}}, 0.06], TubeBox[{{0., 0., 0.}, {1.2944623100000001`, 2.876162972, 1.901064356}}, 0.06], TubeBox[{{-4.102595146, -3.097260914, 1.326587652}, {-2.1523979140000002`, -2.906398588, 0.69919862}}, 0.06], TubeBox[{{0.049132876, -3.0122232440000003`, 4.3709362380000005`}, { 0.054802054, -2.8572657120000002`, 2.3186938020000003`}}, 0.06], TubeBox[{{4.227317062, -2.906398588, 1.371941076}, { 2.279009556, -2.800573932, 0.721875332}}, 0.06], TubeBox[{{2.649395852, -2.923406122, -3.5526848799999997`}, { 1.443750664, -2.811912288, -1.889726}}, 0.06], TubeBox[{{-2.48498969, -3.038679408, -3.57158214}, {-1.2944623100000001`, \ -2.876162972, -1.901064356}}, 0.06], TubeBox[{{4.102595146, 3.097260914, -1.326587652}, {2.1523979140000002`, 2.906398588, -0.69919862}}, 0.06], TubeBox[{{-0.049132876, 3.0122232440000003`, -4.3709362380000005`}, {-0.054802054, 2.8572657120000002`, -2.3186938020000003`}}, 0.06], TubeBox[{{-4.227317062, 2.906398588, -1.371941076}, {-2.279009556, 2.800573932, -0.721875332}}, 0.06], TubeBox[{{-2.649395852, 2.923406122, 3.5526848799999997`}, {-1.443750664, 2.811912288, 1.889726}}, 0.06], TubeBox[{{2.48498969, 3.038679408, 3.57158214}, {1.2944623100000001`, 2.876162972, 1.901064356}}, 0.06]}, AspectRatio->Automatic, Axes->Automatic, AxesLabel->{ FormBox["xl", TraditionalForm], FormBox["yl", TraditionalForm], FormBox["zl", TraditionalForm]}, Boxed->True, SphericalRegion->True]], "Output", CellChangeTimes->CompressedData[" 1:eJxTTMoPSmVkYGBQA2KeZTM83m585XizJyEQRG/5y5UKosOsxOpAdJb89+kg +ppf/b13QDr45JQtH4F0abLZThB9IleS8ROQ1uCbqwai56R26YPoqF+nlzJt euU4QeTeGhC9WOH9YRB9IkbgHYh+UK/2G0SnMR/iZAbSFUz3+EH0ZpPzMiB6 wtH9SiA6KvuUFYjmE53hBqLjnN74g+iO1RsugegbnD9fgOg9Ghu2sQBpnsy9 30D06/dBV1iBdJ1g8G0Q3XdX+TGI3n7jpjIbkFbU9fcG0TNCTkeB6IorWSUg eknn0WYQfWgp31ZxIH3EMmMviH71tO0oiAYAMFChHA== "],ImageCache->GraphicsData["CompressedBitmap", "\<\ eJysvQdYFNnyPvz+924O9+7du+muAbMihiFKDibMAhIMoCgDgkQxYU4YEMSE ioqYFXMAzGHNophAkKgCgoARJMNMf9XT3UODzeze3/Px2MKkc85bVafqrTqn zwyfON3b03/idB+Pie1sgycGeft4TGs3MDCYnvrH/wP+nzd7tQP7NwMI/zH0 j/Fh/2Of+f/n7wrVr3+gtrZW9Rd7TeVeKlP9+kL10r1797Bo0SJ4eXlhxYoV CObe8l716+smb4mKikJhYSHS09NVb6fffINvVL++bPLukJAQXLt2DVVVVZ+p Xv5c9cGdO3eq+qGng7gPl0qMRujqC9EnExISVBc1yn/yleZuv+IbfvPmjarB 8vJy1VvoJQRyLRRq6Ptb/jX2Y+yI2UfPnj1T/c1/PF80AHaIzQbwPf+yuAX2 YmVAbw/gGnmhYQw/8i2w4hY+zba2detWtgN/roVczcP4iX9ZwC40xL586NAh vpFsiWGwjbDD+EX12leftCBIlO3Uj2smo9lYWKyisfzGWyX7KVYv7KPP+OcE MbE9+HKtpWsY1B/8x44fP46srCz+Efc/ayfs+9lHU7imnoisodmg0FpDU2Kr 4Zt63ILdsaOit7XlP8m2Lgzic/459rFgCvxEfahhYO0lmvpCJEJWwuwjb66p ZM0D68h/UphN4tbEwudbu6thYF0kmvpSJHz2feyjyVxTt1sYGPtxaq6bhtbE 8udbu6lhYDrN8HCG+6nwufmEa5oH1lOita/55/hZrHrkybX2p4aByTQ0JZrS QlOXNA9Mn/+k2DEIrfHzWvVIzrV2QTSPmg/MSGRPwuT+upnw2V75ps5qdrrG Eq19I2FjHlxrp5sNbPXq1eqBmUnMym8lJvgkrql4zQOz0NCa2Mb41k5qGJi1 RFPfSdjYRK6pY5oH1ldijn8vMcfdudaOiAbGSoEdGPubHdgAiXn0vYTw+aYO ah6YrURrP0jM8Qlcawc0DGyIhqbEwueb2qt5YMP4TwqBnX30Twn5j+da293C wFivOFJiVv5LYoK7cU3t0Dwwew2tiec439r2ZgMTR34niQkuNCWe4K5cU1s1 D8xFYlb+q5n82V751qJFA2tOScZKNPWjhI2N45raqHlgrhKt/VtijnO9YoOG gU2QmJX/lhA+39RazQObKNHaTxI2NoZrLVLDwDg/9jky015g1/zd2Gm3DPlH r3WWmPf/kZj3o7kewkXjlSB55vzL2WnPMHv0VhzxOo37wUeRt+Y4Xu052ElD Z2Kt8Z2FaYBjxfd07nAKlk16jL0+qXgZk4ePZ7JQcOqS0JN4qv8s4TU4k8Ty ZrCaRScbobOD+fAd9wzHIstReLMOFZl1KEjO0tSZ2K/wnYVKwBL4UX++pxOx dxHqnIT9B2uQllWHvNxypKekS/X0i4Q9OHM9LeF7kmICeuxr/2ATP54Win5+ 4EcR5bUPqfOSoHxUgutZpTiSlIe35RWdmqmMffSrhLvivAcWtmDjPB805D/J 5aAM/+jT577hDfhg9FkcHHUc1fF5UBTnd9UwGPGE4wczX4NIjP/HkcwxXk2W nQImuxTVH19JjUTINMTO0pEbyRzNYjH9m4P5mh/Mcnk0LnteRMPVIjBlpdoS nlssFsHX8oMJ0SAWC74Hca90fcY+FtLT1HsZiOwbi7e7yEkVlEBR+xHCEMRe 9bdmMmKfH8UNYYZmeVjxPTUbherxd/wI13vuweM5d6B8UIKa9y+6Swzgdwm3 7sA1NE2DDGzUiD9X/yVI/mD0Gey3P4qqky+gLH4pcH/WUwnJ5e8i2IJB8r0G tQCbp9ij+E5mGYfjRQTlfJmlqK0oEToRB4b/SjgCjgsgQAM0J76HZfLNuDjp Aur/LCQDet1Dooc/RAIVJrkd14OvZhjOIjsJt9mGN7GZYPJLoKyrgNCTOCr8 IRKYYCd8Tz4asIzhsaz13IUHs25Beb8YdR8KhARK7DZbSUQDjofxWVmLWMby ncRFn8bekYdRefwFmOLCXho6EUcBvhO5KAo0h+HG9zCjTxhyVz0Ck1GKhsrX Uj0IRQOx0kdwPUxsAQbfy3i+k1D5JpxzP4f6y6ze3/TmGxTT2jYSzn0418mE ZjDEGYq7SOlhVltQGpMBJq8UDCm9dzMFi7sRK53vxlUzlkk8lkjPnUiefhOK e8VoKCuUynbFdRHBI3NUnudk0ljkaizZ2DX8ICqOPgfzqggfykugK+FrxVgE X8t346IZixePJdhoJXJWPgCTXgpF1Rs9CWfWVkJgQ7lOnERYmudB3nwPx6Mv 4Mz4M6i78BJVr7L1JXrQknCXXBrF+68WYfioBZaBFZabUbL1KZgXrPIroakn sYvke7JrAQsrUz8eS4R8B+5OvQ5FUjEUZUUGEt6rncRUGcz1MFwzFn81lizE Do3Dx8PPVMqvrnoHqZ7ai/AJ82UQ19PQZljEnDaIxxJouBxZy+6DSSuFsuqt QJDE/rG9SFqC5vkeBmnGMpXv5Fj0eSS4nkbt+QLUvMo1kuikg4SL5NJxDBTB aE7Np6mllYFQ840ojiYJPCfN1zeWecQurIMIi2ARfDf9NGOZwWNZJd+O24HX oLj9Csqy4j4SnQhVR7HyORBcbG8ByyyR5rcN2o/yuFwwRa9QW/0BUt0I1Fis ea4eAkvNWGbzWPwNliFjaTKYVJJY9TvjZooWdyJWPt+JuQYsc/kejpLmT45N QM2ZAtQVvzCR6EGVFX7GDo1v10Tz4OeJVL7EbAOKNqaBecapvMX2m3lHLvXh pSqNYCGPIEweg5t+f0Jx6xWY8hKhRCf2v0IPwloJKyPOmvgZ22IOu0iNJRPR tnvwYX8OmMJi1NeWqYuBYsclFKHFLpKrpnE5VgtYlvJY/PSXIn0RfSyF1fd7 cw09iF0j34OM76GmpkblgcQsYrHqta+wKXI1ttF1/9YtHIk+h2Mup1CTmI+G 4jwI9UgxWRXyGPFUsRF39w88fPgQVlZWqq44eX2Le7dvwcN5FPq0bQWbNq0w iK6hrdrA+bdu2DuGUtGcUnz8UCBVAe0mAi3MGmtxj5+repw/fz6mTp2K8+fP 9+RxZ6U9xzLncJydsA5JnuGozHnBh1luQLpt/4CJViv012qNYVptMKp9G4xu 2xGB2nqYb26CKM+xlhoGJJ5h1k0lHhsbq8o9WImvX78eDx484Jnsl5jpvA0H J19ByuxzeLcpAS9jdqMy7xnn+7+DHg3KiAZjo6WFoe3bY1SnDhjdtSMmd9XF AnNzhA6xgI9+BywdN0qtILFfFhIrsV+2Eo/uS9XonjzhVpuESUYj1OFfnj/h Pg4ufosHm14iK+IsUoLXoSztPhdvf8CWNathQAM002qPgR06YmSXTnDR6Yzx 3XpRImKBZUP7YuEQI3jptoNHz9ZIT7oFwXDF3lBbJEbBoJsM9CuV+EpKStTz VjRYdOdHO2tSNvZtq8DO8FeYIduM3TJ/3JNHCKPVJ4Mz1GoHi3adMKhzFzjo dIVTdx1M0TXDokEDsNyxP3z6dIaPEYnYQAsno1dLjlZIF8V2b9nU7sXJ52fN wLEjVmXYqrd9xnlQ+vmeR5qTXYNVW0qwNaYQDrLrmCbbgp2yABYJT0N+gEGb tjAi8zRv3w0DO+lgRGd9jNExgl9vGRYONMfMwUaYYtYVU0wJjnEHnNq6RhKK kB6KJ5RFy1CarzKqoTTL+gVczT7+LY8w83kNrjz5iDPn3xHCm5gq24ZYWaAK 4SAeoe7vnaD/e2+Ya5lgaPf+cOkzFHY9TSHXNUCIiQwBVj0wxUIbPhZd4W3e EadiGhGKU5LmK2yNhQp1asGaFWte3Hz9FOEvfx/hD+qYUEHIbiFQFosY2VTc JWRc3PqRCFU8Nsh3YaF5DPq0ModJZ1v01R+OEVZ2GD3IHiN1bTDOwBhTTfQR bN0b3lbdMdm6G7wsO+HE9rXmzQCxj3qow3AzaKw33LdvHz8/PoX289+H9k8R NHvZHfjLdmKbLBhJBM1M4v1cG/8hFhGPdfJYzDeNxlq729geXIz96+owbcpe mBkOg6X1SAzsa4vh1pYYYTIUjkbm8Dbtg0gba8htdOBh0w3uVp2Q/uA2WsTe jCKYi6XwpVoKbPC7evUqnJ2dUVFR8bmEQP4jgUT16Kcm8JPgK9uNaNl03CH4 XAnuN/WHjhDkNfJtmGMchcjh1xATWIR9kbWURjI4dIXBngcMNh29DQMdYxh2 1YZlbx0MMuiJ4Zb2cDIfS/NhCS6b+mDXyEFwI/hLAsZCiD5i7iJAF3MXMzF0 LvqsW7cOAQEBKhHk5eVJGoIAT6pq9rMIup3sLrxle7FJNgO3CbqKhXH28zVW D72Mbb4F2BdRg0MHCOslBnvvM0jIZXCnhPmMdwLJt5Og17krjHp2h7V+D9ha 2sGlbwhGyyIRqxuMbAcv2Ft2thL5JoHhCAUaMYcybWry7ExmkZKCmyzlCkh/ VDvcxgrdf5ogvAcv2X5slM3CLUJowAfjJ0RZz1IizP6E255T/d4bVoWD+5Q4 dJHBvmQGpwno3VJhqn2D5DtJkHXpCsPe3WFhPhLjnB2o/WjMli3ETYvJKD8V D00wxUSOhymESim3zNu1yNc2hS5EdQ5mMjxlcdggm42bBPPtvYze6pczcIa4 f7D+SoQNTEC0PBd7lleqJEUt7r/H4AwBvVcqrCN/hXt3kzBi6HZErTmABb67 4CoLx369QBTOi5AEKFSoxCHU5K8Bip/77i8B3oeH7BDWyeYiXuaFd/cydHi1 sAATo88iUG8ZVvQ/js3umdi95CPidpAqzzI4kMS6L/r5Fw9vittbZJB+meIX 1O5GLJHNwz2byah9mgEpWthbBFkIq1yCxiXkn6ud7OecTD8NRM3Xm6XgTZQd QaRsPk5x8LryfpqFFx99Gv66S7Gs7yFsckvHroVliNuuwKFEgneHwdaHStx/ zeBZmUKY5wJY77Gv8ZR0zJTkIy6a7SUMRw38Ubw4QiNYcYTlwXZtpjf1rGsW mv6pEexHzJNnYoLsGCJo3pyUTWbBduKN4GR0AvniRVhqvRdRY1Kwc957xG0l oPEM4m4ziHnE4AEBfVGu5B3Z15g8uhRpdwlhaQE1X0T+fANW0Tx4NMALNZkZ UlRaYENiKs1loFwO8FlL0JqvW7Pm0IN3N/PkWRgvO4Fw2WKc4GDxxafvcJxi SJR8DxZb7sAGp4fYMfsNDmxuwKGTDA7eZBBLuB4SrryPwmLJ1/ByLkZqEouL 2yk4Tx6PybLlSDTyxavlEZpwiZl3i7jEycKPGnFlw012CitloTjO42rN42Lp wHr5TspftmHdqLuInVGK/Rvrceg44brBYOdDBo8IV/5Hobj/NeRORUghXTKv uT2UrM5GydaR75qJtCFeAi4xsRVKrWIHY9SygxH2fLII2Y+wLIE8qWaQORgn S8ByEvBRmbcK5O88SJYArJVvxzzTzVhjd0vNeQ4dJZDXGOxiQZL7LKhoLAB7 OL7Eo1s0nDfF6uHMk58iCrkUF4x9UH40XorBi8u9gqvhCoG8k/1c5VJsbW1x +vRpFtS//wLUGFkiQmUrcYQH9TMP6jCBipRvxWzjDcRqrhKrKcS+NTyr+ZPB bmI1J3IUuF7UoC6hTnTIx4MbLKhSNai46Adwka3BNt1pyBzppQmUmMg3AdVU e/9pEdF3hCiXiMUZctmrcEjmw8Y51St3KenfGrkaO+jaSdejW7f4mPkd0ug9 56IvYZZRJCKGXGrkNHGE9DLHaeIpAt4qVqrrhe72L5B8nUX6mvfnn6tC/Szy TdfMvFF+It5MNEzBJoWY27xexv4mB6sBdPONA42gvyfQz0jE57BIthpxBNrD 0QEmlP32o2soXSPpsqdrROtWSL116wset0BxphmsIopzFlsnv2hKcQh3Isfl 1LWmCXbPcPcqi/utGjer4bGyCOzRDUKuk5cU7h58KJaqE7IMnn1V8FO8EARS JI6SzVeqG4Xwu0oITrILsGljAJNff8fQP7Qwol1bOHVsi7Fd2sKtaxu6WmNs p1ZIu3OL9ywZOB19DkH6K7ByQDxRnxyW+uDgHpLAeQb7G0me4EbcRuTgzp+s AN7xjpJV/CYspMB8x2oyatIzTCUEoN2C4nkBCC5XPCsMmspBHGV+a1EOP8NI axB6/toO1j/3hONvXTFBqwvGde8I954dIO/VHvLeWpD30IKHtj4C9EKxvP8x jhEtJUa0k2NE+ylanuU4n5B0uA7Pwi2aDMq379W4WbrgTnThkH4AihZGtFxv bRH3V/8b7ubr5axtcMTh39Bv2xr6v/eC+W+mGNFGD+4ddOCjrQ0P3a4UFbvC r1dPBOvpI8LucCM9Os2xv833G5D8upHbjBv2FDdpBijflPFgv+CZQxRFuTl4 0M8LtRkZEDQt5rodeF4lIBYv4vJ7Fj7ZcyoBWxx8/ysBW5sPy1vImRm2bQfz dh1hrWWKQR0sMaZrH0zS0YOPngmCTWwQ0ncg5g62xYaluxEnYoPPyxRC4Bwz JBXXL7DqLVff18DyCS/ZCpwy9EXx0ggpsFp/A2zzPZ4SYMXVvj8kwHJ11x8I 7BoC2wEWHbtgcPduGNrNEk46fRBoaoWptsMxa+RwzHEahtmjh2DqYEN4WnRR L8SNHvwQV8+zCD/yCDmdOsjWYy0lf6mDvFCdlaFelxCXvlu3AJO1SwHmjxLi 0RfD5NJmUUFCCmnXJkg7wowS50E9tMnF9CT6YYKQAdaYN2oQ5jkPwdyhxvC1 Iuu26AR347ZqpC62d3HlLGu9FXxqylELP+Jn5/pMQdnheAHkp/tEPgUprEyw oP7zVyC5oMVTD/UuBHFiq9r78I/GjTI/IPnWbRi06QSTLt0woFd3DJXJIDe2 RMiIfghxGoxFziOxwtEGM/r3hNyqM5ZOcVZjdR54HZdoFiveVqmxsm7JmRgH W6/JGO4lhfVXCazs8jGLld/OoQ424s/xWAWnKI5NbSWwthHJRPCIX/JB28tx LAwJsXUvHdj2MsZkm76Y7tgf8iH94e9oj4VjRiLU2RKT+3VD2oPbAmCn/pdw gbI6xZsq/tYBjnhMp6TiiikRj2Pxwtrgp9spOcBsUUgK8H8lPtcMsNgZCyvz bHNCIthaA+Dkm3eg174LjHR6Yry+PTwH9YO3vRVGW/XEWNvB8HO2x+wxQ3Fh 3lwon2cLgBfNSse5eBZwtRowyzjGENnZqTuVLR8JgMVR5EcRYGFLkLDOJgBu LfE5DYDbSQBuJQH4KwHw7SSM7uWBRx67wdCMcBnUByPMe8DOUgf2gwYiZn0K 3id+gDJmLxTPsvR5cIcP1uLMSRZwDWpKsxqVvAnzZAtwiy0knYyXWmX+oRlm 8UYCAbPWX2MWh572EphVUViVKX7HI11qvAzvVhwFc/cU+hhow7SPNnZtj8LD B0kIi2GQcJBBWeI7KKJ3oCEnQ4+HdCiuBomUCCpe16I250qjdu9TnrwKB/QC 2IqSFNJvW0Aq2o7VZP+AEHc0IO0ggfQ3Ce027jc9gzMjt6DhQALFjStCSAnf xeDcYQYfE16jPmoL6iik6Aof2V+NeMoJG17Xof7FTWGjoL1sI5bJ5golJmEv hDgb+upv4O3813jFcbb5zgc1XpVmBZR+uiF4Nu0AmCuJUFYUf8mjXLOXwWVC UplQjLq1G1HzNEO9JBu3rwonj7Ao66EoSBJQzpMnQE5s4jhbW1oUYSQx2i94 f9EcIb9yLbVxVK8pQEFRbOm/kwTAdvxgWOK/xSoSVRtPoP7+0a/57qMo47t2 jEF1/EtUr1qDyicZPCckWHsqcJxy3/rXDWCKHggfESjEalkIHg1UFZRgKIHt Mx6beIOPCFuPlrHp8AMoKyuDh4eHij1Qft9ZAp4W/9Zl8k1IctsJ5alEMKXp gjID5lThNs23mlMvUL5klRrZro84QsjrSxVgih9/o1ZYPKbIluG00RQUL+MV 9pWK3bcAQs2fxSGzCQrOobLVCXaaNd9RwDYhhNF5hotRuuQImNsJjbuJH9Vg +pJ63DupRN2pXDDHDqurHnE7y3FoP4O6UiVBfvKNWtFFlBWuxUbZDLZ2JN7j wfbKghEBEAoR4ggoMX4hIAjbAS5fvtwsArJOLBHHh2xC/e54KHKufSdAeNKA 2SsUeHhKifoTGWAO71fTw7jYD4ijiVVbwta+nn4riu7BsiW4aOKDsqPxwgq5 VEYlWI8QOz8tsqhxXLx4UY1DWwJHK773KHkMMv3pfRdPo/rVo+8FHE+VWBBB GXS8Ag3Hn0BxYBc/CQnH9vfYv5vH8TbzW7VEHmA0Be3tusHIsvPq2UwVzWxJ WJP8lGlqhCX26N0lYP1X5ADWmofj49rjUCafUK92ZjJYuo7B0/gGNBx9iPo9 29XzL27bW+zZSbOnmGC9y/lOrZ7NqgWe6+ZEvo7Ha0r0aQDCgvOnpLKpu2gG S+y4dSRg/c4Pht29d81lO5RH2Ymf8S8BVjaDlVEMshMaoDhyF7U7tvLSIVhb 32BXLPm8VwTr/bPv1Nq6DzdZOPbqBbJFnS6aYX0tAUswQnE5QLcpLHFc7SEB 6zd+MDP056No3iEwNxJQV170owArl8HqaAbPEinSHLqFyi3RvC2z43+NHTE8 rA8vvhfFWnY5J8lqMsri4ztohvWdBlhiw9QAq6cErF/UY0zAgQEbUBtzCkz2 DWFRNu0Zgw3bGOQn1kEZ9yc+rN/Euxr2IyXYvpVBVRE1X5YvwGJ99SS2iKvv j6IFEVqaYX3Lv5zx5AX+PHgND/Zdw6tHLwS3ZyhCKGTAPEJh64048WFjLetJ yDNK6VDYc8DWklO99oA5kwhFyRNhDfbpcwZbyPwKE2uh3H8eRSui+LjAgn2F baTfShZseQEH9hs+5G5AoPZEOLXThnHrP2DZuhVsWrXCXsppHt+6xVtOixIQ Nt+sXbQT812Iao5ej+seG/DQJwIPz19WeRdDCeU3EwMbDEQhWch7pXQuZM4r TFbg/apjKqr8Cy+DJUvLsJN4Y/HpajB7yK/lPeMLrqwMChG9iWRQyMqg8Ade BoZaJuj96x/o+0srOLRug2FtW8OOLgetVhjVthXmOo7iu/wLK/he5QrZYj+7 VMNuVjm14zTk/cMxw2gbDjsdwbMFp/FyyxX8uXQlKxepbcdNxMLFyLCwMFUJ QFdCFv/msR0mCn3BfhsUcQmoyLz0Ky+O0Iha7NvD4PXpCjC7jkH5Iocnt6w4 CrCJPFnFSxLHx1ecHr+Dp8so6LdpBcOftTH0586Y+EcHjO3YDqM7t8W4rm3h 2rU1XDu3wuLRo/glur8IPL8Rv49XLeywImFX507QtUweCVeZL9xlQTTdZhKf nQcvCs2TZWHw0V2LKXrb4Ku/D+76MRhtcA6LHDJwbnEJ3h59g/JLL3B1RxyO 7d+lNq1Pl7C4NOTzlpbh9CSk+SMvmkC9OcibEQfmKk2wj8W/8dJcvkGBw0SM 3iWWQxl7EJRa89SYlWYeNlC4+8hKs6KEc3fCPr9WMNZqC5Ofe2Hwbzpwb90V 8q6d4KbTARN7tMeknu3oaouJ3VvhaZKwmNJRZU1xG49j7byNlNEHYcoof6yZ tR7jZD6U1AVgomw6PGRz4Ekhk12s9NZdDR+9zZiivxu+hkfgZ5IIf/PLCLC+ jYD+DxE46CkCRzxDoONLBI17jaCJHxDk9RFBftXwcEmDy+ACzAtpwKl9DPkw Bh+eViLj5gOVdAQxs05MCKy8mIXsR2qpWixwfQmB/1PEIWJt1qJ680nU3j/6 X17gK7cwOEF0+gOl9oqtu6HIzeS7YwX+HOvWMCgvIIFXlnICN4VB2z9oRreF uVZ72LTWgW1rXbi264Gg7tqY2Lsz5Lqd4KXfEV567cne2mLxpNlNbPMkXcvl ayhgs7Y5lWxzFtnmfHrvUhLyKrLNDWSbsfA1iIOf8Sn4m11AgOUNBPRNRqDt EwQOy0GgQwECx5QgaMJ7BHmWI8i3CoFBtQicWY/AeUoELmYQsJyucAZ+a+na yGAKRSKf7Qwmk/PyJOYafkEJD6fnmBNeiQOnqpCc/BHZ6a+RmZ7JSk8qL+L1 0foTs29px4tAgwwkNPMDL+aV8s1Idt8FJl6V//zBa2YVDTWRUrjyxLdQbI5B fXYGn/azmslF5Gp6LZ/VzBvOnNtiS2QEDNu2gVHb9rBs1wmDO3eGbTtDuHTW w3jtnpjQoxc8e/fGFN3e8NfvRdJeSSa9hqS9hTzBXvgZHYO/6Vn4W1xFgM1d BAxMQeCQLATa5yHQ5RWC3N4iyKMMQT6VCAqsQeCMOgTOVXDwf4A/2YofuTvf LZyJCoKOOM8g4TFdqQxOpTE4mc7g+FMGaZT9fMnHtuwnFdiw+w1WHyhC3PUi 3Mp+o5a8kH2LuRmXWKjLCJ+ulzd9zlBC/uqTIYyW4k0oJW934vmEiCuMnD9M njuhFPUbolFHiXJ7tfCzEEF2VZbHCv8tJ/wOqgVbdm2jT9tOsGJL/trdMKxr L7j2NCNT7wsPg37wMR5A5jwAQZZ0jXvD+QfvCgQFVCNwGglzdgMCF5LZhtK1 ioF/JEl0A0mUeIUP8cPJxOg99zSVaHwaJ21WoumlSin0/5EQoBQzbCLULz/Z b8fzKGMJWTamTacRPywaDXvi0ZBztQ0vzrXk766oKjCvUBu5AdXpGerqRlz0 U4q/DN6/oF6q3nEt/UrijIRhm/Yw0uoMqy7d0K9zb7j0tISvzVB49B8JjwEj MXnwCPgNG46AkcPhtzwF3iQeLxLPpH0KhKz5gOg16Th8qQKxZ5/hBCeebyTE 83njRsKm8pC6LUominyfbk4V5r448RbkxcZOQV5Cxj+FfF924H4wlxIprj1o y8trE3nk66rSTgEqV67Gx5QMdbkkLvoJRD+qCcTh4RhaMhFK4adPBxmG6Vhh kvUwBNnbq6rWnsMHQG5rCS8LbcjNu2CSaXu4GrVSDTd8dirFPn8kDaMMLvEE qiqr+LLpl82RCr9/+d/kpootLW5IMpEQlVBoZQPYRsvVqFh/AorkE4L5BM6t xp0TlL+feg7mxHEtXoJx0Y8RGqrEu+esVZU1ior4XHMkBq3aQ9a6l+pvZ8vh 8LSzx2QXB3iPscM40+5wM+1KV2e4W3TGJKvOOLg1Qu1kXElad4dTbpF0Ed9L 2ISAVhCTeKFOENOne57UiaGwRZaNJSQksXyabp3+nCjfRdwcGwvlMTaMPG3H CyL1cS1mLK1HMluGOpkN5uhBtFUL6T6WLFbgDaWmTHW5RiEtclsJ8w6Wqr9H D7PHGAcHOI0ahXGDzOBk3A1jzbXhZq2N8X21Mc66M548uK0WkhsJKXnE3xeS VAYrZp9NhMRRIGH/sJmEhIQl4tn6C1G84DCYmwmoLS9sL0gorQFzVirw6JQC 9SeeQnloL78Wxk62O1i0sEGYT19JDH61PJrbffothg0YgUEDbWHeuwcGWxhh hEkPOFr0hLNVD7jYdIezdVekPUwSnMQEEsuDkSSWuxe5WdZkXkg5cCnBiPlJ M8GICzHmEoJp3BOTiMO2G1EXq0rtOwqCearEQmIZT9iy2bEUNOzfKaoYXsWC efUozWEaBfMv1aDZVGWF63rV38XHPkJRyFlQ947a0OulA0sDHQw01sEQcx0M tdQhSXVDysMkNXB3EstDO04sQtFVPEX+BnCx7CwkgAvbvdbJtyHdZy+Yc4lo KEntJADPZBBKmUYmW4E6+gD1u7fxJUbuJsp5s+tQkk3N11ShUWX/Ui94sD/B /efjjPya6m/FKwY3b+ap/vamUDh1xVps3bIR27dtxI6YjaqVJ2Hj+0RKOx7Z E/p7jejFti+udwj+tnfL6LlNsV812RuqOr/ALAxlEZTZ3zvFZ+9c4S2MiHJO Qj0Uh5NQvX2LaAFckFmzVR1h5/V5n1t4k1gFRQm/P5mecwiuQ9gdBs8rleo9 35MIX4oD4Uv+n/EJFWxxPcea94ECvqPR53DZMQaKQ9RcSWZXARp5uEiipc/Z KtXB6/i4eTO/d+M/mDW9Bq9I45Xv3kkuVyXfeIypBotw2T8J787WQPGaQXFl JYnxGez6ZsEjlsHBF0pUVL5To/SQBSJ1FIvygkaUn+5VVqMUx0UBpbBcH6w3 DwUhB4XsuRuPkq3FRRFNLGDLUwcu4+2ajXwN+SfMCK5GUQaDCwmJTRbiBIOY YRSKq1Pv4/3FOijeMnjx4Z3qtXnyc7DzrsGSawwevf0oFBnlBDDNkQDe1wxQ PHE1ALQR4l3kQezptx41W06h5v6R7jywI0fLsY3EXHS6Bsp9Z1GecJ4PFk3X 36YFVqGQiF7l40TOt3EFo9l9VuDGzEcou1KHhvcMFEqGx50JO/NHmEBGv5cc 2cdadRHVk/ClOzfFJ3Y4UkWRZvjEmbmAL1y+BQ/ZFfbEROTfP6vD41uyrBy7 KOUoOU0K2UNOOC+Xrzt90+Ly1VS/Crwk7l/39LJ6vY4FO984HHfmpKL8Wj0a PjBoUDKNW3aPw27CR8y9QDTxXa2QAE0mrE9dCOuD/yNWbhsvG37ZDUP025rH FWq8DG+XH6XAH6+y28a98/RaZB0OUHb4hi2c7TwC5Yts9ZlNLWDmdPotgqZ8 RP4TgpZ9Q/UMuzd0scka3Fv4FBW36lFfxqBeyai3uhpfx7jVSmwn8y+rrRNg e8uCkDlmtgq2oDOpDOnTLbFq2OyPqJRqxTvbQ+xq+4gtaNiXwGZBErcOfIHl UQocUVW6yqDcfoDdU8FnBS0W+4Q7dwInlyGPMj/lsyQV9GVm63F/aRYqkxpQ 95GgK8ShPRl2zu8wI4HBnbcK4c4NH8KeNZawP2yKvTmDbxF70yjD6ftr+OvO Rm7wATCXE9kSnerZT+7c/QIrtzI4pSo6vYdiy06SUaZ6Ob0F7N/wPQTIP+B5 CoO0s38izHwTHq3MRXWyArUfid4qlOpNrgYJcCH6v5nEVPSxTIA9hWBnj2sK WxxopIIPt2arnhifBh8uNdlqFYnKKEpN7h+XuhNVh3dHq8iLnTlEribxDRo2 bkN9Frfl+y9K/34T3+Ps3mxEWm9FasQL1DxUoKaCLoVStMH1GuyGFyOAEu2z LyuE+1Z8CXOuKw340f8Z86ehiD2qaxPuuO6A8oQq3ZC6X1GH11nEbgYXj7DF lBLUrduETTNnijEKJW4nvRXY0H8H0tfmozZFicqKBlQ3KAT2bqe3H45zG7Du AQW4yhoBnh/Bezae4D1uhCeOqlKR9m/Am2+4GCWLKVe4lYCaskKpW2+1ed0I qgsMzcWfJPuq+CLURKxD1ZMM9anTS+XrVOcwZEYVoi5NifKKOlTW13+hNqA8 2Nm+gA+Rw1MFdcJ9Of6yqXg+4a+xiYNsM2ziIGSlNpTTqtX+up3xUGbf+EoC G1cC+q4ls8Tmg8Ro2c0Z8fmoWBaO9w8y+Erzl1gm34CYoXHI3lKMOnK578qr UV5bq97c6XkVDkF1WJVEJKOyQcAaQFhfuBPWlPMasYqD0N/Ayu4IyPAj3Z5n GX5K89N4WaztNXuef/BOKzW5HFPn1yDphBK1p56BOX5UHa+Wy6Owc8QRPIsp pRlNYimnuJaX8qVavdmws36qYopH8hTC5ttAgpw3aXYTyGJV/g3I4gzPUuSN 1pmHozzyONH7k1I3W7bRDFk47j01pQ4zQxtw/6QS9SdJD0cOqO+qXCHfiH0O J/BiJzky4k6ZxKBV960VPxft402A3eRqLL3OIOX1GwF3EOEu8CDcqY24pbij OPg0wy0EH3Y5V8DNngR11Xk7pS7kkUoypO7B/K9m3Op9L2kNmBumRApbETie DkXcHggBKIz83kHnBOTvfYeG5+S46xjInQrxhL23rSSvcbN2BuzM7qmo5b5c JT5Wf1Rvup4qC8ZL+f8Jv7DQ2mx7lSCCGfoLUDj3EJhrZO3CgqPUgQEtikC9 CSNDiUWRDNJVuf9jNOyN5ZP8bxAhj8bRMedQGPcBijwG1XUcC/BwLMBj9la4 kgJ1zSUuOgV2buWYd5HBg7dVwv1dwSSCQi8SwRNpEUidpN1TLIKme7Ms1b1x exRqtp0iVnBY6tbNf2vAX1hYqL7bmmbxsvUMslSbUJLJV25Vb8SPJBJ/0u0S Xh0uh+IlZRt1jYsOEx3yuDvlSl+qZWDX5zLGRSixg6ZIeW3Nj+rBxmMayaFo skoOghikDojISOW+2oAzwb8lGiGgCaJZI9+KFM89qr29ytK05rd+sqL5QbNo hDXaVJrtqzYxyGXLBIduo2pbNAQnud5zOxIm/omSEx+hKCKaU6dQ18Td7Z9z 99u9LhJxljuwc3yLGYkM7r6t/7dINNNJNK+8STRp55qfZMM+0uZ7zE57gUDn Zdg8KhznRq/G0+V7ILXBR4OIzHjcmyNXI4au7RHhGNNpGN6HHWMzF6l7EjUx dRJVKz58smWHNVsozqnKDtdQFrVZ5Rl89ebgrNcNvI6vhKKYiHBNvbr8Nd4u l7tZ73Vx4z1b+sfgslSJLZT0lNU1iMU0QzYNJT5/IaYvsWnRAcwdeQC7hsUh dx65rw2J+HD7phD7xWGnmaTEUdWEt8Bods29bStY0WXL3rf3Xy1Mat0dgT17 4/DcyT9JSKw5v292840W71vSyaVuimHwMrEWKSv3I9BgAS743qEssRqKUgav q2v4ufYDnj5IxontW5C4fSvcRmTxt/qVYru3F65Ttnl1yxYS0RXYDStCwDEG 5wve82dJcKKbRaIrnTIbirRzUifNduUjHaswL9MozBj8EIlL3uFtQjlenstH 2bNn6u9DEPuuZvITh2huKehbyJ1HwUirFfpqtcZQuka1a43R/+2Mado9Mdek NyZ1b4cFzqN+4s1ILEf2GU03MHELU7/h6PFKrFySiWmGS3Al8B7ena+F4g1l QxUfVe84SYIL9/OCt5kBgulaQJef2RrcuUJCvn4bW/sYIsbIANsNDTBJfyMc Zzdg/UNSTEWF2oeyh1P5jvaE7OdfYfLrr9g5y5u9V1Uqy1Atr4nqiFLb1LnD DzaQd91suxsHg3IxN6QOCSfI1TyuR/7j1/hQXPh3RC5umtuQ/716m4iVVhsM aacFB9WGmw6Y3LEH5vfRw5L+upik0xrju7XC4XWrf+KVL4he6iaqzryo2VGH GC3HtekP8OFSHRTviPRmPEEm2edqP094m+sjyMIAc80NsZyutXQt6zYAe61G 4MzgIThsbIhjdEUbDoLdgFz47GeQUFCNSx6ePGf4WmUx+jR8sz9otv3cAVPa d8SYDq3gQLPvYOTqrhIiFzZsNVtpUT3+hjdE1c5S+WbKu7bjwqwsPDlWixzi 7Mt31yLqyDucvv0KaS/eiGmz4Fn+hszZQ61MtLQwoF17jOzUES7aHTG2c3dM 762Ppf36YJaVDrz12sFT1gbju//xn2aaZYFwwP5QDXRunzDcCklB+dV6VRnv 3e0KZC+LJLPVh58FydjSAPMtDBFGVxRdsaysSc7HrUfg2tAhOGdmiIv0nK9+ GBwCaxFOlO3ahihcNtFHvJ4eXt9L/oGXiycvbnOylv5/tMOo37pgareu8JG1 JwtpDbcurdgDw7qIxC6s6v0iIRApm/9cpILVlD9E2mzBueB0pB6qQW4ag7wP 5Ovrufc+LaoV6OynZ+yoN0GISxNCjyxRFN7O7cf6p2qbiEFbdgNPBwzq2AkO 2p0xtmcXTNTWRbC+HpYPM0WIqQ4CDDvDx7Ad5LqtcXhjxE/N1MM+4gTQWgVi oclqJM1Pw8cbXAXuBFG+reGppJahmGZijhnkYeaTilZZGmIjqWeHhRHizI0Q rT0AZ2zscHfkMFyzMcJBy36ws0qFx3YGx/LqcX+gAe4N0EdSX31cNdXDu/vJ 3/GOMZkcEDup+2i1JV/aDoPbdsLott0xs7cOJvbsCHlv7hbiiTp/qA1VTAr+ rq4+42ehauVEvh6rrKJwOiAFj/dXISeVQT5ZY3k9I5Aq8SxsoqOmxz2xv1kC Tzoz4J3kFn7Xg0X7zhjStStGdtPBuO6GGN/DBF4yPfjr9cQs455YSOoJ69cb yyy7Y9eAIbhlF4j7cyPxZl88Xm6PRyaFt9vR8d9LYOZG0lZVOVxquhbJizNQ ebsB9eWqoimyyWuNNbSF3GwEppHqFhqbYyXNnA2Wxoi1MMEBC1OctDTDjp6D cMnWEY+d7HFvsBkC+yyEnWcVQoni3aXg8nSkIdJHGCBtuD4eD9bDbStdvL1/ T9jIuXUNu12mLfmHDhjYoROGd+wGt049MLV3T8j1usDboBNd5J/12+LopojO /5P2vvvE6a2Ur8Uy8zWI97mPR7srkfOIRllQh4/1jV9t0aLavlCprVmxl0/T 2nJ3v7bpCGOt7hjY0QBje9vAx3oo3M2GYKLhAHgbWSLA2Aiz9LywWOaFFX0d cDV0M5jrmWDO3Qdz/CoUexNQH70fVeHRKJu/CiX+S/Fs/Fw8HDUNGQvX4cOh eBTvjMezLfF4RLrNvZfxmYREuAVMLZVuV5hF4eGybFTd5arCdQrKZh7cQ4CF Lk1JPbgaDcYUM3sstRyJdX2ssM3MDPstLXDcxhJn+1phn/5QXBsxBk9dnZFi bw0709uqbDbumRK5IWPxfLQJnrkYI9fJEDmj9PF0hB4yZ8ihVjCZ8tiu/bCw lzMSbbyQPdoLUSMsEGishym6MgQa9SCb6QYf4/Y4uTVS6js8NB5u97Xq6VPR iVhsugonPO/gQWw5cu4zeFzEVpYYqUVzXq2qDRCqVUqhsCdmuT3VXOUrngju Wb8LBr/3gnVnS4wyGopJA+3ga2+HyXS5W9tikvVwTLYajAlG1+Er20ukfAnm y/yxhNR9bfUpfCTiVVOiRH1hPZR5NWByiISlvwPzoAjM7Vwwl1PBJNymHOEC GmKPonbdDlQsXYO305ajQL4QT11m4drIAJQfS8DrvfEoiInHUzKDP+nimHN7 pN/LQrhlNFJWPUP1fQVqK5SoVShVr67388BU0nswud9pln3g1WcE5pu7YKOl I3YbD8BhCxskDuiHS4P64aTVSNx2dEOOfBw29AuC3bgyzL9Es+Xmdbwcb43C CZYomGCOfDcT5Lka4cVofWQ56Kq0wRV+fmTNE09obDtMvPBghBdK/Cajem0w lMeWQHknBmejZsNnoC08+vSHr4kFpurNxjzK93bJV+NadLzUV6z8rFbZP9Tq Ie0dnXADyVs/IOeuEmmk95fVjX5B/HFe8W2kLUpqM63UuSaf83GUjQPRlOrG Dj8C664DYGs6HE6D7OBqbw9XWyu4mfXEJMse8LSmq78FnJzvw2H4G4wxfwK5 /hkEyjYhRBaCRTJvrHWLwPWrmbiSp8QJSq1vFDJ4wh4K9ZZBCTHJD/S7kh7X vlKggTwW87wSTOYHMCmvwdzNA3Mtg3cjf0KxJx51m/ehatUmfJgbhmLfJch1 nYNkh2CkL1iL93HxeLUjHjnkRpKj4zlBdcCR6NNY2zcGaZF5qHmkQDW7stDA Hb6VTS5jqrkMwRas6RgjhFz/YktLzDF2wlpLN+zvO4bCwWCcGzgQ10fY4uLQ Ubg3diKeT5kAO6OzqsLHriwKkct8UezZn66+KPK0xks5mZGHKQrcjciM9Brn Ncen75D1nJ8cgcsDvPB8vBfKF/uhYfccMJfWoiH1MD7k3cSVC/GI3bYFXiMH wZWIxEQrS8j7j4CjbSFcTe4RtTyMabIwsWWpbxEWk5jfea5/LDoBs42W4tC4 K7i78R2ybynxlLRRVN14iIn4c3/PpsT5n5RNfSZiuOtVuc9eXJ73DGnH63Hm eAr6E6L+FpYYpN8D9n16YjTZlptlT/I7PTDRRgfufbUxZpgb5q2uh93oSjgO LICbcRK8dQ8R+pWYK5vK+SFC/0IIGx2QQS7pxisGKWRiuRQeCqsYbL/fgHN5 DJKLGWTS6y/ptbdkfuX0d/Un7ust575ukfu6xLqvW+S+zqFh+xHUrN2Oj0uI jQQvR/6kBXjiPBMXR/izx0ShlEw0b1u8yj3k3csQ7u5ZQvF544BdeLr+JWpT lRRgG1DV0PAZn09s8J2EYHM9TLPog+mW5phraYXlln2xwao/wi3GYefASUgk IVwaNIyc11BcsXPGfXdPPHYbg4MuyzEzkcHtO8l47TOYUn5blPoOoMnRD4W+ NijwIUucbEaO1gjPxnLbAI+Ye+GJgxch8EZt1DQwJ0OhvBuL6uyzyC9IQUXl a8xfvAM2PfrDmYLB+OGDMYp42VhSzniVcnTgOnw8Rrleh90YUortS7iZ3FUr ZR4pRTDJthKmJRz5wN7mMtNwEfa7nMOdda+RdU2JzJcMimsaD1oRFwz/nkmK n+7FR9rmhIlNSdb23Yrz0zOQcrAWuSmUhpTQZKCe5c7jYKCtDStdHQymMG5n 2hOOFj0w2oou6+5wsu6G2X5jIRyqGUfSn7e8HvZ27+FilYlJBpfgL9uOmbL5 WCCbgt3yCFYSXJaprd4jeeYZd5DjU0om8ioINM3Dw+RKrtGcTKHnn/Me8n2L HrK00UOeTQZzjDzk7lOo27QXlSuj8H52GF75LFatCN9xmIpH89fg3YF4FMbG I4sEn0RXKLH9rYP3IWtTEerSlSj7WIuKujq+qNkLU017Yxr5nmkW5phuYY0F Fv0QZjkAm2xssdV6JNb3leMYGdI1F3ckj7bHNacxeOjljev2Lrjn6Y3ns73x NngU3gYMw5ugIXgdNBjFU23xMrAf8n2t8NyToqyHAfIncoap2DcPzJX1aHhy BO/zb6H4zQuUVpahsKJeNaLN3jtxfcZDzPSYg6EDB6GfXg8MI68xigzThSLS aJvuWBzkptbM2QbMC2cdRwWcWMdhkgQf3YNkoyvIRoMEG20lYaI/8ybK3o0V bDAPexwTcCuiBJlXFMjKZ1Ba3fSrY5qertWSiYqPm2QXONhHvfnBCm9NiD6L lRbrkej7CA+Jy+cmk7tiXdkHJV5+rBXo4b2kJHhOnAAzPR30M9bBIDMdDLHQ wUBz1X5D4WCx1Gwl4k4ysHOtxqjBrzDW9AG8dE9iqmwN5shmqCg77zvVbFGc KXBWa410ssCrZJmPyRpzyKG+JId6kxjJmRfEnWh0rMMtIGt9I+VQs8mhpgkO NYccagqYeHKocedQH3MIS2yCETvsEHK2lqA+k8HrDxUoPnYKZUfiUbIrHs+3 xuMx6yqMbcgaTemyImvsR9Y4EOFWgxDdfwj2DRmGuKGO2DnCBxdcp+DBJA/c GjMBdz28cGOcF1KmUYCeL8e7qSPxftpIvJ46BCVBg1AU2J+ssS8KAq3oMkdB gAkK/AxV2sh7ybnCzPf8Mul3qjAW47MPt+akoPohpR61DDzcxquOmbU2JOmb sjs+dTDD342ni2SFZ5RkhQ2wcyErHJCP8ca3yQrjMF22nGi02gp/l7AmoU7H HosXqB+CnXbHcGNlETIuKpD9gq0XNx52Iy6d6PwtKxSvEvQWZR0LTSjj8LiD +9vKkX2bSBLpPYPy59c1SqE8GR0dha1bo3iEIpxhCtg5lsOp7zNRurC0MV2I jv+HhJVxOA0Qn6lEErnh9A/EEMknviJ8B54y+LOALI98Yi5ZVzHvEyvIIpe7 bsAeksnz2Neoz6YMnyyT84lPwZxJhvLoFTTsOom6jXtQsWIDTjh7I6CXLfx1 BmF6j8EIpyR2k9Uw7Oo/HIcGjSQLcsGRsf64PTkAtyZOwbVxHrjtE4DshQF4 M9sNpZNHoiJgBKpnkj+bMRgls8iCQmxREDIA+bP6qqSXP90MeQEGjRGJWy6d 3mcp7i5MR00Ksc9aRq2Eu/eScC856VNJriKLcf4Ip/55ZDG3KKncTxazjCQZ KFjMLxIWI1RU2Rx5s1cMYoYdxNWl+XhKrjCHIk4GSba4SqEloQSd5tmj1D0M Pfn22dvdhJ+kqPcUuskvkF/MITt5V8f8l58vcafI9UyohcOw11x6oNeYHiyk 9ICPjSrjbcuno5dJ2QFjNuGA4ynk7X6LBhp2Lin9Nrmbp+z5pKT817ybqSpV oq6IczPn1h3E9P4TMKvfRCweMBGRQyZi2wh3HBjljlMubrg4dhxuuI7FzTHO uD56DG5M8MS9WVNRsCIQH/wdUDXNAZUhDqheMRpv5o8kdzECRQuGoWD+ELpI yXP7ceziHyK1zjZegfuhmRQ9FaisFeIGqfA0kYIwToXO/V+QCm+SCvfRZAgl FQYIKvxJQoX/5EXMNh/luQXRg/bgyoLnSE+oRw6lUDlEGN7WMgLXFxcAeBWq CohfsUMV2mdTP/aYicY3fU0pdQZ2eO/BXsfTFNpKkXlRidxnrFuvxYd6po3g 8oiTzAunae1CRG8ABdE+LPvmco9m7Ft9g9kq+WYccjmNgv3voSA/VVMvZJft kfWOPb6TssD3DC5cTcbODbGY6x8GL1svBA71wRx7X6wa7Y/oCYHY7xmETcN8 cdp1Es6McsQdNyekT3ZCXrALUpdMx5uV/qgO9YJimQcUy93ptyvqQ0ejbqkT qpc4UF41Au+WDMHbhQPxel5f5E3vg1fxG3nqxmlwvmk4Hofloi5TgfJaJZ8v NWrQ3qkczv2eY0KfG5jCu7MFKg2qTFfY9iB2v9+JNLiORBE1YAcuzs7CkxPE NDPZo5/JhdUxHVvWoHC2h+C5xb//w3t18Ym5NEW7iToVsvdroS+RntiA3Cz2 KGZSbwXTQYCXQPCWsaz1nYi1xhJrXSBmrcKdtKvl0Tg+7jwKD5VBkc/timhc 8OJId1ec27YN04wtMc2kP6aZDsZMy+GYb+2EzZau2GLohVuk4/wJXpQ++eI2 UejHMycga6EcecunoGBVMMpCfVEV5oP66BlQbJ0OZQwlJ9uDwMQG0DWF/iYh b5sEJtoVTJQT+V1jvA9fjg/zI1DiF4oct7m4N2oaUmauQ9GeE3gVy1UD7pJ9 /ldM11eSXilMObNhqs811VcKsFUtkV6FTZViD/mNSMSR8o18BvEUqUdqkJvO LWrQzJEq9vF6Fe6KbRaRBZU2Oy+4i6i/5snzM+ovlUJifjXTRcz1TpDDHUdc b9ArjDMRuN5anutNVqmVnanC8tlaz22IH38ZxUe5W1kq6pQa1gj01c+dJU37 Gg3GQgNnrNefgDNWXsgY5YW30yml3DAVymOLwdyMRsPTk7g+3x/XZwfiesh0 PF4agtTFs1EaHoLqcD9UhnngwzpvlEdNxoeYAJTtnY7KA8GoORiEuoP+qI+b QlmBJ/IWWqDhZS2UbPaT8R7MY8p+kijSX00Hc/oulEcuoWHncdSs34mPoevw ZtoK5HssRKrLLJweGUjJeYI6OU8la3hOMvhJbBEryCJGlZFF5MLd6CpZxC6a CovJIvwFixDuAmUt4vqffyI6cjV7O+KXIiWFyzcg3HojzgSlIiWuGrlPSEEf VKsnUrcRiN21SN6N1aKmOvi3xHNdeIYomdCSeRTWCIfvcAvtPjMvq6zfbhRv /TxJm64iaQFqby6cPcMugm/hd45sW71avBU/ymsHTntcQ+nJCihfsZt/FFLf FsB9xFz1XBq1vK+PF+4P8UKRpxcql/uhYc8cMBdWQ/loH6qeXUJe4RPci9uC 85HLcSPQDUfkAUgMDMHDJXPxLHIussPm4sP62WhY7095rhvehY3F67DRKAl3 QVG4IwoiHOgaifxN41AQOQK5iyxw+momLsQ+xRFyvtcLuYnDViBL6fqgohGM ikYo8qrB5JRz2cp9ylZuZtPYHoE5eYOsMBF1Ww6gMjwa7+eG49WUpchynYtb o4JRceoMl1vzi1M3hcUp3s8uJ+NyIOOyySbj+hN+sp1kXIvExiXcKc7uPRnt 5IShfW1g3aYVBrZuhcGtWuHA6tVN1unC5OuwwmItEnwf4tHeSuQ8pvyLW6cT f6WTwCnElsZ5n380iSs/SSiuE9+dZEJarE5IdXjSIi7UpOY0cNRvPEv9Son6 paqoX4BsM1G/2UT9fIQAwwH/AZsJuG7bVjClqy+78YbAD+HB7wuPhL/+PJz3 vok3CdxdWO/Um4q6qUadQUK5R6K/7BWBP/t6qZ77MNsHdZunQXkyFMztrZRc nsK7giTcuXoGx3bEYOvchdgzcSyOTXbFOT83nPSehEP+c3B61mwkL5uPwuj5 yA0PRt66+aiMngvlZj+UR7rhdcRYFK8ejaJIZzKxUXTZoWD1UAphA3AhYBAi +25DbkwxOSwGSgV/g0p7pFFOfJWeevyOy6HZouStQi6HvveKK0oWvuWKkh9f s6dbKVDfxOeVcD7vT97nHb6Ihh3HULNuB8qXrKWcdjleTFyAR84zkbkkivLn BHX+/JBEk6XO8QWzpPBv/wEuNlmYaHSFzHIHb5Z+gll+xicVwo6Bsc5OsCfT HNq2Ney1WsOpXSu4tOcOc2EXq5aYReCk11082PkROQ8YPGR3ydUzzb8KSmSS P0pYnvCceMm/I2+NJ6iXhcaUoE66LZWgCuf9iK1RnbwLTNa5gphsfjMmG9yk FiLswhJ2pljQNZBAD1cd7EPA27eGS7s2cGvVGQv7jMFb/ta5kqpqvj9t1frV MZIj+5My3AslvpNRtSoAiv1zVc8pHx9A1fPL5PHScGTNWkStjsG0/vaYM9wR K5xcEOU6BjsnjcMRbzecDhiPWI9AHJqzAGfmz0XSioXI37oQRWsnI33FDBRu no/a2LlgYvwonrqieM0YFK5zQcE68ojryDzXDMXzsP647D0bz3eWoqGIu1GM IyRGOPlU0STzZquRcZR5Xy3gq5FkmyW8t6z8xFu+IW9Z2OgtT1yHYi95y+j9 FN83493sVSjyXoKMsXNwzWEqKk6cxpv98XjJr/NFLMyEnUc1V0C1Jls0vEy2 yBZQF5Kn8MOsMXIYtGkDI5L7OPKNjn37wr4Du8GpHVy7acG9S3tM6doVG4Yv IZMoQ849JVJpPuVXMcKShJjFceGQO3voM3GSJM5z24vyXGHVJCnqXfM8Vzhl URzVOY/WVzXF7CbVwn4kMWzLDExswrB9VaE2hKDpa/0BU4I2QKsNhrdrC8eO WhjTWQuuXdpB3qErEVNDLLC0wPagAOSXldE848phMSyhHuiFPDcvlC+YwplU /DIwd2LI08Xj3cu7qufYAuqrynqcjt6BqXq2RMyHq8xs1nAnLCUzW+s2Fts9 XBHn44bjvq7Y5jcXR5Ytwpkl83Br1WI8374Y+et9kL/SHZmRs1CyfQFq95Cp 7fTF243j8HI9mdl6MrP1dngROQRpS2yQv+8t6otVJvY7L/RLJLWHZEHZ5Vz1 8DpZVgKlm0ls9ZBmzsu3XPWwZc/3gjxfGpjEJCgPXUR97FFUr92OskVrUBq4 HM/cF+C+0wwctluFHf03YbvxckzvZAPDnzvA+OcuGD1iJMYNHQanbp0wrmsX eGn3wgx9EyywscaiwdZIpxlRWM3IWraYjhJ2oiWZTJdwyfRzmjflqpRAV8JO uNLqf1U3Jqto+1iWtheJaPs69P71dxj80g7Wv3Ukn9sRDp3aY0y3DnDT7gR5 l54IMTRF6AAbrBhpA6+eWthqaI+n7MpO0GTURAZCeXC+qqAu3LP8glzNx8o3 yC6rQuNyM+XtgbL+CDYehmAyjBlkGAucRiOcDCOaDGOPz3gcnOKGvdOCcHLl bJxdMB1XIxYje8diPNswBblh7siLcEdWVAhKdy9E7YE5UO7xQenmMciPcsSz NcORETYIL3bFor5Udc8ml4W2Q9ZbrhiQRtTlOe92dj9W4DIZy2NyR8/I3RTT e97zbqeWdTv5zdzODXI75x+S27mm2mmyx90fDl104W47BF5OzvDuKcMUXXOE 2AzE4uGDEepsixkD9dgvmRTUIs7AmylbvGje5i9S7PulSuRUMFJnY3J8+neu qkC5hp1DOWx6zUevX7pC/2c9WP/aE8P+6A4nLW2M7dYVHt10McvECqGDByLM cSCCjDvDs8dvOD55IM0AiqB3SZZZiXj78h5evc1XTfLiynrOploh+95jBBoO xdS+dgge5ohZNM9DXcdiHalzG4WTXd7jcTjYHWdmT0R8iD8urV6K9J1LkbnR F09XTUTOandS2wRkbglByb4FqD44G3V7KXnf4ID08GFIXjkIdW+4LVVcyP0V 54nG3KfnssrZW9i44vSJ7Ma6XQE/wcvp713r9sDRfDA8HJzgPc4V0wb0x6zB gzHPaRimDzaBj0lnujrg1LZIQUfibLqZjliOIOioVZOcOZpy5j1SObPU3Uc/ 8FQ4NUcJP69I9PhDF73/6Afz1tYY1M4cozoZYXw3Gaab9cPiYYOxwmUIwu2M 4GuoBW+DNnCX/Y4XRWkor1JNsB/4+b3WYwYCLEYicLAjpo1ywXwK62Gkh3Ue 47B1ygTsn+aOU6SHo7P9cToyFI93hyJ1kx8eh0/EE9LD07Wkh/VuSIuZicID 81B2aCY+7JqIFEpuXmc9Vm196qEOZt/wUFiJj5++BsY6fWCjZ0rubwTcXcYg wMwSM4aYwcOkOyabacOb/RZPi044uX0NpLxUM1GLv+juDw25Zzqfe0qdGP5P /n8viuWGbTrApEMvWHXri/7dh2BEd3NM7KGLOaZ6FJwGYsWYvlg5zhpTTDvB mwxiklEbLg3+DWuJyvj3d0CAnTOmjRmDhe5jscx9HNZPIaoUPAGHQtyxf7Yf TkQuw709y5BM7D0p3B3JkRPwcO14PFzviodR45C8LRjZB2bjxb5AfFgTivK0 TPX5uc3qNN/wc9mgVTsYtu0M0y7aGGxqAY/xExDU3wa+tn0w0VwHcsvu8LTu BrlVJ/U5gS0KletF+IZMEu5vvFwTos9Q4rWOcrymiddjSrxMJGaFINetkWtV W/bMOnbBQO1uGNmrO+xkxvCQGWCOpQHmDuuDqcNMMcWiG11dMNm8I/ulFT/x co30mwPfIY7wdxyNoNGjMWeCK1ZSCNg0dQJ2znTH9hA/SkeX4druZbhOMr1C Mr1GMr1BMr1BMr2y2gVXIhxxIdofNw5lc8c8rYhE+aMM9QG+Lcg1+dYdokOd YURy7WdkAvnESQgY1h/uffXgZtkDE6y709/dsCxwrFqu4pyClysXXb5Q5Q/s j3hf4y9/I48orVGa8gMVRwYhd/6Gl/OW1Wth0LoTTDp1RT8dbQyX6cBOVwYP fSPM7muEaQNlmEyWoPoaWauu8GS/RjZ27X94fxm/8wC8iep72DvDz20c5k12 w6rACYiaPgHrZ01BTEQozu4KxRnyBadWTUBixHgkRrriZJgLTqx0wo2dC5Gb cR9bDjGqo8RrTxFBOnGsBRFz1atv4Ok4DnpdusG+jwu8J8nhY98fDmY94Wyp o1o+XxLkJnkKchPRNuVAwo0cZw9fRYRTKI44hlIaHaWJN6sP7BHLt3nNq3HY P0Cf5GzUuRusdLpjMLsxg2x5kmEfzBrYB0GDdGmm6cCThs9+Z+0EmnVpD27z azG/Ii76EcYOnQP30S6Y4jEWIURyl051w9Lp3lgTtgSHY5fg4AZf7Fruhj0r XREb6oyYxY5IPhIHhpjqu+pKpD6swrRFtbh3knKfkzlgjsapJKIarfo+dldK VvQWqtYCdi2YClszbjX4wI4oyRvRtVuW6b/5PP3MoatYP3Ybrsh3I913A9L9 N0rxS6lvh5QqxnGm+z030Tp2hQmJsz+JcyjRvzBTSjkdBsF3sC7GW+uozrpy temKwzvWc5PmX7DrcxHuGxkcedGAE0cPISxsEXx8yE34jUYIudrwlX4InTcG ofNdsHiMH87NS8DHm3VQVgvD+QKpqfUIWc4eSMUdu648uFt9Wq14qMLtquy9 TOzxAwv8g3DjZAyS7yepo4oGYYp527/5OR9sH4Odk+/hRsgDvN2RhuqzSXiZ 9p7nbUprCSFKbSoSbi+JjlwPvW7aMOutg7Eyf5y1moWaJSFYOsEaTiRAR2tt zA0Y13jE9A3YjX6HhZeJ11bytdKvVSfehYUpUcaedllRiiivWNUtTRV36tFQ w6hvuU1XYEG4kjuu6ngqGvbFcmITffvH51gk34BLDtuwMGgqKxhjCUR/Kacv Mc3hCnYtfoOkAwpUPGpAVcEHvEm52Zf/iPiUNyn5fMsjY7eoeLiPJ14UiCv9 QlC3MgS25uzmiPHsFhXhS33sDI5gXDiDfTnCaQ9fqQ64W7FciQ95DC6vO6Ha 9FOZ/P81991hVR1b++/PGm/KzfOl3BRrbDGWbEFEsPdewF4SNUGwgw3B2Fss IKKC2HtBbKhgTdRcSwxq7Iq9IvaCiopwvpm9Z+0zZzPnwL3fP7/zPCfhbM/Z e71r1qw2M2tlIOM1NeAwDvGOn2kUiOd1rN4uWyhO1uZDby1Yrzw4hoUsEh9k a2nhA21kNJLvjhlS8xrt59se9xDRM+/h4J5nuH3xJe4nP8KtSxfqCcrkAzN0 D1VCnw4w9NKCcLhxCDLDQszy8aeTbqFNm1SEbLfhxMNn+cSTecWTSRMz9XqS D/deo00ohYgnvLr8bF5dXhS5WjhPVDsxFjsneEzCk+kbsYnxiguEql2PA2Oc bh6RlTRJ3+69aYhen4KEwylIuvywvmKW5jFFlo6T9NUG4VjLEGRFDjfBj+x1 CJ3GZmLxBRvSXr+kfRRrYw5j/Lh3etnDrLuP9X0UpCbOXLYhfC6vgZWh18B6 Hj1X2LH84uD0HGSs2opNsSv/S+QqUfcR1+TVX/kQJj8JfoZXyooeTgX0Tydd RpsmVzGImeykh6/lPSKdtREYOyYDj66yyOrFE7OnPa98NWuBvfLVg/Ao4f7k Z4onCEe6LYVtd4Ip3oQt+1FZUFlAObVKw5hfAbCNS4DbEKoNwcXOochaEEwA R/rtQPthGXp1mmdv3+YVkktr7ZsH78XokW+NsoyvnlG7B734/CJefN4ogvV4 8y4Rj+RHkPYLbo+IZRH/of8Eo3waiZ9q/O8wJmC8NhTXfwxFxuJhn5uDeAFt 6p5Bv9U2HHrwLq9QW/zyuBoRODPjOt5eysLI0Dd4cNkoP0m1B8aPfoglS40K 81nLtyDrxhWzFykXmZnVp+NF1GbYUpNJOMnZlyfSt9mxkqvL2WNXOdnk2EfB uU9MuImYXnko7vixeD9x7ufm5bPw7ZeOiGM2pDx7KC9ETao1G+dn3ULG1Syk vniJEcNf4z6vHpieRr0hJk57JYrIv0QWr4V17ZLYmFsAo/0ikdAiBlkbtiEr LTXXiB23tNhTWfpfvjkgjHIbph+Nth3bbRqhGofQa7ENCTfTBN8K4UxSMqbW mYuLc+/gHTNET9PT9X8ZPjQd9y5yiC+FycyPyZHvELdKlHZftAqZV5NFYqQg fmJz5EzACrz5bZN5nN6xXbejhbYAlbfYdxbX5OUNO7LtWOwRjMdBobwc0mfC Fq+NSYJPj+eYcph3PTYQnGXIlItUeTFs0CukJhvVH6kLxq9zs7B5jWNFq+8E k/hp7d8S92Ngx0H4pU8gQoYMNuvoUNlClfm1gJRl1BVIX60fVlcLxvNhemWZ zwQVbaomoMccGzZef6NfOccAzmq4xGGpgyzXkIEvcfcCR5gOKojBO6MlxPJy 5PbCVbT7wtqYMHjQCIT5jMfT+Rtgu3de3s/I60zwT1TgQzYuuQAsf50At9f6 Y2P14Xj5i15H41MBmFcobdPhEcbt0+sM4XzSJcxtukJOvJsGa3D/NL1uoI3p wU8F4PClRgnwl7xq1cxovWsYbQ1y1hmYD+l4vznY334RshISrEWxOPUugFPL PtnydHEBnHvUibWGI31sCK9hQB3kRwYcR9dpNqy5komNTOIXtlyLO7FPKLFM +j2oz3PcPscxvzH3ukSuNOp0v9qWgvTpkXpLsSJijhJmVS1CAtpXC8HVwWvw 7uAm046QiuHfU1W2sYCXQzxX4Lszl/m3usxlnhSCF+e2G5r0fWM3RkQ4FrP3 ytlr0KbVHYTusCEsbDuW+W7A3Q3PzLQslVwN9H+GW2dteH3zDEifR6214cBG o8BV2sSwryxMIAZwSqmSpr2j51b86vkrnvL6SykX6Sly3zC5vB7Z1P+KD7wQ Jwv6Gobg3bQQEBP4kqwHr3VQtDCasnfrilN0Z3Ep01pxQ5fjXnwa3j42joTS fuWBfk/0ooLpp3eanYwCQ17Ya2tvWv+ZxARV1zs+A+yF4BOwvnGU3nCQxWz0 FCrszT+pKtCXdWSCHHq5YkIf5iEnNWezICJEeBHv6wvynAl1ihVGs2JF4FNa Q5tGlzCYAYrb9W+EetXA+X8fx5tMe02d/j0f4/opJh3J+2GWu+F93Ma9xVE9 r3EJWXGrhU1z7MhqnRO0Pe4HRpve3mHPNrOVsqwJ3XNiQwEHNlAW9MaNGx0V RkN2rYOYa33Sh8UNc4Z/JJhCB+a9ixVFo2LF4VOyBHzLDUD7oW/14jLRgX0x sVVthAd0M4nt9+NDXD3JFOblQyL84J3hMvTOcCd5imLTOWStXerQ0NOqHGmO 0L6FIZVFj6yzBx36S5OWJKbIRt/CFH7r+Ph4azujjopfUiGmXev3I7r9RCR2 nIhrsfsLmbzahhDmgVzoyAzIvOFEj94chrGRv/PoHXbexwBe7eTLEvD6qhQa FS2DNqXKom2l3ujHbP+6fcfwa7uGCKzxLX7WvjZx9e36QD9unnXtKGiz6Onz mRgTJnIVG08iY+UiIYT2rrcqRfuJNLxRNcPxcm48d4PlGm/UzlfVHlCwUB/F bP1LKP/bRcFB43sVsGPdfkzvshpbuqzAqcExGFVnkF4C/wemjX9kmqg7E7nu jJU9tGHsHYyezCD8pIWyuG0wxrIg4eoPochcOIxprbEsph/P3hPYeyL8tckI 0H7VexMFaNPZO1zvTNK78iz0cZvD3tHo4x6DSp+WhPaZO7y/9EDj4tXQurQX Ong0Q7+WzTGqTV0E1amEvtVKIqBqMcTNDaN53afzPVw8zmzdjROg/iqnk7Mw YaYNF/Qi30f1NnP5nIhw9k7L+TDGbxZ2tJqPrE16mzfaoiiredVqkRiCLyXG 6xekxAEVd+OfujodjM+xc20yJv9wGrsm3MO1VSkY2OIiAltdQmDrKwj0uYZA 3+sIbHcTge1vIbDjHQR2TkFgl1T0aLQO01gIc+unULxeOhRBPz1GEFP/Qf5P ERTwzMjtfIrA/i8QOJC9A18ikPm8gYPTETiUd315g8Dhb1Hpi7LQSjVB9fLN 0cStBdpUro8u1eoZZzRrVkDf6mXRt0ZpBHiXwLmjh2gsAjrdRTKLkmzM2hpL kR8YlcfnUOXxw3gyN9qphWGMJeb1YlJ2vu9K2P7Yaqpb2cJoEv/JTRb8/8rC f/4mB182vXrkm1eR7VL1RswnPLDty69hxpj7+G3jK9w49gqxW58i8U8bEo+w 918skEhM4h5q4lH2kXEigb+ZdE4Yk4jZlYchtXcoLibs1ju85MG2U9R9Yyvv 9nLGIIH30dlyjt0qnv+HNzf5QO8AExQ6k1m90qhV9ls0r/gd2ruXRwc3bwz0 dEdoXQ29a5VDQO0y+KnmN6Sf/DvcwXlGiu32ebN3/InzbzB6YhJmjV2EMQOH YFjfvqYOohYAXD+OrjLBKPB8+9JH0gCQbaPNP7K/Jwbga6HG5QHgb8F8Xxfj o7omZ1xJ3e/e/RwL1qdgZ1IK0l69sat75hNXCcbDAXohYKqUbMkBFCSLeegw 3IuWhte35dD4+/LwqVIB7ap6w69aNYyo646f65TDT3XLYtOSSFPj+7EJp9fC vJMsJnqhbColMmoVJk0/h0ubnyJrzR7cnTpH6jqxDcvrz8LbpVt4RyhrGUMu ziTackamjGvOiiaqvgq8JON5Fdwkj8JX64uVnsF4OiSUF6TVZV1aTy+EmPBZ cGdiV7tSeTRjXPLxckOA2xD87t0HS30aY0JQN3t9/LY3jIqZKZchu5XO7B4d R+E5sPm8EDzPga1MRNbNq2Zj9E7MBh3ouFjv2fixxDIyiCSMsqNVRjKIzjO5 sv/lo/5qHidMFw+zx6r9sN47GC9C9PKfTmSvkOAIXx5wK18ONdkkblytAtpq s/Qu8rtbdzS3xPf0vYZTf/K6q1fNw5DW+nCy+aKm2OPHPdbbON7jSbZlm/W+ hXRcdwCz2Nd5c75Th80t9bJdoz2Dsu4rI9k1h7NxcnLm/8a8zszR2FZzOF6N DkXWWWfMo35FSUl/YcH8KAT3isIobbTe7zr94gWSwB4+l41CnanXzfNkFNg4 Ce2ps/PE6a+xeoVRud5oUnjRbNXLHbPpXlPxfKYe/NHGSeqVxT9VdM49OnSY PYHuhGfZq7txhUBdTHkLw911QvBmQggyzu2wT1l7U8AU5qZNQ6JnP16cgXjz Y+tkHD/IC7neNOv9ugr/KXE7efY7e037BSv0ZoI0tWJjErG5aTTexeoBIUVu cl8Sasgqe6wuGNPGhGPPa5LQqRLVPzP/9I8GjBNTQvD6/kU6G8qb7EYz1/Ry O39TPf3Q6pxRg/PebQe33FnoT0myKTFZiF9rw7OEx3g3dzHeXUo2K4dw11hv /fD7NrPZmKzRCX328mri3Gc+MzHEY8DLly93dQqWNzcYhCNNWUQcHgJ7jvoo hmjj8FedALy+cIGsVdeWp43SmffvODjAznQxxYC8QWGiXsr+ATJmz9N75NFK LvcNgt3GIHVMHGznDsrncEkdq3a8W/BSyn7gwIGcgi6KX8jxbiDncGsW784a Tkzvqs3ARo8BuDs5zNxC06X5Cfy5jxdYvatfsWYvZW1JxzVnME25ez1PBqbi TcQcvYHdp9Kj59WegfR58bzlzOcWKvltvssJq2Mb2q45AA1mQM+1l9bM8mKk 32aEs2AruZW/eQivc9O/8McuBm7PbpU6ow5hkatset369K3s8tQIvdkcTU++ Wr7HZwGy4hNAx+9lXUbA5N4RpR2BycaTgMl5a3mtbDQLHS93dVgr4z3K+mmT 8AfvWL5la36FOurlN4QFKgxbQoJUlzOf3kVPL1K/5QZs8ZsJUwCLSy/yJvEH tpphmKyG6HSQ7CfkApM8b+W1sSks0rrRIxTvlgwjDnbQZmK1WyDujgszl1Kc qZdOzRLwx25e2Pah2Wo6cMRLHNHzcldh27BOLgc83mMSHk/VHXLCJisZwpa9 IKCJTW5b6hpbIiJZtJLiH4qMxJgvhNCN9IvHOI8RONDaXxW+kUu1YUMG9u20 IevhI5hNmniruvEZOM4zbZuT9UZsH0vSsabBbGQs38om2dmvLNj4OKlK6Fuw yebDNbbtmO8+DA/7SUtgdqELY766/099MdDPH7tmREp+VV6sj3uL37dzYE9A fZlOn3mHX6Zk4pSeLTuLzNVLzMX9rnxnQ9clsO1IMD1ZWXWoTkUKVEXEP8nr Bd1coOIe/PKqwXgySF/++sSJ5FG+rn21CCyqPBhXOvmbWeK42DfYk8jRPTUr cOu5rPAsUSr+BN4uXwQKWfi6tN6o6vRhk1y5b2iZnNHJ0bgrdNy1XucVjOfB fN1r9z9zYcnsTXKSMEIbg+P1/fE6+QIN5bq1r7FrGwf7DNSJimeNeGs4oy58 El4vmm+2NOTzL6L6dKTNYr7f3YskdLJuKW0Z4f8D3k7MG95Sg3nDI/Vlrw8k vM5SV/Z+FCnMHZmOrVX78xIyhDd2dTp2bLEh82Ga2aaIZ2amRdlwhW8aWXcQ aXNjzM0sfGV6a/MYZMZtQ9aLe0UlbKRvcoFX1qWEV1ZPtH6cGLcfAzwHYIV7 Hxxo2Bcv924Xvtl7LlckTMfdcPVma8NwydffnK9rV75C4mYO+oVwwfLjzBUb Zs6z4QYv2752Hx7NjJb61w3BKf8VsO3dZi5TEGI+EQmxbD1KyYjtZQn419lo q1J8H4vR3B63F6M7RWCmx1gcac1U+6DRSBk5Ei+vXMuWrFQtQpCjz12/IG08 DtcOwLNtWyl5tXbFC2zbyMG/EmFJfpy7akOUXoGdhdirdzH3bpfgs+HWhbqP w/3xccg8d6CEZXT5E0vljJ8TyF+ie4Nz/P/E4LYRiOi6Bys7JOLKqD3IXByP u6u2ISV+tf4NV045ucJdmA8YV2UAUieGmVm7tcvSEL+eA08X0Wx+nL9uw4Il NtxNYBHxim36tpOCJv+2YVHdmXi9cAvvLUJb4uSgWFWrwgG4YX7oaIBK1Gn9 bkjrzZgz4DLWj36Cuxtf4vXh2zi+4Xcsmzom2wiTu8kdwGksbj/fwt+Ocukz bGIe+rsH6SL7weL+CU+xnHmz9xNeIWvpBr3tGs0FvnS9t91CZG1NMMdR1l4E W7awCohkYXV/3biUz+yLKV4Ucs8JPYnpI24j4tfDmDF1KYIHB2P6xGlI+vde e6aX8/84+miTsa96b6TFb6Uwb+3ip9iwlgN8LTJiLDoPf2P0lUtI0xurZV1N NhnC2y1fDmKic3CLCVDugEEAZX0rAJJtVhlb/qKUmWpP8XuSpaX8wvBhIxEQ MBRTpmzBtk0n8Pexa7h+8775nPZaJFa4BeHumDAzql276DHWreZw35g7v3gf uQ3s2hMWc2fOX67vPLHbta2Y7DkZT6dvhO3OpdIWxBylqh6mBbHKIPEXzXAV Yiqu5iprwL+x51gaTlxNw9mUNFM9cA9yrDYSJ42EjQlmwSOmrG3IuP8WL8/v rCyeMGVeFrbE8pD7Ed5FL8SfK5ZCK/o1PNi7xhdF4ftFOUxs2hwnd28xvQ1Z XxW3XMsVA/I5MMDmUEvYdaaglGSCf9amYke1vni+casJct4DrF7OQWYg49oB NwGSd43bwSbyCxZqt/i2nN7EoH7Rwmj86TfwK1oeQ9y+h2+Rr3Hm8CETpKyb iuUMUmWG+YuSCxSn0Ci78qsoyvDV5mA+s5dX2vtLMnkfK5YyB//+O7y7+ae7 QOjTLhrdWw5E60re6FKmHFoWLgbff5VBULnvMaRqBXQrXRhdS32Fc3/aEcqq SVWuq6QjQjkR2U08VkYo2xP+suYCKpgIjmK4NhZJdf15GiWPeTkVy9g4vbmX iaw7x4yh+0Bfcfco9hXcSlVD04r18OP3tdD7u4r4oRg/m1oFQZ7foWf5YvhZ 7z3xldzIgVZRiuaMTbYsXU2BFIG5fbejcY12KvEvV5Lk8QctDJs9+vNkiR1U CpYsNIpX21JPGqA+xPyIMDbBCsOzaDHUKl0TndwaoT+vPVjFHaNqe6Gf57fw r/wNAiobzR3OJx10mHykfQiZbAQVyGh0OlsmGMkeB0myR7tKfLRoRLJIP5nF oXY0t7BwPj88zVN7Z+xoZsC9cAm4f1kaNb/6Ds0rNIBfjWYIqOSBIe4aermX QYDeC6Ekelctjvh54Q59UimjRTZQNo8CDXWPljN44iwb2gsb4Uxt8N+wSVtV TECeEAnUJuBgzd54vnWrfnVtzA3Mn2tDOgf24Jxhx+zFp/SBp9rc3IfjNTun +c1C82984fa5G6p9XR0NS9dnE7YpfCs3RucKNZi5dcNgj4roXa0s+ngz9N7f IH7BDIqyZfVCYyUbEQfg+awF9H2lkXTmuJNdkZNFVQWvOmsRiHUfiNTxYYIB 1zCXhSmv7vJMSbJ8bJCEx8yZf25e5qxYx1gx1W8mg/sLfqk2C1MbbUNUtzPo 13QOqpdtjJpaCzSp0RK+vLC0R3W00xqih3stBHp6YIS3hoF8QbVWSZw/fpjU nrwEraqc6sAaxXJzDj59ARd84V7gr9oInGnmL/hyBVGzbHiZwpjw+HJJQZOF LzojYkW9wgDmRIZUjcCUBvGY0/kkFg25h1Xh6YhdmYV1O2xY9acNnmWrwvN7 b9RitqhJpfLwcSuPjlWroHPVJvjZuw5CvRohyrM5lvbrZ+Z5qf8v/ySnb4hT Fq7I9qilE8Mq7ywqpGA0cYV7j72Z9/ibVx+kbeI7ei5i1swsgytPrhpP/khH z7kw2W+G/newRxgm19ug/70o6C5WTnuF2OWMC9ttWH3YhrN3bPj7vtgX/AHm hc+CW4my+kpxA8aUFu4V0M6zAjpXr4KuNZqwyHEdZjIp26r543HSBTknTPrw P+RLU4kvzmzxhwq+eIrftRPriVc7+zOenEfEjCy8YKBsT68Lv+hD3YeMZ9GP H4ub+WtS3VhEtjXqZqyY8pLFGFn632sOMRcl2YYT92lP4Qf4uUNXuJUthxqM Gw2rVEBLr4rwrVkB7Wu7o412FD219Yhgnt6W7BwhnUockW3fN44cke16IyeS Itvxj11wZKTfFozWRuHvBv5YNngDwqdnIe0248izm0LLfaRzZDN780zAEPfJ mFB7FWb6HMaCfjd1TqxdlIl1W42JtTPZKMsKWpf8wDjz1bM7PNmcqe1ZHg2q l8eqJVE4+fcR9vhkxpQNmMFIsDBF1rdf5swUeYbXkwyMiyyJtf2SzBfuHvQU C4XzGkzEtKlZeH6L3f75bXs5SF7Mh717aoMQ5DYR42otQ0SrA5jf+zqWj3+O NQsYX+JNz4Sz5fYL2sUBmBuvR/pdRHdtI8K10Yg3mGCuM8hrD5RNl50HwQWS GnknVZ1cqFZVlX9ja34B3Zmdqw1FpPcY/eCdDj8t5VNJKni1dn6Ub2Dl8Rhb YzHCW+xDTK8rWDb2KdbEvMO6jUwj77dh93kbTt2z4c4LW2EJ9I/aJoRpY7KB lv1colD2MSyguT2hCLWmk/kghyRfKW5JoLmvO0wbh4luI/RDdc9ucNB3Pxag ud1Yz1e8/Wajf+WxGF19PsKa/YaYny5h6agnWBOdgXUbbIjdx0I9Bvp0qg66 hAT6B43nLcZhswAt12YjtagaFgVoMqJeuVCLKs+zmiTsrcsFoVu5Hpgw7p1+ xHLJ+OFYzgKC9yXkcbrrEIm+bLaO9IrG9CY7Mbf7BSwd8QirZ79FLIvYYn+3 YfGRLB15yktRiJIjv4RuWjymauOxSQvIhpzU3+cScrL1LpBXVci4Vf2pquIa yAvpe6YrfVECdT8tCX+fhVgfthg9ypfTY8vWhb/G6UOHRJT7kek88c5KvZlZ G6E7TwmI7nYWS4Y/xKrIN4hdyziwx4ZlR2x6vam/7tvKmxy4jK4a+7k2ERst HJB1naqEswMH7NujuVPNDQHnBvMxqWB3Drs6Sin4Yai9L3V+VGHBW9UvS6Le p2XQulQtDKxeB73dvtMj0m6lv0anb74ynUnuPfzqF2H4UJ7Ch+pyCouH3ceq Ga8Ru5rxY5cNKxg/zjB+HL1vM/NWBkOY56hNysYQWe0RQ+SwtYQjQ/T9ZZGR 1q3RFSzSoZoXqtbbnuK5VYoyThQrgros6qv/eUW0K1cfQ+o2wECvSix8ZSFs ueLwK1+ZRXzDme8Ujsn1N2B2x7+xaHAqVoa90j3IWOZBrmQe5JkUXm+Xeh0b 6Lsw9JOYm7Ze6+2AXtZ/tHNCNn0CPf2TbPrk3BSfKDzesrJBpRPJaZU3whmT 639E57Ii8C5aHA2Lf4MmRSuhY6WGCGac7lu5MvpW+B6DKlfBL16dsTAwBSun vkTsMsNtXGV3G71N5FdYOJOAidoUE7ncyZWU4KcSSTQyuURO177NhWJU7ZKr Kqb8fL07XTFUL1oSjUuWRotS5Vno3wRDGjVFoFdDDKvXGCOaNsHIVo2wcPUJ nL2t+4O1HZBuxwRtKuIY0kcKpPbdNI4yKJDqOf18hgNhfEnOx5axjKxqR4eb Ap+9SoC9eVkEPAp/gxrFS6NxmbJoUVZDQJU6GNK0GQa1bonBrRpgcNNqGFCv Inp5FasnIeyk7cB45iqt0/pkQ0hKjZYmZJMrI4TjxnBVmfmSTqRYPopGx62y 94x0lAvy1+eFc9Ql4V2yDBp8Wx6+FbwR1KAJhrZuAD/v79C7Rjn04dWQapVG z+rF65uorzLUOzFWC0OsBbWsuWgroWzGBepPzBFQYS2WC8XlpcCqz2IdKu39 cf+6FKqWKovaZd3xA5PYQT4t4VevilmSyI+XJKpTRt/N20CC15HBG6OFY60F nqya5D2nBNkpPDmMK+xkKGWFVEMBz/APnewe/QeOHjqCSiUqoF6F2ujZuAX8 2zRCR+8K6MYiMF69pHu9cpgU1K2RBLODtouFPzOwRuuLv/zCHLJcpIdcwFTp oTwKwF9IgJ0FJLUVj3FZuOc9dPl+APo2DUDXNq3QunYVtKrOws1aLAhnYEcH /tjEAegejOK7cBjQJAVQOU6U9zYZUbEZgMmh52eWUVTFF/VyD4o2ca2L2YF1 7Tfjza5bOP3XQSyeH40BfbpjxWIeMv7VTALVXvsNv2iRWKUARZpH1aLUAkom xLqjWJV5aSh+l60PlaRR82K453TcijwN2/VUkeXiRF9DO0b0CG0WVmr9HIiW fUDaTSIbBEE0BYFyv6DcbP1oqiDaU4zEBL8o7OyxE+8OpMCW/tTHgdrfEcoC wRWM2qMStbIe+FCilpS7A7VGLYKYmBi+iVOf5dwt+YcTVsvGq4VCg1JBF+5/ TqwZjQeLLiDz9q22kmC00/ZiuBaF5Vp/nceqVDxRzVHQrRVUc3eSU0XOFNV2 zyG30NoF4VP8FuLwwP3IOp4KW8brdhLhbbV9CNaiscwF4R8obm0RDrkQgnWR TjVN2ypu6WGyORmzGy7D89grsD1+3MGk9hKjdj8LlmOwVBuQjVoS5fct15xQ S5oyTy5MQwcX1PpXHo3To47Ado4pqYxXHcXtTielMWr/wBBtHpZoA3Vqz5++ jvOnrpvr4vIE/EdOVL+nU3Xz5k1nE051ereKIJLvJFzROg7pCTeR9fR+Z4lI X40X349AT+YuTvMaiA1tJuLYqOXK3QlEpKzaijlKMA+Ihg4d6jCnfpAEn6Yr UTbIYzKuTjsB25V7ePv6aReTshdow8xkLxasLKsehlM9o3B17BI82XvAYf8L pbsL5URZXl0TcOoOsQhbdm1pUY8KIMgq0F1QyTfpbu2agIy9d2B79dxY2yyA fs2WoI/XfsT1+hup0afxNO4Qbq1bZd33wPlQSHH3YrJVKKCn0saNG6fHlUQU e6k277hJGmm0VyTuzj0H260U3f7mM9dhpLpwBTCk+Q5M8L+D2FmZuHswCw+O 3Mf9s2es28c4895TjJeglRab+LFgbgw4M3OgcZLfPOzr/Rsyj6Qi89UjMguy 962KpOiQyeVTLzAi+C7WLUlF0t5UXDqbgtcv01Vr8LSFUp4Bgm46Ucd5zIWA 0854rDqIW1ni7fS6C/F45SXYHj5prqDReT2tfEi+9gYHT6Xh3K00PHrxRnZn aX4XcE5vEYle4jWjl2RUDpqJ3hl+S3Es+BBsp7giSm8hJqRMG/G7umIGWYtJ SMTQyj+3SDSDOiko0Uxtk4CFzdbg5abrsD152DIXlMhTxQUlxSW28Kki2ELj wA0+zRwfCSNpBCKwn/t4JE88CtvFe8h6+6KZuGzxD1VS6S3RRhlEVctCI/lp FgGVpwtBb6v42feCEu6Srm8fr7ukb5/c0cfScg6npmIC5HNOSUmJc3wMuXmT iJCDHvuGhQsI8QwzfMobqbMUEkwskuePeCApFoLO3RQSeFntNnVBwQS/aOzq uQvvDt7lbuJsiQISWxp6WVcJCkhFyIqfxkoOK1QUVJR4MKnWXDxYnMxdPurl IIsrUSDPYkEBnSbgTOdaXYirSrCaKISe2DCVuW9/Bv5B7luUUB6yDPIrggAx VSi1RwUcOHqVvlI92I4+GVENl+P5Ot0TmyukWRY5+pl4Km3ilsWM85/zu5l4 khwQ0JMCmBd1xu5FxYjLlNt48OAB/794SAUJGn/xad9MMQr27USJWNVmPXk/ M8RXqSQb/0Qnl/lPixQpgp49e3J4YhyJSkLFecnGsYmLZw72+BXXpjO/5qru 19Az5ZwLPZOzsFu3bmjbtq30zErSMyUL0FjxTIpvxzEvZVu3RGTs072UCPFV eYmOPDjuAVetWlWftOKBmkSiVWC4y8mv8091FRRQnoRPl7HezB+J0f2RmQoK 8hsajDM/v75Bhx/JktPoYpArCym3qHriYD0XVExmHsf+Pr8j8y/d44jULxd0 KBsuzvfpBPDrefTH59UJ4GD590TKhXxAGgT+dRY8qAgoJ7EhvN4iPDFch8mS wNG0ozOP/Bp/caEgLvDJwgnJw8kQe/nJXyYRFE4iDUb24qr5EOG3DMeHmw7B JGkwSAHkF7TQZimZCv4Esawh6i57SDRIal1VsvZbc+olYHFz5gps1l0BQ728 n20oVM+m+LeSNB90G006XBZUUql8TInFXi7o6l9lApInHSMP4BfFzwvaBbVg tiHijCECDUfXTOvLjm0BSYglA0D/Xl1BIdmMOOYCbOjAXIDdt5Hx5M5I8VWZ c3mFGqFVOdVsIiKNVICBP1tdGgfIkqiL/xOZsq9XRnx189JdCGVOwu1ZZ7iT MEoAJjIt80w1zbzl+a6mx+K1eyvoKSUefOnsdYR0mohI7yDsrz8cT+ds4a7D IElm+IPtdy9o0sifwF/ZpmAt5xRSWCd7Oaq6kURe9JjVmNFmMba1XoiHY1fj 3dIoPPh9by+JPP5Y+db8M2effcSdz1cx2vUdTYjFr6V0Tk4BsWod52NTfuzb HinCHOqzAbN/PIGjk68iI/EqHu48jGcXTsrYHE3fP0xsOeBRbbkpJ8066cR9 QavB1K9SwoeKXsmuHp1+kuct/V/lMBUScKNGn0PM6Ef4I96G52ff4s7xa3h0 6yLBlW1eAVmV0CwlUZNnqeoQvgBaV5Apaz3yYlWw6BCbZfCdI8qPi2deYcyE FCRsSWGPScGVG/fhr4BD95D1Th6dqHxWRCVMeRE2pJ40pblZ5y/2vfzSLWnQ yitQfWIh3xkkSgJee/AGNx4Z9Tj9BUyCQqlhZ/a/tOJZomFcA8u057dSLaup TqVbl3CcQegjrsnJStley+Rb7HV5c1IIehtaFKlwYFXlmFQkU012iyy5kimD +g8ctBd/5zDTv7dSTtsNXc1qEpRsZ94tIXNPhZKj842cTk6HEyNfRQFRTExa 9JInpivKRohr2Sy5VUGozLif8cymilnEUNHjZJ90hJgPTiyyUg31Np5CKS85 e/Gd4hGB4hqJkKnyhG/izLjSROtvPK6FRUjFsk0exaiVVFDxs0JTFVIMGxWO zsHnNTwGtBJoZAMvyV6p/4gQ42xPTg7vv0ydaaQn0VpImGywScJyS0ABBWrF 0FvPhEhUtJGGh5MrZI4IkBMwfmLyy2zPhZPqvCyxWU2bDwMXeM4C1XFQSpBm c+QZ4RRqufBFyygoMDKdIlOWK+ks7IIw+c5UsV2lzR0cUFVrkk6SJnDoCyHb JH5FOAlFnBL1Dwfd4EIynTSk6iLrQSdbBxxND6DcHdpKXJOddKvc8peCtMom G7q6pOZ9iRpKH7GfE3PkiKKV+Kpsf3OppWe5pOFDCSZxhERG9rWpdUX2tIHh FJBpdeJ6Rbsk4iOJEdKiE4mzrMo/U9BGMQ5VNLXPM0dvIp8093KIA+e7pJfq +Mu2iDam0eZl2VEkAmUrW1CIu0ygi7mnT73F1mn2PxLj+A+4DLAf55YGWZ7j 4uLMjJJFnu1F3qYYBPxoEVxhi/JJ40CQ/plLUnIyhA4mIduAGJ4heiiEWVXU T66wSG4lZUyyC3gh/V6PHj1yOc2Ku6SspxhzawKRXyXK/umCKnnbYz5BlWzE nDlPpVxSRUlQWY6t1Mje4vcChUyNVWZVs+lbl1T4WYRYVCRSEUBRkJwCloWY 23yrEAutUNElDRRZyp4VSUn2YjWOaiWXoutmnUUB4l6yJyVHs+Tdvaeg42vp e4RG5Ag53oLZCJGFYp/x/N6CfdZoRmBTnbCjLZ00uLKmlSdYrkOIAwYpfcXg 0MQVeswVCfLjCgok8smAHBT8n8aD65uDQjlES3pPxXwVCbTPKMf8na5MdTHc ZJBA++lkwbSuV/I7Ep9l39ag5AOrW5BTOGHN7GSjRl0u9htJYKTAnW6hWn8l omV5LiikmhNtjXKtqt5pdnijRG4e+enylz43b/GeGCSLxdL/74rubJuzciPU 5RSkbMgNvf+yXLO7rHab5ppix2pDjEgn/lhF5yQ2UCtKVV7lC8U12teosnSr V6/WR5sqNudinjpJG2+yTl97Bhj2wt38/6rK34bj/aGD3ZsyZUpu/DBjErub T9tsPKyZ4imqDbZGerqQOYW6d+/uzOvCfePWdm/PSdnij40v8J/lNVnN30bo YNhX/QaBKiYZn9hrunFphoJsq45yJhDTnN+C9p1bFIv+2TjUj8nmdM1j/tXo P3tymOLrjeyo8zugtjw+3PxeC+cPsH+puflXmHPU541/0j/0+f/zb/y//wX9 tBRt\ \>"]] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{ RowBox[{"Show", "[", RowBox[{"Plot1o", ",", "Plot2", ",", "Plot9", ",", "Plot7a", ",", 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]"}]], "Input", CellChangeTimes->{{3.5829458295702147`*^9, 3.582945854015458*^9}}], Cell[BoxData[ Graphics3DBox[{ {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{-2.1523979140000002`, -2.906398588, 0.69919862}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{0.054802054, -2.8572657120000002`, 2.3186938020000003`}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{2.279009556, -2.800573932, 0.721875332}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{1.443750664, -2.811912288, -1.889726}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{-1.2944623100000001`, -2.876162972, -1.901064356}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{2.1523979140000002`, 2.906398588, -0.69919862}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{-0.054802054, 2.8572657120000002`, -2.3186938020000003`}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{-2.279009556, 2.800573932, -0.721875332}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{-1.443750664, 2.811912288, 1.889726}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{1.2944623100000001`, 2.876162972, 1.901064356}, 0.255]}, {RGBColor[1, 0.6666666666666666, NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.8], SphereBox[{0., 0., 0.}, 0.602]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-4.102595146, -3.097260914, 1.326587652}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{0.049132876, -3.0122232440000003`, 4.3709362380000005`}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{4.227317062, -2.906398588, 1.371941076}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{2.649395852, -2.923406122, -3.5526848799999997`}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-2.48498969, -3.038679408, -3.57158214}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{4.102595146, 3.097260914, -1.326587652}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-0.049132876, 3.0122232440000003`, -4.3709362380000005`}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-4.227317062, 2.906398588, -1.371941076}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-2.649395852, 2.923406122, 3.5526848799999997`}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{2.48498969, 3.038679408, 3.57158214}, 0.12]}, Text3DBox["1", {-2.7523979140000003`, -2.906398588, 0.69919862}, {1, 0}], Text3DBox["2", {-0.5451979459999999, -2.8572657120000002`, 2.3186938020000003`}, {1, 0}], Text3DBox["3", {1.679009556, -2.800573932, 0.721875332}, {1, 0}], Text3DBox["4", {0.843750664, -2.811912288, -1.889726}, {1, 0}], Text3DBox["5", {-1.8944623100000002`, -2.876162972, -1.901064356}, {1, 0}], Text3DBox["6", {1.5523979140000002`, 2.906398588, -0.69919862}, {1, 0}], Text3DBox["7", {-0.654802054, 2.8572657120000002`, -2.3186938020000003`}, { 1, 0}], Text3DBox["8", {-2.879009556, 2.800573932, -0.721875332}, {1, 0}], Text3DBox["9", {-2.043750664, 2.811912288, 1.889726}, {1, 0}], Text3DBox["10", {0.6944623100000001, 2.876162972, 1.901064356}, {1, 0}], Text3DBox["11", {-0.6, 0., 0.}, {1, 0}], Text3DBox["12", {-4.702595145999999, -3.097260914, 1.326587652}, {1, 0}], Text3DBox["13", {-0.5508671239999999, -3.0122232440000003`, 4.3709362380000005`}, {1, 0}], Text3DBox["14", {3.627317062, -2.906398588, 1.371941076}, {1, 0}], Text3DBox["15", {2.049395852, -2.923406122, -3.5526848799999997`}, {1, 0}], Text3DBox["16", {-3.08498969, -3.038679408, -3.57158214}, {1, 0}], Text3DBox["17", {3.5025951459999995`, 3.097260914, -1.326587652}, {1, 0}], Text3DBox["18", {-0.649132876, 3.0122232440000003`, -4.3709362380000005`}, {1, 0}], Text3DBox["19", {-4.827317062, 2.906398588, -1.371941076}, {1, 0}], Text3DBox["20", {-3.249395852, 2.923406122, 3.5526848799999997`}, {1, 0}], Text3DBox["21", {1.8849896899999998`, 3.038679408, 3.57158214}, {1, 0}], TubeBox[{{0.054802054, -2.8572657120000002`, 2.3186938020000003`}, {-2.1523979140000002`, -2.906398588, 0.69919862}}, 0.06], TubeBox[{{2.279009556, -2.800573932, 0.721875332}, { 0.054802054, -2.8572657120000002`, 2.3186938020000003`}}, 0.06], TubeBox[{{1.443750664, -2.811912288, -1.889726}, { 2.279009556, -2.800573932, 0.721875332}}, 0.06], TubeBox[{{-1.2944623100000001`, -2.876162972, -1.901064356}, \ {-2.1523979140000002`, -2.906398588, 0.69919862}}, 0.06], TubeBox[{{-1.2944623100000001`, -2.876162972, -1.901064356}, { 1.443750664, -2.811912288, -1.889726}}, 0.06], TubeBox[{{-0.054802054, 2.8572657120000002`, -2.3186938020000003`}, { 2.1523979140000002`, 2.906398588, -0.69919862}}, 0.06], TubeBox[{{-2.279009556, 2.800573932, -0.721875332}, {-0.054802054, 2.8572657120000002`, -2.3186938020000003`}}, 0.06], TubeBox[{{-1.443750664, 2.811912288, 1.889726}, {-2.279009556, 2.800573932, -0.721875332}}, 0.06], TubeBox[{{1.2944623100000001`, 2.876162972, 1.901064356}, { 2.1523979140000002`, 2.906398588, -0.69919862}}, 0.06], TubeBox[{{1.2944623100000001`, 2.876162972, 1.901064356}, {-1.443750664, 2.811912288, 1.889726}}, 0.06], TubeBox[{{0., 0., 0.}, {-2.1523979140000002`, -2.906398588, 0.69919862}}, 0.06], TubeBox[{{0., 0., 0.}, {0.054802054, -2.8572657120000002`, 2.3186938020000003`}}, 0.06], TubeBox[{{0., 0., 0.}, {2.279009556, -2.800573932, 0.721875332}}, 0.06], TubeBox[{{0., 0., 0.}, {1.443750664, -2.811912288, -1.889726}}, 0.06], TubeBox[{{0., 0., 0.}, {-1.2944623100000001`, -2.876162972, -1.901064356}}, 0.06], TubeBox[{{0., 0., 0.}, {2.1523979140000002`, 2.906398588, -0.69919862}}, 0.06], TubeBox[{{0., 0., 0.}, {-0.054802054, 2.8572657120000002`, -2.3186938020000003`}}, 0.06], TubeBox[{{0., 0., 0.}, {-2.279009556, 2.800573932, -0.721875332}}, 0.06], TubeBox[{{0., 0., 0.}, {-1.443750664, 2.811912288, 1.889726}}, 0.06], TubeBox[{{0., 0., 0.}, {1.2944623100000001`, 2.876162972, 1.901064356}}, 0.06], TubeBox[{{-4.102595146, -3.097260914, 1.326587652}, {-2.1523979140000002`, -2.906398588, 0.69919862}}, 0.06], TubeBox[{{0.049132876, -3.0122232440000003`, 4.3709362380000005`}, { 0.054802054, -2.8572657120000002`, 2.3186938020000003`}}, 0.06], TubeBox[{{4.227317062, -2.906398588, 1.371941076}, { 2.279009556, -2.800573932, 0.721875332}}, 0.06], TubeBox[{{2.649395852, -2.923406122, -3.5526848799999997`}, { 1.443750664, -2.811912288, -1.889726}}, 0.06], TubeBox[{{-2.48498969, -3.038679408, -3.57158214}, {-1.2944623100000001`, \ -2.876162972, -1.901064356}}, 0.06], TubeBox[{{4.102595146, 3.097260914, -1.326587652}, {2.1523979140000002`, 2.906398588, -0.69919862}}, 0.06], TubeBox[{{-0.049132876, 3.0122232440000003`, -4.3709362380000005`}, {-0.054802054, 2.8572657120000002`, -2.3186938020000003`}}, 0.06], TubeBox[{{-4.227317062, 2.906398588, -1.371941076}, {-2.279009556, 2.800573932, -0.721875332}}, 0.06], TubeBox[{{-2.649395852, 2.923406122, 3.5526848799999997`}, {-1.443750664, 2.811912288, 1.889726}}, 0.06], TubeBox[{{2.48498969, 3.038679408, 3.57158214}, {1.2944623100000001`, 2.876162972, 1.901064356}}, 0.06], {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{-1.04879793, -2.88183215, 1.508946211}, 1.1133243225345237`]}, {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{1.166905805, -2.828919822, 1.520284567}, 1.1136193743613823`]}, {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{1.86138011, -2.8062431099999996`, -0.5839253339999999}, 1.1152711423190154`]}, {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{-1.7234301120000002`, -2.8912807799999998`, \ -0.6009328680000001}, 1.1134544139944662`]}, {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{0.07464417699999992, -2.84403763, -1.895395178}, 1.1137950711569917`]}, {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{1.04879793, 2.88183215, -1.508946211}, 1.1133243225345237`]}, {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{-1.166905805, 2.828919822, -1.520284567}, 1.1136193743613823`]}, {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{-1.86138011, 2.8062431099999996`, 0.5839253339999999}, 1.1152711423190154`]}, {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{1.7234301120000002`, 2.8912807799999998`, 0.6009328680000001}, 1.1134544139944662`]}, {RGBColor[0.36, 0.24, 0.12], Opacity[0.5], SphereBox[{-0.07464417699999992, 2.84403763, 1.895395178}, 1.1137950711569917`]}}, AspectRatio->Automatic, Axes->Automatic, AxesLabel->{ FormBox["xl", TraditionalForm], FormBox["yl", TraditionalForm], FormBox["zl", TraditionalForm]}, Boxed->True, SphericalRegion->True]], "Output", CellChangeTimes->CompressedData[" 1:eJxTTMoPSmVkYGBQA+IlS2d6vN34ynEGV1ogiF7xmz8VRO/aKV4Hos/N+zEd ROf4Ndx7B6RfnZi65SOQ5kk23wmi43KlGD8B6f2889RAtO6TXn0Qvf3H+aVM m145qovcXwOiGeQ/HwbRCTGC70C0y3/13yD6H9NhTmYgfavxPj+IFttyQQZE 73A+ogSit2WeswLRS0VmuoHoL45v/UH0K61Nl0C0deevFyA6RGPjNhYgnfdi 3zcQ3fQ++AorkPaaGHwbRKvcVXkMov1u3FJmA5mvE+ANovVDzkSBaIEr2SUg 2qbzWDOIjlzKv1UcSEdbZu4F0fcedx8F0QA5/KID "],ImageCache->GraphicsData["CompressedBitmap", "\<\ eJyUfQec3VWV//f/ZiYJVQUC6W1mMul56cm0ZHp9/c2b3nvvmZZJQgshEIhI iYiKJSEhoYqKyuqCrmXZ1SVIWbChK5bVVdQVVCT/c8699/d+7+VlcOeT83tl Jr9yv99z7rnnnnuuq3Gko7W3caSzuXFZwVDjQEdn8/Cy/P4h+iru/wH/r4Nk YBn4/XnAHM7Tv/OdfOBvYr//T3mJg/oP8hvc/r6/eoVf4vkXR21f2P6Wf+5Q 717lF8dMX8xwIfutvikvCXjnnXfwve99D6FQCGfOnMGf//xnTKs/+S95mS1/ 8uyzz8qfFBQU4MSJEygpKcFzzz1n/vSn8nIpfvWrX+HWW2+VP/vCF76AP/3p T/Kbt956C06nE42NjXyFfep//VheZl1wAb4f+p/x+knKy8vxla98Bbfccgv0 //yh7e75en19fdb1Zsvv4nHw4EF5Gn59+eWXp9T/fC3GNfmHH4r+9yX6xOY/ /+EPf5Dr8vtJW4tjTsQZxsfH8cYbb+DVV19Fc3Nz+Exx1pn4k4PbTJ/mJduN GABszRan/zvfF19FXVP9l8ceewyvvaaehG+QL/Hzn/98Qp34RVvb2FuV72+W Pivjwd9ze8U6K8uPfvQjfnR91hf0WWMhbB71Bz/4gYX4bP2d/awO/d1TTz2F 559/Xj6NqdOftXRgyUVI8cQTT3DTztXnYPKZc5jzclvcf//90tz6vI/EUKVF M5DHnIq/Z1T409X6OyKR3Lr6FL6Nhx9+WD7tVVd4NIYCzrvIQ+nLGqYzLKYB Y13V/J2mtHwaVVd9LMZV58ZggmHq4hlObyf9DKe/Wp/ezl7+YYosjXH6BBv8 3G78acQGP+IjTk8/V8VQNUNl/g0rBzXh0qj7tl/M6Ac/i75Yn2UyNYzmRx5v h/XbD81AeYM/I8bf8aclMW7DKBxT1Xw3rC7aH4OajhjNnD+zlVwZ46pG+ew8 GVIXGdAPZb+CuXp+lGLwlbRdxBp9yra2Nuv/zIq6NLfx0P/t4bIu0sdwm2qN x9oYltQ8oZ1LgxfAmxABr3mfNYNa2M3u97//ffm0eobr2+mlrz8S4zEzYqiK odKmGKefo7/TNlg+KeQUe+Tx0mM8h9GOrTHM7yW2NjOms9+u3rMuoLruI7bN cDa70e23a/OlF2Os/NbWU8a610tj2Nc+dfaHbY/NMNnNt9F6bRjk0xbbqcxj XxZDQXrV6W+y2nf5zEbbUIBNAN/D+13LriX6WjfGNntLLkJQbq89MQzr5TGU oWfGKyzSLGNEYvlruv12z3AxO/Nnvtj8GXgaq+fLjHHVK2LY0e4Zr3pdlDGz P2KBPttvfvMb3H333fLpyhiU6JrxCtfE4Af/MFR0laIYhvnKqO+48bqieXe1 BicWwW2OW6zzfyAGE7TDf+/MbLZ3aKZ7NVew23z7Exj49RXunsGu+mOcytys 3ch1qFPdpU9l7BH/8Cs3QTCGvfxgDNPWrk51p601o9nHD3v99dfzaWc6q93E 6bMenYFdpin5auZmAvo7Zhuzjj99KIaNU62DIzODVR3DYl4Vg7+t6myHoywm n820Zt0Mp7KzVJ/q5ou0Jt8YDUFMa9bZHs00wdUxMGqxK9jMPTJ/rzsM1M5w ejsx9enlz0V9l0Xxyg6b8WbY7eCL86eaGKbomhimqFldyDy23dtYHOPZ+Ief zfRyxvKxVMe4pBn02LFtUlcot54tPuriLAvkOPsCmjJUfCNs/ztmuKCdAfqC DTEuc+3MdDWOn91Zbo9hgq+NYb0aL37Va6JozXbSuKv9UQ9gP72dIY02hlxo 4a++iIXXVxmMcZHrYhi1Bhs7HOFxzeyYfOdzM8+HYpx8XgwVqlcnN379TIMV Zrahmrl3u0G+znZJY+/06XsvgjDfMZ1yIob1NDdrN29KQXTPHbaedvO+L8ap 5sfgv4JMs/fiBok/06sB+PjBk/hs5YfxbMMx/Oqp5xbOcDE79/XF2mZgnL0D NdhU61a7++AZfKThn/C14efwy498DT/7xFN45+c/WxDD9prv7BArK6SNzEW1 zPx6uOxp3Nz0Gr591//gned+jze//l946wevz3Qxu0boizVexGzxoEg6M6WL 8Zad0z+X67vo9nwD+4d/g2994S/4/Rt/wc9ffgu/f/Onse7CgGA3qKrlNPvm xGS1rUMwvatdfeNifGeie/d1nMZrN/87vv3vb+P519/Ct158w7oLe5+yKAbv qtSdpcY4/dKZlcSuhnzj/Mn/D975HH3nZ45/CU9UPYW/PvNznH/rv/H8j/9o 3aXdgJvv7CSe4c7tnVR0O5txjn1I7Ps/3XY8DqZ9GL/86Cs4/8av8Pe//DFW 8Ml8Zzf+leqON/OLGGeH9W7hRdqaf4gtsQy6sb6X6t8dbrkf3+x7Fn9//pd4 +39+smSGm7IriL6pnVGPyz8LbMYo2j7wb/j9hz/84Vrd2lE3B/vNvfj8q7i3 4NP4w8M/wnu/+K9Y8TRzw/aupkKdaJf1sNfNbDSM02BcfovhDku75Z0B8p72 h/Dqjf+G86/8Gn/50y9jRd7Mdw8++KClNOXRtzVTaHJYX+vh40/j0Yon8Zcv /wznf/+bZTNcy95jlV+c5rEieoSHaOOovup06p34xb0vC1Xf++ufYl3VfGfv 2ULqqiXazlzEBFgs4N+Z57yl5aP4etfX8Pfv/AJ//f3PVuiz23tm+3MaY6Sv WDSD6ppwiN2/HLAR7K68B/HWqR/i/C9+nmgzdaYnjH52/r5MXfViQUl95Ul9 kbvbTuDlg2RMX/o1/va//x3rIsttem/srhqMIVdeZl+gTsaA8mOZK50+/kWc CT2Od55msvw2aYYr2ZVZXynL9jgxYnTGgeULP/PMM/JpQl94atdR/PxuMos/ /jXO//VP5sL2gZ5B1N7BqS4Lu2fQg4P6CodajuPZjq/i79/6Bd79/c+T9dns Xai9YY3Oqa7FCj3ah9LGJl1v48KduZ/A70/+AOfffHPlDFewc8Fv17TYI2x2 wTRU5mJ3tX4G35/+V5x/8df4+59/Yy5m73dNI9r7Ap/d7M488OZ5KMOPAzZ+ nAo8ire/8FP88b/+M2WGq9r5oa+6bWa6m6Ej/4rblj/t1xce33k7fvbhF3H+ R8SPv/2vubDdkBtE7Ybcqy68JQY/+NH4wrfqKzxx/J/w1dZn8O6//AJ/f+vN VTGuYBrZbpM96gpOm8WKFZ42ESf+nZlaYb7cnv0A/uczr+P8z39BLfVbzHRZ u3nWl90wA/FjBQUP6Yc91vopvDD1bbx37td478+/NbF5+zDSjq0xz2511fX6 LJ/4xCfsD3mHpQev44TvEbz91Bt4+xc/XGO7fYNLiu07o2365Ov0WVjTrrvu OkNBFYS4HC+9eA6PnDqJR089hCqvCzUktSR1LB4X6klumZrE4w89RHJyqT7b 6I4jeOPOczj/Q+bPn2Pd06qo77iZXZH3xOgdP34cQ0ND+OhHP9qo+XyW7ufG 6UlU++hefG7UkzT43A408aHZ545Di5fetXjcdJIWtxvNbheepDt89dy5Bfrc jx9/Bs80fwXvfv1NvPfWL9fa7sb0YQYmu5Evtd+hmhoxkNx3332CnhouXoZH Tp9EtZ9u0e9GHUkDSRNJM0kLSStJG0m730MuYrvPQ3fVQY/S4bWEvpZnaKdn aHe5cfvEJJ48edJEiZnRR7Lux28/Rebuv36Bd97+nb6zyI54VRT83NQRDzJL uGX8ZEN8ephq/SyP0rPU8LMEqLlJGkmaSFpIWknaAh50sMizdNIxDl107KKn 6vbxd3yMk89d9Gws9HfycJ30cJ30cO2lLvznuXNzNUB3tD6I741/C+/9x69w /u3frY/RNxqA7F1Uif25Zot2MrVNU5hn++53v6vdzsvxMnGcH64u4JKHa7A9 XBtJu364TpKugIeehQ899GkOeughe+3iC7/2+PjPvPyM3fSk3fScXfSMd45P Xm1T3U97Hsafn3wDf/3lTzbEeMY1tu+MESy2P2OksxidVcDPGdLPefP+Cf2M LnnGxiCRkaSVpD1Iz0jSGZRnDD9iHHrp2KdlFvoDzNN+esQ+I6x1vfKYvfSY PS4XuksEyg/pxxzefhg/vv0FnH9drIF5TLu3EW0h+PH1YxrVZMNqHtU+6c8t w4+pvKIrcAs9pnpEl/WILSRttsfsIukm6SHpDXqp2froSM9Fx4GwxGMw6I2j AzXGALdIP+lrAvpJS/vpgfvI+PHjfv7EST0vEI/Hjn8FX2r8Et599k0a6/5q YwyvxDyQ3VEoinxWtiumT45OCuBn9dueVT2nC002OPlZLTjlOb3ynH3yrPyU cRgo82KwzCcSh6EyrwPDIXraYfo+gT57MET/c1DLQIA1dsDPMA/w89Oz95FZ /cKJk1fYzNHh3ffhN5/8TzJHv8Tf3nkLMz2/3RxFPH9CxPObPj4W5srh+IC0 Q+MF7eChdjC09hLeXvTQs/WS9JH0B33UBj56Km6BeAyFfNQASkZCvjiMlPMh 5HPQgZuEWocax6Obxo0haZJBahJqTOoP+6k5Xjt3TkeT4nF7yyfw76P/gve+ yxbs984YTWFU2O5EFUY2BVtmNnB2fyMWJdxayw/rpmgKKonQcLrzzjLdFEyJ Mnq4fnl6YULIT63gpwf10zOX02FUDhV+utZouQ97tfAvfHzwSts4pFlmYZgu wY0yRE0ySJ0zc4Qa5FLdx7z4/Gv4pOsU/vfxn+D7//w16ccfOfWQg50LOlD/ TI3z0Em8TG1o77bs7q7pBuw+oZoYtRzSC8M7F7hO0YkQ3H6l+rvHT5+g9iuV tnNI611J5oOoVMbt51XtV8ZU8hGNfNJ8A5GNh+Fyv26/CjrslfYboyO/G7M+ xdOR2tOIblHqVEZCHozQ5YbL3NSmJATnELXngKeU2zNBd8r33XEUD5A8SHL3 bbfCs6oc/q3ZqCksJB+tFHVh34iu2MjuRKP0uI3UEzUSWZ+gJn/l3DnTcHYn eL2thYwT/L7tHBfR3V4So5EN31998Sf49qnn8N3PPquDYtfgFeqGTcM3a+La G77Langhrmr4EDe8D0PlVqNjhJpWtXslHcYq/bMwXuknFMcrffRRi9XyXmn0 0RALN7sbI7Ymv3tqIk7b2ue/9U1sXrIQOxbPx+aF12LjgrnYvOBa7FywAG7n ZmrRIsu/IycULT42D63sjrZy27d6+OBmLFqp0/jcyZPsj1rjbHvrb7Ax3wwG VPBCBfeiwoqxJtEujdH6a7RJef2lN/DhquP4Zv9n8cMD9+ON4yd1FPAaNPpL 0EwoMAIt2nS0EgLtxnRo6gsCIUbAr6jPCFRw6weo9UkqAwRAgJheFXBgvIre TaiDn+5gnI7jVb4wJBXcLzEYVxMcHoFilK7IUIwIFKV4+iHVH/wb4bCRMHAu uk5hQFhsI9m1cAGyli9GTtJi5K9OIv+a/c428UXZx2YPu0N80Q7xRTu8HuVn exgnPiagg+DpYF+UADpKzvarL5yzAkqxALIPqDRAiVFg2AFi1TCztNEpKQzQ am0p7zvwHE4OfB//Pv1t/O7Br+PNx76It9/8iZqcukpMVFOghPApJXHpHp81 xas1xWdh1EfYxMSoMsAaEqCrEUIMkCUTLNWBBExW099MVpMWGdQMYl5BbG8F t+ZewutDhJYbo3QvjNagrwQnPnof1i26FusWzsVGQmcLobVj8XXYRchlLSOE kpeSLMKeJdeiLj8rPHJw8MAhPmK84NHjhS6xXl3sRxNGneRLP3XiZKwg80Zb 2xpvMk+hIfEShx0Uu69xRQxQZAY2ztI4+b+XaaD2Vn4TD9z8Jzz34O9wwnsf vho6gN+99j0F1LVkDpQyGZCMS9Ju9SNhkPoZqPIAgRQgkAIGJMFob1WQUApi vDpIUAQJj+pgPCETpFudrAliqiaAqeoAHBZkmEd/46c/9glqYzbUxgi1vSE3 9mrEQunbsXnZAkLqWmwglDYvnocdS+ZhF8nupQqpolXLkLNsHnKXXYecpdfq YZDfE8cDIAePeOJkyHMJD3pI3DLuEeEhASHWTRrVpYYFERMUxusx3pF9sJ37 j0AWndtjQXbhzHisXE41RzAbX3rsd7j3/t/i4OBPUOt8Arc7D+BJZxv+h5xa Mwf/BOmdwBlg14ABvUTBGWS984X1zoKT9K6cYWFA4wXO0cqggrOaYByvVlgy jHRUUPInddxnoCXh7yKgHbeg1bCSGo4RrMVb1iKd4Fq34GqBcxPBuW3JfOxa ugDp1H3lrlhCcC5H4crFyFsxH/kr5iF/+XUy2OOhnmBJY714HurFyQhvDo3x ZJynhFDlgV4veRA9pTL6iZ64swNq9/JzL+5BGGzsgYgPxIB27j8O7SUa2i8/ +0fcfvZN1PpeQY3zSRxx3oAnnO0CrTrd1aSpxQRrKYFqM6cMa5A11ac0lSBV mhoQWIcqWFODGCFIbbBCcKV7mdCQTtaU0XdTdCQQa8uwTyRID8HH2XQMENQB C+rJGr/gzCg7BGNyrCqV4pZsXUffZaxeTv3H+gXXYMOCedi8aCG2L16MtKVL kUEKm7tsEYqTSXETF6CApDBxPgpXzJMxrgz+EnhsS4M5Payl0/Oonse2LA4Z 38ZbI9w+0txj4xMLY2BssoDtAZgcBckam+dthi/keceC9Jp/HNLLtQezr+WH qHZ+HoedN+FxDaUJqrzy4gvkg5WgNSBQOgTLy0VJO2nI1xX0k5KGkWSbO1ih 0LQh6RAoqc+rLsNEjRIGckqBWVvmEBwVhtNhiZMvFgmoUyT8M8WA1jCgpLLV Sm1Lt61H5prlyEhZhvTlS8mTWYBNC5dg29LlSF2xApnJichctgS55NEUJy5C QdJCFJIUJS1AEQEajlSQBxz08SDWy6N2LxFqiL63xu4BFreM3wcE3QEZDvTr AetdExNWFoE9ZmhP8DYDrexIaPnHNqj6YAxor46BoXz6oAXkj1Dp/AIOOQ/h MQ3kVdoVZXPb4i8VINtsOtlOjyxIlhkkA+gvNzoZxDAhOEK6OEqyl+AbIyEY HYJhnEKxVokCkTCrK8O0ljg+8iGI+QLmPgvGgA1KP0rI0mYmLUPGshXYk7gK 2SnrsXvNdmylzzuSEpG6MolgXI7dBGfOCupEE5eghKxuUTLrJ8M53xaA4BCM zwpCxMvxShoC+iQgY2RIREE7FDXcHvTyEFEgXWBDz0QSN0UpMH8fgaiCycxd XBUFJ5PgKo1arByAq2yIljufxo3OW/Gos0MQNUmjzb5iQrNUQsZ2vRRECclu kl5Cs8/SyyCGKhWijOZoteglq924TScnWRuVStaVxWsQ99eHIXUwmoqw12KY +D+YV4q8xNXYsyKFYFuH3LUbkbvRibzNm7BnwxpsJTO6ffkipC5fiAx6zUpO RvaKZDQszcT+NTtQtHIRwbgQtZnbzcA/jkf+cTICjaPxi4/DRyKOcAzpUiuG JBL06OE9Y2iG+Izf+PwY+G22eUgmbKimgK1AuH18cU0M/D4Y6UlFLBhi3ELO L+N65204q3FTWjrPMqdtOtRvMOvQWmhwYy0cIMwMbiNVZYRZWVgLNWgTtSEC LUSYkdSFGLcQ3cI0Hafrw7KfJF6AXEjHoOA3Qv4I/3Rtog4xtQ2etWnIWbsB eRsYPSdyt25Czub1yN64hlBNRAa5O9tozLGLOsWMFTTeSF5JypgO35ISTCZm oGfDOvg3rY4I3TgMiuUSSZDXOH3cS0cOgY2aMBjiFNIMbIhHsSMSCxvRwA5r YAc9pXj93Ll5MwBr95SigLU7vHNjALvaBmKZ8xkccB7Fw85OAfFKDeITp7Q5 9bsUiAGv8lwFSL/uGAMayDCIw1VRQNaEgYwGMY5xY90LKQWktqGrDBa40L6J x3f8cw1urDpE7TqC3E2kdVudhNc6ZDtXI3vtCpJEwS2PpIBkd+JS7Fy6EGnU D+4m7PJXbUHBUrrbZTm4fVM64+YQ0JTqjargDzXFXg4Bjem3vohQ22iFwk7F 2kzgRwd/CLMRSxlLDF72oK1ZL2P3evZcHK/oDN5IvH5IeH0V085jOOXswm8J ryu0+TV48RyhhVdAKV0n48XdHxvLCKUrI7zKMFJt8CJcxmtCREhL5+qUsMrt q1eIORgxOjSwFvYXEEec1LXsbMK+/AncUHkIZuHhzftvR9amtYTWKvqO8HKQ 8iXSL3LXJhFkSQRZEv2ikI5zZCgUTNuBvHVpqEhPh3ddAOXLSnAwJRM3FBU6 eIjLIdJAnI4UVQbiOV7nkOFqgobMG47RlTOFGKwEHW5QwaFhXynunhq3MoHt WJllWvZ48e5IrOwjjutmwOrU8V8i6PwaJp134SGN1eV6nPIkYdWqsWqPiVVA YxVUWJFeDVUprByCFD0uwcRQjRNIAhYB5NCaxehMG4g+gF6CqCeN1HRHAyZy x3Gw/BBuajuKQyN34Kbpozg4cUAAq89NJZCWE0bkgaxjSaRT5q5LIpIxWvlr kwmrZBSRFJPU7ElDH9HKtdlLA/YA2gt8KF5ODuaKHBxOz4Gg5bDQknFJOG4k YT4++OMk4hofHWlVsaJZEdGHEXIHhnwleP3Fc9fOgJ89Dh2Fnz3mPG8G/F58 /o8IOJ/FuPNunHB2C36XaV178tRJtJLGX4ifX3dwF8FP9CzEesb4OQS8BEzU MXzlBB5JfTnhV84+CB0vRTdh15lKqrutDnuzxzAdPIQbWo/ipqE7cOO+Owi7 g9g/NMRQs58zTVY0ew1DKDAyeol0BcYwb12yIFigUXQIhpcLihx+cBOKPYQi +5UFK0KoW1GMQ2vJgaGH3FupIkpjlTRiGZeQUlUwIRyijbOFjdhYcoRhNsbK VZxBAegiAEsFwHumxy0zZ5+t2Wb7zsSxMyPRM64kIzh/RvT+ROh9HaPO+/AZ Zw+eb7ldx7gT0ewtCaPn18hp9MStJOR6Cbk+Qm6AHnyQkDPax+iN1oSU9mnN U/CFLOg68uncqXS+LTUY3jOKSf/NONB8FDcM3Inrp+7E5IE7GDJMtjex49kg XguhV5+XJrjlGtyuCuOmpXDdShSRFJOUkNRmpWOAbte92UfYBWUUUJcRgieR NCg5G7ftydWjUz4QcHH2+FF1QESHASfkUOUXleQ5J1sQ0CE4JkjEyCA5HGA1 fAH2agUmorotChpOkYuBpMnDis7Rj0bS7/wGhp0fxaecvYKkCtUsQ7PHIOnR SHptSAYujmR1JJJjgmQ5IVmO1jwXmnZ50LypCv0Zwxjz3IR9DUdxoO9OHJgk 9PbfiX1Dw5jsaInDgUY2snJoYKPMqkfwCXoseeu4f2MEryL8VqKApNCGXylJ HWNYHsZwhHSRIwtFSeVoSSrCbRt34wD5/uMqoisICoAOCReFY4ERWPrJWFnT JjoQP05IjnPcr9wdgeQ9+8ctFO1x8e0xhoAq1dKabGU9ZAR5GLgoyvjy7yJR /CYGnR/DJ539gqKKpS4Oo+jz2PTRHxPFfvJYwiiGyHMha6oR7PXS8CI3gPqN FehOHcBw6Y2E6FHs6zmGfePHML7/GKYGGblWuqP9jeXEIwKQ8bOkIayDBNvF ASxal0IgphCIKShdvxL12ekSUPCQEe11kyL6iiQ0VL+7HIFkL/atysahouJw CDeeHGIT7xOZJVHcD+iQntLMCRF/xPwXh/YigXQRkKSOwZKYIO6wjQONoU2P BNHufi5+HxB9zm+h3/kJfNw5ICCqufFF4S7RgOj3RaliED12ECvDIHZ6fGjL 9qFyXQhtO/rQX3QDqedRTHQdw8ToMeydpteBYYwTcNMN5ZhuLBf8EgSyOPh2 biDAlssggMFKUoh9yELMQms9o5UClyCWIT6wh9Su10034s5RISC6qZKV5eha WYQ7t+wBw1UWz4GDeBU0mKoNOqy4u8ZKIu6M1CVROHksnPYSTqNlJfjSwyes wXYsnOyuyww4LXlfnL6NHueD+JhzCP9KOM3SDs+TDxFOXo2Tz+CklK2DcOoi ZbPj1OryojHLi+DqMjRu7UZ33vVE9Nsx2k64DB/D8NQxjPWTmWxvxVRDOTmf DeVxjNAsRihOEIpHzpoIlVL4XEtHGqGtZYxSIjHaQBiR1OdkSIjOs8krGI16 82RMyRiFtlSiIsWL69dm43BpsT26o+LmsyVYF46gqyj6lETogtA4MnKX0f9V esYRV54Dm6jyYsLgV0E6Vk7YhUpx78FxCzt7Nq5ZJ2Mf4qVFYmcfNsRa0bFa o8rYeZ3/ii7np3G/cxjfaVGFrY7feVSGBZmLFiJr4UJMNNQpHL0X4tgpOAbR UOxBdaYbrhQ/ajZ1oDVrP3qDt2Gw5U4MDRzDwMQx9A4fxGhbK7GcPJcETNKR YBTZx0JWUuCMD8M5C32BQoE0T0beSWIlyT2JE4W7hgwkwbnepm4EpZukw1Uk IQILTn+BQMmxnl53OdyrQhhYVYi7du4hYKyYTzh+LhE7eafi5gkCJ8fNjRZO 1Pihur/ZCslKRtIjSI4RknvLyQUNlUSEuwxiu2zBFjP4S41E0T54WHZRFJdp FJ9Hh/MEplfXwTn/OmQuWYgiEu/SRQguXwTP0vlIve4aVGdnkTYqBNs1gqG0 UhQkeVG2oRUNGfvQ7r0VPQ13oK/3GHrGjqF76Hp0dw9hLzktY+S0jLMQdAwi QegQ/OIsBFkcjCIERnnHQu8dGtJp3fnlrllhwWpBejUdU5SWro/UUPfGFB1y LbNg3RsosgfSUb6tErWrPTi0IRtHqK+PkxhQnA4rlInMkmM8HYMa02BYQS8V WKMVdJxhrSTlrCDlLCdf9PsvXD0DqnYnJgpVe3x6eYw/t6Oav/oTWHfdddg9 dwX880gSl6EyZRnqVi9Fw5olyFgwl+Ra1ORkI7CzCN71fnhXN6Jq5yQaSw+j reYOdHbdiY4RkoHr6f0whqgPHCa+j1CzjJLsrdOoakQnCMbJBoWqg8EUjWS9 bApjqfC9UoD07dhgAZmvB+752tYaJMNKuorRdMBFUCboEB6B6WQw6V6CxVBB 9NkSbuj1lMO3mu5zTQHuycgy4TwOTtWFbFMj+ySOrtSVMCXvRiM7ydpaGzA2 1yGYzlImt8ojqI5VEqIVpfjSmRNGT+1zTQZRe2RbfWetXLAn/5oMG151EYno QrQEA9gwdw0y5m6Bf8FaNCSuQt2GJDQ7k9C2aQUKly3EngXz4V1Zi8otY6jP P4TmiqNoabsDzTSca+49iNaOQfQR/fup1QZIBg2aNYxmuYWmQ/BMUDqqEFWm VtTSoBonAMYhZzX1mGuUHjoEwHkKvrUpURCuQgkpYunGVYJgfW6mFdZzE4Y9 gmEJIRiyQkY8aHWtqULTGjeObM7GjeU+xjBOIJwlsfR9tri6irOXKWzjlIrW KSAdfHTIFNds8lh9WkFJOasYRrK3BOOXz4Q9nlg42gPZETiGl3TwdPCZM2di QblKu61blyzGzsWrkT4/EyVLd6Eu2Ym2dWvR5tyIvs3bULV6HXKWLkVlfi+a G4+iqecoGroOoKF1UDs+5KCSr9FLjcdwDlSFBMoharDhWlbOcozWaTjrlXI6 WDUdjGQcwziLUWQFFZfHBiDBFyfoXRvGjlSviHAr2bBKY7cKHe5iK9Dg3qSx I9c+OtTXklOJ4Fpyddbl41h+gcauPhSvgn6EFccAlTkts/AiEbjIR5200gY0 YtWEWDUhVsWhHkLsbBgx+9SDWW9q93N2XoiYbZY3KQZiK7UT9NE7bifUeD47 GUWricIp6Shfk4rOrbsxsKcQY0Ul6M3bgxwyscXbUlEebCRXR3WS7dpd7STU ussZOYMaCaE2WHOhSd1bH4Ucj51ZERuVEgqG2r4qDKfoyDjmMY5rkpQeXhVh RgvWM5arCMtVEVha4xvRQw+6GUsaAtiwdEjMIR7utVXoWOfCHduycRPHszmI FBehgvH6uE9Us0wJ21YGlp6iLmDZVaWNZFBrbLhWE65V5L/eMB4L1rQYUe8d kQbV7r6ujGIBn0YiOKZcQhWNA2t8bskorvO641DvdZNrW+9xo2DLFmxesBjb lyxF4drVCGxai5qNOzCRt5v8hhIMk4825EpFccoS7F4yD/4dW8k5Isz9hHkg gHbCvIMw7yoPa2u/wdzS1nK7tjoE9HiMN6ie1OpNJ3kEOdUouhuisXMY6WQR 6TXtJpdgNlAXE8QlJHVkbsNQh2xQuwVqFeKdZcUJW/KqUL4uiAMb8/HhogJB NEHAnS2x2302maorU4a2LqgMLebQUScUMLo1hG4NdZmCrovartiga18rk2Yz s8ZPnQHdlBjoqmDtbLW87/RDsk6txu9GvV6npvJvmv28io6X97TKgUBfjM3k K22ZPw/bqBdNX7Yc3lXrMOnOxnSoEDeXFeGG0q2o3ZGIjMXz4N1OYHu9aCOw 21jJBWxScgK7m8DuYdNMDd1PQBslH6rV5pkad1QruSDuEMDjFOSNSssT+MjA h+iRJhuUcueuFuVWsK9VTlKeBTlp94ZIyAfs0Qut3V00etlb7jZBfboGhxJn S1Tfu74KvetLcdeuHNxIPixr9z65NY5lkGY3aD1vEIkT7K/AVH3QQl/8JeM3 EQMmag36igGCfmV4VGOfEkmPEVTfHgm/fVSzKgb8yq2+TFa+3bx/UqCv0yvf eGlfs179xj8qFCsJ05wZ2OnzkOZnJydjOxFg56IF2LVgEbJI+3MTl8K3PRXj 5HzcXFGIaddm5CSTS+b2EnW8ovVChGC01pepPlqIQJpfEybCiBCh3BBBeBAn PLjc4oHhwgSRgInArxMN6jVn1QpDB4fw4YPCCGZDHrEhnw2AjQ3BXVtsbAhJ LMvldGs2eDgoaWNDgrChalc1qjcEcNOmPNxGdlIGabME/DkR5n1KRONP9n2i juO6teww13LCz3gtXYCxr3aRw1cyE/T2KHwU9PahT/T6SIZepXTMsaCvDbgs 6Js09K0BXnkqC/34R6975LzsOE76JSPAyx4507c+Jws758+X3PuMRUuQs2IZ cpPY0i/CnuUrUJ+5E/vKc/FUVyOaXR60eJgLhgckxIN2bRC6tEHoJR70UcOL UbAZBIcwIQGj9coomN5/rMF0Bosx3qi7BMJ+vEHxYLyhDNmrlFnIXa3NwpqV UUQg00AkKCQSFJFwoGwgKqgpRHAxEbwSnR6rVcN0iwx0LwOBSvg2VGJoYwkN pnK4g2/g30mQs8EyCfQtP8++BnG/bdxwCDviDD9IJPqh+UHXrXELP778yMlr bGbAhIHTtM/2l7/8Rb7j/p+A1xQx3bw9S2htDIqohJFLZNFvnY0ejRELDNXC OlOytpv40aNFZxHTt5w8PB9NudkoWrIBt+0sx+CeTHL/FmPPsgXYs3Qhsogk 5Vuy8J9HP4NbmCAuIojHRx0OScBOkiA6K7jXKLORhAyGNhYOocksDNfpnqNe yV6WBnKkx6jFLxVOjDUobpj3Y8yPlOVkKxQ/clcnO4QgVyJX0yOP7EQ+0aOA qFGdk4n+Ck2PqrCdKHW60Mn04Hlu5kacsGNCi0P4EY/qtGrUb/Tj8NY83B5w xdl6DgnuyOQhHR3CiTjLYjAbHHKcLayYqPPR+b2KFWQ5RokVX3rkJGLRYqfu 7Q0t2HQwAfhv2D1k4KM4Yo9Mm0VbX/3qVy2OqInzD4gZuYXMSKw1xdGLUPlH FtzqxcQOSTuOQ78sL1USrxOSWxLz8fHSWpzsq6O/y1w2n7z00K6tCKXugWsz XSfVhaPeStRv3k4djA8tZFRayai0El9aiS9txJeOcs2ZSjIshFRvtXDGIVYl AYO12rbUKRmpZxqNiluuaWPEIURZoD+WWeLetsFOG5KVNERcKbzJ1bzJI954 d25BLw9oLN6EhDccJyrZWIoOxRsV/ePuZZy93HAAl81KYGMFxpzFuC8r1/Qx TJZZmGow9oMGkCLMlqCdLONCFh+dm6/hvoAs9mmLbTOQhfsbRt+kZtvHHFvt BJplEcheKoPGjGticElN/l4hXAov3FYLeVus1atu4pE7auG2tj86lX0w6EmQ pNjFaEzLw0HSspO1Dbi9uVzRi4xRv17D0FzghmcrnT6tFO3bd6Nu03Y0k9lp 8fnJ8WEaBTSNAjYaldloFBLTI76K5pFDWBQn5oe5xJIgfFqEUUJqlHAyUp2T Sn3SCiLPxYijyNPkKkJPuSKOmSkdtIhTgnYhjs8Qx4SOhTvG4nidtWhx+nDb DrI4Za4ENaGjTIykmFikIRmv57SCeibOeL0hDlmYOkWckRoXXn/pXEzibP4H iJPwfsRR6525ZpK9nEssCzRbW6BXhDWlwpoma9moWe6vWGNnTB+JWJwyr2Re q8Xu3ogs6xH5HacGzpH3rRsLcG9OFU71NOIADdSGdfb1IC+D4qz6D6Gl0A3/ drpseik6t2egPm03mr1hRrUQm1qJTW3Epg5iUycZpa4IRnF4tb+GARmsLVOs qhMxxBquN8TiP+LjbIwQgsMNQVQyoVJWiDXKWZVM4yDOB8ohSl2FHCJUDhGq obRQhVZkNlARSoJimlDFG4vRXlou6ZGjkYTiEIsySLMkwtJaWI0yZwWmNhXR qLfImijkA3W2U5JIONmgDNKEiHALilyzFLnqfUKssTrqvohcw9WuWPPdG7VF uQivzDLjC7PG1JRqxApZJpepI7UxBqkSbKRqIFI1Ri2it7q0MmOGVE0Fsxpj UNL5h2RFPafuj6haApwPrlbQzxb3sae4BENrXPhsqB4P9FSrpa4htmacF36t XrzhltoCrUVuBHfSZTNKEEpZh6b8IiKWnwbnJIHARYhF5oqI1VOtyVXDnhL3 fDJPw9waVNziu5XZmiECaZhkyJIghhrIGAwSu+ZiD3ErOyWRjFYSslczv1Yi m9iVTQarrqRQwnYScCVj1WsP3WluFW0oQptwy69i6LUyqmdTxdG72WaiS9jF Fqtzkxd3pubipmpOXSJ+CavihFTxQqlxTSkilEP4lEDDAWJUPZkqYtQIMeqe myesFAr79O66mSlllubafShNKTPTG2t1r331hDMGudTfXa2IZVkrvd6szK2r MxCxSHpMkQoSU6hjKFycQlLOVQo6J6PPsVKcjbRnFuH21HKcbmvCne0h/jOv yp292iotYGpYtBe7Ub6LvFdiWMOGzWgkhjURw5qYYdQRNhPDWghbZlg7Mayj UrGsW5JXe2Q5Rm+NxTL01wrTmFUDxK1Bu9SzEKsG6plVA8StfpIS8qOyiF1Z KcQusl7Zml11xYUSKugsU+xi62XY1V8VDukXbihAq2aXQ/iVEDHnZubdVJA4 XsxXxaZyHNhSiLtKi4RffAg5JIiUQH9mM1sNLOx9jzXIcmmiGhNtLxFtlIg2 TER7+tGT0dWnwwPwi/LsAzGsnebZvAtMV+QSqgu/2xSDccpPuwqH94/T4L7U VlZBj+CICaasgiqLEq5nwUbMYlvIr0qBWEn1syXDd7wiLC0pBfikuw4PDzWx lScOztPrUr1i80ZtifamsEVHiRuV5Ml3ZRTjDm8IDfmFaBTmBUg7SDTzWgn3 tgrFPrFvhD2xL5p8Ikw+YWB/Ha8b6aexU3+9kj6SXpEAyrJTsXtlIhm2JKJd MrKIdrWFBSomTZc2cxH2CFU/0Y0px6FKP912S0m5VJtQcxJMLyZdfDTtDOt8 m2rQu9mDuzLycGONn3tSnjKQIAAHKRTRgmGiNfhplEFCZBslso0Q2YZq3dfG INrKmYl2lY1oxgZqopn9QqKXdOkgwVbtldlZpcoPlEp1FBeNBC0fXdjksYp0 WPYrFLZdDrFc8bKYxlRDkZR/olMcJohTc9Bf6sKBzQGcrm/Gx/qr5NuJSpPx 6FPJyPMkICeE0mU7mFCBrcWoJmS6M4rwZOcA6vMK0UCEaiRCNRKyjYRqM6Ha Uq5IFTZnZUKqLuJTd7V0nEQu7jF7ZZFnL3Gpl5ikhX5HNJqHbiJSF0knSWby CiJUEoqcG1Gbn68nOPxCJnu4s9uEO20THTX5ZWgmMsm6f57oUJMdjvBsx2xF KD3bUZVRg+rNZbhxWwHu8hRBZixl8kuHPiW8NCFdpWHWmBI6p5BLiNXAxFLk GiZy3XPzZCxyJc5MrliG733IpQeH23S4isk1MtiPGnc+r693SL2Eyy1OdVzQ J/psnPKbdT9WoR02TFok/5naRcpXtG4twr25NTjT14JDTUH5llquihjF9Fok RkvqWujFJqMhty4I40JwRylq0ly4s6oX7x7/BG6k8Ww9MauBYG4gZjWIuQqG 2VWhTRaxq6OKGEZQd1YrhnWRnequCcahm9cLd9UxlTppsN5B0s5S64cvKxW+ XbvQ6vaoKRQzZ2ajkzWNYkXQQ2KjavKDaCwOqQXqau7MISH0+IhpUzWnImPE vmAlfJurMbjFhbv35CUIg+J0mKxMxBFmD7mydBwlBo02iErXcz0xMk14/WVV usnQ6MJywBel0fwY/2WLzY+/cIG46QXtsSpFqQ+RVlYha9Ma1HsKIkqkmB7P FBHqsxURsnFJqCTFg7gVTE2UKn70SV7jwsU24tC/3o0TFU14eG8jpx+Spzof U0SqqSof00qEmTWhM3wlxGNVt1GFhsp2lqIurRRPjt+Dv33kfpx75FEc2jeN Oho31hOv6gnvBsK7kfBuIrybK7iDaK3khOM24lU7S7WIAx1Mqg7OsmqvDdDN tNGxlcjUUuPHkZun8crLL6LF5Vak8timZAIXTst026ZlmFhVeUE0FJULqaw5 Ogl7MLPiIpilbFaC2KuqzFrUbQni0I4CHAm6FKt4Lq+MGVXGjAqS0R+lY5hV BAQxa5h4NUR2qb/GHWvd5KIZCEV/syjGf9li8+Id0QNDM2GqjNdcKSTAFVx8 e3Yhe/NaNJClNUUEOy2vSVcBC/nCJXaEQ+HqLWOV4bo6ks4fJ/xJwD46dmQX 40hqBc50tOLu7ioO/hKPFgibpqo1h0z2qi4CsVeW4BgOuVBGzjtz6I9P/Rrv 3HEP/vzSq3j5xRdx8/Q0agneWoK2jqCto2FiQzlxiTjURNJcSUxpqeIJhxai UKsWolcNdxEtdGwmaSL2NNLtPPHoaWaQciqvwZGJSSKTB61mTofJZCNSu7ZQ XTp21qvD9pVEpPqikFquL/M75Wyl1PROvJWSo6d4DJV6yUIFtlRhdGspGfE8 MU0SlhUWsWWTmGxQiDTClmpE+rkRwyWSIeLTIPHptZdjrsOdPzOfzNDvwqWg uqBJvFULWBe72KJb6tbpcatujD8rDbmbaRjvKZbiIl1BWyk5XU/LqmbGg2VD IlOcSRX44dQBJtEU4cVlYpQQXmsK8Ql3A86OtMZhmr64mo5++pUWwyqddjle Fc0qN7FKVXEqSy3F3XtP4H+fehP/e/hO/P57r+oBxSw8evo0bto/jeqgHzVl xDBiVl053Vk9rw9sqOT4YSPdbYOWerKKdSSHbpzGY4+c1snrH0RzqUfND+sp H2WMAsKhtoheLjztU5EbJE89xEtsHDL3Ex+RMzDCAbPRupAK4s+Cd0sdmrYG cGtqPm7lpRUcw68Xu8MLfFREVigjjBmWkd5wAy9fVJwhxSbefOTQVKxF+dfO zJkVNs6YSEIUZ/jHtuXCFh0ksArSBJRzHchKR/7m9WjxlFhlo/rL7LW9IktG SbkokglRaFlcNFVDByZKghQrGfJ4sI8M8+mGVnxyqJ7ucn8t92rTdGTmsDiE NVdGcIat0ZjmTHgdhAvDMsAcxz8/ch5vf+5nOP/447P06OHsw6dx9sxpPGLk 7Gk69aNnTzv47aWaDK+eezFMCJ7PoS6wVQfjzRygCsaXqWA8SXlOANUFIV6w ruZ14sPzOmpuRwLycRKHT0BTUTWCWysxvq0Ek6k7EUjbRjcSomO8MGFEM2GY DchQQ4AP7AIMEhMGiAV9ZD3U2rZLLth6+AtnnsX+4E34jO8mfOfAp/G7F3+s 13JflB6xKi9G0CMyqLRFd0xSh8pUuAm4rRpUZVkZKNy8Ee3eUuKHrkGluSFD iyhbIuXEZN2gLJ+o4X5YDImtpE3LjmLcnVuLs/3t+HB3BZOEmoaZcpViSm3Y ukyZDETLsngiWDJSVoqhQAn6ps7hG4+ex1+e/DHOP/LwfI3/kfEpNLu8RHEO m+v5vBj4mw4llO1HVX5IFuX280J3xj/Owt+ak3EoBnDo/DLkrSvFmmuvwbZr 5yJz3lzkXDcXBSSF9LmeeMDBdAKeEGf2D4odUOiTja7zUt/xYiwCfPHMP6Mz 9xbcV/oAvtn6WfzwprP44f5juHRmAsSqP68JYBIt7bP1W3WH0uQrDlfGsRGA y9xWZGWiZMtGdHIBg5DfqlQ1Yi8+ZmrJKfClOJVejzEt4939dOzZ4MZnyptx dqI1AQdokHIN9tPgZL+ArsSAPlUT3aWYxRluWWbDS9meJtIef/g8vvP4e/jr E6/jvYdPmA73yPg+NJPSl+floSQtFSXpqShNT3PAlZFKLejOTJPIdhfpfRlh XpFHHQFxwUyb6Ik4ByOv8gA+KKHtYZt407dhPcG9bW4iPNesQM3CpXAtvA6+ xdcisIRk8VxUrUsU2AdY7wdE7/sZddL7Y4emdNLUVVLm+Mzxz+ERksdIHid5 4vhTuKXlGOqc/Wip6EZL4QhandejzHkj2rY/iY/XPI/Xb3sJb5/9Ln529jm8 9b1/mTUzM+xFks2oOooZ9nHPVt2bNPtKiBkuU5TdIbS4TMoldZOUUYO6tjrR TX8yWBG2CqOaFKp8GdPiMqsanVlsxczghQD7STpyS3EotZK81nbc21dL/+cA V945wKGR/ZzXxOz4IP03bRQsfnitZXSKH2QUiB/3HFD8Hp5+G9994j387fGX 8e7JB+dqRTNZilz035efg21JK7A9eQV2JCdiJ8tKXia4a2ViHFLp4yxsW7oC BZvTEUhPi5z575cKUGwneCZkUCwEH68SwjS68rBh/jXYNP867LxmHVzXrkbL kmRUJS5GRdICVCfPJ7kO1UlzUb0xEf1Eln7iSV+9H73ElGOH9qnZqMU4TaQ4 S/KoJskTJE8e/zxqnT1ocA6hyTmBFud+tDlvRsem29G5+V50bfkUurefQc+u z6M342voy/o2+vL+A11Vp9Bd/RSZ818gtOvL5Fz/Gp889De8/vR5vHPuz/jZ t3+Ct378sh4PX5RRG/5vjNqifeLHT50QVqmyMe6I0jFCK67ARVJOWurZtgm9 XPQmqiKeFFGrDhdQm4qilENIlYDunW58zNWIs6MdONwWwoF6/t0BibUdpOMB I2SN9ouQHarTnZCNa9aihcowz0bLqfMpUzXlX3zhLxi/+W849+Tf8e6jL+Cv n37gKs015lkVPWq1363SInVWbHlBDpFrBdKEa+krEx3IYMJl0ufZ2LVsBVKX JWF3UiIySYqpFy7bnS7Ec0hcOs5MjcjMiJofWYjda5Kwkdi2ff4C7J6fgqKF G9C4bA161qxEzeolqF+7GA1rF6JhzXzUpsxFbwMzjbvFEBoKqqNs0OfFBtU7 B9Do3Ev02kc26Aa0O29F56YPa19iKXrTv4K+3f+Cvpzvyjf97h+hP/hf1IX+ NwYaf4eB9j9ioO9t9I/8Ff0T76L/wHn03Uxy5Dy6b3gZHZNPoeuj51E/9DvU jbyLo58+j29852/46St/xE9e+Rn++D+/vBgFrVJHF5Y/sjhoH4lbDg+XwvGV Whw0JTo6IqrAqfqplXvSUJa23aoZtrfaxkFTxM+UfnMI/RKEfsN+L/aSP/xQ Qxs+NdJE3x6UiXY78fbXKwPHzg8dVZG/KPtm490o8W44JCvZFO9eehfTR/6O lz/3Lv5+9t/w9gP3qzkg3mHjIeEb77BRp3fZUDmZHho7klNMUlWQK3UBHTJz cSn28PzFyiRLskjSlyYinZiYRSzMSlyKrGRiKn+IQ7kmZG+NJqVMlGAjNs67 Fs75nMm7GNmLk1C4bCtqkjaibe1aNKxPQevG1cSgtejetAfNzkli1UFi1S1k uO4gw3Uc3Vs/i54dj6I39Wn0ZT6Hvuzn0VfwIvpLX0d/4Kfor/wV9af/g4G2 P2Cg58+KdePErP3voe8mYtataiK15yPEsOPn0fnx82j/1Hm0fvY8bvvye3jq hfP43Ivn8eRL5/HEy+fx2CvkbX/zJfGYHFpv77r71zj8wC9x9p9+iWf+4018 61///QL2bXt/9tkzpxX7ltjYF7Z+HbowRbiaZLhiXRUN1cozdlj1B8d15TO9 mFlW2O2rVRWYeCnW/jpV6qw3jxyNnDqc6e/EPf01s3CQRiQfEhba+GcZvX11 fk0+Y/S8YaMnK7Wocy0nx+vhE7qVEvDiq+/hhjvP47WniIAPfwt/uPe4rmE0 R9I9TTZwvS0ZXDPQQUbHo9KCE2Q7lBLnBmJcIrJFkniJGx0TkLmUK1cmITeZ JGkZcpJ5wVtOMlMwh4iYnZio1xfwz3Khozt1K8xP6uJlyF2xHEVJW1CxZhfq NmaiZcsedG3PQl9qFgZy7kC/7yc05PsFBup+i4GWtzDQ/b/oH3wH/WN/Q/80 seoGYtXh8+g9el6x6r7z6HrgPDoeJFZ9RrGKf57SrJJhuPLVL41wxlnYmH38 9NcwfMcjdjqZNeL2YUAUm+wB6y3afWz2FlvFaiS3XjOp01aCzc4mtmM12emo yNxhZ5NDqKQLysoSTR77MI3i0L7RjU+Vt+DsZAfbL87IYSp9EAcabDQima6P ppJt+ViVWT6maXTmRJxh0WvncZha9YdP/Q3vnXoW/330Xp3EpzbTMRvpiARV UqjalcMTLoGtNtVxSHZ5vNlzBuXpu5DL/WquMCqPjrupbw3zZRnyU5Lk+7xk lkTkEadyNacaXIXoJj7xj/O6BeTJLZX32YnrUb4+A73ZxajbTdY0143OQjd6 S1zUL4+j+17ix8eIH59U/Lj+s2/jiS+9hRNf/m98zmZ1Xvr1e8Zvj5qMMK8q MXa2kIhXZ8TqBc0CHnt+iWZOovbjzXpXvYtgmDwlNvJ4beTxWfXgrCKMttp9 tdkZqMzcqev2cZqDbcG2skIOXW6xPd+F61OrcLqjAx8brY9j/ihT9AHiT5nF nzB3ApYZCi9R8xJ3PIo7at2vjrQTeX5wHreTOr7x+b/ivZNfwfmf/tjarfWV 7+sM0CDXB+XjHGs7lxZDnMidimQ3JjqtlXjO1qowF95NG3iZLfFkuTAmi4u0 Lk+SbwqSl0vjFtD3+SmJKCALls+SrFiUl7hCmMQ/G69dCOeCZfLetTYTzVnk RvppVFjuQ31OOprz09C8ewOa0xLRlpmExz9+J35w7g9o9J3BibS9+OuDd+EH P/iRtUVq1FSokPqSGI47T4NpvmTGCBJE0YUdd3kilTRpgohhuqg1PO22Xiu6 Zme41KPqtepzM9BAYso8Sik6utV9deHinFzqqj3VjftKm3BmtAtHOiqZLuw6 NYaYOWSmDnAojQkTL5QRupC5mZSFLzU+KbFMbKnmRU9uGowSW86e0Il4Cfj+ D8/jrvvP4+effwfvfebzOP/GD60kUs47b7DYwkbmMlvOsH3zn8gNnwxVHJyF rmpfX4o24kwBcaGQOJGzfAWyVyQJPwpTFFcKV/H7JAcduP4aU0YanCiTT8PR UucGbaDILVu1m3wtlyxt7aggZ92Xh6odKahPW4WmzFVoyVqFxt1JJon61PEv 4FT6Xrz74b3aesRmySxtWWL51uyy8Jhuj40qJtEjgiqxogbEE09pjIJNqk+K zZMyqyQoVxJoyM1EY16mjSdzrNWuzJMhOtcAudafrW/Hqek24gSbFK6ydbCR +yW2LmJbqH/a38C2JWgjS0AWSaolcj5ZIhdmi4vZYsLML//4PD5KvuMvP0++ 3acew3s/+YE1SSw7RAVVYrlDaHJZzJ3Boslywa5ZgfAOYbwzGB9rM1PhXr8e OYlJmgTxKFpNfCFRr+SDF65KpCcVKonJUZ1a4ZKtSFueIe8rXD5UBvyoJA+g KnsrKtPXom7POtRlrUEtceb63ko7Z05nEGfu2qssi20y89IL0i0uMhqz7xVn AgK7Y3wXRaALp0rjFIF0ESKHUOhKIZEiULimrCHQkJ1AZGCGy72o2bMLTfmZ 0fzh5VJdBR4cya7D6b4u3DNYx0W+ZmkT0ygmRsZwTBxNnn31yso4hDqzhDxC HFlfR8SpEjMzW8dTH3nkLTxIA47//vyf8N4nTuPvP1Lu3GFNmibbtmJiXcpU xuZFtpOL3k1uUIlDCrPPuSDbvDatENVpXtSlpyo/p2hNEill0ZpEYk8is0de +adoFVsoRZ39O5pxdugBeZ+fX4AM5zoU7lgPb9p6BDPWIbRnLUJZq3Ggv8bS AubNmcwxvPuRvbrw80XDRWZ7WHs+xu4Y3216P3YsVPXgvO6IElWcGmWxg0yL VPSzs6PasEPVghup8KEmaxf1t5mYstezaChHE/m7Hy9rxcOTXRwuagzNUcbl QCOnyDM7LuQGGRVrbV2CXlsXwQ1r9/obb/4DTpJP+NvPv4W/3/8ZHB7tFwvi UruDXYaWMhsjdL6SYoQ3YuO9fjEjXLCfDYfKsByShHFOFb/Clm2ppC69SHgx 7PVixKd2iefsybrdqSS7UEtiCvPWknNXkbwLN6a16u/mEFP3Y3XiKmzesBa7 t61D3q61KCKbUpSxBic/eXe8jROPECf+ds+oXvqnOMGuRhQnTK69fQC9O8Z3 UZywD6oNJ6yyZV6PrViSrrgqJcvsnCiL4MReshhjunTGSKWPjOMudJTmWJwY Im5N7arEybZOfHysGVzWkVNUDtKRiCESJ8cPSQd0wIgwpSwmU2QZFVsRw5Qa N3WDpXiamHKJNiM33/lXnDlxHp+eehCNu7aiqSQnnHJbpvbRarP20tKpt9ZW fJHpt4O8NZ9eSBDJC07j9qnS4/FoII7YfhySZvtBWboyIgtZPNZildbN+bhl dzs+1XE9Tt9wCDd0dtE4uwBd95zDg898B8eP342PfewePPCxu2fZqPHY7jH8 9d5Ra8uji1Dj8hmoYR8hR1HD3lUZajxB1GjxuIgengvqaEkh5XJViLf/gkK8 ZVbpyHFdnmGU6FGZsRWdTA82FWke3FXchFMj3Tjaz+k2ZC7ijbnQNuNK7G8M 24x9vG6fmDBZH9CL6fy2xXQejIaZcKk2Gdff8gLcGaWozypE064taCrOJWiY AldaBLDnXisrEbWfIPldQyTDZWZDxpDakDFeatDHozGjCDXpRAlyM8cCRWol wBW2XGsFf+fWItya04nPdN2AMzcfoketRsGSHShwlqIspxRv/uF31lZ9p45/ EU/sGcM7941q83dRvD/wPnibca3G2yRC2Gczt+lBbWy8w6bAlAtVeNsKvtaE 7Hg7BPBZ5Bgy5NvQ6cpFFzmdD9Z24NT+Toeqd6csAVcJPdgUklcb8LM18GwC lBnY1xAG3yHQz1Lg1ynwRwj8IQL/tZdeUOBfiVvJachPLYWfhgCNTICdTIA8 S/sj9zL0KeB5BxdGPUGv9FCbEYzojESHffMBnZ2o9pC8Go2ZhUQDP0b9RMtg EcbK9SoQvVdnX0kJeraV4vb8HpzovQlnD92C65tr0FmQj8LkfLjTaQRVXIyP TI1H8OBzxIO/nD2uR1uzZP1MDB6Y1HJ7gRLDA/uANYoH9lGIWnr8Admlu9Wj 011tOm8vGduvC/8aDozUKB44hAVzhAIT1AVM8gJeIkJweyZu2l2Hk73duGuw IU6q5SkWMPYsCabob5lUzbPhTiJKb1tgpKEf1dAPVpXokf3V4d3ByOIXUKMG d5PDmE34b98cY/NQW+qgtYFoOKXZvgOFAV0Aj5O1FvFo2q1Q38uolxXHSe7y FegvLUX72iLcUdSHhwZuxtnDt+CGllpZYBbckInizS5UFLjQQx7ZoLeUq65r RVegfz5rDOefe8bK87oI6HNjGPb3BT3eAp2NAL1X+r8ARyYnSf89Wv9NmrOp ehmuXmqtuK9WBRlE/2u1/lu4q4rrNU437gu04qHJbtzUUakKse2XijFSGVjr /gHLBqiypkyCaS37OHDBHLjEsEBIIGvMiAZ7NQ2GiQYfuXFc0+Aqa2NGtZOY C4UZbnLFPTTqL0R7VppQIDoDWVHAf8EGvMyAigChr4QTkgNSc58z1nlHuebd BUKDMVKViVCJQ9ZKXIl+Vyk615XgWOkgTg0dwtkjh3FDa52k+HUX5aM4JQ+e TDeaXKVqBwV/KQa8JYoJc4QJX8gewx+/+EQs9GPtiRFr3BiFPo8MTIzqjTfe UOjPxxMnH0KLW6WRWppvq12r1nxx7dqgDf0yXY1PoT9WF2ZAHzXF8M5KfLql Cx/pIzvn5vXyFv7xgn1PgFzrvHTU5KU7UEtvZvFb1OQqqc5JQxWJpfmz9Iov H0YJ9hGCfajGhS8+ctJYTNmripBvDfK6GMb9gxJWKMn0oHIPPRWh37UnTVL3 ei6Ouso/V/nDDsE8XqUPh0VBf4VkE0+StOzJJwoEiAL0ubxUVjUM8B7s6924 yzOC06O34Oxtt+LGtnqopTNzEHJmoIRNQSFXYnCFN2Lwl+CLp04k2CJNbAHG 2g/haeLD09OjVgzb7Blmj2G/Lwkih4eqZlUimjkj3aOLBPlVErHov6AfEPT7 CH1Vi1ExwKC/NwL9crQXBHCkoAknhntwe181qnZvEwbs00U1Gfia/HSk0uA6 nSSDhtqZJDwRv2cNTzlkrU4iXzeLBtp7tOxOSUTmyhWyaL/DmydLZkb0wr8B ooHp+DklT+0hWErYh/cs4yiBZ7eXhq8+dBIPejJTtbfn5xROBxOA97Dh5Euz fS6n6Ym688oos3cuwz03DHiQRicVLgxSt9m7wYu7fXvx8NhhnL39VtzUXm/V rGbIS1JySeG9aPK4ozZvoH6AbtuhNd8gbtf66weP4cs51C9845nFMUA3IUe7 I+iMBJ1/TA6jAn0FjkxMhdVeMn9tam/VggvqRepa7WtswNeFgW/a7MfHqjpw YrpbCnDurfYL8J7UTUhjoNcmIYNkN0kWSTZJDknumqQ4Lg1Fh9VJDuSu4lQO XkHPK52zCPE9yStQlbWTbjIHH7lpQvtH8WFtDwjSDoH6Azoc5EUd9bAFWz3k /pOyZxWglwCPztUdNvm6OmdXwOYU8iql6RNVeqtXBv1qyfie0tKalSsEGA+S H1RaiP6NAdxTNo6HJ27Fw0cV+LyHx4QuXN60Ox+lm9yoKKJexy/VX4kCV1gk GPQV4fmvPxvL1Mvznjr+NJ7JFQJY1eTtvfw/yAAzzFMMWMY7j0fVhPJZReI6 bYafVb/fqD7HCiOqQHIejAdTGbX4dHcP7hxoRJe/CCU7NyJ19XJsXbEAu1Yu xR6NvKCutipySCHdBNmxqJA0v0ALB20dKKDjJShYlYR84gNLHnEilziRQ5KV tBw39PfLI6hOcx6OTI/rve1clva3m81hda5UPSFQvJ0QySbtJ2L0Ze4iQgTI +kcTIqh2aNG7tJgNWmRriDhJ+p+DAXeJ0KC/yINBZwj3lU/izNQRnCYK3Nhe r/aKvVL6A2aCa1UWmQAfGr08NnTJ/h+jZYx+IRr37EJgyxpUZKULsoSiiQ75 nN34pzwC/19mBt/uDGjwTeVl+5hPlYNdpNXfq+r2mFpPpCJcHbCLWsJSf1kh acAPrzoaZeDTfDjmbcVnxnvR4tpDak72nCRzLdv0FdiZuBCZKUt5zxUCex0b dwGbpEiK8BavJdUv5tJwxQT3pRKrl4jrKiU8N5hPcLuc62Vn8HbqqD538qHZ 2gq0+NVuhm1qf0qHwP0hKxG3S+dcNhX74N7pR2s2WYCsfPRnpMbY5DkCbITR dgjal6lMTC2V22jQubkCx6v24cz0ETx09DAhXhexDTRvF9KyJ5fu3YXyIh+6 6Eb7PPloIrcmtH0DglvXoqs4m7r8IgwFi2FCPn7C+2sab4kGOiQlLg6VPjeq SKpl+9BaL28RW0fdyaGpSTz20EMscTPww95lRPHDPhbcpUNpr5x7EU2lUbng uhaY4ojqIvrsHKlRBoL50Ul/37m9Ajf7Ksm/2+UQYlyKTGJBFkk2C1EknSiS TRQppM9FJMUsXNu3ZC3TpYTsQakWhxwvl+9KiCQsxRya1yH5prwc2aCctyfv JKLcobaPj9cjKbWZqdlG0SWladqDEQm6ijB+Sd1vLvHDl0rPmkPdRXYe+tNT iSxqr2GH0CXOIosmjCyFn6TjVLXOspSk7hrZOIFYM8Jh5K3V+GjNfpw5cBse vHE/DrbVyBqPgN6nRJK5iTvuVZnwZvjR4POjZvd2VKVvQU9pnhiM8XK1f8Le EPkPZSq5zUzJBog9zxYQe775jA4YzpHMNs6mjM6obPB70Mi7hzfJVu/NdGwm VjXLVu/N1JIJaKa25NEhjxFM/Y6sGCSbgVCqwvFy3GoWF3BNHrOwwKo+GNDl SIOywkiqUBpC1XJZAjLXu3wo2LgaOc5kMjDkFK5LFCblkOTKbglcWZA3gl1I XcVSYVIJSSkRycVC72fJuyvgIgq5yC9hKV2jqFSTsVN22e41+6bLnulql3ve M90k90o349dGx6RCGh59ILzDseYR73Dc6gogmB5EVx4Znexc9KWmWj2MtRqg yiR+X663H7I4JBQyy0K6cksxtr0W99cfxJmDt+PBm/Y7ZJ3Ih9RWucQhXu3R 48pFaMtWeJylKC8kVfSrxQBmJWPkDg68F4faR8XwKEg8eq6QePStZ6z4RLhi JROEs9QSUE9P30BiZUn6ef6xlQtV8mRTvNpNg+MKxCcS8tTcbL7Y4xweHIyw UDMQyj5qSdMObGOJl/ipCzwRoVqsVSqx6ttyWVNFqLyUneRupqBoy2pySGmE EYNIxhwVEqGyiVAFRCgmENPHzULvPeo1Dh7u3txyoNNdRn+UiNDWDbaaZ56I fduFWcSqp06ctPICW3hjXs2qds0qRamr9R6GKtG7Ryd7m42z29xBlGeS1uRT X5adg710DtkAhGS8qiyc+K2Tv9U26IsUpXQSeOOOQkzsbMDHGq/HmRuO4hM3 HsB0tU9YxRzpc+ehfs8OVKVtQj3ZotCmbHjT2TYFJMR3wR4vlXqPF72NxL0H xw2tQkSrbxSNC61UL345HiPzVGdLVmugTrzRRqlWEpX1KTk0Di6D6+AyuHHo JGLNRqfHQ+JGB0knj2Sam9GutTbWiDiCW7OsyTF7oTwaLKnswsV45YUX0Ugd IVena5ZaYqrkk6lM12UKHIrtCgrVcshfyViRJKVtCzanzEgxsVH8ynWyExeh OGUZmFPJDnjlsD6ZntFLf+FdbySRfp9IlEtEp0xsDFHTXCE7jQvfeB95zbc+ 5pvLhTvHJ+V5WmQhgeGZcCzgdUiuyRU2kgWIZAFNMrWxaYeX3J49pEk0vt+b k40xcmfGpP4QUyzOWl1gkUzt7D0bjTuLMJnajI8134gzNx7FffsPYLysjAY+ RfTfGohXs4VhvE5t0FsC78YShAq45JBbUtrUdhazbQzTm5RUumQvhOFQsWW1 yole3ywmen37Ges7TmmTRCVbShtTrInEyocMWPmQnA7p4Eq7Dqm0G49un6q0 q4W+9vLBw+4XT8NzH9FVKi0ca3ZeFTlTaxZlXtgkVvGP2a3PlNlTfeV14nw1 unxSBMpeZuzCoppBBLPTsGPFcuSmrETxZuofN7CHlRjFtWTiWrJwjdwoepdA 5ixZ+r+CpEUopZEa84xGG+uJcr4NyaQX9JbeJdFrkrwy9bpL8mR/ZYdMal4m xBvUG9sPaNr1U9P0ul24qa9X6NYmdHNDpS7PtTK3O00CQnTOrcm75RVnvjLU ZJHtLqRuLSdLWGdMmrU9lcw+cE73ZZLV3bizGPvSW/FA6814+GYi3IFJVJMn x6Trc+WIE84mSvYk5yLxZOaqt+eQt+dHvY+XY3mtHeYv2EvFbMJRWco5uYZj FcS7b5cQ777zjFXQgHnXIPlO9uQ4xbkWzTuJVyjOWQm4zLoeKffdK/zjEr7i l0gvQi3Pb2aLm8I865XWVkreXUJG74VzekfByHiA5uF8PXSKSp6117ji9fP8 KcMYQCaj26crkgWkIpkhY7smY52rAOmrVyB1Ofni61aheOsqGvInkpufaJGw QAxeMjlmyUJBIeC6lWTGVsKzfqX0qwVJi+Gi8zAHVzrg37CSGt+/cSW9S6ZX FkXG3lIi4l6ZalfFPExdK7WjO1dWY15y/b4B5qTXhdCubajO30N8JNMX3mZW Gb8PEgaRaZl9xvhpA8hp4CPkTjTmE01yyC8lSo7n7MY4UXJC0sFrZCu7MqEh /d3OEkxnduCBjkN4+NAduGvfGBqydmoqhrCfKLZfll5NS/0/JuMQeQG+DcUI 5VOzhjglXG0F45DFLbMi94IxqeEVFg0rnT34TqmiYZyNhqaWq6TdOYSBs2In aLLt65F0XqkR7A8LJ2nOoq7Fw/WhqEXbW1rob3xWJ9NHGt9DZvC1c+dMkXR7 RGJm+pmbtQcqdtvo1+D2RZQlaykLopXoV1NSgDSyXTuTliMriajlXI0850oV aVqndlErkE1eFe1K1ifLBqFCu/WKdl4W4pmH7WTyYqIh0484R4OpjczBjWwX +1z5amJXSv5xSbVZGCP6SRUQTUBdVM0hNf1mY9DnQkXqNuxJXoragmzFOZ0D rEi3TGxgl0nCKrORzqSPa9KNUk9bnhFAY14Iw0V+jGdnCvFse7rJnHPtlgLs 39OFj3fdgtO33IG7D05JBJLzy6tS/Zp4ASHedF2ZMoGz0J5LvNvpRx118qPV frP/m9r4ZE54cYsIW0G1PQZRD18881ljPKp5V2AXofevZv4yXuhnS94j8lEj XUIA2gygRUCdjEPt0ytt1BeQJD5O+DTCSXyDAd4KWXL6pPtRwt42k7I/yAix 0sdjgNS+3+Mi9ISYportFx56zmLf5TaymvDIP0ZW+yB3j63jrnerYXujJmsz kTWPhgPpRNTtS5cjn8YexTT2yF6vAuG5al84IaqyjyujSJpCJE0Rm5hCt+Pf mCKdddHKJUTaFQk05l/JzeTOxwRRQAtXAPQqpqqUFMNUe/k/Jmpl2jZkJfM6 teUWRTv8hqLzFT11F91rduC2KFom+9RJJmmV2kWyck8QzUTT0WLqQrMzMOop RHtxDur27ELlxlwczO7Fx7sP4/ThO3DvjdN66cO0rJup2qUpKrvu7K8Xu1iv lqj61hegLC8owad9bBeNcTQENfu3VIf3bxmp5GUzmqBzUEME/Te3Iih/Y8gp KWJlbpUgNEenEtrJ6bWnEoZ56ZNcwkEl8dTp+HAltatX0kzDQmdpbpLsW9Ml DfrcYh4GhJulzE2z0+jrL/2E4DqMz4Y+jOfqj8lidXs51MiivP8Xjqq4zVy8 TBy9ZWqafB0//Lk5SF+7EtuXL8BOkrQli6WWugxaJFyfTPwM73BudlmO4OYG w81L4SNuMj/9zhTxInnTIR6qBDalkKxEbeomniGPw2SlH1ep2lwVPuuVa3SF S1Zqy2rVgCOupiuuZhNXg2k7Jc+5w3Th87Q1DURStcJuTW1U1ZnzFUTXtgKy nsV0C1npaM7YjvqtRbg+tx8f7zuCU0fuxF03TDFNHXrLKE6oryJrOSZMDSqi qs2G2vMK4dtOdtjDE2VBvfmi3tWN8xjMGi9rsyGvImu1S1ZecDJjvIa01tmL f/cQW59/hsshS7HHeKHoJeEcNivUzfS0UpmMEYyd6RpH7cnDvRFbsW1+7W6s p9FrhTCWLcMwyRA5S0PE1EGypHdPTVgb4g6HjmG66BE8VfcF/PqOr+Bn9z9q 0fTC2tHvR1N7eCdHjldjF5nJTfPmYtP8D2HbgquwY/5c7F40H9lE00zqp7M0 PfOEnvZNwFOInmp7VM8Gi54bUxzCyllkLleRED+pYy9eRfyk4XQ7pyFMchnM KdmpXQrIVSpxyHHHBSTda5FUEbQqfTsRcylyiJw5yStQV5ArhrRD7yOr1hde jJ1hQ8rVhpsLc1CVuQtlqVsRTCecC0MYJ4a2bC7CDfmD+Hj/bTh52524ff+Y 3kyQc/Qz0E1SSe5xpaZnf146Gqifad/lRH9+OnzrchAk55UrCXNPrnayM/yM 1+s8rO2QHLIXUpyiZ1UpGacXLHrWET2/5yN6/tszOLJ/QmpGOth2OiTR7tJw ypVlPiP5OUDtMRj0OyTJMs6kWUrKneRazuI0WzqPoaXQlKg5wsL0JEM6TNQc 8pLePHRCUqLiVA7uhXOeKkVgtqzRb9/6EG6o/Sm+/tF38Odv/Qk/e+51vPOr N3S8PDJWdMHw3Tg79pTqbE3ZFkJ1x9KFSFs8D9sXXI2dC69G+sJ5yF22APlJ C5GxaC4yl84P01Y20l4pmzSXMm3Xh2nrgHfjKuItkXU2EZcou2mVNqMpaMlO JYid6CnJ4f0nqoS33PlMVerCh5Veq+ihMqgey6Aqni6zeFrq3OAQkiYrmkYY 0WAETbkHbMjPJld0JwK7tqA2J4OGo/+ftvOAjqu6+v1/jWQMgYR8CRh3W5Jl q/feey/T1DWj3nvv7hXjAhgwNmAb4wbB9J6QXmgJ2NgBm5oAgUAgEGqMPW/v c8+9c0cW+fLWek9rnZE0GFm++3f22fucff67AP1lJtGCrzqzDHURZqzLHcDt fdfhECG6saNRXFljPMsYTcrgbDRqafpVhyaiJz0F3fFhaKH/1kKo2gKCYIow oaqIi814+k2KjjwTsmuT0pFvTLtVMmYz6jrziNsD6lb9c7//nVAvjrx6Hgrm LkQiuZCimFBRHiRQpSfmLAlXSTVdTCrXCM1QDSzrA4cUcWaufKXncLkAtre6 XCsA5txgiFYvhlYt9uo35uPMyRNSHH3WRTeGlItsSthy3+6HMRWzCcfrf4dH tn2C1Vsv4PEnz+HVP32K10+9ecV3YyvOFGfzz/rxDHNCCQjm4NYd1yGCsE1e shhRC65C7KKrCeFrkLqYsPVaiAyveUhZPAcp9H76Ck/Rt4k9rtpfXOn/zuj6 ELo+DC6MIRJeN5gIXDON5sxE3qcRGp7D7C9jQymNz+DDsSqzgvE04U6hVWMQ O4NXa+p4enT5Trs9K1NzsfpiVS5abKNYtjozlWKFaBRHh6OK4tE2evIsODpU JYpWidoF6DQSb4HFWJc/hNsHtuGu63ZiQ005WSpPMFtOrFbRsNOoI3YbadT7 +aI9xA+dNB876M908lZZQAosqSWUm5agPSoAfRlxslGoResoZRA17NPZ5fsM wscapFGeJ3bDySiJNDKv8kTTomVIXMyGuUocczVLzfpmwa9R47dd8itq3KwX VbMbhI91UwXFxRD17Eo18/dFFimqlmts6LFXuyiHqyBztdoQZZ+D5nzcNDWq Kfzr4ZrJCc+Srvg4AT0WtR732H6J5/f8E689fwHP//Ucrj/4GbYeew+/OP0R Pvn8m+/PsI2laOjIswPntNF/VlHXdyxWPPRChC9agJglS+gp0udFcyjevQYJ i+Yhw2MhciifyvCaj3QP9thz6fN80YUq21/pC8yo5wvUfQTqRYR5MQ+ivDIu HE3Ed68xR9QLMeUTLBQ5KXRqudynJimKlqtcvoVbZRGvihqkMkyKB3fTkw8F /VRxcKfHPoOwL4mPc8G+0ViEMnKlxbHRKIgMQ1lKAlqK8oXLVvsqKtd3lJp9 Rr46yIT1hSO4bXAbDhLyY9VNhGwGKii7LCfEKzXkvQl5b7TwZ39fQt4PvZQh dAYRh/Q0TOG0qhTQz6QUtCvQAx0BS9EQ6Akz/RkTjaYccvOWbF3bLJPSbE9c 3iCHWJkv7KMyH7tkEbLISgVzl8O8mFLTpXPoWSQtuZpIy6FsQo1+1cqedhe/ rRyQaT57WiW/Ar2FnqlS0jtSbpGV/LNFZfeIVNPnedBnr0QXOfNh2eeBtx04 jR4uKRYebFjOgwGaB2dPvqQ15fnf5oGbDEZYn2o4chWOVjyFZ2/6B87+4QJO vOvA219wHfN3wn/pzMH0j+Xb+g7Pa9asSZVbExGLFiNuiSciF1yNWPLm8RSI JC1egLSlCyg4Ify9FiCXgpQ8/uw5H/XxSWTYcFRTUmRLTUQN+c5aWu/raNRn JE4X1a1UCmWYeKFvSckP61dyrUJtMpFvFuTzntIU72cy9bOEquWEq7uX0Acj ddkSF+DTl3uJcumSlGRkhYUiOzxUAF9fkCf8fI+8q6ZvJDrIReo02ospJQuy YINxDLcNb8eBbTuxtqMJZbHJKAnyR3mQL/l/b4pLvEVcwrA3kz9vo0nQFOCH 7jB/9Ef4oDvEC+WBcTAnl6CBwuve+CD0hHigJ9gDXUFL0RjkAUs4B2/msOW4 kl69Cf54dFsylUY73PqLgL9p/ZiwCp8hRtGqm0R2yffygnGJH6201yDN8xr6 GSkec+hnpBD8tuxUrbZRLVTRw96jAq8vZStjuwyJCmYVdDEqLO5KSSvrs7uj X0IuG5c4NzeLhdsaKSlUOLcW4OaVo9+N+OUXxTCs0dcfMYm7Sh7FH67/EGd+ ewGnCO93vnLM2Fc1SBe0wLXDy0yz6H90vOsO0aK0PEAtDIxY5IGYxUsRuXAO YhdS9rh0MS2rS+jJLiYnvwiZnguJ+qWweAXB6LOEolGyWHQ0uiMi0RkSjvag UDQHBGMgMwX9aSnoS6WINYW+LsrTuKffbVIqATP6bvJ1jIKWuuRoCvvy6Dve eZ0lpV3NTllgcc7EUyFQE5tWNfqqk6LFJEilX49/7bhF85GyYrmYBNybhb2+ uKHBaoyyq9T0bro8CdrEBCjBBtMEbhvZjn3bd2JNeyNasxJh5XM+fz+UBfvT iuBL+aI3GoKXE8wUkAd50yQgzx/oj56IAAxE+aGV1jtTaCHK88njF+fw8XO4 J4t0hnmgN3QpTZKlisks4ctBTzXcW8wDcxgtKAlB8tKW0v6O7ROxeCGiFnui xCcTKwOy0O0bSQ6f5gAtw6k8POfSfJhLMVyEzuGblEJ+F/4tF/GvFfGzh1cK /EZF/daoqN8aq7BquvIG8fp9UduvTgmeICMVak8fZVtKmxesZFzCypp5EuaL HLJa080fLz/3Cva07MN+8/347XXv48wvL+CVdxz421cOVapfX6CnnwrKz3Vz iXPU1UG/cRIzwxxR4qRlCFuwDBELPBG9iLIgz6VKbTU51CQvFikjB+vlgdzF RTAtzkLpkiQ0RmWjM43+dUWUwhTSKl1A/9q8fIzk5GCUAu7RjDSMpSVjNCke IxRcD0dHYZAWi97QUPQnxGKMHNZoRiqG0lPRR2OljZ408VyXQn/Oksv6pmIl sCj6xlE6fWNFwI0FS43kdWMpfY5bOE/Az5PATOENX09SI/12Ee1btStKWt9Y CX8rgW8PLscG6xT2ju7A7dt3YBWBz9dTS4O8RHRfEkhhRoA/RfgBqAvyQwOl 5M1By9FKk6AjhD4HBaA3KhCDMbxSxMCUYEWdtRT92bEYjFyGgUgv8nOe6ItY it5wAT8qiHbi3yDwXyLgN4V5oTjUkxLoaDx450/wPLnHbWFW/C6vGe+1tODL bX1YUxSDjBULyDUtpAlAqZfHEuR60F8bl6iVASnOX6kuU+C3UEKjB98qKhWH aAyLZgUjLDM/WqGWMI9xAwWOUmcJ5vtrqtBdT7RXqi07+MRottg7GC3jUYxR SfxQiVIm9iNtP8RNc7f0424ruhu/3vQuXv3Zebz6Fwc++NoB9bKSfldQ4n35 d3r1/51sJZcIFGKwNzXdBqtPBS2lyxHn6YEkSlJTVnggedlipHgtFtvF6d7e SPCbQppXL/KX1sK0tBhlHumo8khGc3wu2izkQa0UPpTQ0yspobldglH6epzG BD3tSYsJU6ZiTBUXYiXF1Svzc7AyNwMrs1IxRaHRZHIsxuOjMBodgcGIMHSF hWAiNxVjWSkYyUjBAIUqQ8Zc4fUV6GeLAs6WnCSUxQShNDoITVkJSPZYLEIe A6twoVhIuqmdbFqtFpf0VgCv64TbUsSwV2JD6UrsGd+BvQT7VFuDuKFliw0h 4JfJdHY5hTE+NAIp3KG/l8BvCVqBNkplOylebw0JRB/9ToNxAZTI56Ekl1YQ 8ouDUd4YjPamVWAZ+qMI+iiCPoqgj1REviwRy2l4Ky4/nCYATaIKWkFqKGs6 W9GMf0514Nv9FPr87Hqce/lefPj2H5ATupw80RIkLfNAyjJPJHsVI2NxNXmj fBQvTqXfOxvNWYXS1Vs02oWrF9c4XGlXC7mln5d1+7NETeUPxC0O3qhqa2oU NzRU5tWrOoJ58lP6EtubV43Okc6UYbux6VbszjuEX659G39+4lucecuBv3/l kKrkM3LuFIhRc1P97uFMdLvJ/8J/4c7GW3BT1gE8PfUGHrzxj4gknxBDRMcR 3QkeC5BE4Uuy10IKmBcROYuQ5h+D5PBuJIeuR7rvGIU2HTB5VqLcKw82r1Q0 h2ain3x6s5ncZinRU6bsPfPhXYulBN303gBRNUzvjdGYoDFFYyU93VX0xFeR z1lNi/BqcxFWGwuwqjAXq/Jp8SafP5WRhMlUmgkJURiJCccABeldocHoTopE b0osBiiR6ElORJaHB9KWeSqqhLkukLdIyNulVxc3UCTkTYUm1IRUYUPZatw6 sQO3bNuOidYG7RJqSaCXhJwAZ/jIs1cH+tIIRmNIMNrCAtFO4UsnxfJtoUHo o0nRx4otsVbYzaXoy0vEUMxyGgQ6jf6YZTQRvGh4ojda9ezeqKSfUUN5Q3s4 JcJxfuhPD8Djq6tx4dl9+OK1p/DK26dw3frNaK0fQGlKBpJXUMTpOY/MROEb 5VrJvjGIDluPWN8JMl83Jbs2FC4ugGVJGurjctGeU0SQK7Un/WVKKZRBIO4+ 47UUUX+nyMjzcNdedbRXmUUvJr6ireuKI0a5rNcsK6A0Wfa9n62xtytrP7H3 Ok4/eg5n33Dgw6/Uzi+ue44S9ukNGr8LcSU6WoDHdj+Bbam78eTQKzj5k2/w +ikHHvvVCSQH+CB80VxEL5mPOMI8gTBP4sblhHkaYZ6+fBEKQ3xFkWJFbg9S Y7cgI2QNcn0HYfJuQrm3FTbvLNQvT0FPah6Giopl9WuKqH6dkvLHrLTOuPeo 00CWlvVxm0Pd1ODHPEFjkp79FDnDlWVmrCylRYHysilzISaL8zBRmI1xWhTG yemPpiVQOO2H1IWUYy+k6blgIVJolASHoSEpGXUJKailYUtIRX1enubQG5nx UBs2VKzB7smduHHrdRhtqdPu3fE2U0ngMuJ8uYhcymhUkoO1kwOvpb+vNjQE rREh6IwMRFeEH9rCg9EXT99HBKInLgRDycGEUuwKLCf/vgIDcYQ5jb64ZYSy F3pjFMx7Cf3B1EAM54Zg2BiJQSslRaWp2LNnF27buwfN6TmoXZaDknATirKM yIqLROzSuWQmCtYI8+RlC5DsvQD2nHRUF9bAmNGF2PANSPSdpGizGwVL7bB4 FKLCMx0tiXnozi+Wfpw7g1SwnpRWwyyevlL05yYqmS8XgPONHKGRXqV8Hq0u E6gz9mNimAXxBkH8LGfde4WzNvlHMkZn2Lc17sLO9L14avRVnHrgG7z2mgOv /lN498USYH1lZ6DCu/qfLr5k5enC+4O7H8P6hJ14uONFvHTXl3j9RQdOfaBk w6rAbUF0OOVD8xG9dAExvxDxxHsi8Z5Eoz43U6v8VlsKtFjqYcqcQlbMJuQF T8Ho24OyFTWwrShCg086OiKzKGPN55YiJULi241l4g1C1jtK07VlfeWhkjxU ULJZS+bqMOXR8krPqVrpxNglCjL5vpRZ6iFQOlRCCyWRn+rpiXQelEikUyJh DY9Ec1o2WsjrtSSloiWBAte4OLRQPm0LjEVtWC3WV63DLVM7cd3wGDrT09GW lo6u4gJBd3VMsEhIrUS1leLw0oAVRLcP0e2DOprtDaH+aIwIRXt0KLopRGkj 0rsodOqMJk+eFIqhpECiO94H8zCYQHTT6I8nuhO8FarjyZHHK4QPlqeisyIb tdlRsCYEoDQuUNSwtmXlosUnD9cbh3BwdAPyUtIR7r2UHNFcxHKNBNHN15Zs 2emySOYKsQvLhTK1RXXITZ1AcsRGpAdMIXd5D0xedpQvK4Ldmx5tcj76CvhM o5IJH5VUj+mq9EUhoRs7KjdBuAKdyrRBdeTcM6+Sy1DGKouIaKUW+ol77rpS B/TWxhuwNfVmPDFwCifv/RqvverAawT0P75xLJ1he3Ea0PrakRgtgqGFQTmP 2oz76n+PF27/F157lubJ3xx44aNvNN0KF8lmGoWxUSiOizLARNnij8Wz6tKr Nms9Mpy69TVFvbBmTCEvaj2Kg8ZQ6tcOm28F6n3z0OKXhsGMfIyZeMOQq9kE 2QLsVaJsiOF2gy0xjDKdYqFXr+iGR0i9eouLXj3nVV2lRvpdjChPjKVFmXPj ZeTBlqEoNl7UdNUVW9BotKCZRiuNvBDygBH1WF+9HjetJJxXrkFfbg76KT/u p/y4PzUJfYlx6I2NQXdkFEy+K2CmUUoLW2WAL00HX4q+/dBEQURzBEXg0ZQ1 xIWhI4bwjgxCV3wY+lNCyUv7YSjOF8NE9VASMU2jP2k5epO8aSxTVtUrYYmk oJuyUVPEMhSHe6EmPYbiiFx0+Bfi5pJhHJ3cSGtdFW4cH8OhPbeQRcLIIhGo zk4TGBsp9VLKsk3OM2CrUpbIPqe8oAdF6VPIiN6EHPI1ReRrSpfbUU2+pt4n A92p+RgsMioX4QTEs5wQu6O1iZNurtaWLbTYO892vTtSKUsLKwrw5E8OSS20 2XiYPOempOvxaPdLOHHsK7x22oE3CeNP/u2Avr+Tuo/4v3FMs+PPNDtGIlfj 7qqn8ezNn+Dsbx04844Dpz+lpPWrC25yQ0elWEpFK8KK12iP6SKKuTOfvCMo tMfF3S7lEk5XaQPqi/pQkLQFxfQ3W4MGUeXfiHp/CnkDstAekIrhLBYCIH5n C3wLUBEb5Gy5UKO0XHDBVyI8Nk02OoU8cRorfVN0bYmPExd8q4vNKC+ywGay IDM0D3WRjVhn34Bdq3Ziw6q1aKGEt4NC/66yUoo9S9HPaQAlv0PEwBDxYAkK ol86iGLrIFSFBMFO8XN9GCWP4YEUb1BcTfFGJ3nkDoqn22LC0J1M4X9SEDlj P4wk+2E03R/DaRQrp/igj0ZPygr6M97oSvKi4YGuhCUoo4TSRAwbI7xQFk9e PZcCg8Bi3FoxirtXbcTq2iqtGskaGyGuFnDNYqu4u6HUgRkEvVc5axjo39BT 6qxZ7Ke4rppcizlrJXLiNqMgdApm/x5U+NpR61eEJr9M9KUXUNBjEuW1E2Iw zOI6y4TNKlkuVViuloGGyOt5C2uWs05WlCEqMF8hYeYeJGsTrsNDbc/jxUNf 4rWTDrxNMH96zqGpln8nzO7atghfVvr8888jJc+8vXhbywEctD6M32//O878 /AJee9uBs58Jbz9LbgNqPJuk9LlUsNZq3wXQFu12Wb/Ug9S75REpga5v5dBo 6aMYfCWKEzZR8j+JyqAu1Aba0BxYgI7AdAowszGSXUBUlwqpWaZbaBPzF7Nm xNwgQP+Rpm49oa+cq1LKPNsL05HKO5jLlsESp2Cu3lPOYcSjmrG2ZiNuWLXT TW6i8lVlu6VEHirwR7rQ5rYXFKI4JASm0FCUhIWiIiIMtqgw1FESWxcZhuao YOGkO6IC0BPrj57EIMoqwjGUGoKR1CAagTQCMJzqT+/5UaLrQ5HXCvSmkqNO 8SbamfIlsMV4wEieuoi8dENaMnqDzdhbPYF71iqiYFzlOGBRau44u7FlpSqE y6pc5chXvTxjcanU6dEqc0sE5aKgTBaP1xr7UJqzEgUJm2EMX0nZQw9s/nY0 BlDAE5iJgcx8jNJiqmDuPh1zg+D8UkG51u6gmiivdhbbPqnK783G/QT5ytjN uL/x9/jjfooQKNb9y8cOfHZO7ZTtWsw6A+TckY9PdZ577rlwXUjDW323Fd6N X214B688cR6vU0L6JkH+yTmHstcte5UIKdwip56y2eR6wUPntV0gl0XMI7Jj xJjzRhs9iCs0rfYWcz+M6VthjluPsvAR1AS3oCmoFO3BuegOTsNoTj4mrUah wM0XM2KDZWgiwhDuYcJ0Z7nSbTO7FDGzxjILH6SQIzcT3UKpgejOCclHXXQr 1tRuws7VO7Fu1Roh1cEfrNgg7rvKG/n80UrhfLGvF4r9lsPotwImfx+x3V0W GEQxSCiag0PQE8nhcwjaKQbuZLSTg9GbRu8R4oMpwRjOCMVwdhgN+pzDgxLJ nGAM5gTSCMBgth8Gs1agM3kputNC6WeEY2teDk6Uj+JXVcP4Q9coHqxuxZ7M SmxNq8RgvlWUQlXFR6IgxN8VcfbhHFBfoSuZtH434VpBL3cirSrF91BP1qnI WwVj0mYKi6ZQGdKDuiAbWoKK0BmcQb9pAUbNRqV3w6XobqjFIK0s43xIUW2R bl0D3SAs4kY8KHW6T96rStPOFpUs49Hr8ZOaX+H5vZ/itRcoofuHA/8i0Gdq LTctNOH7f7JVqRR5vvSiLb/TD57D6xS4P/fBBV4kFAUcXzxwZGbKVeegXWNS VcOnU141jXKb4sondH1RVPXwgcpG2IpWw5K6BaUxq1Ad1oeGkDq0hRjRFZJJ mVY2xoj4CfLLtqRwrUuBIju/QlETtzul5xXaXaughaI4eZJkirxNsQrtOUH5 aIhpx5r6zdhBpK9euRqtZYr2BH90Vjg7JDPx/JEX4oMiHy9Khf1R7heAmoAQ tIWGoDcuBIPp4RjOi6alPZES3nS0Jodx6Es5QiA6UiLRlRqBAfozQ+lBFMEH oz+TPmcFoTc3FH35PELQn0/v5QeiPy8A7Ske6K0oJk9SCMcrn8Dx0gdw/OFN OH7+MhwP/x4Xjj6Bc7fdjS+37cUnk9vwt471OGObxG8sAzhWVYM7jVW4NasK 16VW00yrVhw666uW6h26shXV73LVopRxh8L7D8Ue35gcTdZ+VOWvgjllM8pi pmAL6yZb2dAeUoTukAyawZQ1EStdTujdMGbjfrHjqlls5NhtxWjMT4E5NhRH 996iad9zycpI5Bocq/wZnr3lY5x95gJefJfSys/OwW+GTcFpwOs3RELlj9Q2 AAedG4Av/d2Bt750yBOi+YpCqbHQKWKtp1369E6NduX+qNpPYSbax+SdKX3/ DaJd6d9yBcFbirbSflhzt6I0eSMqo8dRG9aBltBKdIbmozc0HV0RSezi2a8r nFdO49yiVVM3FaRRGB6O0rhwlFPa1ZyXjBZ6zxgdi9zAfDTFdGAtMb6NGJ+c XKmpGHDzXf5oV6UxxBZ4vniv1CcYDUHB6IggtpNCiVVityAWg+YUCt2zaEXg s6VENBLXjTEBIpBpTAhHR2ok2onz7nT685nk3TOC0JfmT17bF11pPuik0ZG+ Au3p3mjPoM8Zy9FKnFsyYrGjbzOO//wtPP4mJfuU8J/90IH3yNt9/JEDn5PF vnnvHL79y1dwnP0MjlMfwfHCO3D8huLYJ/8Ix/Ff4Ns7H8DXuw7gs/U34MP+ zXirfjX+VDaCh8rbcazcjgOFNtySZcPGTJsL50w5F2pKzrn6V3ZQuZyeVT9s hatQkrqZltkp1IR3ozm0msxUSM+N5pWF/j9aWcZsQl9D3MJQK9zZJgFzr0YE jcRrrkbWvLnIW7AAR7ZtkxsZs0URy0DEFA6VPYY/3PARzv7uAl4m4P9KdAZ8 N/CqUpN+VzBESwEexfqEHXi4408X7QQqNY8/Vtx7ceEMqu0XA98jq7PVxhDT gRfPSxT3O4GflNdZlKYzPxCNRFbJMVjdSKtuP0qztqIicQ3skYNoDKP3wujv CstGf1gaxnLzZRxDzMdqnr25IB1JFGvwxY04Gqk0srjB65yrYV7uibpg+ifE dGFd/RaifQfGxqe0y+1NssMsf1QmpaI8NIaSMqI8OFi8150ahp6cKPQWJaLX QhOwNBf1BRmwZSShLMwfVRSe10T5E+kBsEcHoTYhEg2sPpgeie7scLTR/99N s6Sfvu7PCkRXuh+R7kvDh/7MChpEevoytKR6wha3FIMxJTjQug73bLkW61tq +TFWmOAhzgqH+yex/qYjuOG2I7ht/2HccvMeHDntwK/+6sDL7LtoRvydZsan NEO+fP88zr3zDS68+YVcJd7XrRK/w/kjj+Pfe47hi6234uOJ6/Be23r8mVKC pymKub+mDsesduzLs+OGLDumzJWyx8e4nQuX2Zyt5KhqilahLH0TquImKRlr Q4uxFt3hlEaEk8fPycOopUhUX6b4eSFo3tWIpJEydw5yaJiXLkKp50KUey7A Wlpp9rbsx52WB/G77R/gzK8u4PQ7NMu/UmvKXbcMA1xp12+1BEnaZ9otfIWc x9++Zslh5cifZdw02o1O2lv1ouPfQbvaxcIg+ljwWqa4d2crFHdnrwIloDEw 7rME62noKO9HXfEqlKdvFo+vLrIbreF2dNHj6+PHl5RFtOcJxFso4QycdxXC 6fHxZYIsGgXz5sC04GpYF16NqkVL0eEdhodW3Y1tK7djeHgM9SbWcLDAGJeC ivgUFC0LEjjXhwahhYKSdnLEnbmx4r0OSxYt4PmoTI6FiTLQAgrViwL9YA7x o6zUn7JSf8pKCXNCvIocup3wricH30KId2ZHUEASQAiHoYu+7sul6ZJFQUqG L9oyfNBKzrwlwxvNhHgTIb7TVIA7KSC5+1qBt0Ho1CVqh4P603C+PcI1T+my BrkkPlaYqJXy7d5rj2LdzUex47Zj2LP/GG5/9CQepqTsWTLxme9aH177FI6X P1TWh1+/CscTL+DCvT/Ht/vvx9c37Mdna6/H33s34Y26VXiudBjHy9twb6Ud dxXZsCllHD1FZLKqQdjiJ9AQ1Ym2iEp0RxSgLjAKYdfMpzEPCeTLs+bPR9Gi +ahYsRR2Xw80+3ijLyAY9/U/hld/fh6v0Gx9/ys1EvmvyQ7QbSIebDtCoZxu E/FdZRPx/a8u/I/MRxVV7SJnowWTTl1dunG1PUufvtmCBHtYNuEYlQ0Xxu0z gz1Vy/GLCvYCEYV3lVSiOrsB5XlbUZm6DvbYETRGtFDUUIqeiFxa2VKRSv46 ZO5ViJ93DTLnz0XhwnmwLJ1H/mAe6ryWYTAoEquSE7EyOwm1hWZYKPAx+UXC 7BWACr9A2MPVzktuaM5NQEtxGhrNOfK9amQG+yCbRq7PcuStWIF8Px8UBPqi mKC2ENRlBHVlFAMdKC4j29OiUEcRSlNGFNpzItCaGoC2tAC0ZIbRRKHIJY8B p+8J6maCuokilYZULzzSF42DXRtx9Notwl8rap1mIcWnajC6kF2m1Hmk6QqN W4zSPlxipqu4aS+xihpLPhAWFTd8ONy7Gqt23Y0dt9+NPQfuxsFDd+Pun5/C z//iwAlazt/kNYDGP8UacEGsAeff/JzWgI/heFGuAU+fhOMhXgMew4ktN+L4 0AT+MboV77Ssw8uV43iUMoVb0yyoXRaJ5Ku9kTtnBQoXe6FkmTdqfChqC47E RGIK1uamY/dgLx9Vhs+wiTgNZn1tlZ9uB5E9/3fsICqFK9dIqfAiRSZ+WqsA UZoku8k4q7Fdew2JziE0VJhZLp6BnhBQT4pb4GrTIY5JdESHoteUjWaKabk/ wFB1A+X5q1CRvQXVSStRF92LXO8EhFy9GDFXeSODnlbhAk+YPRehjCxct8IX wxFxWJeZjs2mNLSHLsXe+ET8vqYc9tBA1MaHoS4tBnU5SagpzEBlUR7qLEbU cVRCM7MkLRHpgSuQEeQjiM4K8EHO8uXIJZrziObCYD9RsGilKKQsOgCV7KIT gmFPCYOd4vN6orklJ5LF0Yhnilsp5m7KCkV7Xjg68+hzth8aKdauS1uGx4cT 8cTKJhzcvBFrW+yKQKBBAD1LQ1pfxWEQbvp/UBzqjwz1+mlmBuFM1qH1R6mY tMgE0yoqJtVyYbWATCkXZitwwfBSZ3MHXUOPwW1349o9d+MWwn0/4X70yN24 /6wDf3iP1nTC/F3C/R80Xvjdadx/+EHh7C+wsz9Fzv55xdkfHtoAS1AcakJj 0RYZjW4avfEZmMzLw9qSPIxk03oWuVhtbKWvip2Gsb6Iysdlj3DvRXuEb3wm zouUm0pzlXyyqMjZ7UCd8wJjs1Jhp7+j61JPXXLRg9FjPMEBxiQnk1PcZY0p dhfI9piyVHwNor9FoOhy0F7eh4rCrYjxCIX/nHhEXh2N9HlhKF5M/tDLH3af EAxGJ2NtXjY2l2RjLNkXLcHzUBswB47n9uGlx/aiIicT5fkFqCw2opbi6Toy dD0ZukEKpaQErEAq0ZtG9KYH+SIj2BdZPiuQ7ct3m3yRR/QWhhHB5IutRG9p LPviIFQnBqKK6K0hehuJ3jpi14B6YvdSNFD8XJ8dihbyx215wdhSFYlHRlPw 601l2L96pRsXwyvSlu5SGFWCKw+wMUeryGjPT0P6Mg8luIiLldwqDSha6J+j uGGrrPQtceG2j5jtp8ENCQaVpgQGto9oSGEQ1nFT1MnlMCh7/2P2EvwIfX2r MLzxJoyuWo89B4/hrsPHcOTpl/FTcn0vvu/A9TfeheLkPNgyC9CWTxFhUgpG jXkYMmWiJZaShnhvtMZ5qLTq9/qm0arf+lghY+OdjTdftM/3rLLPR76W/8xV ikqzRNVFq1suT87YeFpzDvXCV7WzX5PWpGWWQmtNqdbKa1I4Wx2xTCtf3FIa sbCcm2jHQOleOIKumYPgeT4IW5KNZI9M5C9LQcmKKHSFUKiQk4GN5fm4tiQe kxR/tkUvQX3EQvzzi4/x8df/Fv8qIT9hNKOG4mLGtVbiWk/2TfJfIWq/UgN9 kEaONY1wTSdcM8jZZvoTtoRqLqFaSKgWU9hgprChND4Q5fHkeAnVKkK1llC1 pdDUSfVHTZof7Ok86PvsMKytTcM/jnTjzC4LDq7u5H+0zYol4sKGqqA5KZRY LcoOsEBWr3BYLOTD0pjXZZ6wxsaiudjpZ501jFZdDaNkVhbqCmarJLNCvoy9 rbtWxyiHQXB7mUBnVEqtK1/TAlpTgsqCLDTU1aIsI55+RDm9XkGvceRF5iCA 4uDg+QuRHJqAYr8o9KWkoCszCg1x/mhO9EVrEkVOiZ7/JbiqNqK3BPfR79iz e/MLtRD2GtQXFl3UV6J5ho4y3RJa0VtCQjtYrfhYrbuIzsdyZxmD4NZNI1ej V70s0S3pnawVjeZF82WlnYzSUiZ4zlyEzl2EuMVLkeYTg7ygNFj9Q9ETHo41 mTSqsjFlTUJ7/HKa48vQGLNEufk/D6dPnoSN4LUTvHaCt4aMXUvGjvdbjkQC N4lGMsGbQr42leBNpe/TfMnvEswZFPPmhPsjLzIAReRjzXGBsBC4lsRQsmIU qgnccgLXgIpUP3rOFWm+GCyJwJEJE57ZN4aTBwfw2dEHcXqAW+BN2UoUeq/W yFU1hFUBu+n1FXyhKE2jlg3D3sRMhlFqvVqF9rtVHCgZBLeXoVt2AHChVpI7 JKsSDcJU39eagYxoqJZSmqi0SDMX5sNWVYXGRgrd6uqQSolDIiUfBrFldDki ly5EIKEbOPca8i7zEbmAQreIEMrKKTxL9Ed9sh8aUlbg/n03aH0v9VtvktuF 8hSRQwP+kHfDvGbYfXtx2u6b8r/OEXLHrIzfVCSbYph0TTGmNcXhtijajZMq vc91oiuXHwOzq6I7UetE1yBeZ4uolz/Uz11EcaOk2E3weyXG6XWs1oIUWr5D 5lGwu9RD3I1kaVprUDh6oyOxOjcSTXE+aE+i3J8mekuSNwW4S+UuvieOHz2G avJXNrK6jaweTejGkt+NpzAhgdBN4kHoJpPfTeERwDgTyoRvBgW4ORTc5sf4 o5CcSWFCCEzpkSijuM1MFrLQ6DRHYt9oPh7bYsGjW0y4f2srtm0/g1cfUrre v9TZpcFrEOy6s6aT3ucqtRRzXTTHUr08aKIGSo9CJjGZhVmarQq8DK7QJRfa 5CUCXLV9RV+VE17RwKBahgpD7GeHxenusITWXFiAhvp68XWJqRh5lP2mhwcj MypMgJtJX6f6eRlE6nwZIhbMpwT6GoTOW4C4RXzlZIm4qBe3aB4KQzxRlbJc tthyLSD11/Pq3GLgw0CliPp7ePzuX+GFY7/C3068pdtI+52ykfactpG2RO4a 1xcUC1F/0czF5Ozo0Kp1dHA2c7m4nY/kVrpcZfGZ5dLQa1wGDNyWiVztpAgU +IMBZVgbchL5v3H9l4CVQR2lYYmLRvDcJYj08CRwl1HG5A1zaCS646OxsjAK Tcn+aCFwmlN8aIp74747rpdnrEuFv12/ciUifbwRRaBGE6gxBGocQRpPI4H8 bCJlZEkEakKAP33vh0TysSmRfkiP9kNWLI34YOSlRsBIrn3Ynood/QU4sqEU hzdYcNd6Ew6v78bedavRV7sKG29w4PWHz+HC0V/iDw0dij7jLKGUJ7ysGBYh 6+QmaJ2jE8hTyiGqkmKQ4ump+A+KDZrk0X0TzTcBq87LMqjiELNCHttrTXaI Syb1EsEqa+oP2svQX1OBuqoK5lNZmi8TnVWSZHcVtc9GBVmeUc3wWyYEvQz0 yqxGL5yP/EXRtM6lU+q6nNY/Fv2ajyz6uio1BQ8ePizbArpuh30Hq/zdYsnq rWvuwrHq6/FM/Vacqhm7aFvsFG+LfXl+qXrCIXysUes+0jSt8ZDahELzsZW6 5mPVrg2IDGK9cdNaUI0JRonWS4Sb5VdZC1GYJsY4fT/O8exYLV8LYkRHaAzT SPb1RwhhGk+YZhKmxrAodJI9x4ujUZscQCmQH2rTfFCVvEw5nfSgqUaZV3Y6 CpPikRoRikgiNIoIjaaMK4bojKUR6RONyFhy26lJiAnzRWyED3LTI1Bppt9m uBG3buvCtokSbJ+yYOuEETd0teHg5Dbcum6NULXlQ5v++tXYepMDbz/yDS4c fgq3t9cKOKdEvdSkkHJU0Ry3WaTamK6IYYUoLOFincKQADTy0y+SdJqkIr8U UeejRyGirnUCmk6o4k77qsvQVWdHe2M9mhsbxdpeSi4zLSJYcMkfei61zj9K 9x9UUeBUTn8+SzR4yBJxQHFwOBo8c7Gn2I4xcx7MtKKZoyPQJhs7tHJzh9Fx IXU7027XNFb1u11KTHsZHqO5va3qYTzU9ATeXPsz/Gv/E3jrpx+JHa8zyo6X 7JCqONWGIqUThlph1mzVO1V9mxxnl6wBDVRyrLYSHajuLqCO1SiBgTsRyQ53 Qi7+9bTwd5BPZU+qgHolgWrVQB2qNdMEykTAQg+ELafHGxSLsZABvF49hicG ylBOPpWjyFIKmU796RmttX2TUSkAbDGJehtF++lHomikOi8bOdFpSIrZhcbd L+PIr17Q6myaaTmuLRvC1q334LH7j6C/iR5DnBlbjGM4OLUdtyigGgSps8WJ +kDjalx/K4VWj3yNCwcfwe2tdsGrJulks2qsKo3C52iyOEpdiFJxc8OqMTTk F0t3oVP8J3fKwKpn5W1Sjt2lLoQg7ay1GdDS1EQPt72hDqWFecRnkOgikST6 0HBXklmUdSq88ocqzGngTkXk3JjPAlr+GykssOZkIZtINVL8WhmdiRE/Ew7Y alVhcNbJ5T4kHUVKL5J2biKRL+T+w/53WvWbWqJmVK1cFH9KfhgUx68EtE8c fgW7el+nQOszfPLTr/D16Q/x2ct/wNt/fVPma1fh/kNHKB9T+yU4G3A4u7ko DTj07Z60hahacuxs+aT3t6M1ynATMH+fXhVXyy5W/bqOUG4nlEfpPQVhPcZs /EGC+TIM1JqQEBpElsjCGkL5r/VjONRuQkGSP0a77ThBGF8hMW7UYdxikhj/ UN7EoLA2bRUs3V/jppcc2DQ5Luqf1PqZ+uxbcPdhB7798Cu0xFmxxTKBO1dt x661q0Whn5tg+BLB8GDzatxyG0VZj3yFC/uP4/aWKgXfuYqyk8R3TAzzxapO omDssOgiwO102AANRie+3LRCPfgWyu7sc+nXbKuRyLqjndxrl71S1PPlRQcb BLffE16ViVWH2lUnQ+oeM7dZ3GWLWy5dJjpsFUqA8wncxuwMFC9OwrUxZTjY WitUxSnhEw0VRPsT2ahCDCKYtZ13ktNVz8r05ZvTENbvdH1fQqp/TyVZ/ayA fAnOvvQxNk38DU/f9xnePfkl/vn6v/Dmn/60Qp6jbRmdJIb58UkPIJerlmkd iabXQLoyrPhitXWZAHmW4PcSjVaRt9LXtURtmynTIHB1J1itAlYehCsFZ7V8 g6GfmO2rId+YbcPW0EG83zaGF27bgBdeeEbeYLiGnBaxatRYFQenrfKIiffk jYm/R8udDhz45UtSa89Z7FWfdROOHmRYv8aWkikcWL0DO9es1GSfxVGgQuwV gtjh1lW4fZ8Df3/kC1y4/Qj2NlVKnUcW0LNqQmRjdt6HtfM+rKBVatOouhz3 HzoqiK0vVoh19iGwoqmyEs21tWhuaqTRhNZaOzoqyxTHW6k43rwoieoVolWP immKDlVVopvV4bkXnGwO5kaRqejVw317G+qFFF/10gzszqnGlppyg1Ahd3dp q0LDIGTI3YQQeVdhIa4fHZMVN667WxJWtX2mXiXsBzMAPJPyjALsLLz+1je4 6a738PTv38OvT7yHTz//Um7t/khpG5JPj6/I+fh4wus71IjWIRqx03utCWIN All3DNGyOewcl2KkhktXawjRVlOmYHNYY9NCaPJgbc1a1prrI0Z7a4yoybbj prAh/KN7DI4Xn7pSbndsnRgjPAtlrx7XE9DqtEGYG/6FbZRt3r53l/M0pELZ Yq7P3IVDhO65v3+D/Wt3sBSoWn7hppGpnOzNRl3pL3EX/eF/PPIvnN9zELc2 VGi6jgYB5WydSJhRDJXLs6dOSGP80Nkfw0Q8VlWjqa5ecMidX5qqq9BcXqr1 yWinucQetYN+2dyoYEbSwH1/DALHyzQgp/tPblegdqszINffmx53Hn2dR2w2 52Sik/6epvoGdIUasb+0BtfWl7iL9ituWgMWHgb0GhlLliHvITRvGBvTKmn0 m1fTsNQnWDNh6TbDe5HTn06xWXSs4eoT/TqjoVehQ8/Zccsg2HPDgE3xlzwM DKAbk0cv4n7dcI1VUGfPSaBlOJPIszJ5BoHe94g7C1FnFqOX6OshD9lN1lzX cy3uiBrGp4NE4Mknr5TxyYNHDlOiPDOBxuhH0bDbgYff/kwecsgDSxqtFJeb Arfh4D4m8N9Y29YoDzlEhaBdYVDgxy/8izc2PI+7DznwySOf4Nubb8ctdeXs Fg2ivzQvAmZy/iZdj/kimoeFKnncn5WPI0eGhwVxjdU21JeVoa6kRBF7t1q1 7gR8bNxKv2wbjRyFPDeFvBRBnt4NKtR5kxt0im0zc27cDY/Ia87NFLr3PBoq qjFotuNQY52iMM43n/q5dQPr4F86TWW8SNyW6tXwGw36/0NflFzv9b1r6tU1 Q9Bn1aIcZ88kZb0wMH8G0Z3LTfF8NmUI90cvfGl5SLwIqe2hGobNirL0aLSX 5hFzVsFdv4gl+2q5yLOXyOuh0U3G7CJDnjl9Esd2P4YjscP4YnwMF049CdUB vsL1Z/R0RJMyDT8TqlLbYar4GBt+48Ct+w+I4wqlsoHyIQqn7SEVaEu5E/tv d+Dffz+HBzY1O48r2AHyecVy9VTY5bxNfE3OvKn9Jdx3xIHPHvkI31y/G7tq ymWnc6XbuWCRXPeIvZgegxE7Vo/M2CeWH/vmiSnUGpXGXC6nwPTYm+hXZ9Vn c2o8Ev08p8F4qc79eSsgBriAaBAcusHCF0Usiui9QSjec/ebHHQ0NGFLUx2t VAN87YUlxC8V3YH6hYi4q5B4L4VDZ0+cUEHU7zP56UG8xOW6m9qbiz6rqaye P8ysEhcts/iL2oh8J5YlLmGM6hjV7nH9oqC2XyzKglK7Nsj31fCZ8kCNVRBZ QnS2Ep199DUz2UujRwyikkYXmbaT3MzDx4+KX5J77t2fMIKvVo/h36cf/6GM exsomGkq4u55xWLXmw8aSxMOwr7dgXspAlGLOdgvNlLAZg+twhb7egyV3Y07 9jrwzQff4rHtPXowxWKrOEi4ueBJ3wkvOc5i9r0n8cgxBz5/+AN8tfUG7Kgq V5qxzybvT/+M+iq0kwtqbWrAxOiQ2rdWU3m978gx2OUhb408J6uTh7wV+dkK hX6egkLyMmo+k6J5RW8FRn/VKyoa70Iwm75uyc1iChUILyHsTGjLKUDDslzs ttShvbmJ4pRSReveTYqHK0M0rzIIeftZGCAuVRXx3uJ8bsUga7hnBFPUQQnw 3GUQyIjqjpnE9r3g0ymPJb6K163OtdwixChbhFiUVYNB1Pf3aq9Q4pbOSglj lYDRjUkkH2djV9lH4PXLQQ+CbyL0EXzfQ3FSGDqqigk5q0Cum0YXD7JeJ40O wu7V0yfVCVMe0onHU0bwzYZRKcClnIGJEpkipUSmNtcGo/E9TP3UgV37Dmtn YA0CORu21G7ArRt3ot28B3tvdeDrD87j8esHp5+DuYkDBXftJFcMO29+EXHf Q9vQy3jyHge+fOg9fLB6K3oaqtHa3IgWMmdHYy166yroX21SIvDLRS+LDZNT sJmVwyw7MWaX/VYkX0qzUBpuArGrla1IAkvtbZEl5axzWNKahi0lXtWmJ7ac qt8MUm1CNkYCzbjL3oCVNWVobWwULYQNrFVPLyVGg0DtUiH8LZTqVeFv5kz4 wALsmhhVEdPvBEnEpktsOmFz3R0ySs92Wu05w56fgKqzKD1nGiVQ+jBEDYQF VFUKVN3k0Xp4iPW2l9fbXjuvsr1kkV7CqUeOgsQwtBFUXTX8D+6soWCvo4bF pNsUmlzyJXtIN36RPopvt45KkZX/IU+m4MTHUyWxN6Fi/Xkcfv28JvlUm0co hdVgc/1G3Ewojbc0oi5zC3bfTDi9fwFP7BqTB83uClJ2bShY8YKr7DrxMIjX y0UuP1Rbjtbu29DfsxojXQO4Z2QQQ3W8A2WiaIL8Ai2vT9x3RG6SzhaHTseP HUMV33wnT8NdplSg3ARS31c8FgGUQiPNn4FaLrTRGShjZCiqkuOdDWL0DThY PN5EIUplSBa2xFbgcHsDhukd1ttmoli0lb/n/mZurL5tENLbFPeUFCkC3JZC MQZZSd7E4sMntMso+oI5SdRM+twzhXBmGcJtlN1hRHmO9Nr6GKKFSGrlTSoa 7ZUKUQQEh3BdIoTrIpS6eQi/1M1ZQ1cNt0zPig0icGiVJYTaxTATPWZs3ziF V06fVDFvDOnB73NGcX7niIRH+qPCYsphS2HMeQ3DDzuw446jAh57LoETXodN jZuxi8AZIY/BKUJtJoG0y4Gv3nfgyZuntGoFrc6GHQ8TdKXYvGRQeCuot94m 7sepjqe7wY6eyRfwm+O0mj7wBl5bP0FAmTBI4PQROFfKcGTNYDeMSdEwJUcj wc/TQMR4kcdP8uPzOW+FFT9vFFAMVUZsVNC4qCGGa5sBlq02iAYDl6FqWRZ2 59qxp93Ogu0YocEqpazUPqy1JqOvJDKsUj0Lw1anTvWgRdFrV1HRb4tIVObI wGv6fp28x1QiF7HjtLbbTEoNjFr/UkeENJRJSmgBa6mQlBAdbeRn2nkQHh0s CtIh+uR1UO7fSaNDjnYaGazqY7egVQwzmm1mPEgRkioL3BbShz8WjeLCTSNS Tu9q1OcXoyR6C0pHz2HfKw6sHuqGLYeYiGzAxqYtuJ6YGKQwpUvWYNVmrsON 19Mq8zcHnti9yqWSZVi/NUiPfYQY5q96CIpWyviUlagOfRT+DNeViiTYIDZe LsHQmpfxzP2UC9x/BmdXD9GKbMTj9x35geTjlZdPKP3qrdyvvpD7+xa5CWHn y7VOPq79JyiFoeEChtoehf862XyiLokCcL9iHChvwA7enx4Rqv58D4zv8Pfa q/gdgyDETbCiNATjUGi4tNggxMzdNZlnxuTsyZf8/+8pkXljmfjmSqXMhFdm sSoTKURIHYcMLHNGo4lSwOZKIoUH0dHKo5rCH6EY08a1Ia12VhNvIRZSYgKJ BQrYBQ/HtK7UPSH9OGUlHm4dljwowb4x9SX0UCRx+BfPoDqLWIhqwvrmLdi2 cQd6G+uV9tDiuKMENZmrsXPHBXzxngOP71mrFYgMilB5SFw0HLKXEQN2jYFu +nqgrpIsXya2RJTtYat2nsG12nyq0Tf2OV544ALO3XcKf57o15zF1pWjaJYw tEgYDAKGWbq2TiYBRJfIthiHS3QwSMnXUqF1bBCq9pcIXfv6pFysCi/DYfo1 R4Xst9kgRO3dhbgBM8ESx6P8NmsbuwkymAlWODYIjeNZTvXvkgLCIh9P3n0I KhP6vQN9ZPzfdSIrlxnCvbTAVvIeI5/X0D+jhtioJZPU0agnNhqIi0ZWrG0S cobNhEWTcxjQKEowGqotyE6LxwMExWXylzjK15RDBnC2cgzn7hhSfre59PZL sHR9hVtOOChM6kJdVAvWt1yLazdsR2d9nXaMoPair8mYxPZtxMW7xMXeDSL5 6yMuemsq0UkLRItkoYtYGKwpE3sU9OR4k4K3KIYkErxV4SY2KC4RG7LtFSMY WfdvnHjwPL6990V8s2/vD2Q20URzj6losfJgMkTjXKLiCo0KFxFglkVV3YTW 8kBQYRAS2LNduh2ULM/AzlQbjvQ2CjJY61foALOYPw2+adtGEciwop4qAVE1 4RUl4Iv0r9XlRF/b5KuLZV36JulP4yvlP/oUBVv33n0M61avRBX98tVCut4u pOtr6Leq5VFJcUilxQ214hZEDb1uWr8S9997DM8/+4yA8Xua8R/GKjL+27WU Rz+6W5lwC7RuQDGLFyB10QIY43+J1jsd2PPQn9AQ1YYNrddi47qtaK2pubgM gnvcZoxg67UX8DHl3Ls3jqGtoV5Ea62NDZRfVdOUKtP2TOWW1aCQt1H3A3j0 i6HuUs2W+6NmtNjGMLXlPE5zhdw9z+HzW2/VTjofPHaImMhHi+BC8RTkRlqs zg4YKhIdEgsnEhZC4mJhdM1byKYAdSvycZupHjuabcyBAsQsSiarBQ5Ca1TK 5DIW7DL08tAGcZGK+5yQqyjNx2svv6S5Cn0SLamYPwMLNfK9Uy+fxE/uOYZ7 f3KMfgF6dZ/B5Tin+SPYEjqIvzWPwfHCUz+Q01ztI5JEI3fxQhSvsMBU9xl2 PO/AzS0bcWDqMNYNrxJXM0VH44vaa5dQNNOJ9vZVGB4cxY3rx8QJbE91mcy+ xS45Z0r9bGZKvLmRQo1iXmW7h7wW7/dcqu1B7tw4iZN/Po+12y/gzMPncP7Y b/HJ9bdcLpdSFyNTaN9KNm61FrsJ816uiNeQq+y06OY8SyFfZFwRjZRZDUIN 2R31KXnoD7bgrpombG+rFKL37kL3202ofvfU2jTVb44yhRKy7HJ3kRpyWQEl 585VQJ+8TjMtb9TxTgh/1yHf++ijj7Br165pFnwUN4YN4cNOsuCfnvq+iwXn I37JQuQsWQyzxxIYo+4X5wAHHn8BVcGBGKM5Z8nIRF5cHPLj41GYkgxzVibs FRVo5IMgAreuvA3r1n6Oz/7qwKN3bFU3UsR+M+8Rkz+nhFcZ5Lp5P6VPZL1K 5tsrYrseLhTjHRQ3sW3H+yeP3HdUZrqzcPLVC9h0owNvPPxvXDj6c/zr0ac0 V3Td1Ki0KrlyS5FBKJXN1lqg64XkVMsahF0v0USuB1SRaxo6u7IEcEVEDjbE VuJIZ4ub0Kf9MfejEF+Na0Npb8Brfl9NFTff1GaypgFc7tQAHi1XlCRvWTP6 35hZXex5f1Y185FbjmNX50b87aW3dGZ+DLdFDuOTfjLzS5qZ1f4nqUs8UOTl hUJvD6Qk3ILEjCJKFcOR6L2I3PUclOZkoKS4SFSPc2Eum7fEWIyUkCDEeXsh xScS69d+i0//4sAjd2xTtzgMYo/DTexwdMuUlB6vnTeausnE3WRidXTVWsUO WScP3iGjcUbNSMnIZx247mZZenfoCVz4yxvaMXCTOU9Zs3naWhQ1OoOzL6m7 lDEyywXbolh4tiLaz+rO0roXifazcpRPDm7KrcPeznq4KfL9bNZLFa1nMiyP UVq1RVBHYQkL3o5xI0uyrkGY13266K1qV/1OgbSr2qeT070Gesg8jbOzs9vl 2zevOYw7zDvw25oteKhq0sByMG64d/dDBhznl/so7KI0uPF6HIoZxr9Gx/Dn /Tca8AC9PZ9eH9bKKzbSH6kM6RAto6tCulAdQglbSC/sFMzX0NIddPUCBF/l j+i5KxC5YDHCFi5EpE8A0mJjxA1MS36uAIHneFNdLSqKipBGMCQuX+aGpOVc PZDkvQxrVp3DP9924I71w7AmJ8BekGNAh2Cik5jotCmDvmM33sl6Fh01PLvU /Ykdm6Z4Z+sSNVB53YEb9jjwLhe03fkQLrz1msxDLiEKaJqzHqEgQNMkdBMM fE/RZBIMWJgBgYCQ2Su16iFQVL4vkyrf9OsVGtHsb8S+8ibsbLMLHeTxSkUp 9hIBwSyhDcuBWwdlNSNVVqfmsVMiVtpfyMTmz5TYudhfida3bNkiXHgFvzdT FZoSnwRidcXjuLPu9zh97XPoiDmGjth70BF3HJ3xD6Az4WF0Jj6KrqQnaDyF ruSn0ZXyC3HWcTx+GF9OjeHhkX3oznwe3Vl/Ej+3O+ckuvNOK18XnkFP0Vn0 GF9Hj+kN9JjfosDmL/To3kHQNd4InL8CwYuW0mKxFHErVsCcn695iLLiQhQk xMAaF05WKRYCY9yUNS80mJ5PyvJl9OLNB7Grpv6NTwiT/RTVsdpaMo1c+kO8 a9FWrexaGNDO6307nxS32UVmygtCi92Mh+47Jp7EpZKS0286sPt2WTK27x5c ePOMbMRCMbKJKSkUQ1kNrnFdDcxKB84Oi6K+6mx5oFOD13wFpRkVilA/s1Kf mo/xiHIcam7F+oZywcpsZsRNIOJOUUm1EMgeqbY6b2HO0u4GCSXhykKhvzpT ojcDI2pGVznDbuJ3V85chVX1Z3Dspq9x6hcObN19AV3XOtC5lcY2Gttp7KSw 4XoaNzjQvovGTQ5xSPFo0gi+XjeKowcfQ8teB5pvkwd/j/1ebQf46DO01D8r x3P8azz6PJ9iN40cRhj3EUtMQJnVqlFSSutKDt9t8ZqPNK95SPeai9L4cIq2 itHOmq8dZj7LrCNwCokJblWQRtRMjX+DT96iaGTjBMusGoTe6iyk0CpmK8xB Cz1iMWxCwVm+8u6FBQ9RonqFZOUV+hH79jvw4SOf48Jth3H+9VflTpe7jhUh jmdwVuterij0Cpei44RVTqd1DRhUOgcIPXXBCTFRHZmPrSl2HO5rU9R6FVH1 Hwilw3Eppu7yWYpPc7woewmIi2XjYhgN4t6Dm8aOc1PgP/JzcSbounmgeh01 lnrt9W+wZ9+7+M3v3sUbb390mfwxNlo6nk4bxbnNo0qSKdLNWXKj8sSLL2B8 sA9NlN030mJht9mQn5GOxEAfxHkuQKLnImR6LUSW9wJkLJuHDLJ+B1m+k0YX l1R08YPvNnNRbwMhUJEQi4mRr/EPmuMHNk8hg70IN7G4DOksuEvmz6V1qJ6e Wn01D8qtaGzZsFLsT1wpzb5uzcc4dJALoT7Dt7sP4NzZV+Wv7I6mGcxOU0Zr Iy0sb1EsXzKT5ZV+BoM67yAkLdnyfgXYbeRNwhpVpllYv7rEXRj7Cp12vkWs J30sEScFP8erlbJsnbStmvrrkzwfVzPrj6xmMvN3nNur5tUvUup7DSE9+G3W KM5vH5VL0pzpP1J8vqhYx16NBnaUpSbR9T5syTxEe8xHgud8JHr4oX5JHEaC QpHhPY+MnaYA0M0vPZZipbjrCowOfomP3nDgJzduQWV8LCrEiEF5HA0KT8pi YlCdkYH77j2G06dO/lhafMN1X+OeQw7885GPcW7XXnzz6ivaEbKwuIksbnKq YCoT/ceiTPQik5daXU3Otc3lUuxVZ/K6tHx0hlhxoKYVOzrtymS/RDO3Iup6 mTgJ4fBxoLbS1c4s7lqtSBj/F4bWW+D/kaFbQ/rwfMEoLtwwIg2tdBlkw3I2 yR9qIczRw3dR0m5EvbUQDZQ8N5TwzlkjvV6K5IDliFo6n2b8fCR7RKN0cRbW +saiISdNs68BvRZKt7mE6vuicoW/Gu77Ah9S0Pf4vpvQR5bpNRWLqj5Rc0oL R5eoji7EzrFxrZXzpl3n8cBRBz57+EN8veNmfHX6FfnLk6WNOkvz/QuTaukr tIJgrl5XLd1VqhOvLpOip4qlFa9+iTB0fVohVsVW4VBnu6LNzFN7jEWrVVu7 SQFfPs3geT0q5AmdWo/KVQttPutTvv/fZp6NLjLzSfMoHLeMuMzb/fv3SxWh S5x1Ti+fkCYWZlYsfLlo5s3tkFtLioWivTk+EiVx6chdXIBhzwSsohnZYzWi V9R/cBWdm1o7J2pC3ERr+Ssw2P05/v6aA0/sv1kpXyKjcy0dN4bo5ZJOMnwP GZ6rjK8fG1dtvuXWC3j0mANfPPw+vti8E5+9+Iq2P8A25+raFvXOjWJzE58A azbXZrfVVbBcbOew1S/VZreiUVwKq38uduTU49BwK2eAbGFlchvUyW1VBA8v FTcT+upk8Mel3+KGQrHomT7ktLo+IZRWV7u36XUMK7VV1lndcsUMP+JSaWTe jB+ixO7lilE8s7Fbm7EcPKpFQ+oxAZcPs2kbrYXQ27ZF2LYI7WTfDrJUJ40u GkX+JrQsTsXWsDj0CduSVQ3CpD/CoNUoqjF4DMnPA52f4YMzDjy5f7eoz2Cz cyUQ16mJwkmTYuheo1Iw+ejhw1dLyrfe4cBTP3Hgq4fegeOBB1T7bp0YVezL Bf5GvX1/LO1ruUiqW3jwMkVHykXdVdq3o8iI2kAj9pY1Y3t7rVC+NAh911ma JrWq2qvoU/NXlyjvs4yxHKPK1RS15zifYYoAzi7tb3Oxv35uTrO/PtjvmsFJ qPqwqmdeP3kt2upbMNDcgp9t6MK7776rxbUPHDss7Mujifez2cBXSBMXo00z sZFMbEQ3jYpYM0oW52L9iniMF+VztRcX2vBRN5dTcLHElRgm8/a1fYr3XyXz HtgjTD4ky3CEma1FWjliHzlh1cRc8qXY+HvYQUHZL+914OsH34bj+D3iXS5O bjYWaAZuMRJhXCL6IxedMOG3pVB1t6reO92+UtW0Nr0Q/ZHlONDUhrWNlQZh 4FlSxFeVqFVM68amdRPWvJyMZhWue9R5h0MUy3c31JBxq+n9YlGx/OTxwzOe 8v9fWtVNzmC26ttvv+1SeHrtmhuwPmYA7zaOwfH8T6V1rxIOusFSoFqXjFuo eeeW7zAve2WukMlbQr++ZzLWZmSJcqshtjAZ1x0jZOEfoLf5E7z3Cs3CO/fS O8oRNpc5CCuXKBbmyawq6HOxaXdRgXJcvRg3Hnbgd/dxDcfruHDPXaLst4mv 5hRrhnVKD8mZq8pmdagKcN81c6Xwall0PtYn1+Cuvg5Vt1axrptiXZti4VnC vm5ykrJRxYGbXZuqYzUmce9IbNzWVQirPnH88EySsy5GVdTzuRCRDUufO8Xb V7rYVV1gVVvyrrzqifm/86789aFD+Hs72faPT2kzl71zo7VA2FUUMLBRrxT9 2Hnmch92p1lNWvETFz6ZAin5XZqJ7aEJXCun1DeJipWRMrLvaBlvlPY0fIx3 /0z2PXg7v20QRnZzMbNBVNS5CxNzPV0fTczHjhxSTLwIt97twLOiAuMVnD+y D41Finm5eHa6eYWCksWpiiaaKAuRP6sm8qe/6jJIE7c0oAA3Fjdid1+TIk0s HLNi31HdzHUXr7MU+9r1Qxy6iqsG+vJuvrzDxbSDdpNaFq0/Tl2hM7FBmEyZ vK5HLLOFkdnu+upwdr1sWHdpRN6L3xMxhI97xSWgWZpXPoRGS77OtvScf0Cv 3HacbcvT1jllOZhSbTtAwxZvRYlHAdb7JGKlsUCY1Y3NSoyXs227aj/CO6cd +Oldd/CJg0EcHl4mTpaHS8m2pYp91RK3QWHfAnLS+VIKawH6J77AH0Upxcs4 OdzrrIounm5Yi86wSoPgrmnqjXrDtvGtWMqT9tpacV1nrShZdROmdROmFaWr wqjylfWXpEFHeNN4lGshyZwGYU/yVmRRLo/u7mjjRz9TPfEKV0+sD5XbdGup 3usyEPw1/4hLpdX4RsPB6GF8OkzGPPGkakwuLlEqjQq0SiODsOMV2iwVZWdk ud4SZ3ki1xVxRVG+hwVDXmm4LiWNT3rNbESWZCnncs9O24f46ym2JIfnbN3L xRmSKqrJcrFs0uHSImnOQjJnAa27+Xj8qGye4IZ7jx2hH3bv0SNYNzkuhhuO HxXvHTmiPQy1TeTJl77B6PpzOClqJv6IF/u6ldJkaX9ND8Y8g2TcTHKHUtHP ll6EkdhqHOjowOrGClEGZtARMCIFKxXbu4kESthdOGxh/ZEakVnRbB6p5UGO mygYJgaGaDm+4bpN7KlnKviVDFwj/5P+KmKLbuVVU6Ft27a5eGr+mmMt9ZCN 99R/EjeMLybGcOHlJ93lzsgrJ18SE7tZ8qCWlTANbVbFa6szu0f12oIHrQRR VJrVJlrR4JVDHjyRa0fY8iK3ICbGK5xjgkZ71Qd4+6QDP7vrAEFTIQDhw0YJ ieijLjSFFUiGS5yFZ30Eibv8x58+eQLHiZIqCtiqadjEKIadRg2NWjOvB7Um 3nyso9daIw9O+2vI5S/C/cTRaVrj+aedPPUtVl57Hn8WBRbP4Pn2TsmPKzuq EJbWglZKDnbpJQclO4UBudiUWY8Dwx2K7FMVU6Njx1YiBksRlhgEOpcIcMTl OTGUO/AjfHFuRFwnZnz0Rcn8u/OkZ08+U3Y+jSF9RNeo8yP61Z5/1PS8S++a VN9SFtKJhxP5Psoozp1+XNU/40oFZ5mSwlKLXCWUojWjqGDUylp1lYsqS1y/ 2plnhXVZMdb6pmBzfo4oORkXg4+vJvgMc6LSTGtoW8V7ePME0XToTvHOhKhC YazcFUFfRkqRqTaI2qTZClGiOikfjx1THsd9RNLGleNcWUQh4iX0ShTRqKVR R6OeRgPvtzaKS5yNBFSTHPQeobUQjeRsGggt1mNkJVyuST755wtYt+MCzrJk 0LFf47d17Yr+kqqqYnaKVLXq9FeFLqDqlHRd68sDi7GrpAXXttcJKVaDqmjJ Vy81F6TeBTYIjty1crNhRVWB3q7lVr+CJFmpzOXt/Bw4dGRzEwIznQT/B6Bq pyV5M91Dm/0fgOJT3qdSR/DvjaP46u9n1ICkUZ6fN1sKnUWQP9RY6lB5KjHp StwUnvS1bVzHVOBNK/ryDGxLyWBCLG4EDD2MyUpuJdZa/g7eeIk5OkjvmBWW Kk0Y5yFrIfTi0CNlssytlFxTST6up+jXzkUcNfxL1opKzTqrBIdGI40mcfYv ewUyRq3iyj/NDiP/B84yFqFFrFlFIn5pYpVEGvceP4nNNzrwJleRHPkZ9pXV O6WjpDiPqnPWKn2TEOeRvknFqIoyy9aIcuxtaMeWrhpNks7AOjTMEmE0JDBi fMS1ctGphwBy59pVg9CVcZPUmHDTpknNSajksF3VAx59djkNHf0Bj22aL5oJ ne99JzpuqA/pwa8zleskCjdzxcKmr73gk3fFETmrZ9VSarU+UgWHi+CGdOBw MWR9cinqlhfQApeMNSVFBo0dehFFh81lf8Frf3Lg6UN30TtmAZHipL6ng8g0 rW5KgSg/wh8Jvh7MDTsfwQ2NBjkaaTTzJjQfVLuLg+E2szLazcVuaDfxC9Gz AG1ETxutXK1ED4+WgiLUlYxj+y0O/IULE+56DFttVUq/MOmANHrI+agqeZq0 k1TKM8bkYzzRjn09nZrQloH5cRMSRrMENkJAQ4IzJO7YDHIINMj1buL696Cg h4VcuPj97OmTmF7Ax6b1nSGN/Q/0VH7HSqbfQfz+DGmTSk9LSC+ezVPuk2jL GEWiXLOh0FOkVAgoNRtoo9FuMclljCvtdJW1soRSXNJR6aFla6yClrMVZqz2 T8O1+XmiV7gbYWIlV8b4TFXxZdO3cOaPDrz61L3i+0kxzEIamTEar5Rqnbrm C20F6W5I8vPgM2hCRwWHgWliaEQVqPjVufMlw8Mn13xozaPTXOyOThP9t04B Twe9skRRB7kfFikS4kQEUGPZOHbtdeA9rlk4cD+ura7QySzpdMFKnDKLSgW9 IrVUFFiAawsaccdYu6JwK+DpZ3gGBDyamoC4K2tlbJguhmeA4RlQtAMYHlZU uXHjpNxeVSz49NNPa/D4/O/w6A8dy/5DGKTmxj+cAZ7Zcnl69dRb6AjpwlNp ffh43YB6aKfxYy7U+FH76HJNn3qRo1utzC518qOwQ0kED+KG2eGqvYqIUvRy xVd8imTnUuLEKrSJeTRY38Arzzvwzemf0/eCKYMAaLairi0XMxWh9sIMJBM5 bkgR/FTkpWvORmVHywKYHz75nqWcfZudQzn97maIWB9oros2UAfB01Ixjj13 OPDBI1/iwh3HsKWqXApP6DS61GpqHTysSFUZbMGuyjZs7KgTilO9QgigiitX 1OvWfNm6X161Frdda5TbrlZGRbxYBDVmoXOyixYsdd6rgbNzl8x1dVnuSo0+ Cbd8RxKuX7CumoGaS+Tra0RNZ8Yobgzrw3O5A3ivsQsnNhxw09GjdK8tlBVj Kj1XSXqUckHu+K7V+HIlaLmOngquynbWezamlsHuW4zrQlOxvqRY8DPF1T9T oo14nfksTj/nwLdnfkt/1ZQ4DlTErqUDEvrsCj0dRRnMjBtS/T3xA3r1gDk5 RlmlVIejpY/F+ooJPk8VxIgj1R6zPDdfKI9OnYOPULt4yGPULvJE7ZVj2H9A qYY5v/cubK4sU0DSKWU10xKmib3RKE0rREd0Ffa0dmKsoVKVfjKIW/vu2r19 vjDdx1lYn2gWzlW+fFWah5tSrt0nMOJi/Bs3TbksH7qI+T9hNEc6DP1Z2ddf f22c5n84lZ++6TpnBpc2W5LUV7IV63PuxHHTXXh35DC+vWU3/nrDTWqP6q2T o1ofZBqySogZ+hHZRVaLM0W6emJ9pamgSF81TNRYfEuwMiCDPHo+q/i7C4Lc KdP+M04948D5N57jdxSIZkvdaSdAHcWZghhmxw1p9HoZvXrAmhLj6nKsurM8 wX+3WL+IHMGMGFx40SeKpvn8nb8Sn+VZfK+mssMHs1eJM3k+mq0p+w0OH3Tg 40c+pee1DxvKyy5SfRB3o2XFf1FMISbT6rBnoFOv/mAQF6TdtOvRvSJw5kpx +i2JIPVmtKgQ7xUqYXqRh64a0+UzhM4rZkjjpyHEWZeu/rbwv1jCrlR21Zx3 bXQfbt+J12wMmh/C9v/T23XHV1Vl6+/dm4AFRZHQpSWRFuRCEhIILRCSEEKS m97rTSUdSCGhGkApGQHxUZzxPXVGEbCXgafOjO+JbcQCY3fUwYKVcZhxxiny 9trl3H1Ozo3X98fL73eSyyW5+5z1rb32Wnut/a2S03hyw1lcOPox/v6rV/HR Y0/i/Gv/LTffQpgrydY5t9KxVKNIpTbdLavQhJ6JSkWvpTL0LM+iZ0yqXezK n52L+mnLsW9uLNOiLKZPWcQLjfW03hVlojj1DE4/xwzrB6/wf1Pf83XUCoVU zskVrj41niubgxQtAEuYtl2GLKZp9lqWxnQsjWlYGtOsNKr24NQ57NUq8S2V M+mwNY4nCbXEP7E48YRh6gqUlb2Eo7+4iG8e/Rp/33MAm7NyTVQOHk27VkxP wXZ3FXpbqvTT96o0vUErTXfy89JOU2k6HTwwnT7YI23TIAukpAJ6a2UVzpsU y1zYm+RHOG8lIxD/EmuY/p66DdUYtzX9JG7p/gqP3nURX77GRPXaN/jo1Gu4 8MVZqVWjpFbJwgitv7U46+Luo1UtptpXqVX5UqsKsgytak7NQeG0dGyftQQ7 05c7uUoFYD1ToKKUV/HqSXbLfzjt4Bo1gOsUkeYqK5YaNZ1p0QSuSg7EceuV zda+WqlHSpcoCaLpkqmqRGcaSQvgdQgBWho6VSlaCoI0pqYVBlNTRc0rzEO4 iAuPfI6/7roF69NzDWoH1dbFHZuMglnZ2F1Sh431pZbD+D6K3Ok70y46gl/P taueH00Uhx4ycDNTrsESY1IgpVihNsG+RbH0cC3BZsWzKpadz2WnWOrQkCqz f+f1b7Gl51M8duwczjx7Dr9/4xzef/9D8adB8KRqOuW26pSlwz3XqQyvTlGH e1kj25GfZegUC/F5Hj49LBdrpydgT2ICvEqVhYLk3+LlZ9jtnn3dTqnShEKR PgUgLmwiUcqSkcpZOMeSMU0zSpSolIVollqpzkEUO2QKGhu3LGsgjaLvA7GG qlwyU41Lr2hxcN6lwWhlitVCDRYbX8Xj91Kd0qf405Zeg5unlFktYnlIjWWO 2Jwi7FtZj5byXH6Gn3kU+fT4+hl+Xg3vRB0xO9TJExOZ/MREbUk6Hrn/8NU2 HnjIj9OiOD+C/lFyvbTUDTv0RU8/dqZ2It/+4Dvc/ktm8l76Em+du6BiOvKl KmVT7WrZZliV59X20R5RnqWqrLn25GcK7eH1dwUU91IJB6lPZVwuathasHfO Yjb+Oj4h85efxEv/ze7447cgGnmINggNafFcY+KmTQgkjWFCIJWJZ1cuU5qV mtI0cSvTzJWDp2PZtYqfFlfVMQPQxktkmK4EmUpiVmeaCyZWGQxdyahZ9Rqe 5KVOZ/H6lh7ERUYg6roQzBgehJih49AWHo/VSQn8FL8DlXn0NFXswekUfzWf MjW021hTlBVAR/jVaYldW9cbMCkN0Z3rEO095adYNEQ/WBgrbYIPt8iu6bRD /olFYZROipsaI/gIOSNmX9LWPoqQk2FU4fLu6lrBtSzGNGq2SBOa3TnIm56F beFLsYs5VesoKiFa7EuQu+wpvPg0u6NP3uWk7uu0fgPuqOm0HE3A5VwllhpX MPt3MFOOYCSwqzxpqVQOkYHhyiFIsgK4ZpAJ4WYkW9TW0EF/Nx3dJcoQRTUz TPIXpUj+Ii93EeXjb2ae9dP3UZHU+1gaEozIEUFYMHwYUoaGoD70epReFww3 05ZyJpEK7zl+OsbvoJP7AagkbocqfnyfTs+8KcmDhvajE3qQHWrWCR3M+X7E 7RP8XHuUoRJaMVpjqdTqhbhWuKVWZHCtaORakfmjtKKLWQT39flon7EMB5Ys IXsgnMHiu/H8r9n9fPp7ito5HQax+TakJSgbwY2Dg7TBydXByZUhkV313DrQ wjKAp+JatIKcVUIPOHMVHQ7hNTnpvNCKXzlufuJfHv4fKeutUrViDclFlKlx EaUvx+P3/BxZubcidvoCuKdHIyc0BAkjrkXh6Clom+lC7YxgZI8dihx2fyVM MKV0MeUoyydTUsZPtKmjE+Xa0YmRFttAQAbbBONSNxTnkR6Mx/gRiQcb64fD CKjUSqIvXEInLuNti6tkd1evPqhK7nRZr89CFlKIIC8NuVHIK/t0a+pApZyk DlXxefDMcGP3nCXYkp/GYM/iSlFf9As8+xRTiXMf8PcUnT6zEGZ1wJXsNTMN YfLyUiwbJVpNljItQXQmOYcCDJ6h9mz+k+q0aIe2M0ccEu8UTAA54rtM7Cta GSYi4pURyX0vAVFZ3HxEjhuF8NBoJE9fjPIZMaiYNAU1oS50z49E2bTxKJ0y GiWTR6Cnjdpc3Xf0MPt2jH2jMxVOOlVhTFHFWKp7qxPlewSriq8tWqFnNaP9 CK7tiKSFBlzDiUMrUxU/o5c8VNXySw0Q9aCyx++qvEyvChR4VYBX7Yti3gCu A7muHNwQnoCd7mQHB9vJXPuf45kn2ON/9gcJfRAnUV4y1WsNCPx4uSpYoS9Y OLcv9JmK4y7dqAFycPQDOP4d6spNHyhKgQj6YYIpIMdc0SF4YwTwilIofbYL EWNGI3rseCwIjUNhRAKaoheibXYE1sdHodIVjKqZE1E9cxwe2r9LxRu696iM tr5r0g+qEX4Et3bN71TXZm7rtfqyKo2RmM5z80a3qu2i1rl5dZ632W17gWx2 KwsDdWALYvLR6krGgcVxAthLUZd3F54+QcB+xN8hUEvi5iJuKoEqgBUW/gpO mZ5ggBrKueYaVZ7TwiNmBtTpBZQzAlH9zgBe2aV/URFGJzG/0FeQwQjRnmuH tWCCcTMfccbwCQgfMRnzR0UidUY8KqLjsdIVgaYZ01AVcR1qZoegNmoiKiLG GLsVhMqpU6f4v8bb7GBYQNZDhJk+Ak2a+QrkKJ8gDxF951UbWKMbnuitqYoH 6zWQm1Xf+TxTe27Ren6QwLlIlm6TAU/IR6krA73RS9GT5+Z8vzU5d+LXxxnI n3/i4Aj3sdvEyUsE5FfKWeslg1Y+XbNKZhtVNRkM4AxVDUErNh33pZx2p7qo FoKqay7l0CqI9deUuaYvwppIXniJJpHb1SxeiobYeJSHxSE9tIC5e1GIGRfL bikRWVHLkcMmc+H1MWiYNRNrZk9HzdzrUBcTgh112QbIukc33gYRE8gD+Cwl 741Wb5rRkvd3mh8h4VwbFRoiJ3UFL7YQff1E0ZfofshNtWpJKSuArUT3osBL tWMXk7qDF3cR3FdwwLNm5mFDeCL2rkjkYFdn34GnHmdgf3FOtF4oITM93oo2 4TzYRP2dz6ezPfvbai/SHOh2wePEK/LyMgI4yoHoYt/pi35Sall4NIRzEH9N aNcuSUDD4gRUTGcxwwzm788uQdeiZmxI6UZV4nrEhC3DgtnJSFyUgrS585AV HYPsWUwRZs9H65xwtM+/nrcWfOj23camNgF98OBBDsU4m3BOAq12mXy54HLj 22DUneyHOV9gs0II5K8yOjry7nhpbtkdL71PF12D4TvP1LvcwaEPMNqXU1Vf B8VthP1AFMwrYNqfgltj4zgDaVXmf+KJRwn3z0k/+AaJF/dgL+qXyjYtXuQ9 y+JFytiY44QukbwF8LKDNoU84a1Ad0jQiQykS7sE6PRqBH9duyQRDeyirzoN 8I0p69BTsAVba27C1tabcMPaG7F1/Y3MR4vArPEhWDBlCpYxE54eEYbcqAgU zElAVXQuDrhW486IbLx+6lmVF9MdsbH/F/zFeyrEn2SZ8Xa4x9rgfo2088QM 6ZFto1QXPr2Tp96EVuBubvS9hjtlBPtgHXh+NaXnoHBWFrazRW4HWwQ96bfj xMMX8f0XX6KDYV7E1m6O+lSvXaeGPMRoHcBBT4t0KTYnB0c7UKf0M2a5gxcK kEGXpQLsWpvHIui1+SyWpkKT0VxoK5csQ0nYUv66JbIYnQua+esb8hm01dux rXUHetZux8a6BqxrqBe8MLmCF8aTsAiucSGInjoVS1zTkBwZhow5YcibH8GM /DbUuH6O/a41eN6z06jeITAUrgprPRQTobuozAnQAyk9KAu1IGxn0+N8IjyU cz0SBzV1svPI1kCq3KlG9mrlfS+1fq1GO/cCL8qyT7aTQzyIA5w+qwBrI5Kw O3kZ+9if4fEHCdyvOLiFHNwJHNylUwW0Tg7tlRxalbxo1FjYTOVDOd4SEMK1 g/DslKCyzyBUW1JSUbs4CVVRSfBMT+VYts1rQnfSOv66p3IHtjbv5K83rmzE usZGxfuSl0actpL3pyNPkDptWdUEFwu15rCpvIThmzQ3DKnzw5AWk4U0129R 7foFbnW14TkNY907u/YHMIY9abXulk/0I9hKsEFb7AwN5k2gqA1chdYGrlKV bGd7O/M2GJ15vY2leTEbnEan0zV8V7+NM9F6EvNQHe7GnoVsKUzej0fvJ6i/ 5kewLFDTXJ5KWE8NZXpSxuy1ou4yGPcshGxGqj2XzorkUVUPTeEmKj9n8JbP XobSaSmom1mA1rkN6ExY55Bp2xuadmFzxy42Y5vlSWi2shdk8Kbka7WCMc70 4+AsLlcaPBwnjgqZv/jiCzh0cB9uv20f/uOn+/h7p1/8M4e80nUP9rnaCXK9 rEq5atfaQCERv9LYKLHDeawf23DLbT48SNptU+skt7mMyGjzm2tuvKjqzlRH W17yyiBaU6iafmUxqHKRG56DLdEJaIvbg4ePXcS/vvgjr50uIJynUNKPz+ep ZKoZxmOQEuHSyPcyzMR7Oj2bxLmeOkYuSkJxZCLyp6xA5Yx8NEbVY3VcN9Zm bMX60p3YWM9QbduFda0bmC1uxlpPOS/Y6aaSLoJ4kKyn8F68rKvA22mW0zrl M/PN8F6VmzRQuk+nX7yAbs+b8LgO4xZXB55ls1nHVnlnql2b7ij7xFaPukbb RF3Wsykp2h4M+WtebK8SrbGSRX+i8jTZn8jojJtpg6+pMy4vK3R4m2NdzmsK 3RFFWB2RjJb5u/HAEQL1G064SaAunjKRARtMuMLB246OYN9DsYLhSoRLHFud VDFbYZuJmqRUFC9MQh5z67MmJbP1NRc1kXVoju3CmrQtzN3bie7aXnSv7kVX ywZ0NbQQloFUN0NbtUZP9gw5cXmrS9Xfmii80kytg9vzk1l4uVyd6SEgK1z3 Yq+rEye9c1T3stQWmB5Ohfj2shQ5g14iOaIfq6wQddsgOkzOVt7TYoUbZYSo JNXUm6uoWq2VsjmnjqhqeCbaToWISj9Z7Ve2LB9lERnIvP4G3HeYQL2ArJhI 5BmgSmCnUJfjUPY61NiMF6B6GbTy5iUhw5WA1NDlyJuSg/KZNaib34nm5B6s yd+BjupedLb0oqNpIzpXtqDDU0HZXwcvKXDyPfpufvEsHTFqdPEilLXSHHcW 0g4L8acMMDOoEKgFKwjUywxQ30K56wj2uNbqoOru1CjfoNqVZAz1IzzKslm9 h6spKQHkTUncqk4q09QdR/DgZpm7q4oOOQ5vU5LLeIFd6rxIhA0bhcVjMnFb 78t486nnkDgsCAuDrsHC4LEMPGZhlzDUhiA5fAaKE+MN3NLnLkPe3CQkTkxC +nVZKLy+Cp457ahbdgOacnZglacXqxvZ1bABbbUtWFNeQdl6L58RLwySSZVC OnHVzcsfu9h3NRMJJ9oK6SxM78tupFhvZOfOy6VZ7fa8jTLXUex2deEZZlK/ evFNI+jV9ymteQoNuWvkf+kH/Yb42MLSkcu1QW6EdIhU948S2f3DWoOk+Gyt 7WQa+JRrJNiosm00h2zGyKGYFRSCRUOnIy9sITOm85ExJggJo4Zg7vAhWETQ TQ7GcoZZalQCMqKWIXZsIpImZiBragWKItfAE7eZ4bgdDaW9aFzZi6aVG9Ba 3YLWsgqjwsLB02BOo8qik98M56LqIhe8m25LzrFMAdZlHCjRYjVdUtdY6GsK OWCDNLxKXcfwE1c3HnZV4WuGl91ulJppen4x2IyX7tgM9iNcKbD5SDGM6K1R zGaY6K0hqi4qjIZxWaJTi1bKs5KLpp4E0sBxIoxmjhyGmOHM7g2bheKZS9Ae F4v84JEoCh2B+ez/548OxqKxS5E4Pg3uSaXIndmKooUbmUd1I6oKd6GG2brK pl7Ue1pQU9nC0xKt1loGA6cAb8JSVMQ4BK0Qza5L+eyiRs7qZ5f8SaCpzri0 T0I5gyJONyjJZzqKBGbUcPQKA7R3UOK6D72u9XjIBjTlu4y0mREm0AIM0Iia 9t1331U8yz4CjxIbyMTCOpn3glHNLooZZKWyiZWHml1QJzjZ6KLG0uiijuG1 gq1WrhHDEDliJGJHjUbC6NkoZzOnK2kpyidPxcqwMMSOHgn31DwUzluP0qRt qGBWrqJiF0qZi1hV1sReN/dle8sxqk8cPOcQ4E0n6gUoTm9WkR9i7iJF6qLa nS5ebrKWkPL2MHZ4u8IGCJaY4lTVgXOwhlGx6wHscm3og5Hul6ij7XoazoKR 3juL/elAbW75ChrKbYASUcrlomFPeoaRxCjV+03kUdtaamOuKlSqmUAmIjlm NgNoJKJGXou4seOQNCESFcxVaJwbh+Y5cWhfHA/3tClIjY5HWe0OVBY3oqy0 0ZTlqzVl+jT2plzJzaZn+yRCRtJXJH4DJNeLKgXokokiHSNB+GLGqEPDaHXh iqsMjN5FketB7HBt7IOROkrjXf/NIZgJo0CT568oJ5w2i5Y1kV5pA5TYEJ6E 37HPI8J/+jI1fmCCKs8XBSMVLBjysCtpbhRcw8cgevQ4xE2YgNTrwtE0bwla lzNH2Z2M1oQ5yIuYgoVjhyNjdrjM45jTsEQG4aVfEjOoyQSQNyPv4BA5DYA6 CuUsckhurSI1g9ZSEUsnbx1aTIcpOoiMpySdU7eIFqKibSNRt9y6Ze3VGjaF roew3bUJD1qw0R0JVd2ix2cmbAaZfHj1up+dlWob14SnVZ1io/jYkcNsRvRs Wo+C3AwU5mWgiK78DMRHR2HWqAmYMyEESyZNR8HMhVizPAnNiXNRFTMVNfMm o2bBdVjAQChYHGthZdAzpxkic5qlcyR5c+Iak46DZ1rMOPD0OJxGlcTaIplU 5WDQfxRnEiJemhXRsHCAt42mbKW5RtDpDNEwKXA9jJtcm/GAq5pjEqpJSzkL ChPdLTdhcgnXaTt+QmnAVtpgMF6aQ92jZ1+XyP8MHxOC6NBJzPOKRmVsIlZl J6N4bhgq5k+DZ+EUeBZNQuqsyd5ufXIGVGk5DiX4emuGS6atdQojI8slMl2C 2GagQW2jZzjFayrcIakHCFaUkkzZvVRKP5BLv51faWhj0l9VlCJDFhL9e8h3 PYIbXT2430b0askPshGcFP0QubaTXx0cHIzu7m4ucvpif9oo/1IvBO1X5GPx 25PP4/qJLiTNWgLPihUoSYxBbkwYChdOQ3HsVBTGTsJ9d9wmOtrJhCKlF0QC 2ZxW0pOKonmsTC0ZtEKG2IXOB3rzi1qe0akxCnXqjEIlFIW2l0gGiUATAclq 2dYuyCTsR7HVtQX32Qhbrd1DfQtbrd0PPvggP6LCfCsSdtOPF/JpNvjmebdg dXYDspLjkRgVhpR5YUhnQk5jen3m5ef5b27v7DKytvqReC5og57Lm79Tum3Q /ORrgpZCdnIZOw3pikwuT+l1FHNGn0wuVS9HhxIvESu0aSQdrcWpchkV4s1z PYYtrm1MvDUm8erLrhKv7r5ONEf3tNRSEnT//v1QstWtDrfbfItOsWhu8xzE s81P4/vXPsNvn3saPz0ktntfOfWCXLCv5gUPFckyJZbi7kNSUSOZTxRBhZ3O Orgwnd7EiUqROYS1aCdz3F7slZ+QodPgpXBwcgEnVonuaJojQhL8PXJdj6PH dSOOWSSoL47X+Jagomska7Bp0yaupMxpabAR4jT5q6SJu5fejgvH3sfF819c Ioe4qaPLm1oyJRzSNR4Gr7QatCRii6TzUGkm4vIQ/AtSVm2ka238KFmbRglj 5WFYzURFp+mbmZqNMgnpl9js2o6jUkh66bRarZSQdO9OCkk5fmoWnzx5EvX9 SOjmyjtwZv0LuPj2Z/jnd38SOncVypanGukY2qrnEpLHxflWvYmpwpuAE2kZ Ns9aaaFfxZsZkD7pqRmxZU8dEYoznSQXe5qBFkkzMFoTTo7rODa5duCIq9ZW OKQxQ2zcKymcEZoG0RykMJJpkNo5VVsBdFXayGyq/HPqTnRH6hH87ZdncfHb C2L3b4jY/qb0xgoms9R0eVLauwVeI09KK7nxLXCV5siT2+D5YhucZEDZjkIh Om+7dCcdsHcaR+up9ptJjJ+RZkvD4/ffc60mrmzXf2GjayfuZeL6yiIutSJc bfOgUlwjteVX6RN5nDLLW+1TRE40Rm7BB7texcUPP5Un2oaIBvKUHkiRTeTd GVw+lTYpAiuHhZEmyBenyPmmsoP2kx18Q9nJW3TzTk3cwGvnx0UnLjf2buuW cYoSzhNY7+rFYYtw9FD3Kt/CGS2VQdlzOnzHFMhOKFPkrx7ZfxwPFTyKf/zP J/j+2/Nib2SwaZPdZxdzG2qGRm6zjSPRA8WR6CJ5yTP1Lca5euNEND/Q2sI7 IHmPRjfJI4gTNAlluZ7EOtdPcI+rziQh3V4PtqiUJqEx2mzbvXu3stdVNvNz smavu+f04tzBN/C3P7wvPvxKLqESuYtdyrSmLN1mJ5unI7JQR92QxW62g2+I BooO21ozZO9pX6e3FzI/L8fP+zYZZzJ3yzOZKrkthPIUul03Yx8Tyi1rDuFw 5x34/NUPjDJW3U7rwlHhsskU2dfJ6LZb2aG+xN0B6PH8O35T8xT+9dI5XPzH 366Stpt2jovVzrFbHi7MzLT0jhY7knVqB1n2jjZ6/QaYev02UhudxhL+jZ9a pZhA9R4XfbMOhxpCeg+ZrmMsFG7FzbNW4zfL1uH0yl789b33+wiJLIkSkr7i T/AtpABNq2xsOO0KqhqjYhvZTdI0bXvsQfzx7ndx8euvrpGaxndxZW/7Uia3 MiY3OpjpUV2SmbyMLsn5Yje3jmS2ksxRPXlI9fzEj34aU1wZsvlQOt564zRf pAJEdH5RxumDpLntaTiBwpn34LbkR/Be13F8fuhJfHhg30RNdso+XanJTj2h lN1V5hH4K8U8oBtzekduqZb0I68dnp/hVPtJXHz9M6ZrfxHe7BV8C7WQrXNF TF7UDbZE6xesb6NW54tt1BruMdVy5pjaIrGVWlcsrlp+5KGWF9XVqVOHLN5/ 5P7D1kbXes2RrhxqM/j43W+jM+cN3L72T/joob/im2fO4eyvn1DHSnQTf4XN Q0sRWo8heZ3yQEP9aI6qHWk7+V1n6NtbOJj0c3z78If45/lPhZt2GY7dI3Y2 eadUJjvVSVedsPIw2VWSha/iZYpVTHC0vVldRBdzKKu5O05tdNVxK7vzt3a8 /UpU7756Hh21Z3HXgfN4+ZkL+OCVczj/xdd2tt6OC36C5nbyqEXlQpXTQF9n zpzxLRsnasOZ9m59CRd/f066wpcaO4n5zGkqZK54MRNKidxJpBNF5fxUUQWx oFTwzK2Hfae+sTu2rKc2wspr1B9ZYajaNr/97ne467EvceevPsEfvrhg3Rei 6ij1yH0iNP2R1S8pV4B0QtkePaseKsclbtcj2Q/g779i0+/bb66VwjU6ZLLr vqP39tmr29azAQ8cu5e3Rn3j9TNj+3nCaJvFSGesMG0S2tvZyzUcKdqiFZwZ 1kKfz8XiwKjt+PiWM/j+7MdYKv/cskVgN2mjLDemU8bZ3KzKquv7FErBqaqY Egz0r2ybdSVE3tVmzy04UXYC/3z+U3z358/iDSi9jQ9UubluK+yI7MReiPTx BpjsAq1Dcvc2x+Yvg7WlqGf+Pnz5n2xafHn+JpuZd6nvgadqBkmJhL5o8P5G 3eY5hOfkrsLFf3y7XftVVRaoaHL0OStHVYylusqrRu56GKXKhfRkwUTtufcu /Q/8+T4enO+w0Vl1B7rFkXcw3aKf0rtUdU26gvV3E7sr78TvNhjx707tJtQG pWK+1G2AvIkZFl0kMShd1GthU23uYIK8A4om70pj0eRxHk322ujdAN934LLo nXSH1JqUqj2P2T1nzm7kViNGu1lTOvV7gTZ/K0edJe9dPfeRI0d8jaYe8ygL fh4ufAz/FMHPbvmrJGSlbzqhoJKUHDBc/hdNdnpMmuh2o6mdSdKt9XN+gs8O 8UBij41uqcfTJ4eID+X5sT6Rywr5F3ZboVs8+/F07VP4/hT3xffa6FGANqAy nXLA2ZoekTKTHjm1R1Y6E2+jCOO0R94Rewjf3MM92n02eqQ+Up/Q8g6ifOiR tNuJ/Qy803M7Xu54Fhff4K7hrfJX9X1RNSf0eSwHnmNRJfpvNm3sBhxrPOnb uG353cqX2i9vXTeYdMk/lRqk7Ll6QNp/9T2IE3Xhm/DOtlPcKTkgR9DVh96R midHiNG0Rj0NE6EdZtfKXyVP4GjOg8oTOCjnna41SrvlIJH0gy+renWuMsF6 Hb5Cb6HP8Z1oj9qBj/f9jq/Yt8nBdYVRc8OiprpDHKgpjuYnqP+PtRldbQzc 4NmH/yo/gX/xVfjzn8q3leLIwcdpptb04LqJN1rQaIZYG13XO7VxQ/Nly4Jb 8dUdfNm9XbOAZHxofsiho/sZUKmTBHuRzQxT22jv/O4DdOT0YG9MC17I3oW/ nThFK+/P5CdRbvH48eN8cBaY9TP2QG1sLZRbaDN2oCE1PgU1dzUQt274Bfak /QxPZP4Uf9p2J/5y4Cc4JAewO5ajKqF0Tezr4Sk3004tdVMWbXO3qh2vrl/q p+/eYwOwxn0/DlScxpneD/H9k+/hixNP4avXnlYmUGVt6YEc/HECrFWwwZqC cyFdYVFria+6nbk2dz/QXiC+bzwQ+za8iUM9X+PlX/4d51/6I86+8gb2aPqg Fcuo7iD6gQpJjppgUX76yX7Z7h4vsdzMD93g26f/gjvv/RIPPf4JnnvtE/zl 2+/QKz/Jl47IhLhwEaWN7TNR1OqrO4sz5Xt6bOHvDf+7QI7uaaDtgTJVviIc JsmR5jRthdidYpplc0/K5FmA7g9w5Q8oUPtRReF8GIcolMeju5Z63aK6Qd2N GWCosTee2SNxtavBUseqlV6JuYlkbQ5oC5oaPtxm5EM/oBvyGQWZi3TM++yh qw/WveVbrfha62kVvsLkS+ewj9rNsvlo64STRTb6hFMfLqJao2ReD0Fn2nxy 7w9YU/poB33wMvG56fL3rUEkvUvlWnR3YTbjbPdP6kLckgG3L6wyVLXrEL1V Ux5lSX0BIB5CVqV7saXLx6dv9t/iiaBe/ugT/Knsk+6gr/fPWhVoGsnnyyUW jPX5p28yh9iM2emvMRK7Ylhhv3JcogFlE9vZkfet8d/OVPQ7ttrGs0R4dmO2 /AjLUt3voFbfgXx0uxEb/NP3+n4HG6TpkBbkBduMV+Ov8Wnud0S1W69HefrO lVKpa21uweO/kVptVWVVPGrVI/oaZzOW3g6kX7MllkijdFffflLrux6JqK1p 3Rsv9A9KkYdDhfwE3UDanWSzK3/N+RE2bJMYTgndYikdfo6Y4b9d2yIGrJIz Xnee6R1pmkfYDJLqn30TS4Scf4GmaE1aZth9elJ/lkw/GiGWOtnizGns/NMD 2H2uCor9sFNieUadZUGXSqxyNLp/tvhHGCSxW2H02bOuiWrlJZiH2Ay1wD/1 FW6RtFuBJnitn657U3P8tTsieBW+Np/yIZq0CGf6YhjbDaLiOD8sy51iGOU7 6+YtWANeLZdX24xmZfbxaVvu1sfqQwTKBx+vgWbds6Klg16r3IzuLk33D7Sj 2h2YiEf1e+GZyQDvah1oiihU7bbdXUz+EfboAX9uxXe6MsCIIuiLicXufpTK +GGtxDKBZfbLnF38Y5eVVPdmWYB9p35+0Mgdt04D76aHlJga367puRqYALRG XHqYau17Q/8a46+dfFLcRqrN+L6zcPZL9wCb+1Cf4Ydd/Y24E6+bMNwezsGa WNTqroowyBGm96XzG/QjDO8z4vNrjOGvthh4Gfw45NsqKDcRuv7gHH5BjNIt b8zOvKtgWnlAg/w1uiJpIQOMgSajbv3MSyyCUec4aP5ZP1a0NcQG/mOAyYJr Hxmg2VFfouZ2VOxUS49mkPH0e/fu5X/zA/J7R/z1ZoultRPH++JXe6S6KINP l0jIgv+jtv/Xm2wmwUc/+F8bDCv8sS49sy38RLzaaGicrzf6GcifR/j/fI1/ +19sRl1J\ \>"]] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{ RowBox[{"Show", "[", RowBox[{"Plot1o", ",", "Plot2", ",", "Plot9", ",", "Plot7", ",", 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]"}]], "Input", CellChangeTimes->{ 3.5829458295702147`*^9, {3.5829459161191673`*^9, 3.582945922015977*^9}}], Cell[BoxData[ Graphics3DBox[{ {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{-2.1523979140000002`, -2.906398588, 0.69919862}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{0.054802054, -2.8572657120000002`, 2.3186938020000003`}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{2.279009556, -2.800573932, 0.721875332}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{1.443750664, -2.811912288, -1.889726}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{-1.2944623100000001`, -2.876162972, -1.901064356}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{2.1523979140000002`, 2.906398588, -0.69919862}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{-0.054802054, 2.8572657120000002`, -2.3186938020000003`}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{-2.279009556, 2.800573932, -0.721875332}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{-1.443750664, 2.811912288, 1.889726}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{1.2944623100000001`, 2.876162972, 1.901064356}, 0.255]}, {RGBColor[1, 0.6666666666666666, NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.8], SphereBox[{0., 0., 0.}, 0.602]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-4.102595146, -3.097260914, 1.326587652}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{0.049132876, -3.0122232440000003`, 4.3709362380000005`}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{4.227317062, -2.906398588, 1.371941076}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{2.649395852, -2.923406122, -3.5526848799999997`}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-2.48498969, -3.038679408, -3.57158214}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{4.102595146, 3.097260914, -1.326587652}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-0.049132876, 3.0122232440000003`, -4.3709362380000005`}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-4.227317062, 2.906398588, -1.371941076}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-2.649395852, 2.923406122, 3.5526848799999997`}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{2.48498969, 3.038679408, 3.57158214}, 0.12]}, Text3DBox["1", {-2.7523979140000003`, -2.906398588, 0.69919862}, {1, 0}], Text3DBox["2", {-0.5451979459999999, -2.8572657120000002`, 2.3186938020000003`}, {1, 0}], Text3DBox["3", {1.679009556, -2.800573932, 0.721875332}, {1, 0}], Text3DBox["4", {0.843750664, -2.811912288, -1.889726}, {1, 0}], Text3DBox["5", {-1.8944623100000002`, -2.876162972, -1.901064356}, {1, 0}], Text3DBox["6", {1.5523979140000002`, 2.906398588, -0.69919862}, {1, 0}], Text3DBox["7", {-0.654802054, 2.8572657120000002`, -2.3186938020000003`}, { 1, 0}], Text3DBox["8", {-2.879009556, 2.800573932, -0.721875332}, {1, 0}], Text3DBox["9", {-2.043750664, 2.811912288, 1.889726}, {1, 0}], Text3DBox["10", {0.6944623100000001, 2.876162972, 1.901064356}, {1, 0}], Text3DBox["11", {-0.6, 0., 0.}, {1, 0}], Text3DBox["12", {-4.702595145999999, -3.097260914, 1.326587652}, {1, 0}], Text3DBox["13", {-0.5508671239999999, -3.0122232440000003`, 4.3709362380000005`}, {1, 0}], Text3DBox["14", {3.627317062, -2.906398588, 1.371941076}, {1, 0}], Text3DBox["15", {2.049395852, -2.923406122, -3.5526848799999997`}, {1, 0}], Text3DBox["16", {-3.08498969, -3.038679408, -3.57158214}, {1, 0}], Text3DBox["17", {3.5025951459999995`, 3.097260914, -1.326587652}, {1, 0}], Text3DBox["18", {-0.649132876, 3.0122232440000003`, -4.3709362380000005`}, {1, 0}], Text3DBox["19", {-4.827317062, 2.906398588, -1.371941076}, {1, 0}], Text3DBox["20", {-3.249395852, 2.923406122, 3.5526848799999997`}, {1, 0}], Text3DBox["21", {1.8849896899999998`, 3.038679408, 3.57158214}, {1, 0}], TubeBox[{{0.054802054, -2.8572657120000002`, 2.3186938020000003`}, {-2.1523979140000002`, -2.906398588, 0.69919862}}, 0.06], TubeBox[{{2.279009556, -2.800573932, 0.721875332}, { 0.054802054, -2.8572657120000002`, 2.3186938020000003`}}, 0.06], TubeBox[{{1.443750664, -2.811912288, -1.889726}, { 2.279009556, -2.800573932, 0.721875332}}, 0.06], TubeBox[{{-1.2944623100000001`, -2.876162972, -1.901064356}, \ {-2.1523979140000002`, -2.906398588, 0.69919862}}, 0.06], TubeBox[{{-1.2944623100000001`, -2.876162972, -1.901064356}, { 1.443750664, -2.811912288, -1.889726}}, 0.06], TubeBox[{{-0.054802054, 2.8572657120000002`, -2.3186938020000003`}, { 2.1523979140000002`, 2.906398588, -0.69919862}}, 0.06], TubeBox[{{-2.279009556, 2.800573932, -0.721875332}, {-0.054802054, 2.8572657120000002`, -2.3186938020000003`}}, 0.06], TubeBox[{{-1.443750664, 2.811912288, 1.889726}, {-2.279009556, 2.800573932, -0.721875332}}, 0.06], TubeBox[{{1.2944623100000001`, 2.876162972, 1.901064356}, { 2.1523979140000002`, 2.906398588, -0.69919862}}, 0.06], TubeBox[{{1.2944623100000001`, 2.876162972, 1.901064356}, {-1.443750664, 2.811912288, 1.889726}}, 0.06], TubeBox[{{0., 0., 0.}, {-2.1523979140000002`, -2.906398588, 0.69919862}}, 0.06], TubeBox[{{0., 0., 0.}, {0.054802054, -2.8572657120000002`, 2.3186938020000003`}}, 0.06], TubeBox[{{0., 0., 0.}, {2.279009556, -2.800573932, 0.721875332}}, 0.06], TubeBox[{{0., 0., 0.}, {1.443750664, -2.811912288, -1.889726}}, 0.06], TubeBox[{{0., 0., 0.}, {-1.2944623100000001`, -2.876162972, -1.901064356}}, 0.06], TubeBox[{{0., 0., 0.}, {2.1523979140000002`, 2.906398588, -0.69919862}}, 0.06], TubeBox[{{0., 0., 0.}, {-0.054802054, 2.8572657120000002`, -2.3186938020000003`}}, 0.06], TubeBox[{{0., 0., 0.}, {-2.279009556, 2.800573932, -0.721875332}}, 0.06], TubeBox[{{0., 0., 0.}, {-1.443750664, 2.811912288, 1.889726}}, 0.06], TubeBox[{{0., 0., 0.}, {1.2944623100000001`, 2.876162972, 1.901064356}}, 0.06], TubeBox[{{-4.102595146, -3.097260914, 1.326587652}, {-2.1523979140000002`, -2.906398588, 0.69919862}}, 0.06], TubeBox[{{0.049132876, -3.0122232440000003`, 4.3709362380000005`}, { 0.054802054, -2.8572657120000002`, 2.3186938020000003`}}, 0.06], TubeBox[{{4.227317062, -2.906398588, 1.371941076}, { 2.279009556, -2.800573932, 0.721875332}}, 0.06], TubeBox[{{2.649395852, -2.923406122, -3.5526848799999997`}, { 1.443750664, -2.811912288, -1.889726}}, 0.06], TubeBox[{{-2.48498969, -3.038679408, -3.57158214}, {-1.2944623100000001`, \ -2.876162972, -1.901064356}}, 0.06], TubeBox[{{4.102595146, 3.097260914, -1.326587652}, {2.1523979140000002`, 2.906398588, -0.69919862}}, 0.06], TubeBox[{{-0.049132876, 3.0122232440000003`, -4.3709362380000005`}, {-0.054802054, 2.8572657120000002`, -2.3186938020000003`}}, 0.06], TubeBox[{{-4.227317062, 2.906398588, -1.371941076}, {-2.279009556, 2.800573932, -0.721875332}}, 0.06], TubeBox[{{-2.649395852, 2.923406122, 3.5526848799999997`}, {-1.443750664, 2.811912288, 1.889726}}, 0.06], TubeBox[{{2.48498969, 3.038679408, 3.57158214}, {1.2944623100000001`, 2.876162972, 1.901064356}}, 0.06], {RGBColor[1., 0.4, 1.], Opacity[0.5], SphereBox[{-1.177374039161804, -1.589816744715412, 0.38246566680409777`}, 1.412945879212043]}, {RGBColor[1., 0.4, 1.], Opacity[0.5], SphereBox[{0.029979466213813685`, -1.563067341906424, 1.2684415532534274`}, 1.411211925692088]}, {RGBColor[1., 0.4, 1.], Opacity[0.5], SphereBox[{1.2466733830129961`, -1.5319817194239302`, 0.3948832772064382}, 1.412223253559413]}, {RGBColor[1., 0.4, 1.], Opacity[0.5], SphereBox[{ 0.7897562211410436, -1.5381639490286294`, -1.0337123313364447`}, 1.412503513742122]}, {RGBColor[1., 0.4, 1.], Opacity[0.5], SphereBox[{-0.7080937081848302, -1.57331185964571, -1.039915723261225}, 1.4124804835884366`]}, {RGBColor[1., 0.4, 1.], Opacity[0.5], SphereBox[{1.177374039161804, 1.589816744715412, -0.38246566680409777`}, 1.412945879212043]}, {RGBColor[1., 0.4, 1.], Opacity[0.5], SphereBox[{-0.029979466213813685`, 1.563067341906424, -1.2684415532534274`}, 1.411211925692088]}, {RGBColor[1., 0.4, 1.], Opacity[0.5], SphereBox[{-1.2466733830129961`, 1.5319817194239302`, -0.3948832772064382}, 1.412223253559413]}, {RGBColor[1., 0.4, 1.], Opacity[0.5], SphereBox[{-0.7897562211410436, 1.5381639490286294`, 1.0337123313364447`}, 1.412503513742122]}, {RGBColor[1., 0.4, 1.], Opacity[0.5], SphereBox[{0.7080937081848302, 1.57331185964571, 1.039915723261225}, 1.4124804835884366`]}}, AspectRatio->Automatic, Axes->Automatic, AxesLabel->{ FormBox["xl", TraditionalForm], FormBox["yl", TraditionalForm], FormBox["zl", TraditionalForm]}, Boxed->True, SphericalRegion->True]], "Output", CellChangeTimes->{3.5829459313291936`*^9, 3.58294608867107*^9, 3.5829462887726216`*^9, 3.5829464958005853`*^9, 3.5829491080407734`*^9, 3.5829549167119756`*^9, 3.582954953762041*^9, 3.582955528857051*^9, 3.582955828970378*^9, 3.5829559005433035`*^9, 3.582989614623911*^9, 3.58298967100241*^9, 3.5829898557535343`*^9, 3.582990192573726*^9, 3.58299029728111*^9, 3.5829904141253157`*^9, 3.5829904630158014`*^9, 3.5829905665531836`*^9, 3.582990614258067*^9, 3.582990806606405*^9, 3.58299090081497*^9, 3.5829909754455013`*^9, 3.582992021598939*^9, 3.5829921998604517`*^9, 3.5829938455829725`*^9, 3.5829943579970727`*^9, 3.5829961306541867`*^9, 3.582996186642685*^9, 3.582996249183195*^9, 3.5829967668701043`*^9, 3.582997082521059*^9, 3.5829972064164762`*^9, 3.5829974114008365`*^9, 3.582997534235452*^9, 3.583032744504534*^9, 3.5830328113194513`*^9, 3.583032876543166*^9},ImageCache->GraphicsData["CompressedBitmap", "\<\ eJysvQV4XNe19v9+Ttr0K9zb3qYN2w44MUojZjTGjmM7ZhSTSXY4aWI7ZmaQ xSyNaMTMMCMaMbNkdpw01DRJ4+h7z8wZ5VgZq73/5+8nr6Shs/de67fXXmuf cyZL3d729drh9rafh9vUhW+67fL183hr6gL/N/nUI/8H+D++gqZC+HsU0P0Y 5X+jfsIP4Zn/f/7+RvPrEXz//feavwTt1r70pebXrzQv1dXVYd++ffD29saR I0fwpvYtf9f8+s0Db7l48SJu3LiBjo4Ozdv5WzzgPc2vXz/w7vfffx/l5eX4 9ttvJ2leflTzwfDwcE07fHqX9sN39fRG19SvJJ/MzMzUiAcVP3lr4mYfEw98 7949zQG/+uorzVv4Evy1R7gxQdu/FV8TPib0WHg0MDCg+Vv8+IikA0IXx3Xg 9+LL0iMIEmzAt+/UHmRogj78UTyCYG7dp4WjBQYGCg3s0B6hf+Ju/I/4sm7s ugMJLyckJIgH6dXTDeEgQjf+onntsV8cQWdRodHt2sN0jeuLMFZJX54QqRQ+ JfhFeDRJfE5nJqGFbdqjdUzQqafFjykUCvT09IiPtD8FToT3C4+2ag/VJqFh XKfw7ASHklIjHqr5IdwJveLbJoufFI6u68Sj4nPCYx0K4kRtnKBjz+s51K8k JhQsLDzy1R6qfuKOvSh+UjebpEeTGl88Wu0EHXtZz6F+LTG+8D7hkY/2UKqH dEz4OA83fYKjSe0vHq1qgo7NGjceLbi/NL52PqF84o7N0XO034jPibNY88hL e7TSCTomm+BQkimtO1TRxB0zET8pDQy6o4nzWvPIU3u0Ask8Gt8xcwlPusn9 m3HGF1oVD5U7cdC11HO0/6uHMQ/t0bLHdezUqVNjHbPRMyt/q2eCu2sPlTFx x+wmOJqUMfFoaRN0zFHPoX6nhzE37aFSJu6Ys545/ns9c9xVe7QkSccEKwgd E34LHZuvZx79Xo/xxUPJJ+7YQj1H+4OeOe6iPVrcBB1bPMGhpMYXDxU9ccde Ez+pW9iFR/+lx/5btEeLfEjHhKi4TM+s/G89E3yz9lBhE3dsxQRHk85x8Wgh 4zomXflX65ngukNJJ/gm7aECJ+7YWj2z8r/H2V9oVTxagKRj41OSDXoO9Uc9 jG3UHurSxB3bpOdof9Izx7Wt4sIEHXPRMyv/pMf44qHOTtwxNz1H+x89jK3X Hu30BB3TxrFH0d0+hIiPIxG+/BBGksun6Zn3f9Yz79dpWzgh6a+eJM9WfLm3 fQAfrAtEknc21G8mY/iMArei5C9N0JjUa2JjxyYYjoPYUl5iCw65NyParxXX g4fxdU4PrqUX6VqSTvXH9UQNLZI4PG5Y41YnJ11j8hFs2ziAlNNf4UbVD/im +wdcq++ZqDFpXBEbO6hnWLr8SLM+PyKUY2KyJvn3B7EXqaG1OLimBrHy79De 8wOG+79CR0uHvl78RQ8ra7TH3S/2Ql+WoFvXtWXhqPjol8/9VuzRRe8YtH5U g5+a7qCi5y6Saobx2VffvDTOtcKjv+oJa9oog70PmQti3mj2H3bq/4qgywNy IV+pwD8zhnH/9sgrE3RGOjHFznw8gXks/5c9+dDyFGdAC0Z77+KfX9/S1xNd RSINqqu0PflwYrNYi41IG6YmCY9/J7522DMAxV6F+LHsJka/vDtDT1SXmkIX h8UOvD+BKezE18a1jp9b/xVa67pw2jkUn0UwgF27g/vffw1dF6QR94lxdhGe X6k92jsT28B+bMSPjv2lM/55ryg0f1iNnxru4Lu/D83U0/CTekL9G9qG35pg 7CvGQMtB7IpkfJs2hJ9uX9fl/kKk0hWXT0qGpgNNbGHXQ4YmptgrxUbeszyB oZOs+brv4vtv7ugakS4MT+mZ7No+YucEw1gttnDI8woK3Qvwr9IbhOTT2Xpa eFpiPN3kXa5tYdvEw1gjYeGEUxDuhXZjdOQOfvrhG+hakq4KT0sMpmNBbMlv grGsF8dy1isCDe8p8ZP6Nn744pqugJKGxmf0rAbaPEysyh46lg1iI/EB2Yhe loh/KIYwevuGwQSNSFcBsRFPySowfhibxRbesTiG/uNNGO26ix//8am+FnSb BlKnv65twe0hwxBb2SI2ctDzMvJc8/CvYsHv9wzFA0rT2uf0BO2l2kZcxg1D WqG4Spx+zOEq7gZ3YXT4LkbpdMNxDpY2I3W62MymicfiLo7ltFc46t+uwv26 2/jxyxv6ql3pvogu0mpTeTEn0z8Wz7Gx9CJiqRzfJA9i9NZNfPHVHRjpiafS sejiqdjM2onH4i2O5U3zo+g72oDRjru4/+09Yz2Ba7Iegy3RNrJaMpbxdZCv 2IIioAA5W3LwQ8F1fHur10RPC1P0hEZtGSXGr4cOw2/MYF04Yn8FdwI7MTok OP8fmKglaYgUW1r+kLEINt0ujuWkZxhqd1fgfs1t3P/ypqme6DVVz1R5VdvC 0onHsmNsLD0IXRKPrxMHNM7/57efQ19Lz0vGp5svi7QtLRk3FmlOu0sci7/Z YfQcUmO0/S5++vYzXeIjjY/PS6yl87zYwqKJx7JbbCQlIB+Zm7Lxff41fHer 31xPIy/oCZHachwLJMMYn5q/NWatLhy0vYTbAbTAID3/r5+3eaQh7AXJWHRE iM3MnXgs74hjOe4ZApV/Oe6rbuGnL29b6GlEt+sodb52EHCaYCzvSTwftCgW X8X3Y/TmLXz/zy+grxldyiv1vHY/BPYTj+UDcSw7TA+h60A9RltpsX9+bjnO 0dJGpM4XG7GdYCx/E1tIpufTNmTiu5xr+OH2kJWeFjRV4SSha+JxrSbu/EcS l++3uYCbl9oxOqB1+UOPPy46ztO2ZDHBCPaKIzjmGYyq7aW4r7yF0a/u6Lbo pPFX14LuXIlgIy1N4ox9aA27b2ws3QhYGIUvYvsweuM2/vX9l2ObgdLApduE loZI7W4ajCcYywFxLNtNDqBjHz/WIvj777YTtCANjWILMrGF7777ThOBpFnE J5rXHsPl06cQRKmVSiQF5CFlbTq+yxrBj7eHoduPlCaruvpEOlWcpM09gsbG Rjg4OGia0trrt6hTKeGxZiUsJj8Dp+eewSJqyTPPYc0T0xG9nuVm3118/cU1 fTug0yWD1s0aR2mLj2pa/Pjjj7F7927k5+fPEcfd0z6IQ2tOINflHGq8TuAf fUPiMqvtkNHkp2E15RnMm/IsXpvyHFY+/xzWTX4R/jOM8bGtFS56bbCfoEPS Geb4oMVDQ0M1VY5g8fPnz6OhoUHMZH+Nd9cEQe5TgpYP8vD55UxcD47EP4YH tLH/dzBmp8zZGacpU7Dk+eex8qUXsO6VF+HzihH22Nri4GI7+Jm8gAMbV445 SBqXdcWTNC47SHv3a03v2tq0Z5t0k4w9nCW+/LGLGvJPPkPD5evoOZmLljfP 4ct2tXa9/QOunjkFU3bQZsrzWPDCi1j28ktYO2satkw3YCFih0NLnLF3sTm8 jabCY86z6KhRQgeuNBrOkJhRB/QDHX1MY747d+6MzVtJZ7UFoaaknqSNR/yn O5v5nnsvYoK+QfiJW3hHdgWRsh2o8zypG4EJITSbMhV2U1/Comkv441Zr2D1 zFnYamSDfYvm4/CqefCzmAY/c5rddArSAk7pHYGuXJTOBfsH54K09J00bsBj oxhXoOuGpHfD4DH09X6H41fvIDD4Bt6QVeAt2VWEy3YKAxQzlj/A9LnJMCfJ ts9Px4KXZuH1aSZYP8sc2w1l2LvAFu++ao6tNq9gqzVHafkC0gPP6B2hrpKU zj27h49w/AlJYYR//c9H+FtxhN2D36Gk7Wvk5H/OEVZhtywIoTJ/zQgXiSM0 evIlmDxpCNspVlgycx7WWizB8jnW8DQyxftWMux0mI2tdjPgZ/cKfG1fRHrw zyOUVi/jT8b9vG8xVoUIBAokaqf2L0f4l/98hH8YWz6+4ciU8JeFIli2G7Uc ma2e92ub+yPzsQxc8IzAXttgWDxjC6tpC+FsshSvOyzHukUrsMzICRtNLbHb ygRvOhrC12EmfBynw9v+JaSGnLUdN0jh0eyxVXzccIVgGhMTI06lXw73cT39 1Dz6k2RwK2TV2CELR5DsTdRwcDZ6PqQ10J+ZcmTgnGcoPrYOwNnlKoS8eRux 537AW1ujYWP2Guwdl2GB80IsdbTH61ZLsMrcFr7WFjjt5AhPp1nwcJoOV4eX 0NGgwkNHOi6fsJWO+ddjYxZWyrKyMqxZswbffPPNo3qG/2dxlPo2tf78gAVq sE0WiQDZ26imBTS5mhaSv3ClzcAZzyB8aHkRp5eWI9j/JmJOf8+acxQJJaOI ahjF5WQVTGdZwuyVGbA3nIVFpnOw1H4FVttu4IzYj2JrP0QsW4TNHP7+nRug W6qkiY5u6NJEx0Y6dO1Sde7cOezcuVNjguHhYb1u/9NYlP15G+1/JONdLquF rywal2XvQMXxalO132sG3MHMT/j3nvlZnFpSjKBt1xBz8jskxHG4RaOIVo8i s38U1XdGJ4mRoF5VA+Npr8B8zkw4mszGQvvlWOv8PtbJTiPU6E30vuGNFfbT HCQBSpcR6TZ0pDmXdiN0bM3RF7SEKS4YgH5/4HSwzgCzHhhsHbxlsbgkew9K DlZX57VxoLksnN82OwGNhWjK6GPfQh7zExIKRxFTP4psDrT27ugj4tQuT+lE RUoXYg5V4q3XTmP289NgNGM67GyXYeOaN9hUAD6Q7UWVnQ+KXE7i0vo0pO6v RH1SF+oTO/UlndJLAnQp4X9gABF6SSjWZ4Bfiwaoh5csHhdkH6CKBvisrstw 7OUu5LCKeNPkKI4tyESAZz+iDv9Da45HEFs3ihyaoO6uLgL8EUMdd1Gp6MLh zQoc35yG05vTcW5zBi5RV6hAau+ys1i18DQunonDnm0R2CQ7gVhjf6hXfjAJ ERsy2HLE+gxErEvXKHRtKpoSu3Cr7a6FHhPpdsukS7e2FtFWz4+ORfBHfz7d 8qDZfvdvTaSGhywB52R/Q4bMG5/Xdc0SPyiYKCsgF/7Gh3BkngJXXLsRuf9r xIcRk9xRxNVw+qv/JVpM+MyztE8H4g9X4uQW2mcL7eNC+1ABVNCWDIRS4VQk FU39zTIBWbsyULsnil25hP2yj1Dn5IPczeGQb8yAnCaLp+Q0mnwd/2biH782 DUX7KtGS0KnbV5AmvoYSQ+qyAW0JOlYW6AwkNZp0/Rx/Rl2f0dxkSTgt+xjp WqO9IgYSwWgZAdnYYXQAh5wTcHlzByL2fon4kPtIyKLRqkcR2PgT1J+OYuDL +1q7/QVK2u3kFgXOuKTRZukam12hAqlQKpyKomKoOEpOJdB+ey3kyPPPQMOe aKZMsezVMSSb7kDrug8IRurGjElQ0HyPIYUGVNCAKYJoxOQ1aUhYrUB7QsfY XpY+K0ozDtGK0x+MseMW4/+a0HZf4yPPbrjIUnCS0SJN5iPY7iURuLSATC5G +3DAMRoX17cg/KO/Iz6QdssYRbxqFMFNo2ig3Ya++kls+jkarh2nXVJotDSc d6XhXAkbFUSFURFUNBVHyalEGi6ZUlCp1Cfm8SjYmYGWvTEIfiOZC+IFHGe4 aJrvjXKXcGRvykAWQcyiFTOpDNpxEjL581fIXMvHa9KRtjoNipUp6JB3jG2k SosdXRIqLXYs/hNbjr+yQMB5thjgP/LswRZZKk7IPkGq1o7i9uDvoODCfdEz Cp/Yh+HC6kaEfXAPcVd+RELaKORVowilIRtpyOGvdcnb07jWcQdJR8poRAUu 0JAXqStuJJAKoSKoaDetIROoJCqFSqPSqUwaM4s6aBaHIhq0fW8s8knoNptw +MgOI8t8Gzo2MwoWbCKU+TTrb5FHw+Zu0CqPJs0jnLmEM4dGzVqlQNWeMnza esdwAptK6zKLh68eujRXWlT+cULr9mKzLB1HZQehEK37rGhdIRM87xnOOjcI 51bWIvSdu4i99C8kKGjdylGEN46iidYd+Vp3xdyzqFa04YJLMvFMxWU3wbLp CKA1g6kwKkqwLCWnkqgUKo3KoGWzqGwql8qjhQ+bxqGEFu7aF4diIS6sTMZK 2Tmucu+ifbE3SjdnPIISLka/QzHNXEQVCqKxi2joQhq6kIYuoKHzV6cimx/v lrdB36kZHc3SBUi7/ym+/VGNRYWXhYSU6/LERu3DRlkmDhOHZJmvxqhPikYV cs2zniH4yPoKzixXjqXXCck0avkoIgSjcjG+9o2uxnwCKUdKaNBkGjOVxkzX oBpEhVKRVAwVLzFoqmBQKovKofJo0HyqkBIMedQ0FmU7MtCzL57AlPOZR7HD Noz1zwEUWPqhddPJR1ChebqCZJcJoplp70ko3SSs7aW0b4kgru1Fa1KRvyoZ NXtK9J28k54M0S1TZg+aVliOFi5ciOzsbMG0f/o3pl0vy8JB2VEkiaZ9XDRt Ik172jMQH1heYBpfxjT+BmLOiGl86Sgimcan9t1Hxc0fxXRhClJp2is07VWa NpCmFTgNdec6REVRsZScSqZSqXS+nqkzq1smCqgitywUU6WuWShzzcYx03iU 78hG3/5EVPGxkjqxSI61sjMIMnoL3cu8oXLN5AhVroKNlfxZRWtX0s609yRU bBZWsgpauoIsl29IR+m6VBSvSUbuG3Lca709VifrM7S0nn7A0A9Gij8/1Mq/ o5X7mdrnMEs5jgSZn5BPal6pVSkRePoUwqhwqkmpFHPT36Gd78kLKGJVcRon Fxf9XFXE0/rF2qoig5mm8vZP4s7QDFzvuI3LrvG0fjKtryDUaQihlcOoSCqa iqcSqBQqzT0TGe5ZyKZy3bKR75aDQqrYLRelbnkooyqoSuq4aSK9kI+B/amo ds9HjXseaikhg3+Pi2+5jS+63E6jzj2Hz2ej1k1QFqrpmWp6RPCNykVYBJVb BHco6RQlXVK5MQ0V6xUoW5uMgpXx+IzumCmxpS586BLw8dvwwm8mHxN4Zvz1 SD975vf0zAA5ysM+2SnE0zMeq96A1eRnMJdaQi2jVlCvP/sMWpXKX4nO0VVC b5kex4mFuQj0GXqwEqJzsrQln5jYzOJCeYupWRwdk8RpoaBj0jg1mM9Lpobg nEQ6JYUOSaMRM2nMHPdc5NHQBTR6kVs+HVNAxxTSMYWociuC0r0IKuqEaTIq dhRj6CALQ48i1FNq6sziJGyQnUSU0S70r/ZGg0cBlc/X8qDmsevZRp271lm1 nH41roKTql0EJ1XTVdUsV1Sb0lC1QYGKdUkoXh1HJ916YIfzwc2I/6v3XImw MSG8qluNRY/pYpw0jx5/Rc7PHntS47HVsgI4PWcKq78+iSVPT8HrUydj9YuT seHlydj8ynPUs9jw0jNor1ZqPiUk19kBedhlcgRH5zPRY9Rj0QZ5FN2VP4rY 8YXrb1AmFq5VKd04QkRPbEzHKeosdW5j+iScZxiZigv8eX59KuqSuinWuW8J S0kiM58UOjeVSpPEvkzGviwk0dgKGj2NTs2kU3PcC5DvXohCqpiOLHUvRoV7 CaoopXspnVuKGo9S1FKnzFJRubMMI4fy0OBZNgmNnqU0V5NXKSfiZexlYVHt 4IMO93g0eRZTRVQh3/Wzz+vpc8HfdfR3Hf1dR3/X0du1LE1rNnFyb0xB1bpE NO8r0ufiGQ+Zh6KLdemoNJKaPuhpaab6xEM9/TjMpyzCnL9OhePjc7DqiVfg MuVlbJz5IlznvABPg+fhaTgFnrOnwGOGCXYaH8TheSnaWvMAa81wba0ZWzuK XG09Pkmcu7py/AjL8RNk+wx1gcHoMhUgluPBVOhmYR6EMURNRTh/hm8UxXX6 iN0V7GGJ/rHBMdr8NM4sCsWlVfF0cybdnAW5Rw6SPHKhoL3T6d4sujaHrs2n a4vo1hK6tIzurHAvQ5VHOVQeFXRxBV1ciTrPStRTp8zSUbWzCtcOF01Cs1cl 2W/xrkQrdX6JAq6s2BJMdqJ33Udo9SqjStHiVUIV891FaKbbmzRu5zRnV9Qk Ts2YrGY8VjNHr2elXUcT1GxMhnK9HM2fFOq7OG7axO5+7H/n7vEXgwmTXrv2 /gkmk5+FyZMGsH3CGq8/ZwzXF2bBb8YMeBi9wkLgFWw3mIM3jU1wcnniz5Vx tnY74Yr6R9R/qtvs+SOqFJ04tjlFs51wZgv9S74vi2VxiMvPWwlRVAwVR1/H U3JBQp2RQIdb4pjVWXxicAT76eYDBsepE9Qp6jT2zj6DCwuj6eZ8urkA6Qy1 WR7FyKV78+neIrq2xL0C5VQl3ar0qEK1h5JuVtLFKrpYhQYvFRq9qnHaPBNK /xpcZx3V6l2NNkE+1Wj3UbFkLGRxeZEVxYdomOuNHu9ktJOBdu8Kvq+cKh3z veB3Yao3sk+N9Hkjfd7Iad5Afze4pEK9JQW1mxKh2sDw8Em+9NyjbutIe0XC Y2P+ll6fJV5y+IvbSfQ4XVovPaXH6TNER11l1mM2eSpsp74IxynWWPSCPda/ YgH3WcbwM7bCm1ZOeN95Af726kJcOBCJeMk2yKBuG+SPrOY7cWqLAmdZzV9w Sdf4+ioV/JAtEE01T7+nUAohRUyl422Qxp8xy+Nw0OAwDhkexWHDYzhieII6 RZ3BUcNzOGFwASfmXMLhWZcRujCRPi9FjkcZfV5On1cyelfR50r6XEWfV6Pa swa1VL1nLdRetfR3LZq869BMnTFnNutfjxvHqujrOrT71qGD6tSoFm/ax8Jb dgTpZtswsHkPn6umlOj0qUKHTyVVQQ7KyUwpfV8yNu+bPfPRTP83MRQ1MbNu clGgYUsS6jYlQLU+Fl+03xrb0/rlhUgTO3/87Sx6nC89sfm0HudrufsDnX+G zn8Bdi++jFdnTseS6fZYPcsC/tYO2L1wKd5bthQfrn4NH6xbjN2vmsHL7mVx u+N/oFJ04Iywf+Oaptl2uMJVLJAKHbd3I91yEPZt0qgMF3HbQfB89hYhwOfQ 8ycNDtHDR3CMnj9Or5+g108YnqXO46ThRZw1vIILhldx0SAQZ2YF49zMYMQt SKPXlSiht8s9auj1Wijp6WrPOnq9HvVeas5yNRq91fR4A1p8GtBKnTHPoecb cfNYDT3aMAldwo9uP+Gcac6GMrwhO4+zsvfQusgbvVvT+Eot31JDCQSoNBQI BLT5lHNVKBMjfxFaOPtb6Plmer6Z9VeTawoatySiflM8lBuixrwuvejh2Yd4 XQjaOq//UQ8tJlKva8/9SM4u6XO8piVNcv6bBxB4ETbTXsGi2TOYxMxhqW+F 9+c74qOVi/DRmsX42xJLbHPgImD3ElwtJ4t7Mpa41insPJVrdp6EXafLrulj u07hul0nKoFKpvsV4q6Tbm8khwjkumj3RvKpApJQSEVYn6H/D9PvR3GSFdsp 1ganZWep8zjDJOucYQAuGgYiwDAYQYahCDYIx5VZEbg6KxJXZ0Ygd3UpOajn 7FeTgwbUejWQg0Y0eDdx5jeh2aeZHDSjzbeZM74FZy0EFlpw+7iafm5Bj0bN k+j4Zq6YvVub8JZ9HLbLDiLPYisGXQP5nJpvqefb6zRodPvVaIJDB7Fo82WS wMDQ6i0kBSVUIVqZBLR6ZKGFBWEzy/PGLXIGgxi0HcjVXWHzy8upf0mE7gIe gYA//zsitEWYuAcxdrGu9KzNZMn7dPmGtsJagHqlCqbPvQSrl6djvsFMLJHJ 4Glpj/dfn4v3V7+KfWuW4cgqJ7wzbw48HabhwFbtddZJR4oZDx7cMAsSN8uE vZ1YHRCUwu3nDYixjTKqgCpy0e7tlFClAiQr4+jwgzjFAHGaUJwhFGcJxTnZ BZyXMTDIruKSUTACjIRz3uEIk0UiShaFKMMYhMyOQfjsWERQmYvyCUUToWgm FC2EogVNPq2EohWtvm30Xhs6/NrQSWnA2NWO2yeb0bO1nV5vm4S+rW0Mqv3b 2qhWXFmagzWyM5rzsF1LvdFPWPq2NvKtDVpItmoh6SAg7QSklYC0+ghZpLBq iHB45hKOTMKhIByJaNoSx8wwkqvEzWl64PirHjiEy1IFOMTLxMcKOOnnRDh0 J22l9d5kPXA8pwcO7Znb+fBetQFmBMPRYBYWGljCx8kZb6+aB8/F87Bj1Qrs Xb8MB9fYw2fudLQ3qKA4Ujq24XdVBEKzNy3ZE0ly1wKRpgNCsyPFyOAmbvRR JVQZVU5VUJXCwmJ7BpdkhwnDUZw1OolzRmdw3ugiLhpdIRCBuGIUgqtGYQg2 ikCYEYEwikGsUSzkRvGIM5Qj2iABsVTcnASk2mSi3ruNULQTinZC0UGPdaDd r5Me7CQUneja2olzGjC6cOdkG/q2dZGETuE0OH8+hcFtHRjc3qHZl3lb9glK rH0x7BnCV1v5vha+v5lqIhkNPJaax61DG0NIm5+OjgpNPqElI4dkpKPFPRkt rnI0ukSj83AOHn7nnBYL4Sy7Piye0vO5cVhIqwXdddHC4XTnkp59KBbzUF9V DePnX4b5rDnYYrICXovmwneFA9Y5zMGGha9i+5oV+GD9EhR89Ddc3XB1bKMy iEiEittkup2YBMkmZQaVTeWKOBSxai6hSqlyqoIpdpVrFpSUin+XrJYjwUiL xHmjE7hgdBoXjC/govEVXDYOQoBxKAKNwxFsHIUw42hEGcci1jgecmM5kowT oTBOQoIsmUpBomEKkqkkg2SmbvVo9u2im7qJRDc6tvagk+qierb1IHqhklj0 4u6pLgxs751EDnomYUj7o5tLScDr+VjPwBVutFtzicEAORnY3o7+7eRoeyt6 yUY32egkG+1ko21rHVoZOVqZcWi48BG4KCAX2eQiFa1uiYwYsVC7RODLjpv6 bsP7owQL3W0rumtBdVg8q+dzE2AxVQ8WGrI058N+K8YI4RKLdQYeaPKIxCgX obWLLPC67Wwst5+FFYsW4MzeEoR7JiJu7SGEbAhBsFuaBgJdTIjTbMVp90nT qUyW9jnMqvKpQvdsFLvlEIAc5vq5qKSqKJV7Hqrd8lDjpt0bzbC/iBST44Tg JJ1/lrqIS8YBuGzChcIkDEEmkQg2iUaYSSwiTeIRayKH3CQRSSbJUJikIN1U QaUSijSkGKcjlUo3SkOaUSpqNzZxzvYRgj76q49+6ycE/fRhPzOQHlTtGsCn p3sxtKOO3u/n735mTsM7+idhZEcfYRjZ0avZM/pItgdKOx+M+IZhcAfJ2dFJ IDrQSyh6CEUXg0YHoWgjFG1cTloZLDRA+FaIS0g+gcgkEAq0CvtOblHoOpKt D4Y/jINBeheADoYp/x4GaXH5vB4YntQTI3RYHLA8hM+PJGO0Nh0WpjNgbTED ESEXkRmTDr/XU7FfSAA9GY7XHEDEhjBNPIgZWyIyoaDSiUAWS+tcujyfKqKr S9zzGQvyUelWQBQKiEIhaqhaSrcbW7lWQRxOIs2USwZxuGRyiShwiTAJpSIR SBSCTeIQaipHhGkiYkyTEG+ajETTFKQIKJilIdMsHTnmxNEsk8fJQiaVRWWb ZiLbOAMNm1rRuW2QOAzSe4PEYYhTewi5a/qJxDA+PTOA67tLCcIQCaB2DhGL azsHhVO5O/kaFbisEFuY48QZ70T/ugNEp4dk9JCMbvSRjh7S0UU6OriktDNk tG1rRCvDhTZUCEuIkFwUkQwmFp4ZJCORZMSgwTWUYeKGvm9B+e1DyJDce/bA zRK6ynMCMl54GBkP3CMp3MGYs+wqfozLxD97SrS1hQGud9xCgEssl4YEbFue hkPCJoInZ+eqfYhZHw45MdDt46YTgWwikEcEhLsIi+nyUvciVFBV7sVEoRjV HiWopeootUcpGjxLNVu3Ja/F0Y1nkWR2gShcJgZBVBgCTKNw1ZTtE4VQohBO DKKIQCwRSCACyUQgzTwTmeZZyLHIYmGQjULLHJaz5rn4L+TyZx6Vb5aDPNNs NG3uoNdGOKdHSMMIg/41EjGIyl3XcO/MMG6+rSQJ1wQQRibhuv8IabjuP4wb Gg1hhewSDsn+prnEZmRbCYZ29mFgZy/6dvagl1R0k4pOUtFOKtq2t6BVQ0S9 SESVduHwZkLhxYXDk3HCM54lajhupjboaJCeZnvsP6Bh2r+nQboPMf4mmJ+B ehTbjd7HwFtxGC3Jwk/f3NYyMAcZRwsRzKwn1C2JqUEKdryRjmOumYgjB8lv fILE9dFIZWGV4ZGPbI8C+l/Ywy9mKChGGf1cQT8rPcro+zL6nhmPZznUnhVo 8KpAEyXs6bZQqWbnkGF2ib4N0Pg/wDScvo+m4hFolohgs2SEmaUikn6P4bSX m2UjyTwHqXRwhgXZs8hDrmUeCqzyOZWLrfPZ91zLAuRThRYFKKKKLcgm39+6 hVN4+w3077jBKX0DeWuGCcFN3Dt7HbffrcU1/xt0/A06/Qa6PXqhXtuMxnWs W6ma1TXwYDbrKTsChekODG06CNVqJTo8WIvs5MpDILoJRBeB6CAQbcwsWsdg EDKJau2i4cNFw5sFqTdDg1cSYYhCg1vQmIukHv2VmOCNp0C80UPfvdTGD0Kg WwSEi19f0gPBVBEC4RzRVYfT+PZSKv6lTtZCsAUZR/IR4hrH+pGTkGlwhHuq 5lTqWyuzccYtF8keSUhbdgCKtXJCUIQ8Or6Qji9xLyME5aj0qCAElYSgErWe Vaj3VBIAJRqpZm8VWqg2qm5DPjLML9OZQYg3Z8lgGkHFEAA5lYwgMwVCCEAE AYgmAHFmuUg0z0cKnZtmUYhMyyLkWhWhwLoYRTbFKKXKbfk3HxdaFaOYKqFK +b4yy0Ko5isJwS3G9FuczbeRv+YaQbiN/j39UG+uQsmSWiTZ5yPONhMRVmzf IhahVDgVRZ01i9ZsUp2SvY+mBd7Idr6IOPMoKpIgRyJjrgKlK4pR41KLdsLQ ysjQur2ZMDQQBmYQflwnfLlO+DAq+DAqeDOd9IpDs0cIvuy8oS/WTxJZkN4/ KGFh9sNZmCX6+Msvv4SHh4dmi2rhwoXT9OCgTT9W4pDnZdRsDsdP6VkYvau9 zKJe0UQWYsgC12cGhUh3hSY/iOJCEOuRC++F2bjsVsiAoEDGkkNkoYwslKPY QzgNUEUWmJ97qFBD1XlWQ+1VQw5q0ORdQw5oEx+WYZSwFVy5LA1ZZCHXkouN BXMDM4GFBHKQQqUhiME/1DwbEeZ5iDEvIDOFSLIoRqplCTKsSpFtXYY8m3IU UiW25SizI4tUBVXM50ptyCdVYV2KSmsGK3LStLIVgzvvcq0egmJhK+IcKxE1 LxvBtnJctmAwokIs4xFBRVGxlnGIpxKpJMrXOBhbZYe4Bm1F28p3kWoRQ0XT cQqS8d/8GYkUswgudmEoW8F8aTOzSGaWrdu4UmxlcPCrJBMMDr4MDj4MDt6J DJDhuJVWLwaHxzTnph4CwNi1h9JdhwcI0NYRwqUxQlIw/mavn7ek3sBHZp/g 7v4kjKq0+cmNjpsIdomk6+Po+gS6PIVKZ6WQjRiuAXKPQgSsLsDOxcWsIsrp +gwUrw2i65UMAyq6vpqur0GNZy1dX0fX19H1LOe81WjxYaVFtVMdvg3CVjCK 5sYhh67Ps4pBobWcLk/QhIBg83Qqi8ql+/MRaVGEWLo9waIUyZblSLOqQKZ1 JXJtqpBvo0SRrRKldkqU2ytR5aBENVXGx2W2VUShEpW2DE/EQ2lbhiKGh5yF 9Qi1ycFpEwWOWyYgwJHt2kTT7USeiqbiqQQqiVIQgzQqgwoyj8FqGdNa2Tua 68myLWOZj5CBP5LkaCoKWSQg0zyC2Ws4C5tQ5Dkzai7N0UaErYwIfowIfowI vowIPikkIJrpUsDzkpkveEuAQOJ43ZU60m0FPX7X1Y+6017FxcXjthWWIj4g C4rFl/GvyAzc79Necpl1JBdhrtGI5LSPckumz9NYEmQhljlfPEN+EkN+Kqd6 6NpyvLe0ijyomANmo3xNCCrob6VHPao91ajzUtPvDWj0bqTfuSb6sKiiOnxZ cfuy8vZrFvZ9kWUZpvF7gXUCQ3myZsoHM98L5nQP4XQP4VQPo8+j6PM4+jzR qhIKKyXSrVXItqlBrm0NCu1qUWxfi1KHOlRQVY61qKbqnGrJQg0q7ckjmSi2 qUCUcSGuGKbguEEEzlsm4qSRHGf5O9QpERG2DPdWrJKpBKsEJFMKKp3KpLKt 5Jzeufz5qGbH6U3Zfi43fmh89fAkFFjG0vcFJCCf/s+n//Pp/3z6P8+caDMK 5JiGQM6UQrmpmP7n7N/K335MU3zTaB7Wkl5Bk8dtN0onvS7U625Q+OXlW2MA FBYWjgEwQw8A2q+r8MZFz2Bms3xfYTb+easJNznxQznxI1xpCOYA0Yz5woUc cXS+nAl+Ih2vYHxP96ji+q9icVCNPcvrkMRJXsHCQLk6jM5vpPOb6HwmU97N aPZhUuTD2sm3lc5nhe3XSuez2t7ahmbGxBwrWouTvsgmBSU2aZpJHyI6P5QT PsyiBBEW5ZyMlZyMSiRZVSPVuhYZNnXItq1Hnp0ahfYNKHZoQJljAyodG6F0 akSNcwPqqCpHNQpsq1lIlOGyoQLHZofjOHWKumjMtd04AZcskxDtnIRYW8Z4 qyS2kUTHM9chCJlUNpVL5VOFBKGIOsKiZZ3sFEKM3kTPcm+UWsUx54hjzhFL xaDEQlA0k9FIKgLFpKDYLBRFpCDbJBgK+3goNwrRoIAUZJKCRE6UMHzVde3p cRFgXOjXXab7y5MRE0IhLRdn6oFCu1/po8kNz9qewNdnFfipPlXzbPaRHEIR TSjkiHFL0WwaxtHhclYBiUz+kpnwpTH6ZzHq53rUMhGoh3xDAw6ubES6V6Pm GrraVRFQe7cSCjrehwmSTzuh6ECHHwtsqnsry7atnejb1omaN5hcEopCQlFs m85FPUsLBTN7LRSlhKKCK4ISMZbVkFvWItm6Hmk2amTaNiLHrgn59s0ocmhG iWMLyp1aUEmpnFsIRgvq57YgwbwSFwzScHR2JKGIxAnqFHVuTiQuzonAJeNE XGUyGO+cjEQ7rgDWyQQvGRlUlnUScql8qpAqpkqtE1FGlROS5bIrmjt9Kmx9 0fbaESYd8VQcKq1iqRhUEPpyyygqEhWEo8IiDOUWoSgzD0YB4Yg3DEPha6wW tnJp8EvhqhmJm+l14hVEDyVDd0vjL89EPJhcjiNDWjrO0kPGkyIZwldJlK8N wU/JQprYpQkX4S7hiGK4iGG4iHVLIxU5iCcVCe6lSHKvRArDRDqJyCYR+R5c 6z0aUerRjJRNLTixpg25JKKe9aR6ZTSafDrR4stayreLVHSjayuLbap3Ww+p 6GEh34O6lWVc65O51pMKu2yu91wjLLShItSijCl7JSIZJqIsa5iy1SHBWo1k m0ak2TYh064FuQ6tKHBoQ5FjO0qdOlDu3IEqSjW3g7Q0MbdQ4YxBIomIxrE5 0ThBnaLOzYnCZeqqQSQuz45BiFUKEuemIMU+AWnWKcxDUpiGppDaFK5lySQi mUQko5yqIB2VVBV1wiwKm2UnEG3sr7lAUUXKVaRDRTqqrWP5O4aKhtI6ioqE 0iocSq6RSssQVDFFLjENQrIslGOJ0FzZ0uIbg1sZ9eJ1nw8l4zd6yNAtJNIr oIweJEO6qThbDxlaHq3xjsnHuPlRAkYrM/HDVzeRcyQLka5RiHaVkwoF4tyy SEYB40UJqahAirsKqe4M4h5q5JCIAhJR7NHK7LENlZ7tSN/SgfMbulDs16m5 rK9hZSza/HpIRS+pEPZ/+0hFH6v7PlLRj0FKvbKS8SKN8UKgIh9l9kVcyQUq ShkvKpnRqUhGLaKt6hFn3YAEmyak2LYgza4NWfbtJKMTBY6dKHLqQqlzN8rn 9qCKKnRswxWjAtIQ8whxiGXwPM2f5wxicJkKNIhGKBU4Jw7hVgooWAum23Pd sFYgh8q3UbBbCiYfKaxBUlBBVVFKQqyiqm0FJWl2nYQbu2qEKxrfOIpa1iF1 tvFUHBXLxzFUNGpsolBrE0GFo8Y6FDVWwVQgw0cgUpldJBsEoGZDBG5nNvxp YiZ+NwET0rVlAibm6GFCew/1cmaXTBzmX8D3wekY7a1ktLjBaBFKJqLJRLLm aoU4N2aV7sXkopxcKMlFLdLcG7iONHEdaeE60oYST85Sz05UeXWh2rsbOa49 uLq5DxVbe9AmXAO2Qo7OrQNkYoBMDJKJQfRTg9TQjiE0rFIxWmQyWmiZKHco 5TpRRiYqEEYmIshEFJmItW5EvHUzEm1bobAjg/adyHLoQq5jDwqcelDs3IvS uWx3Xj/yyckJg2QyEYvjdPxJg3hGDUFxBCMOlwxicdUwFiGGMYgQTorzPVFW qUifm8pjJiHHJpVgpDLpSdUkPeX8XUkpqWqqxiZ1Er2twF9RZ5cCf5MwuAs3 LZjsQM/r76HBLgEN9nIqnoqD2j4WarsY1NtF8XckxaXWNowKQb1NEOqtr6LA LAQZxkFINbyMYlf5f03Mhu4bH7vahlAqL0dDTDluNQ3pqg4zCSa6K2tETGaK n5Se8ha2o4R8lIWJviiijV1+mvsvWr2jMJqThft32tCoUCOK60sMo0icsLa4 ZSPerZDElJGYKhJTA4W7GunuTSSmhXVoO4pISqlnFyq8eqD07kWNdx/qffpR 4D7AumYQ1Tv60Elq1EsT0bN9mLQMo3/HCGkZIS0jGKYaV7OesMtFqYaWMlQ4 ViKdNWQY15Vw0hJhpUY0aYm1aYHcph1Jth0kpgvpDt3IcuxFnhPbc+5H8dwB lM4bRLh5HeuNFBwlBcdJyQkDOU5TZw3lOE9dNIxHABVsyHqbiiE54XxfrFU6 suZmMDIpkGeTwTBCim2yUE6aK5kRKalqqpaqs8uk+zOJQgaVDgVDyxuyC/Cf 4YbVU2fA/IknYfeXJ+H4+JM4OdMVyaYH0OQQS0Wj0SGKikCTfTga7UPRaBdM BaLB9gpyzYR09SrSZOfwedudsa8CfQg3vxcLmLP7wvHx2uOIW3ceFR4X0Oh3 Eo35xZrcVN/9qOPgESpYyd6V7sIafeFGeyp+K45YHcHfj6doznUJz4RvCUS0 SxRiXYVQw1Dklk94SghPJZOTaiS713MJakSGewuTk3YmJ50o9uxGmVcvKr36 ofIeQK3PINS+Q2jyG8bFxb2I9RiBeucger2L0ceapn/HdQxSQztuYHjnDVyj mlY3oMS+gMVoKeGpZD2iQqFDDcGhCE6EVRPhaSE87ZDbdiLJrpu1QC/h6UO2 0wDynAdRMHcIxfOGNTAdIzhH5sTzt5zgJOCUYQLOCdAwzFyWJbCYTUAQH4dR UXwcR0UZJLGOyUbOvBzkO2QSnFyCk0tw8ghOHsHJQw0TpzqqnlLb5zKO5BKC HAKRg2bHbJg+ZwnDvz4N5788gxVPPYMlf30Ky554CiuepAjTrim2aHGKo2LQ 4hhFRVBhaHEIoQLRYh/ABOYqK+Ag5JhcROmaBAGgX/8ncUd7h7BwS5ZwG6Hw jRnpYdnwnHcC7/BoiauTMLAnG9evlqD0wFGBKX1fnSYipdlcfeDObwGuY8eO aa7UMtJDlHbZ3M72c1CwIgj34zPxTXcRF7DriNwSghiXeMS5ppIoprpuRVQ5 qVKRKhYhXLzS3JuR6d7OxIYJhUc3qeolVf2o8mb48RlCne8wGnxHSNU1JvjX cXX5CJK8b6Jl1zAGfIox6NtOqm6RqFsYoa7530LTmiZSVYwyhwqGIxWLmVpW uWpSVU+iGqkWRFm3k6ouUtWDJPs+KBwGkO44SKqGSdUICuZdI2mtODg79mei +PsUdZYL1gXqChXI8BPE32EMQZGGrIplKZqrM2IMU5lO5yNvXgFT5VxmNIUo sy0kUUVQ2hWRqCLUMWSqqQaHIpIkqJA0FZKSAqx/wRHGpMfs8RlY8vg0uD39 AtZPnoy1k5/FhqnPYOPUp7Bh8pN49yVbtDnL0e7MpM85Gm1O4RSLV8cgtDsG MEQFoNiShZL5ZVStT0L5Gjn+3nZ70sRkaV9+AnLSlCRSJdwCnEod8jyNTbJt cJXt4jr7LjyZh3nL9sNHdgx+RmexlevmNpMYuLI0W2eah31vdCHvkzv4LPke vioaQllYPFJiI8Yi2y/vDh0736PvrnppZW6sB0jtZSWn4G/8IYbficdoGdfH r2+jKaUeUVsiEOuSpLn8N95VCHGlVCVVQyBZ+3BtTHVvI5CdzKiYyXj2odhr AOXeQ6jyGSaQ1wjkdTT43UDz1pto23YTHdtvIXjVLaT73UHHm9cwTCiHWJeN 7LxDGO/iOlXA9bGEa2OZo5JA1qKKMKqcmwhkA2FsptoJZBfiCKPcrg/JhFHh OIQMpxFkO19D7tzrSOVzBwjjIQJ4dI4AYxxhjOPaGM8sKp5ZlJzropzrYgLD WwJhTEAsJZcpkGSUzio5k1V5EQrnF6PEqRCltiWosCshjKWoti9FLaVmHxup JscyglhGEEvR6lyKA3O2w4QwWjz5LKweN8CrT8yC67OvwHPai9j00lS4TpsC t5efo56B64tPItfmMDrnJVBx6JgbTUWg0zmECkSH02WUMg0vtryiucNEviwQ x50P4exHl7B9zS5sXbkDZ947j40yP2yR7YSb7G14yD6El2yv5q5vX6NT8DO+ gq0mkdhmloTtVlnYYVuMnZzoO+c1wn9RJ/xfH4D/quvYtfFT7HL7Aru8v8au 7f+Ex9p2rH31Gj56/0ekx4wySRvFF53/QFdVg4YfHZJClqYr/0Ukn/1FZNT3 VSJSOE30wKlNJHdrInao01n880oavlcna57NPZyOmC0xBJQloCuTN1cxWrop qTrI3RoJKEsw9w4mcN1M4HpR6DmAEi9mmt4jUPpcR43vDdT73UTD1lto3nYb bdvvoJPq3nEX4es/Rc72e+h56zquEdIRlojX/e/hxq57aKZhSrn+ljtWM1rW Q0k4he2fLEbACKs2RFp3IsqmB7GEU24/gCSHIQI6gnTn60y6bmqAPTQnBQcF OGfH4zh1kpCe0iRvCThvkIjLjI6BhskIpSIZIaMNUwhlCpKoFFkG5IY5SLYu Q/Hr5ShzLkG5XTmq7Cqgsq8gnJWoZ/8amFw2OVUSzEqCWcmIV4n2uRUw4Rpr SjhtnpwCp6dmYuGzRtg0dTZ2zZwB1+kvwmPmC/Ca/Ty8Z02B18xn8L6xJwKs jyPQ+iiCrA8jxPoQPjJ7D5s1cW0349p7jGsfM64dIHTHGdcuMK6FYptpPLZb pmOHTYFIwNPwf60P/m9cg//6O5pndnl9hV3bvoX/ru/h/+6/4P/RT/D/ZBQ7 D1MnuFaepS4xCwtkGh8yCp+IUXhFj+JEwU/wWD2ID0/8A3Hp36K+/mv0dnyK 7o5ugR8dm9KtKZHNaXqI1O17CkmhbrvKVA+R2guvPsFRzyuod43AaMbPZzUj NweRSJYTLmmkkcWna8lYuIx3U5PIZhLZhjSPLhLJVJ40FpHGEtJYQRqVvjdR 43eLRN5G49Y7aNl2F+3bP0XnDlJI9e34DNGbP0fRzs8x8PZN3PApwnW/PhL5 d7Ss60Ipw2W5Ux0qnRtJZAtUc9s1mw+RVh0Ml92Isu1DjN0g4h2GkejI9drp Bom8iax5t3HaKJvhMg5HZmvD5XHq5BxmhMz2TrMYPU/qrhgqECRLRZgsDdEy zj5KTiVTaZRClkPSK1G2pgqVi0tRaV8FpYMSNVQd+9bAkNPkpEKLswptc1Uk UcVQp+Is8IfpE8/C7ImpsOO6vWjyS1g41Qxrpxljy4w5cJltAC9DQ2w1MsQO EwMSdpRh7QwJu8qVMxrbzVOwwzoXO+zKsJO5y84FLfBf3AP/FcPwX3sLuzZ/ hl0eX2KX3z+wy/87+L/zA/z/dh/++7RL5c7jo9hxhpRdHMW2q9rndJSdzB9F ZjPVOor09lGkdYxC0TmK9rs/iVfLPobetm9wIfIeTsXdRHzFTSh7741hp/uu Wuk+mOzfYyh9zkwPhmP/Vx3zA7h3MAmj1RniZ3chanMYYrckEsNMIlhAlVE/ B8UEt1akMCimu3ezOOkjhoPEcBil3teJIbvve5sY3kH91rto3PYpWrZ/hvYd nxPDz4nh39G38+8Y3PkFj/klynd/ieF3b+EWi5YbfgPEsJsYVqOCK3aVczOU c9tQPa+TK2g3g2IXg2Ivou0GEGM/TAyvIZEIpjgzG5h7G0FMNT8hgodmy4mh HMeI33Hid5L4nTJQ4AxTxAuGaQggaiGyTETIshBLbOWybCRSCiqDymRgjGYf ytdUo+q1SlQ5VKOaRVKdYw3UxKORanauRevcWrTPq0UH1Tm/FocN3iSGk1nN vgD7Z1/CohdexpJpc7Bpjg0DnTM8TOfCz3I+g9l87LKnNt7Trpa+32DXzn/C /y1i9cGP8N/LwHVwVIvVaWJ1gVgFMHgFM3iFE6uoUew5dxuxcbc1WGW0a5ET sOq4+5Nm0XxcDzb6ts9kkjrkl18tqFtmpdslFnpo0hZGCzVfRp/xWgB+jMrA j31lmmcbk2sYdCJJFJcfFxYlLlxmXSuoashd60lTMxLd2pDi1kWieknUAPI9 h1HkfQ2lPjdQ4XsLKtJUu/VTqLfeI1Gfk6jPGdi+QNeOL9Cz80v0U4P+X2GY SvL4Gsq3vsb1927jtlcxeja1kahaVDCoVc1tJVEdJKobNfN7SVQPieonUUMk 6hriHG+QqFsk6g7S5n2KvbNiGNTitUTNSSRRSZq9kpMGqSx103CWOd4lUnSV 1IQyeEUZ5SHOKB8JVBKVSmVSWbJccU7+GkrHOtRQ9Vz2G5zr0TS3Hq3z1NqX n0f3AjWOGLwN3T/7KS/D+UUDrJ1jj21OS+Axbxk85i+Dz6uvY/trS7Fz2VJs P9wCX4LhTTDcY+4jfHc3It5qR/h77Qh9vxmhHzYjbTMr6uVJaHHPRLNbGppc ktG0JQHqTXGo3hiJv7ffHEv9xwcR4d9f9MCj71vHZZKK4qHfiqT7PmmhDNEx pL0M9G1sZSrQ6x+L0aIsfH29QfNsU3IdGWKqtiWV/HBhdOHC6FpF1ZKhBiS4 tiDRtQMKt24y1IdsRqR8rxEydJ0M3ULmxiHIl3cheUUPzllW45JVDa5a1TEN qUO4DesUGzVibRtYnDYgb3EXqteOIIaFr8rvHm6/fxt3PIpY4LKWYESq4qKo msf3zO9D7fx+zbZIpO0gGRpBrMN1MnQLCeQnZe6nOM7o8smsOBa1chyenUiG klnYKnDCII38ZDAiZeMcubksy+PCmI8wowJEGxUi3qgIScbFSKbSqCzjImTz eYWDChXrGqF6vVbjlFqnRqjJdePcRjQzF2+b34gOSvjXvaAJPQu1f5v+ZSrM np6m+fu1WQ5wd3wNu1as0NyG4bl4Ljzn28HLYjr1MvUi3Mwmo3tuNrqcc9Fm l4Jeh0T0L0hE36IE9C+KRTNrjFbPArR65KLVXbhfKRXNrkkEKh71m6PRfjD3 gRAy6f8DQTP0cGOlh5vHxNAlpPiX7E/hm/OpuF+fqmXYn2WoGjGb4xC3hSXZ FpagLlzMXLiYuXIxc20iOm1IcuuEgqEnnaEnbm0Xgl9rwX7TChwxr8JJCxXO WtYQmVoRmXpEEJdoohJHJdixSrBjGWvfhHT7ZmQ6NCOLirVpQgZxUS1rRp5V GYrsBXQ6iU4PQ08/ahewMp83zJxqmKHnOtHh2u90m+iwcrDrwZ5Zsdg/S050 EnGY2ByZk0p00olOFk5zgTprmIcLsgIuZkUINipGuFEJYoxKITcqIzZlSKHS TcqQTWURIYVDLSrXtaBmmVqDQR371jC3GU3zWtAyvwVtzHk6KOFfz8IW9C7S /m3y+FQYPjVH8/ca+6XwWr4CPmvfgO/65dhsxrLUYibcLafD3epluFm+iDCn 3Rh+rQxDrxWj3T4NvY4pGFiowMDiFPS/KiemcWhlWNbik0N80olPCvFJYEyK Qd3mCHzRcRP62ZHeLKtj55ffKSay8+jYd44KSTkZkuLz4DfPPorUgEJUbQjF TylCPt6pxWcumlMaELOJKflm5kJbmAu5sEB0UVFqIiSsXO1I5sp1frEaHxiX 4GOTcuw3qyQ6SqJTzWhTg8tEJ5DYhFqrEWnTwEjTCDmRSaIUxCLdvoXYtCDH sRV5VL5TK3JYCCbb8W+uWIW21XRjFRSmLfy7m7mRgM8w6hZeIz4jiLa/gRhG nTinu5DPZSXNqLNvVjz2E52Ds5OJTyqXlAzik40ThrnEp4BRpwgXZSUIIDIh RCbSqByxxhVIMK5Eikkl0qgMKseUvzmuLGul+EWjv0Mt+1Q/rxWN89rQPL8N rVT7gjZ0LmzXvKN3UTv6Xm3DAKX9zDN41fo1rHttBda/8QZWr1yJzQvtsI74 bLKcic1W07HF5hVssHoRxQuCMbK0UoNQh2MW+pzSMbCIWpKG/sVJaF2mEO+Y FBES7n9yF+5/4tLmGodGlyg8sOxIM5o/64k2+i5YGheBBIp031hrowch3f+Z +QOTvbi9JxGjVZn4/qsbugjUnNyI2E0JiN+cRYSY/Gxh8uPCis6lAYGr6nB6 URnekinwnlE6PjRKxsfGcdhvHI8jJqygTBJwzjQRl0yTcNUsCSFmyQhntRJn VYIE61IkUekOrYw4rcgV0HFsQ5FTG4qd2lHq3I4ih3aixd+2tShmRCswrUGG WScyzbuRb9PHZGgEOXNvIMr+JlPeO4h1+hQhjD4fMfrsm5VIhJJZXaXi0BwG XIMcHDPMJ0KFOEN0zstKcYnYXDWqRKhRFSKNlYgzViHRRAWFSTXSTKuRSeWa qZDJaZHNPlRu6NQuXPPaoZ7fgcb5nWhZ0Im2hZ3ooLoWaV/v5Ovd87U4KTYW oPikUvP3qwsWws5gFhbbmuN141l4gwitsZqJtdYzsNr6ZRQvisTI6zW49rqK vyvR6ZSDfudMDL6ahYHXMtG3RIHmtfnaG299yrQYeeVpbrrV3jXFCOUWDbVL mHB/jN7/sbKOGOnGwDhipNes2Ooh5hGRGOEax8SFl/BDqOYs9CNjxDSRmEQS ky0Sw1RnSy0+tknBLsNYvCmLxLuyaNISgz2k5QBpOUpaTpGW86TlCmkJJC2h pCWStMRQ8eYKJFIpFqlIpTKoLIs05NtWoNhBrbnUpIKpcRVV5tyJPKdOlDOQ lZtXo8SsHvkWXcix6Eee5QAyrIcQ5XALUSQmxvlTHCO5e7hW7SMt+2en4gBp OURajhgUkJhinDQsJTHlXK8qcZmkBBqpSEw1ooxrEGdSS2JqGdzqkG5Wh0yz WuSa1/J3JbLt1Kjc2IPqpc0a76vnd6FpQTdaFnYz6HSxAOtEs4OWkjaHNhw0 PaP5+3bK17h/Q5u3znnhFZjOmgF7g5mYZzQTi0xnYrH5DCwyfxm5TpHoY/HW N0+FocXUa0oSk4/+uTkYXJyDgaU56GXgafWrQ6twy7aOGuGGXOGOKg/hjqpk UhOLJrcIdB7JHCNGuir9B8RIw5SdHmJ0/9/4c55B6PCLxmheFn6806olxpnE MOPYmMRligXWZlp8gQK7DYPwpmEYFUFaojS07DWOxUESc4y0nCYtF0RagkhL GGmJIimxlJykJJEQBZVukaYhJYfKs0xDoWU6iqhiqtymAFX2VZzPXYwlXSix rIWKGZPSog5Ky3q+rxcFVkMotB7BOcNBBFrdQLTzPXw4k+QyvuybrWDJnkFi ckhMAUvoYhw1LMNJWQWJqWKMUZGYGgQa1yLMuA5RJvUkph5JpmqkmjUwjjWw b0zaLdQosKzX1Vh183vQsKCXuXE36uw7oHZgqLHv0H019DGzC8jxLMfd9G/E Beo5BDFnk+8cxN6N+3HUYg9OWu/BaZs9yHaMw+D8ZgwwrR6YX880uBb986up SnQ7l6Bvbj4Gl5CZpXnoWpUv3n037r5M7wLxfisuVB4JrMGioHYNGWNFuvZI L17QZcmGD2fFXtxCkn4xreZ/b2dzDF+eTMFoXbq4FO7SQBKzMRlxm3Kw1zqc YATiLcNQLj7heIch5X2GlD2E5IAGkHgCImc4SSAgiQ8AEkclEJDksVCShmwq l3AUUEVUCeEos0pHBVVpnQ4lpaJq7AoIhiAlalmFVVs3oIZ5UYl1P4psRgje CC4ajeAoQfjbzDh8PCsZe2en4xMCcmBOAQ7y+cME5IhhJU7IlISkGueNaglJ PYKM1YSkgZA0It6U+ZUZ03JzpuQWTYSkifA2ociqCdnMrVSrScaqPlQ79UBl 18V+dZKULtTzd6N9J1Kt87HD5CPk+ylxL+tb3L8zius1XyDRsgIhq4eQv28E Pdt6McRFbGhBB4YXtFNt/LsVgwuaqUZKjQEBlwUq9DiXode5GN3z8tG9KA/t HnXaGy7GcNHdrFmsvSPLiwuSJ0OLJ0OLeyhupqqf+t/Roru2Xrp34yimvDpa kgPyULwqGPcTeLg73VpQVrPcbkLgili8Z3yJgATgbcNgvMNI8q4sgpBE4WOj aOw3isURgnJKgISR5DIhCdRAkoQoghL7C0hSkW2ZylqIEYQqpsqoCqrKOo2A pBGGNNTYpKGWqqPqbfn67HBUm2ehgTVUPZPletZc5bYDyLS+hkvG11hep+C9 l+WEJZWgMPElJPsJyUGDMhwiJEcMVQSlhqDU4YKRGleMGghKE8JMmhFt2ox4 sxYkmbeyj63ItGTibcUknCqybkU21xbVmj7WcL2otO1CFVVNWGrtu9Hg0INU myLsNt2H4h01+Dz3O9wXvhFceQ91jmoE2bUgdvsN1J26jqG1rcIN3wu68BSG meWMLCQwTJaHFhIY1lqDLNMHFwqw1KBnbiV655YSlCK0z8tBqVMZalZX67+P U7hjy5s1lDfXKC/GFc8I9BzLwESk/PIbwsdIkVbaOlJ03wPypvFHuPa+XHd2 V0eKKqoeey0u422DS3jX8CoVgvdJyockZY9RFD5hODnMNecEw8lZknKJ4eQq SQklJZEiJXINJYoxSnKoPJJSaJXKsEBKqEodIaSihlTU2WrpUNuloYFqpOrN 41FtGIla4yg022SgyUHF5xtQ6TCIcIvr2Ds9GO+/koQPpqczrOTivRlZ2P1K Kt6anom3p+fg3el5zF647pCQC0aNJKWZpLSQlFaS0kZS2rkmtiPVkla16iAp Hci3bkehTRuyHLugWjsA1fJ+kiKElF7UOvRB7diPVNsSvGN+EGW71fh74Q+4 /9koOspuondePxIsyxG84jqy99xC994BUtFLUkYW9tCHI8xyRhYJ6sTwIoaZ RW0YZFU+uIgr0cI69MxT8hjl6JpfzHKsFBXOFShzKkXlYoaRrQ3ijZ7iKiTc y+Uj5L0MK94MK17RaPIInJCU/8fae0BHdWbZ/nvh7pk3771Zb2IHJ8AYY6Ik knIOCIlkG2OiyZiM7W53O2JjG4NNjkJCAuWccyhJpcpBlUs5gkDkYJwTevu7 VcJqNz3T/7f+rHWqpJJUElW/fc4+3733fCMdzH9BSuhwr304B2nhx/FtfCm+ NeW7CHkdRftkOP5iBt6ZLgg5jT+z6LxFSt7xSMZuFp09zCV7ScmnzCWHSckJ UnJmprjUNh/JJCRjlsu75s92uRGp2Pi4nQiLSyOLShND5c8Cw9AHlMIg6BBk BJEMhpVhCy6BneFgGFnwjPzd5pnpfKwQjkAarVlVOOZVh+3jDmLtmGNYO/o0 1j95FptGn8fmMWnYMiYT28ZkY/uYPOwaU4A/jGHeGVOMd8aWYt+zTTg+RY1E TzOyvduQ79OOYt8O5qh2VPq2kZQW1DIqWGxUq6/AuLqFrqkXuuBe5opeFAY2 4S3vfVD9yYrPG7/Hj3eG0P/6FXRG9sEYakGCvx1pm69Be+ga+pZ3k5IeUtGD gehuRhcG5nbiohTtuDDXTcpcepZoM59Dx05KhdbIRjo0HVThajcpjZCHyGBe zdyylTllC3PKFnrbzcPXfNGrbMqGfWMSLpcYRo6LHLawDzuh5BegjDw+PwzK gQ3xsIhRIBUVuGiqdlnYPxCUOsSvycXZtWyBZwhQThOUswQliaAkYw/fsL2E 5VMWnkNseI4RlNMzWHRmimuyi1h0iulMStjklKLQpwyljAqfcibzCoJSgQa/ CjT5VxAU17mJ+kBxXmIFTEHlBKWc6aIM9hAaeoYzpBQtISVoCSU0vtmo9TyP 9Gnn2BKfxidTTuGzySfx4fh92PnkJ9j25DG88mQ8toxOwrbRKdgxOoOAZDPy 8KoAZWwR3hxbgncJygdPlePjcZXYP64KB5+uxuHxNTgzqQlpBKeUwFQwKn3b mVbYoocylay+hua1HdAwhelD+lEQqMB7Pgege9uBe4of8ONdFpzXrzEFXOAb fQE5LJJn5w+i9N2baPtgkCD0M3X0EYxeQtKLS3MJzdxuft4lAXOBwPQTmL65 DvTMtRAUPZ9LDXOkEtpIA9RsjFzAKKAgME0htTC8SEi2Mq1sZVrZwrSyhW5l M1+3V/Jg35SCK6VG/D/R4pqWLhZZxOw63rtq0G587LMXtz4pwJC+TKpFYj8K 8RVjkR0Ja7KRuJat7rpC7J4hiInDu6TmffraPaRmL+3KfhJzkMSIi6lOzihg eilC4swSpAxfxU97UeBdiRJGuW8Vqhl1ftUkpprEVEMZUA1NYDX0QdX0iNXs JqphCREnIlaRmCo4QytJSiVawyrQFlbONJWGJK8EHHxmP4488ymOM85MPIBz kw7i/dF/xPuPv4s3njiIN548gV1ML6+OTsfrY7LwxzG5+NPYAvzZTcw7T5WR mAoSU0ViqnFgXA2OPF2L4+NrceoZGeIn1OPss/XIpe8tme1EXUAXysP6oFxz A6b1PdCEXEAe2/s9vkdgfL8NX2p+wA+fD6Hr9etMBwN8pwfQGTWAeD8rkjfe hvLAbfSuGCAxF0jGBRLST1r6MBAjohcXY5h2Yph+YjrZLrehN8ZJamxop8dt ITGGcPr5KCPJ0ZMcDclRoTGkEbX0/LUBVagIoCLDSlEZWsDIRlVIGqqCz6Iq 6DhK/D/CkWVM3QUd0OeLaBte833YIcy/Hkf+ACLxb8RZua6Nm95FrpgusiAe P2aUS4cmh8ccy4oaCVEWktbm4TxTT/K6IhyMTsHbBGk3QdpDN/MxIdrnSRfj xa55ej5OTC9E3IwSpp4ynJtZztRTydRTxdRTzTe/BmU+tZQx/9N+dWxq6iAP kBEiGdR8IXRBdTAG1xEiGSGqgy2UvWFoLZxhtQSoBm3h/PnZqTgy6TCOMk5O Pkx4DvHN/gyJjPOMtEkH8AlB+vTJd7Hn8Y/wzhOH8M6TTJlMP38cnY03xuQT oCK8zZTz3thyfEiIPnqqEp88VY3PxtXi8NN1hEhGiOqR8GwjkibKkTxJjrTJ Tchg5LOpKg7qhGLNbZg29CMnQIW9/sdh+qgTX+l/xPdfDKHj9RtwRl5Ca9Ql AnAJ1fTm8TFXUfD2XTg+uMmUMsDUQphiLhKaiwToAgZi+3FRBIG6QJj6Y7vY O3egJ6YFXTHi+IMR5hAd3YwRevrhhlAdn1dcRt3AqEMZm7JyX4pUpHZ/usSw IkYuakMzGEmoDTmFqsB9SBSb5iQuFxu8JC4rQ+LSUiS8RDuQ14FB53X86wiw fnkg6m+C9Zdttys1vYwdXm+h5/UsDDVUYOhL14Jfi7YNbwV9hAMLTiOZqSmF qSl1XTEOkap32U19wIL2MX3qPo9MfOaZg0Ne+Tg2vYipqRRnZlQwNVXS+VQj Y3YNU1MdU5MMJT71/J/Xo5qvRJ1/AxoDxPlajVAFNULLMAQ3oplSszBJ29hm OhjOsHq0hteTuhIcnHIcxyYfw4nJRxHHSGCcm3wE5yceROqzB5DJ9JT17Gc4 8OQbODx6Nw48sQf7n9iHD584ir1MU++wqL1Fqt4WjmdMKXaPJVFjmZaeqmFa qmUxk+HYMw04NaER8c/KkTixCecnKUiUEpn01NlTVchj5HhoUBbGzmhePT4N OA3r/h580/wTvvviPlpfvwlbxCAckYNoiRpEGyPOx4SkdffQ+Nk9dO+8hN65 l5l6LrOZirmE0YRpgHHRHax1sX0Eqge9BKs7tg0dMQ5YwjVs2vSQB2qZIdWo CVCg2l+OKr96Rq2U7WsIVDXNZBWb0Wr/AtSF50MWlsk4D1lIHOqCDiBjZRky V5Qhg5G+XJwtk75M7HGRvpSfv1SKlCXFsOW2DW/4M7Ijf1iX7toe4cHkg7/u 0l1HNBOCD+Ork8X4yVTkWgJchvJ9tYhfmYrdwftxeGGCe/ZFqXQh/O5pCfiQ zvoTjwx85kG2PAtw1KuYGauMZqkSCTOqmbFq2HvVIdO7HnneDSh6MKdCjlr/ JtTTjcrFfIogBY2HgsaDfUCoAmaGlUbAHt4EJ8MUXIVUryRydRwnppzAqckn EEfOzjLOTzmGVEbmlKPInnQIeeQs/Zm9ODr6TRwb/QGOj/4IR5/Yi8NPfob9 5OuzJ05h95NZeHd0Ed4bU44PyNbHY2uYrWQ4Mr6eJbQBJybIEUenfXaigmwp kTpZhQy67uyparKlQeE0DTOXHkks6YdDEuA42I9vLT/h2y9/guO1mzBHXIUt 8irsUVfhZFQGWxEXdR05f/4KlhN3WMqusKRdIUCDfHP7efsYgbpMsC7xnpls HjPavAvondeHnthudMa2wxFtoEUwotFfj4YAHWSBGkKmImRi5kcjQ8YqUE07 UYE6wlXnWyBdp10bkIOGiGw0hKUwy8WjPvgQf2e+tKVSPgHLJ2B5IohYrghC lvsSY0kpsl8shjO37Z//30D76yZ/Nz7ZcBq6ledxv1g69ik9WraPpKzJYAbL QdKqLOwJOYRjC89LlGWtr8Knfin4yIPmyiMbBz3yccSzGMe9ynBqehXOTK/B 2Rl1SJ5Zj/RZjezf5OyJFOyJFMzjSlT5K/kqKdEQqIIiSJxgpYYuRA1DqBqm MDUsDDttpzNCzQxXjfipp9lfncJJxmlG3JSTpOwkzk89gTRG1tTjyGXkk7ZC 0pb89B6cGP0WTo/Zg1Oj9yJu9D6cfHI/jtN0HSJpR544jQ9H5+GDMSKL1WAf KTvwdAOOPtOIk6TszLMKxE9UImmSCsmT1UifouHv0CJ3mhYFHjoUSZuOfogT EefRevQivrPfx1df/gjLq7dYu67RPl+HlWTZo67BOec6TvsYkLDqa9Tu/wYd r95Ed8w1EnSNaYr9XOxVsnaFZF0hYeKetn0eMx1p65nXT8q64Yx2SJMC5P7N DAMamc4aAodpE6+lnFWhHjKmM5lfFer9yhiFDDENIJOEZaMxIg2NYWdpyI6g fH4CSsVs/VJRKEuWi6nry8TmR8XErISYFROzohdLULC4CC05rQ+7FvNh60n/ LWpr8d6sPbi2Jw9DmnJ8+/llaZpL0ppUYpaJ1LW5SF/Hbm5VPj4KOYETCzOQ s74Op+bkYO80FkuPPBz2KMYxzzKc9KpC3PRaJjQZkmY20svLWTAVyPFRosBX hVI/NS2ChkLU8GXSQh6khTJYS0+sg562whimhTlcCytbYkeEDqUzM3GMaJ2Y EkfM4ohZHOKmxiGB6J1jpE09haxpp5A37SQTzUmUTDuBsqnHkD7+I5x68m2c Gf0hzjy5FwljPkX86M9w5okD/PwoMTyD06MTsG9sMfayWO4nZofGN+LYhCac JmYJROwsETs3WcOEqUXGNB1ypumlRFbIEBtXif3fO05exvct93Hvy++hWteG Wq9maEMGYIq8AUvUDdjm3KDf7sfp8GtI/+N3MJz4Gp0xN9AVe4OV8AZRukHc rqNv3jWR3Hj7KPrmM+GxW+whbp2sno7oNmhDbVAF22lZzWgKIG5BRoaYYKJl YVCjntVTRvNRH1CHBn9xmY246k8s1OUxiJpvKuQR6WgKT4Q89BhqFiQ+girB WtUKkdwqmdQqlrmDtFUyKkhcOYkrW1wM1W4Frjuu/dN/QdzIdalfEDdyucFl /FdL5ySKOTLfJ5fhfpdKelTMkUmWJkZkI50WLYP2TIwSSV1Vhn0h8YhflIfi 9XLsnZKGA9MKccSjDCfEeVpetUxu9UicIcf5WQqkzlaxjKqR68vy46dFqb8O lSwDtRRofZCe/bIBKoY21ABDmAHN4QZYIgwsQwaUzsplUovDialnSFw8iTuD M/w4gXGO5KVOi0MmI2/aaRJ3GqUep1BG6ioZmc98TLreRcLoj3F29CdIGvMZ zo0+iMTRh3h/hPfHcWbMWZwdexaHxpXhs/ENOPxME44/q0TcREGcBudI2/mp OqSRtiwPA3I9DSjwMuJVz71IjM1GV/xVfN8+hNv3voFiXQsaZlogFzHLTAVd hnnOLVgZ6QHtiFv2LSo++R4tr92j57pJmm6SvJskrXveTTzhom/+dSl65l9D F5NcBz2bY243n6uFqmxhEXCQOAsUASY0BbnIa+RrKM67awgUxULOEltP61sj TdyQB5QwGeYzsiH3S+XPnoMighF2ArIFifRPYsu8/y02K0Qd2atliN0KxS6F tSJIXg3Jq1lC70fyyl8owE3H9YfNInjY0sV/S97L0gCb9u3Mf7XiWK0dg22D OL86BalrMkldLqkrRBaNW/a6KuSsoyFbVYODoedxflEJzs0px8GpRTg2rRIn PWsR58VWjdQlzVSyOVAjbbYWWT465PnqUcSSUBZgZOtjpFNtRkNwMxShzdJV T7owE4zhJpgiTMwXSr7LKTguiJsaT+oScHpqAstrAs4yztE8pkyLJ3XxLHVn UED6igV5zH0VU0+ihnkvdwLbqzHv49yYT3B+7KdIHnMQKWMOM44gefRRpI45 hpSxp5D0VBKSx53DsfFVODxBgRMT1YibpEHiFB2Sp4nQI53UZXk2I4+57DXP fUhekI/exOv4oXMIN/RfQrbejobZVshn26BgKL0Z/FwfNsgc04+TIVeR/OqP 0Jz4Aa0xt9EWexvtsbdHoXPeLTxJyG6he/4tAseKO5+pkEmvNeYyrNGdFGM7 HUc7X5JWVtYW9lJ86kDCF2SGIlgAaJBKRiNTXiO9cGNgAz0xO/nASoJWyigk qDlQ+KehyS8RyjBG+Ek0LEz8ldhNEP8sbSfY6I7hTRzr3Rs41pO/evJXz75B RjtXs7gQuvca8Y8PSXF/B3wjTzcJct+K5uFYwAHcO1yEIWOJ9GjlvkrX4Iu1 Wchg2stcJ0aiVBK+WuSta0DBOgXyXpbjGPvp9EWVODA5lwBW4ZSnTDpR7Ox0 JbsHDVJm65DhbUA2fU2+XzOK6UvKA03s1U2QBZvpMfgqhoprSCzQhVtgjLDQ E1lRMquQ8IltO84SwLM4NTWRKS8RCfz8HCOFkU74shl5hLSIabCMHXMlo9Yz HjJGAbvVc2M/QvLYA0h56jDSnjqKtLFMiU+dRPrYU6OQ8VQc3UbKuPNIeToV GePT2JTKcGKSDmem6JE41YAUDyOjGRmeJmRPN+F1z/3IeL4Y/ck38WP3EK7q vmQj5GSWYXjb0cRQ+tih9nFAw3sVOcybrsepF79H8Uf3Yf/wc7TE3kEro23e HbQzOkTMv4PO+bfRxehkHmxhc2GJ7uHL0UGr28nM1wFdaBuzXyvh4/MGWVl7 LfQpAsJmNAWza2X2kwcpGXJCKUNTYDVhLWMUEcBcKAPSofRPgsLvJFQRpyBf lCT2txwltlx8RNrj8lfSpouKVa6dLptEKW5aIcxeE0FsIojypaVofKkY9S8W wLi78R8ewtvDroX6BYPDqyNimkKQ2+wVnalD05Ik/JTHvuLa8Eie80hjX5HB BJglhq+wn8heV4Nc8pe/rgmF69QoWadD8So1Tofk4oxfCY5OLsEpj3rEeylY ejVMgDqWXiMZbEaOrxihY0YJS0dFoBXV7OpkIVY00sgopQtI7NBH2NEcaUfx bPYoTHSCv1PTkshgEk1eEvlLIhiJOM/HU/n1DEbutEQUeiSizDMJVZ7nUMOQ MRoZtex4k8fuR+rYw0gfdwIZ404ic1wcssYlIIeROe4sssclIvfpJAKYjswJ Wch9Ngfx7FjPTDUhcZoJKZ5mhhUZXlb8wfMz5Cwpx8X02/ixbwiDui9Q4S0W dFtZ/loh93FC4euEiqHxc0LH0Irzi72N7A6voenYfThW3oYj9i6cjJZ5d9HK aJt/lyW4nbdPEkp+fe5VmKL70RzWzY6+hxB2EcJOQshMSBBVgewzgoQBtEqT ypQiEwazw6VxbhLXZQU3Ecx6ZskaKIMqGCUEN48/lwFVwHmo/E/zZ49B8dw5 aFZXQLu6YhRvyh+Rtpt8RNpuUv2yazvQ4b1AVdLGkyJKoVxWAsXSIsiX5MP0 fiN+/f8NxWfc6ya/mC0a5DaCb8zYjcvv5GJIwXL8xRVUfULDt5opYk3WzyNf pLFh9cyGcmZDFYpIYuk6AyrXmVCxyoCzIUU4ML6AmYtdqRc7xJksZbOMSPM2 I9PHghw/KwoCmOlYTyqC7KihqZGFOiAPc7A+8N2LcEIf6US1dxUSPJJJYqJE 4omp5x7QGD8lEUm8T5l2ju3AeZbsZBSwbJcwKjxTUeOVijpGA6OJIaOJTBl7 COlPHZcozJYoPIucp88h7+nzyB+fjNzxKch/JgWFE1IlEvMm5qNwchGzLlOi hw0pXjakejnwhudBFCyrweXsu/jpwhAuMRVWeLeg0qeNbVQ75MFtkPuyXvrR sPnTuDF0TJNyPyMqw1rQ+GIbjK/egDXmLqwk0c5wzBMUOnk7Gq3zBZ13YI6+ DGMUSQzvZcffh+bQXrZkJDKsy50W20kiXy++huoQEklFK0NcaVHBtNgUrOG9 ktFISusYVSSPFAUVMLKgDkyGOiAOSr+DUD6XIm0DMAqGtdXipoo3ayoJin5N BXSryyU6tSJpuvZD1RJM7coyaatNzXL2JMtY7F/Kg+X9BjxsU8XhS/RGrrpM HYnkXw47DXKbxOERRN+eLcU3zXnSBIfkl5OQvkbMBclzD5VxDSzLkQaWDY+m MqJ83fBoKjL2sgXxviU4MqEc8cySSTN0rNBmpHtbkeVrQ66/nUw6UMLXsyLY iRr6HVmY6/xgccanJrIVld7keVoyTrizouDx+BQyyTgzNVnaWCnFI40lMw05 nulsTzNQzCjzykQVo84rC/UM+fQsKBhNZDvtqWPkkW3z08yE410cFjyTyhBz aAsnZPA1KOBt8bOZKJuUSR4LUTSlGKV0HKkszcnTW/Anz8MoWVWPK3n38NOl IVwgj2Xeraggj5V+7ZAFicsFySU5VAaQSYY2kEwG8v9JV1K7qAPN6zvIEV1I 1BWYyaOFJFoZdhHzBac3YYgegD6qDxayaGaYwnqZJV1MGpktBZfaEMEkmaem NSFiRcb+M5chRulabkWIip+LoTz1/FoNmSxnY1PEyOHPppDLeJbrQ9DOS+Vr 0Mx39t9h4q2J9t9EF2ZaW4tmstq8thpGvveGNVUSq4JUPUnVk1Q9IdWvKoWe eOpWFEG7nMwvzYX1A9mDC/ZGjnAfHo3V7uh/cPzif/x9yA6v3riQ3YQjGxJg 35gm7eJx/3oLLEXNTKHnpBSataZQGmWTLY2yGTk1S8+CzvRJXEdOzapf7cCx yWU4ObEWSUylKUyj6XRXWSxuuXw7C/g2lrD4VYS4TkaWhTH1hLdDGcG3O9SM bHHYhEX7+BSB7DkiS3ynpuD0tDSm1nSc98hAmmcmO4xs5DEKvXJQ6pWLCka1 Vx5k0/PQMD0fTTPyoWRoGLlPnyauTJ/jmTqfSZPwLJqQiZJnsxj8+Ym5KJ6U hxJG+RTG1AIUTStnb14tXZ/1ttdxlK+V41rxF/hpcAg92i9Q5N2OUp92VPi2 E9lOGuRO/v3ElsVdEcj2g/9PrYQVzQtLhGJFB2wr+RhLiS6I6ZSu0iRSJsMU ewv6mKswRA0wdbpwtYT1jiKzvfg9ie1x1XbSKojVhQjy26ANdrfYofQQzKZK enPRICpC9fxYw1BAFdrIqCPVlYxi/jm5jDT+fIJErCHsHMzr5aTWsr6RdKxv wL/wth4W4msmvmaB77qf0TUS2WYi20xkXTucFsOwshD65XnQLM0mrrWjHlLL XSe5/hpdLf3YtWQv4l44gJqlh9D2SRoe1pv/F9T6u6mNO3wIiYykgwew7Ol5 uPNpoXQugfjq+VVnkM6ePHMN7ega9uL866UpXmtHTvFqpgmw0ASIKV5O1K9v dU3x2tCJpjWtODy+kr2FHMlMvOmz2VP4tSI3oI0Et6MkmO8834ZqvuOysE7U s/Fs4FtR4FWKIyz0x0XhZ5GP80hh8k3HSVIb55GFsx7ZSPbMQbqnmCiSj3yv AhQzyrwKmXCLUDudhp0hn1EMBUM9sxhaRskzCcgWhZ/FPp/kFk7IQfHEPJKb j/JJBahgkq2cUoQKEVOLUD2N4VGCBCb1bdPfRvUmFW6UfYWfrg6hU3MPebM7 UejTiVLfTlSQ3gr/LtrrbhYPUsz/oyKQtpEqFYjJ2ALWLmpH80Ym3WgHjQEJ 9hctYB+0JFcdcw3KuSz8kRfhDL/oovZXAmB+1ANzeA9M4T2jJIT/U4JYAKyl 5dAF8zeEslSFthBSWilh7pkDlKFGhhihoWLICbiMUcXvKyXw5CwknQCfZad0 GCbfOMJr26AUu/fy1r5BwWjiI028l/Oesb4RVpItuDZLadnFtJk8m5mGzWTZ vLpE2r21eWU+DCsokmWZ6M+zSjS5QR4eFHb6gyy8szALKfOy0fMu/f2JCtzV qh/W5f8C45HLSa6r1qJx5sghzHzyMQQz5ohN0X8/Gusen4RdUz2Q984r0nel vHwWGaszXMmYAsweniu2VoXctVp6WiP9gxll62zE2SnNFatnfZRvEHPFuqW5 YjWLHTjOlvmshxpps5qRSW8r4RzUieLgLmmQXBkTVxlb5Ep/+orZ9Yhj0j1O jE8S49P0CQLjE9OyeC+G5OQhkQineBYg07MIuV7FTMZi66RSVEwvQzWjbno5 GmdUMBlXQDWzAppZdGaMisnpTMYpxDmDKGehaGIhk28RytgRVkwpQdXUUtRM K0WdB91brUcZG50U2uVdM3ejbpsONyu/wU/Xh+BU3UHW7B7keneT5m6U+HWh nFER0IM6NkKN4d1stNppK0kzQ8kkWUNrJF/RiZYtwk7YGaSZTaaGtqIhkrY1 9hpaoy6T5AHahZ5HBMOjJIgfFRgzP3dLITjWh3SS43Zy3CY1WhqyLJKxMtQu XZeuDGuGKkzP0EAdpmDUQxNWze8rY+TTemQwGZ9lo3UCtoBEWBaIUzi1dNUb NeJGjf/grYqhhMPNtYvpYZ5lsJJlK1m2rq2EZU0ZLOTY8nIBTKtyYVyRTY7T HlwEvmnTJmnfwEcedjW4CNcRoX+UVpk2+Z3EG3PZfX94G7fK7+FSzUV83tv7 YDFrpFX+BeYjF65c14SPwYYlL2D26McQNvpxxDJeGPM4lv5+PP4wcSre8fXA ukljsHGKD9JePofM1SJri2Ep1e5hZ03S+J7ctQYUrDWheK2VVtmBqnWttMrt D4adqYi59pV+GDZfgGxJG06J0xW8DETdOgpZ9M1RyPZ2II99d2lgB6pCuqTR vJnTS3CMlJ+YloJTpPy0Rybvc3CChJ/yKEA86T7nWULbUYosr3Im7QoUTa9E GaNyehVqZ1SjfkYNGmfWQDGL7pChnV0DvXcN5EzquaS8YEI2ip6lxZhYhNLJ pbQZFaicWslEXUnAK1HvWUWXXYV0dn5/mPUhGncZcbv2O/x0k5g3XUbdbBXy vNuQ49ODfN9uFPt1U6nEPaCbzr8X9aHdaBCumTgqaK1kwXZUL6Rf2NgFy4tO 2hGb5Jb1QWaYGPYwJzrn3YAj/KLI16PIerfAvJtvn4BdfGRijJJg/x1xdy1s Cdw1I3Fnt6GSumArVOEmhgHqcC1DCU14A6OGyLMXCyvgz2TQMZ+FISgRjqBU WCLS0bLJgNZNhlG80YsbHZFv3aTl4xq0UAACf8dGpYS+legL7G3E3k7sbeuq YGN3b1tdDOvqfJhX5TB9Zzy4TN3tgn/jth4jQZdwla56FR/9kwT8iQ3xiJuT ipxXe/DOm9+jvJhOz/YDLtpu4O7Vy38P+CN/hWugxmbEi/xO8INHP4GYMaPx /LgxWDr+Kbwybgre856ODyO8sG7y41j1zKN4N2i1a7CaNKKldsSkIB1y1jYT fgvzvF2a9FdN8OtoVRqY35s29UG9SQxWuwjj5gFpsFpWQDPiJ6uRNM1A02xE xgwz8nwdKCb5leH9qInoR7GPkrYkkzk+hTk9nbRnIo725JRHPj8vwmkSn+BZ hvOeFSSzEjle1SiYXoPi6bUon1GHqhky1M6UoX5mPeSz6qFkzVB710PLMPjU Qy/OniP5hc/m066Q/EklKGdzUDmlClXTamlRatlj1tGw1yF9eibenP0JFH80 42799/jp9hBsx/l/nKVB7WwN6r3VKKDhzvXrRaFfD0qZ5Mv8u1EV0IWawC7U 0YDXs4YJ8svD2Iis6IGF9GtIu5F9nYXJ38q+zsa+zhps4uctsIX3C1/S9Y8S 67+CUSzf0pzoXQZlFFFvJZDqEKcLdPp4VbiNYYY6wsjQEXQVNBHiJOxaaMNH gB6SBHMwYQzOgj3wPNpeMTNMaH/FNIo3zbRC7a8Y+ZCBoZfIH+beuUnNdkxs X+VK93Yyb19fCwd5t5N3+5oi8p4Ly6pMGFem4vPWKw86vt88hMSHZXrXcvD/ dA3e3xCHExFJqPtzJ5yF36G7fQifpH6Hk/m3Uam9gpb+m8MWfaSl/2/Z34IZ 9DO+o0cjcsxYLHx6HF6aOA7Lx0/CHz1m4KNwb/w5eDI2Tx/D5P97rBj/W2lm W/Zq98y2B+OJDGTfTPZtbDidqHAPFZRtYHF/MFTwInSbL8EoZrYxbFuvIsPP hCTB/WxmfD/6nIB2if0yMlLsL/RQjqNiQw7JnmfhFC35GXqZM57F5L+cOqjE Wc9qJHvVIEMa/iJD4fR6lMxoQMWMRlTPlKOO0TCrCU2zm6BiaHyaoPNtgpFh 8mtC1ZQCFJL7kkml9Db0PYL7qTX0NrWo9ZRB5lWP1OnZeMf7U2jetONe0w/S VQL2jTo+jxoqbzmfsxE6hpLPXSb068f/g7+4CoHtB/9PtbTqMlr1BoYYNl+x oBfqjX1oXtQCY1AzmoMMMIdYYKO5trNDtIU0swLoHnSUIsN3/XqEAAyE3+AS wSjJpv8HDXebdDxNmHRVOCPCzrBSAM2SCDQRQgRyaCPcIggvZHXIZCVKREto MVppdpzB6XA+X4mOzbZRvLES1Y7NFnRuNvPeLHQhyaLNLYqWV3RwUBAOSQyi CDTRA9XDIQmhEo61JRRCAZN/Nv1OOvQrzw9Phv57NfCrERo4tOEkDofGo+b1 Vjhyv0VPyxAu3B3C5z+4vrdt8Lvh02VGnrjsmiz9YGTXyNP9hn+jWLYe/nbX oM0diD98kJ7/SQSMfgrR457G8xPHY/nUZ7B2ohdenzEdn8zzw5t+k7Fz1nhs 9HgCa6f8Hu+FbaQ2aIjWNDwYtJQtDVqyUBsO9zzD9r8xz3CQ2rgC89ZrsG27 DvXKbhSQhUzvFubTDmqDPQBzaBn7gJwZtTg9LZPaoPf3EF4/l3WgUBqvlUDn c4qaOONZi0TqIcWrAZlejcidLqcjUqB0hgIVM5WomamCbJYKjbPV1AY59lFD Q571DKOfGiZ/Nd1OJYqoi5LJdFJTqumGWA+myVDjUY86zwbqIgfv+x6C/r0W fKFyneLuICRa4a68G+iuGqH1VfA5m9BMrZn95Kj3t6HWX1y/RT0E0OhTE01B TjYBfH3CmDdWXIBqeR/xtkhX85lCjEzSelhDhSOysC4YYAnW8WsWGMI7YZSi SyiE76SQyGOiXPDrHSNlIqlEGyIcEXUiNbMsFGF2aoMRSZ1EmqCJ1FMjamgj 3TqJcOskLJPaSkMrXVJ7WAlaQ3LQ+kIturaIMRtdWxzixk4Rdm22US1WSTXt 0i5WJiqlWdrQzMESMqyWn5Xi2pLesbaISnHtI2xenYKUvafEMsvfq5JR7pVF 6fLjDcfxWfBJVO60w5b5NbodQ7jIfHXvh6GHnSD7F+r4hweLOMOT2cWBHKrF dY72VoriMGY9MRaBY8cjZsIELHx2MlZMmoWXp/hik+d07Jg+FX/2mYr3KYxP wz2wN2gSPpj1Ag5M34cjgadxLjoLCeF5OB1aSCmXoHAtbT6LRQWLRc36HtQz KTbSJClfGYBm82XXSEUKwrL1OkVxA7LF7AhXMXGuvops3w7k01wUBfawXWhG Hg3O4akpODo1nQUjm6IopBBKEUdTlMACEcdkHk9ok7zkFIVr5kredDVFoaEo NKicqUXNLB1kYuyCtx4KH3aFvgTCTw+9vx7GAD3MDAF1EQtF6ZQalE+tQ+W0 epqkRhYLMcslFx/5HUXznnZ8pf0RP9xjoSAT+tmNDALlzcLDIqH3VcLgp0Kz vxJmhlVsRhdgpzDaUe8+2KOgr6lg4SiZM4DaF/l6zGPeD7VKmxeZxAQzaR6e jsJopmky0iyxYIQYKArWBCpjlJCFqzf49UMU0U5qhB5+Q7rbpK1O1GF/qQhN lFsRkW5FRLoVEVHI78uEPiwf7RE10riqtrBCtC9uQPeWNkYrera0juJNCzXR TZFQIpJCxM5eHVus1IVF2uXNublZ2vDPIVUSVpBNYsQDdbGhxjXiYV0htZFN XaTixPp3f9bEX83LG+UuFCMf3r/hKPYGHEHZFhOsqV+h2zoEw8D3+OKHoX/9 21KQ9tqSZhP82t2VCFH84toW19K+pEJXz7Gd2jhCbYyDz+hJiBo3E8s9QrEl JBZr/GOwdlYkNs8Owk6f2fjz9E3Y47kJ+8Kex6kl+5C9jQ3EK/XSofjslTRW S0qQtZANxtwsZIVlIMM/DaneKciJKEL1Ijmq5jWhMkaJ0hg1ZMvbXXMet92i Nlqhe7kfnTvuwrLmOotGF4tGH3KY3MXoz8NT01gwsqmNAmkWo5ieFyemn7FI JFIT8Z4KakNFhtXuYTJ6FDHKZhpQOcuImtlGyLyb0ehjgsKXbSTNm9bfBH2A idqgYQlgombU8jlLp8pQMa0BVR5y1PB5U7zysc//JCx7u/C1wXUZi2Wzk3pQ sQkRmmiAenYDTRn14KdgsRAFSANLgBo2hiNQhdqADjQEuw46ifa5OLgPZfMu o+HFS9DOaSHyNhJvIfAmtsZGWMNYNMJ00jtnCdXSYLG4sQ3WhxN/IQ8DK8av 3bXDvXIf2k51tBImI/vm37hOEZEWjFpJvNPdXDioDiokyuZSSJQe2igqJKpR UogmsoI1pAhyvnVtkY1oj6xHJx9vDy9FW2w5erfyV/du7RA37ZRHr9jaamsr ura2SCH2P2unVFoplRbKxMES4tgsJKJ1S0TumoKyoYoSKXmwr3Tahr2oOpH1 nw/ofeQBoUS09EwF9vh9hmK6VvO5e+g2sXMbHEL/Vw+fzeTWwhMPF9vDBpRP +5sdzDakHU/BzN9NQ8j4ILwwOxbrohZh23OL8ApjTcgcrAuZj1eC52L1bCW2 eabjDc8P8Z7nDnxImZxeeh6p73chY3cPst/tRd477C3f6kXpn3tQ+ccu1L7G lLnTCfk2K8sGG751fC9W8r1YUg3NwnKoo0vQxBpeE5IH53KmmyVMBi+YUOqt ZAmoxsEpKZRGFqVRgGPTSiiNCpz0dJWLBHqnc15NkiySvLT0OwZKw4D8Gc2U hglls8yUhgU13hbIfKxo9LVC4UcvQY+jDWDaD7DC4E8kAyyUBhtS9sellEXF NPYdnkpKrQgHgs7A/lkvvjH9hO++vI/mV8gaS5DWW4zpYImgd9L5yPmxmtKg HPxVsPhrKQ0dbEFkgtEcaGRfLQ5udaI6pAtFEYOoeu4KFM/30784pbNwjBE2 NEdYYGI/IE6EtYZrXdKgRMyh9HyheugojVG87WQS1EmrSe2sFK3URSsrCCOc EcGIbONzUhthw6tLP2tD9B1q/h7NHKYHSRsqBqtHVJ2kDRW1YYyoRHuUEh1R TeiKakBHpLiEMw9923pG8aZb3HRRG31ic69tHeje1k5tiGhDBzXSRo20UCPO LdTHlmF9aKgN99SXjWI8WYVrl+312Ujf8AmK3z71mHvptJhieM9nHwpW8+VN uItuw320UAyXvhl6MO5u5BGC/3/E4Pq+g5JJO7MxCefm5yNkQiTm+M3Hi9GL sPK557ByTjBW+U/FuqAp2BjCiAjEiwT2+fk3sSzAiQ0zqrDL8zTe9HwTH3hu ZoP+MY6vb8TBV/ux7+1BnHr/KpI/Yu7/5AbK9t1Czf7baNx/B6p9d6D/5A5M e2/D+hHrxQfX0PLeINrfvojOP3Wj5/U29O6wQr9YgQL/EsTPOIv46SmsCZls JLIphiLe00d5VOOsRx2b9gaksEac99ITYiOFJPyXBUUzrRSFDZWz7RSFAzI2 w41+Tij8CQf/fo2/AzqGIcBBaO0wB9lhDbKh2lOOCg8lPvWMx9EwNqSHL+Bb 60/45sufYNhEL8Tao/Y2sJnQ0zcReHonA2uFqBEmfm4NoBACNbAF6ikKwsAm wRFCv8YGopGJvTjkAopjr6JuyVWo57IZiKCPjHTCwERupNUxRZphiWTNiKSo 2ACIf+YwDaFXSclfTRGIw7g6Ng56Qm+gEIwUgDGyHcYoioT3uoh2aPk1MeVW E+5aiVKGt0gnHynDRTNuZhhYPLQUglIShYaiUFMU8vACtM3Ro2OOFp1z1OiK VqAzqhZtEUWj0L+tD7/lbS/6t/fiwnZx3yNkQm10URtd0kZ4HdRIG+tIK7Xh 3GqnLqxubehd2pBG3NS7Zq5tdG06Xr7xGOI3vOeeRfGPKDxTjrdmf4TcFY0w nLqNLs19tF0ewuA3Q+4t3f5yafXvE8bIQw0PE4bLui2RhHFcWuBNRwMzfUvR D6gqsiMiYgEiAoMQPWMKnvOeiqUUyKqgqawcU7A2dDJWBz+LJXOWY9OGK1i0 9CssjhrAKpr3zTTjf/Dcj3c8X5MqSfzcZGQuaXSPqL2A3M1XkPrqDRS8cQsV b96G7O07SHzvCxTs+wo1B7+G8sjXMB77BrZj36KN0X30WzQssyMrgiIILkBi cBmSgqtwLqgWyUEyJAc2IC2gEZn+cuT6iuuumlDkV48C3ufOUrNr16FwphEl M5tpqppRMcuEGh87GtgJN7EjVvBexXstu2J9ILOsND6rhd1uC5q8jdjlsQen IlPQdvwSvnPcpw39EdqNbBZm05B5s7rQlOl8jRSIgY2Fxt3F60ZRHTo8ykKh QwsbZ3uwEXb2DA4RYfRsYSbUhvehYuE1NC66SB7bpROTtFFkPcpBvlk4olg4 olg4olg4olyFw0R9mMIU0hUWGhYAwb02oo31g0/wKOsDZRbeLp1iKzyUxi0N NaWnjmA6iHBAGemAgqFkzVBGWPmYkaFlKCmZBt7XsHaXQRFRhvZoEzqijZSG Dt1zNZRJA/1V2SgK4qK4uSBu+kXR2N6HXoqkhyLp2i72BOxEO4tI67Y2CsMJ hxDHVlE4mt2j5dwjfcSosE2uTdjLN55Ewsb3caXE+Bu3NsSOQ3+a9QEyX6qB 7tgNdCruo+PSEK5+O/RglsvIc3/+Pm2MfNiljZV/dRBErHsdDUtA7R/bYc/5 Dj32IbRdoyr5mzcsWYGZEyci2Gsy5s6egkV+U7E4cAqWBjNCJmFx0DNYExyO rJVlyF5Vh3c39GPTqlt4btEdvEQzvY5N8w7PJPzJ8z3s9tyKo4Ef43xMOuo3 XZbGNys3X4Nm6w3ot95E87bbsGy/C/v2z9mItMC04Rod2NdQvP0NjO9/iyIm ttOB+ThKXZwKq8EZvoMJEXRPTKjnIlgo+O5mMgnm8Z0ummdH6QsOVD3vQN1z NjQssqJhnhX1c22Q0anUhfKxECsbYTOUQUycQSaog5qhC2YDHGyT5lGZgx00 9i14c+Y+JMzNQOfpQXzfeh+ff/EdVOvbqAsrdUNXSGem9rVIA88M/s3UBpt5 OihzABvoQMMoqWLMRgt75zaaIEco9REmFptMDANM7CnkkV1QRnVCxVyvjmqT +g3dHNaxOawfc6xonmOGeQ578DmufsPEl0JM8tBJQFPWrA1qCkJNg6VhqMVp v2HtrsUoYaLCWyRhqIQwWJeEMFRRNFL8Hepo1g7+DhX1p2Q7rohQMeSsGbV8 mUqgC5RL9a413ICumGb0xIg6wsYjqhIXd1x+hDeX2MsM7BjgR67N7Hp3XJC2 QuymTDopk/btXZRHB5yUiGObkIjNNcdImr44PMeogTJx7Ulfvuk0zm7ag87P Sv7DLQ+xKdfrM99F2uJyaA5eQ0fjT+i8OITrLB2PPeTIxH8tj5HT78X5xOIz j190+OVnqrE/8DgqaPwt7O57mofQcWUI9rv3cemL71xV5Q8w6vXYuHY1/KdP RrjPZET7T0ZM4GREBTyL1Hfjkb4ih+ooRxbVkb1KgeyXtbRU7Xh3DavJym/w wtwrWE5yNnmV4DXPI3jb8w2pfU+dl4XyFXpottykOm5RHXfc6riHslgb7Fvu oHPXV+je9TV96HWUE614n2Ik+FYi0ZcWyk/OUCHeX4cz9O+JJD3Bz4Lz7B1S iUL68x3IWdqFkuXdqF7Zg4ZVvVCs6oPm5T4YGGZxv6QPzQzLkl7Yl3TD+WIX 2ha3o+OFVlx40Yj3vD/CuXm56E64hh86hnDj7pdoWuuQlKEQl/SISyt8GexZ tOxTDOxRjFSFWOoy8W+yBBlhY7lwiAgxopXSaBfbLwhpUBZ2ttr2SJaFSAsU lIdyTgdRJdIsHRqiq5tjgyGaio12LaCYo/WwRLvslSmKFSpSAUUY7Z04uVAE JaEUZ8PzMTHTUiNkE97qslARYq1VVIt/oxQpDz6/itJQR9sYFkYzP9fza2rK VQ4Z5SF2RTMHOmgx+bdS5M4gDdrZ6zhD6yiRmkcoiiujeDNI239R7NUn7ds3 IG382E2NdO7oozZ60Ep9tGwX+milPhzUxvD4wL+e3qR/JRvvbHoNVjqZf3OL o4XOZteMN5G8qBCq/bTdsp/Q1c/3g+J48iGHLCb/ciXqYZP8pz34Kn/D+77s 7dfrYDp7D13aIXTRtbXf42/49r57gWoBzpxhUUs4+eC3WPMtSF+ei0xB/0oZ 6VcydFSAiWFDzuoW7H7lOl5Z+wUWLb6HF8N6R3ToHz3o0LPm57rp/xz2HfdQ Gmsn/XdJ/9fofvVraJf2ISNQRvrLcNa3hvQ3knwlQ4tz/gYSb0KyvxXpbAwy fJ3SEY+sWa3ImtmG/FntKJ7diazwXpRE96FqXj9kC/rRtOAC6lZdgmrdZRg3 XoaV9ar1lcvo2HwZPVsu4f2gQ0jjq9137gZ+6GIa0n2BBhIvZ0OiYEOiEmfQ B7jOVtaTEH2gTTppTh9A/8S/qTnQRPpNpL95FOwhzfgXOAl9a3gzWgi9LdwK G/sGe5QZzij+SKQNTawNSsKvZG1Qz6EfIpx6ljPDXAuMc90DUh9h76yVuJeH iXUmcfs/IRfXwUlTgMk+2wpVpAiWjSg+xnKgiGLMcY6CMlrCX1QEykpF7JW0 RQpi38SuoZFZv4attC2qi+19B4tjG2whxDXYQudH5xZQJ43nM7I1dy5uHYVL O6/R11/aeRUDO8W+goPoY/TuvITunQOk/wI6qIC2HT2kvwvO7e2kv4Vhd89E NLrGUW35eRyVfnOeRL99UxI+bxvA/3EfmXBSAXGbEpE4LwdNH11EW/WP6O4l o3fpoL7+afRDlmPdIpAO6f2jeO3+7SEimOp+frFr33Dnoj/JzKsYQjfLTzc1 cPv7IdfEhi240jKINIH8CjfyK0cib0f26lbkr+lA0bpulK7vw0cb72LR6u/w /Lwbrv57+s/99/vsv08Hf4q8BfkojDajbedXD5Cvm0eMAxuJfCWRlyHRr4mh JvJ6It9M5C1E3o50IpgdKE7w60BJUBcqgntQHdKHmqA+VAcS9aALaAy+yBah jy1CP5R8TBN4ATo+3hzcz/62H9pFl/B24FFkLS7FhdRb+JEv613rd2hd1Id6 4i4XrUVAOy2UmGYmLjnqkE4T0ge3us+uM7vWcJkkTSxClhAzbKFMbgxnmOCd iV8EvYw9iszTizjoRRzsBdRkXRHdziCs0ZTUXCe0c/mcMVYYYvicMfRPMVr6 JPbtUTrqRImGsBZpSHp9sBNy3jcxwSvokRSRIlpEkmf5+DWB59eoIynIfROp 59eY7idCQU01kXw5yW+Yo0JtVD3Mc1vQFtuDjnnd6JrXiVb+XS0UkDNMrDOo YBHXzYtWy0+sXWslz9ayuI3oXyf614j+VaI/KA276SL+HTsvEP0+tOxgYd3e Ccd2tznaRnO0zeQa3beVyX8r/dfWOui3FBL912mQUnGlVO/ebsx1UO7kxnic iU5D4+4+tJb/gO5uovn5EG59NzT2IauvbvT/t/v4w7DjGXk/vGgrVp1kMtmI H/sfaOVvPL85DemLK+nFrqNDdh89pEI9+B3u/jDk2jbSB2nL3EJYUe8Swko9 xWB+IITctR0oXNeDUvYMFRsHUMMcm7L5FrZv/AaLXmKfHck+21v02Xnssz99 0GcXLCyAarWNQvgKRXQ9cXQ98b7VdD4NOMu8n8gXX2z/cs7fLLmdFH8nMtjz 5gR2UAh0PEE9FAJFQLhlYRfRGD5AQC5BTvCbAi5AFXCRIhiAPmiAvcAATCED THUD2D3zKHJfqsRA5h381D80nHAVPi2QzXKNKneVy6fZSnRCG9LJp6EGgpzU gAValgCDaC1C2FqEWqUDzzZ3H+Bkzm+l0Wljrm+b0wwnM6+D4SSDDjalarLf NJe5nwyq5jqoA2qAJlAfS0MVa0RzLNln46qP0jOUNDx61AXbIRMbBoQzsTdG 8EbOVP8ryJnsG0XMEeHg1wj/FMj5lHJKQM6SIp9r5aPNqOdT1s5RSP6ndR6z Kqtjx/w+dM3vQff8LvQsaKcUbCxROmiiOlAdcRO1IVcgC+xDo0gLfAcU7IQM TF+2F1vRu+sqenYNEv9LxJ/Pt7Of+PfCSQk4RPbfTv+z3eHK/tvEGGVm/23M /tvqKYEqycM4Nqfjapnxf42g/9iGOJyMPA/ZW51wFrOBpRXtJf13vh8a97fp /+eHtwb/7n5YgC8WaMXEQlaEZ0f8vuHVVcXHl9Ba8SN6OodgvkENfDn0b+5C kEL2M5a72V8h2Nc9YD9HYr8TBWS/RGL/osS+jP1w4+brUNDxH9jyNXau+YZ9 9O0RffQ59tG7pT46PuQz8n6G7JeS/Vp+LCf7KrKvl/axOUe/k0y/k0IfksHk nBPI3xfUjZLgXlSQ+5rQi2R/gOxfRlPYJb5bF5jEB6AKvARt0CUm70EYQwZh Ch3EBzOPo2hFLS7nfo6fWPNuGr9Fe8SA9MKJ0ZRdUf1Q+bbT/3RIjyn82Mz6 d0HN36kNYiMaRBEQRkUguwB6HkOgjgVAR+C1aJ9rgF3a3ojJMooioHVoI3nt hN7JJOxgorfHsFNk46mOZTGIpXOJZUPLAqglebp57CrmNVMIOhYGPXTRWnYF CvLeiKpQJUOLOjautewqahjVjAa6+/ooMbe5fo7jEUIu8K9l5amKshB3Cx+x oI5/RM0cDWSsLM55g2idfxnt85m1F1xEFw1iz4Je9C7oogwc6Iw1oG9VFy7t +hyWVZ9D9dxd1EbeRB1fwLrAXtSzCjf4Gxlqujaq9UU7OnZdIv4X0EIJOGmA HDu6GKwAO1gBtrMCbqfyt7MCbFcxaH621eBPm15F85ZUXCs3/9MIHA9vOOVe v+GP53+LnlbXeUtMxcMnJY082jDS94xYIfr5IPdfrhr9q1sPYpV1xAHqZ0b8 Ab9cVO3lH+C4PoSL3wy52vezSF6a49LDcpqiFeyCV4zQwxrmZuohn3ooph7K WQuqNw1SD1fRIOnhBtTsgHXbbiOf/v/IK19j0Qp2ztFXsMJ3uHM+6u6cX8Gn 09/FKe886kFDPRioBzP1YKMenEj1b6Me3FsDB9Hz0+RUSPtUD7CjYw2IGJSG 1cupBQW1oA66DC21oGdWM4ZcxUezTqHs5QZcLXDtQ3GdWmjjz7RHuvY16oyi t41ihzfnAupnD+uhh3ro4fOxgxUHmAPFlYXUQaQBtoXkPIZJf6EJ7c9b0LHE TnttY1glM+Qkji3Mnq1zqQtqxTGXBSOW3WYsmwRip6IOmubRxc93Qj3fDu18 K3QLTNBSD2oWBw2LgzZWA/l8FoSFxHqhGXX8umy+EbJ5esj4fVW09mXhShSF qZEfqkF+mBaFYTqGno8xqB/xcSEfzw9VICukFpkzDCjzs6OJRs8U3UtZ0NQs vIiehf3oXdiDdmqzg7rsXSX2IP2CcY/xOQZfFRK5A+Xzt1EVeR2VrK1VgV2o DrChhpWixl/OKqSBdjGL4s5eyoGVYUcHg5VhB/uCHcwFO/g67NBQFuyKt9dJ spC/HIfsHfvQrNG4jwoPn610AgfE7MhXHbBnf4MeJ7G8K52tNDzeYOQBh5Ha +BV+XikaFsS/PUQgz7ib8Icuo1IFl78dcp+SOwW2/FakLytH5vI6SuEvZZDt LgsjZVBFGdRJMriGpi3Xodp6E9ptt2DYfhumHbdhpDw+WDmI1zZ8i0Uv3MOS ES30H6UWeqdkmY7OOoNE9gTnWBKSWZhT/dvZMnchh1aogFaoJETIgGWIpUBG nONnl+JPz+4ehXeefR/+UFMB2uAryAvQYt/seFSuV+B6yZe4f2UIVwzfMJNf Q1ukGFZ8VXppuubQ5s5hpzznElr4J4l/dbRJ9WxJ5MEmZmgzTM9ZYFvGd3QN sxZbIvviVtiWdMC2oA2WmBZYI+2wsO21Ug12NqOiGjhJfysrQRttvy3WCquk AtqoWD2rAmmcx+6b5KkWWKkGEzSkXhlj4deaoZynRcN8FcoW21HBqGQSLpln RhG/VkibXzRXhIE5UHz07yjmbQn9T6mIOVqGBkWRKhRGyCUFZHvLkDOjAUWz 1ChmlMx0ba1VS+cpDt/1sj1qpyI75pv5nJdf/RJPSEoYpBIG3Wq49OodXHz1 NgyrbqHh+RsojbjCt6IPpeIaLLZM5f4KRh2LkByqxfRCO/la7aQ/2skCsZMt 0g4+tkOB2ueTsXvZThyN2YkUr3WIevwxzH3sMWQdOvQX5+59uuEY9rGVK6e/ sqZ/hW7bEAZc5+4N70Aycg3VrYZ/+ZtV4S8fe9r9mx66cHr1wcLpb92NtSWv BWlLqYVlLi1krdDSJpkeWKQ8tgdCC0Xr+1G2QWjhMmppkRo2X3Vr4Qa1cJNa uCVpQbP+Eiqes6Nl1x1UvPY5Tm1lG/Gy6K2vs7d2SL31Ts849tZvsbfegs9m fIjjs88hNaCDWnBtxl1AHZRQBxXUwR+mfQCP3z4G7988imBGxH8+yhdzzn88 ij/h04kfuvYQ2azGzXLXHiID+q/hpAFujbxBH38DHVHXpZenObxD2l/WGFhL v58nPaaZQ0ies8G0rBXmNT2wbGKbsfUqDMsv0td3QUszLY4DG8NbYIpwwkTn bqJlMTNsNOnCFjkkW2RCCwF2UgRWpnsLP7awLFgJeyPFIJ9vg2K+heVBCMDI 1EpDHm2AkilWPse1dWAB+5BM/n2Z7BmyIwzIYVnKZR+Szb8xm6Upl8+dz1Re wCjk8xdJwZLAvjtvrhx1L1B8i5spLhMq2cfUhBlRG2qALFiHhiANGgNUaGRb pvavp9WrQN9LClxZY8OlFVb0v2RBJ6OD+W6AgrhIQfRTEH2v3kTPqyz7q66h +rkryI+4iPzgTmkAR5G/BiUURZl/GV1aNX93A8VAt7RTx+87g+TZH+P9Zbtw PGYX0qZvwHOjH8eLYx7DS2Mfw56lL0inKn3ofxAlmwwwJ3+BbvMQLIND4qy9 yX9bBP/nwWrocA0YeaL3ODf64syP930+Q/E67cOWSl27Aq1HyktlyBDYL2si +gL7ZpYBG0tAC3LX/Ix96YaLqNx0idjTlWy+AvmWa1BuvQ7NthvQb7+J5h03 oV4/QOyZH3fdRhtfuk6+hCmBjdgbacS6ZbewaMmX7KQv/qKTfl06xnDKO4Xl oIkIXCD2A1j01Hx4/e5R+P32UYQT/ZjfPIZFv3sML/z+Mbz4+8ex6rHxeN97 GW4N74iivce39Bbd+y20RjGHBTVD5i+TEG+NysfAkgLc3FSMz9+okh67vscG 7UpxnRLf2ucvEU3htDqgCOqgI2p/cNhKL5360CrtJWeMaoWJraqFNt0WY6fz scImOgPi7iSSLXQxVqJtZljmsQ1mzm9g3pUT+yYi2cjva+D3N84V+GuZSxuQ HqRFRpCKoaakM4M1CERGiJIyUCOLHYMrVMhhl5JDJ5QdoUdWpA5ZUfy5SCWK IygHOrXK5Q40rHRA9bIT8sVOyGLYUjOaGMoYB9Rs1cVylZ71q4X15tarnfj+ vS788KYTP7zejO+3qfD1hnrcW1mDGy+Wo/+5IlzdaMSl1Tr0Mh22LWMD8pwT 2dH9yA5nigpxID+QTiygHiUBpawROSiJSiPyB5Di/Qk+IPYnY15D+oxNWDp+ DFY+OxprnhmLrRMm4MT8D4nk5+g23oeDdfvi1z+fLTFyWdR1hTOGG+eRi6Fj H7oYevuXi6GPS9/mjeo9GqQvrWOCZ8VcrqHZEZRbJcpzSHneum4Urqf52HAB FUyANa+wB948iMYtV0n5NVJ+jZRfJ+U30PhyN2qWOEk5E+yrt9DOEJSf9qnD GZ8m9sBavPHcZSxa9x2eW8iemX3n2r/ombdJRmjDhFUS4T6/exxhv30csb97 As899iReevJJLB8zGhuemoA3PGdhd1Agkl7diVbFTSYcE5oCzCj2LoA2pBBt 8wsxvN/YzbcbcHuvAbePtLgfG48Lr12FYwl7a58OJr5OyP15H9CFpiBGCHuA 0E6ow8RJQh3SuQxahmEOiY8m6XNbmMCddDTsA2KEw6FLoktxMIE7SLaFvt3E e/N8DUnXop5Op4F+vo6UyeaKttXAULN1refr04SUIBEK/m2pwUo641RSnuaO 9BAqgJRnhqooAn4ygw81ITm4FrnTi1DmVYWqGXLUigucmDzqfBwMO6qCnagT 60phBD3ctZbUJLXkrdDPZ82a34K2tb24te9zfH/2B/wY/y3ux32FoZOfY+jY bQwdvoqhTy9iaG8X7n/gwE9vGfHDH5rw7bZqfLm+DHdWFGBwSSacz+XDFFPM JJCN+sATSJ51GCkz92P/4j/i0HO7kDHrFayY8Aw2TZyGN2b4YndoCD6YG4JW 5vLL3wxvw/d3wz36oYub11yLm31D6LsnddRPulO4Ja8DqS/VImMpUzhlmr2c 1XKlhe6Fcl3TTiffRbh7pQUeV0N7CXUS3INQbL0C9bar0G2/BuOOa4SbDRDT iWPXDbqXG4T7JpID5RLccT4KnPHVEfBmJPhZsZ/N1p/mX8ei5aIBHhzRAB+D x29+J+0HHfyfTyH6d2Ox8ImxWDLmKawYNw4bnpmKN2f54ePIUOxbGIpNU8ci ccZ+6CML0fpiEXo3lmPgD3W4/L4GVz61YfBoD3pOXkXfazcoujvoi72GCzFX cDHmMgZiL+LCnG5pLE89AW8IENfYd0Me0s2GkI+HdUEV3imdkaCJJOTRdDME 3DC3DabYFphjHYTcxqBBJNxWWmQbwbYv0MG8QI/mBayeC1TQLyDI/L4qwl0Z bUI14a4h3CWRjThHuM8R7PMS3OeDlbwh0z5IJsipjDR3iI9TghVI9atBjlcR Sj2KUMGoYtR6FkHmWYh6Rt3MJtQzFH7M5/4i7AwLbYuZNsx1bqpJOi2PmLMe WXdcwYV93+Ly/m9gPf4Deon61fPf43byd/gi5Vt8k/INvk/+Gj+e/wL3k+5g KOEGhuIGMXTiAoaOdGDoMxuGPtbh/u4GaF/IQLbfQZxa8A4+WboL2bO3YatX AN4MjcKe+XPx8ZI5eCNqOkrOHPJ6yILmL6geeaLoE//NsqXp+n10f+k+SLAa yUtqkP6SHJlLNUzZBjfRDqbsthFLNH0o23iBfnyAxuQSGrZcRtPWQai2sUnc doV+nP3qyx0kmo3brmuk5zqNyXWcJ9GnfGSkWukm2kSibUjwd+Is+9GkgE68 ufg2Nr70JRY9fw+h097DtP+cgBn/MR0hv5mKeY9OwoujJ2LZ0xOw/lkv/Nk3 GB/PjcKni6Owy3sCNkx6FEmxm9H95yb0fWhC34F2dB3jf3XPTarqLuzLP0dX zB10x9xCb+xNEn0dF2Kv4mLsIIkeQG90N70706kfC7l/N3NODxqCe9AY2gN5 GMlmAVZEdEJFotVRTNukWjeXqTu2Dc3zWtBMqk1sPs3zLEzRZpJsgnUhfflC LZoZRtJsXNCEqmgLm0oryunFK9hwVpLorLAmUpwQqBDbVZLos8EilFIkBquQ RIjPMc7z43OMRKb19NmVKJr2M9DVHsWo8ywmzMVoJNgKwi53w93AUEyvhGJW AzTiMDSNhIkmy8wQG/WOgo1Y/wNvnWhZ2IWB17/Exde/QD/7qN7X/i9p7wHc 1pVl7a6SZ+b1zHv11//mTeww4263kxxEBeacM5UsyUqOkmVJlhiVnGVLlmTl nEmKOeecA0CAiAQIgASYs0RF2+1uu9223joXoER71N0z9bNq4QIgSJDY3917 7XPvPeeevbL9Czo//ALGfffQc+AO+g7dwuBhhpY2dyz1Hm6m38EXGTfxdfoN fJM+iY43qpDjdwrnln6EA2viccpvHXaFh+P9FVFICnfHZvcnqd+g7PKxGaZn j1L+hGlhtGeY/sWPhh4v4Hxo+qOGHu0/+haqPu5E2spmZK7qoBVRsc98ON7y wIaQ6TIyXfXWCG3IKM32GM32ONq3TtCGTNCG0IC/0ovqlSzH26+T6eu0ITeY hR4yfd69k1xrcVFi2iwxfYVlP8V7EOm+wzgZfR0rnQ/g+Z/Px7yfB8Lrl34I e9wLy3/rgleecUKSZyD2RoXjwKoIHF7igs0LH2dm/w+8+sK/Q3tiGkb2uMqt X8Ec9iV6wr9AL2WNuAebYDryNgYib0pMD5NpaXGDqDFYw3pgYYw1vgbI/fTS 9S0NvoNo8hti/eaWXDcH9dvPPwtl1g5j1g63sQelCWc9V5FrFftINftINQ21 OkZHljXQLaYFWSyHipKFd7CflKGSGbqUTJeS6TIynU6mz5Hoc+T5vI9jS54v kN+LvrQcl3jHBRd9xBG7BmTOL0MRcS6dwdlJ5Gc7zi0OnOWSitBCtVHt85nN 5udRuej0qoM2gLsc+wUDZRSHZiWZpWXMDUFGDL7FjyfhS4nmgfi76Iu/Ld3v ib8Bc/wkTPHj6I4fpYbQndBP9VImqHb1oHxTE9K8zyDD9zjOLPkA+1bH4bjP GuyI8MSb7nOxyfNZvO39NPVblF49PsP07NHFnzAtrn0Ul3qJRz//C4OIFscg 4pOOJD1poj1Y0YT0lXIJ6CwCnb2OQL8ifDWtxxt9KBTWY+MQKt4aRs2mEfrq UVqPMVqPMVqPcVqPcTS8YkHVSpbf7ZNM1FMwxU3hKoE+4zobaB2BNlJmQm0l 0P0su4N0k8P0jWNY/OsYLPiXX8P1ly/C50l/BM2NQMxcL7z+/Hy867EAn64I wYHVATi41g+bnX+LTQt/jdfm/RL6kC9gCP0C3WFfwEyQLQJowmwlzLbIO7OA vuFYP2GCj4cIfQ+sYnGrgClo/NlNBrGrCxSrow+iIWAIDYHcBjFxBxNsWpRW JvW2cIIdaUNHVC9lgSLKBCU7RCW9c2eMHp2LtVAtUUO9REnICTOBbiXAbWHs jAl0MW1HER8n+4skfZJI/ydOebfjFMk9zS7yDHXWsT3N715xrkYuSS6gSkhy +Sy30UiCm2mu2yg5pVhYhE6qfUERHxdCtiCf2zwoXQqh8iyBmtJQev92mEIt MIeKs3osoWZmQXNoN+k2YGCTfdS1P55ZOWE20VOkd4Ii0QkzRFsp7hEJBlxz P4trHieQ5nUYl0M+xs7XtuJ44DpsDXXF617PYYPPXGz0ewYbfH/ruGr9L+Bs Hy0Xl/WKA6bE+l8dRFdcqMZB75Oo+MlooOHeD471l/4ZVR9pcW2FjN1iJzLX 6JBFmrNJszDSku14sx/FGwZQ/tYgqjcN0UgP03aM0HaM0naMouOdMfbiBtRS uu0TMMROOP6gMJLcSZJ1JLmbFFtwycuKy979uCrWDvUbQQYp3vb8p6T4Cbj+ 4kkE/vppRD31LBa/6Io3nRbhXR8q3AVxYR5424X7t/NT2Oj8BF5x+hX0ofdg CLtHiu/BFH6PFLM2kuLeyLuwkmAxRf5A1DQGo2ikoyapcRLez9eaSfUtWAMm JZLVgeJqWBXaQnQklzST4vogkhxChQ6gMYxEhw+wzepDW5QV7VE9kDE1y6O7 IY8xUvx5Uiyn3ZAv1vN7nZBHtqM1XIYWUlwf1oI8UpzHNH2K1uGwVxvVjiPe tM1HibI7jnnLcJRPnXeuQdoLRcim8l4sklLyjMOoFXbZAXArJVsoAC5G56Ii qJ0JMEHuWCTmW8yHYlEeNF4l0FI6IW9CLKkYpsA2VjAzesOETOgJMxJm+0Lw /Ql3YEu4ZYc4gRAnzII4kRAnEuJEQpxIiBMN6NjQhFRCfM3rc1wN3Iv4NzZj e1QQXgtYgPU+z+NVv7m8/wz2x655APHs4T0HxL9xnAojBvXE1+xLcf/5vzG4 N/3ND/YR9D1Mz7eR8hIbjlWdyFitQ+ZaA7LWm5H9ai9yJA/NznBDH/1GPyrf GqDfYJDfHmJ6HmZ6HmZ6HkHJSyqmZ3q07WPQx44R6HHpzzrlah9cE1CfI9Tn 3Y24QKgvOqC+4jPENmgU6f7j2CpB/Vs4/+op+D3xDCKemYvFLzjhzYUu2BPg goQAJ2x0nYu33J7FRren8KbrE0xjB6ALvYuusLswht9FN9OxOcI+/3kv07KA ui/qJsGeJtjXpTVG+qNG+Ror71/H2GKmoOApCezegAkWZDNkoUqmUipSiSZG uiaY/3MIxU62Npz/eyThjrKhmem5mem5JdqEVkLdSqhb6TlaInRojNCiJUpN +BVojWjlztDMnaIBpaEtyAyVYb9HG/Z7CrXjM+oAJZ47vrAGl58vRAppznih GDkvlqCAPrlkXikqnEpRTdXTeDRSrQtK0b6wlASXQulcSqJJr0sx7wsVUvnQ uBdC71PCFNzlUyxO7OeN0aeY4HTz1hLURjdmgjW8m4XK4Dg88k/oFasyCpYT yXIiWU58FMtdlBoFYVeR6nUIqYGHkPDGFmxeGoRlni9gpc9zeNl/Lj6JW7/w r2H844EN+3j1/42a/FYcWbEPBS/tQ962M39pBM9x9rwnKj/U02ookP6yFhlM rpnrTMh6pQfZ9M25b9hoM2zsB/uYmPuZmPtR9zZjuXkQLVuGmJiHUPSSEnX0 2urtI2R5lCyPomKlfU8/7dqOM4JjNwfHnhZcYA94iX3XZSbnZHKcFjCOrMBJ OP3zE1jwq6fh9cSzCJk7F+FMzG84u2JXiCtig+bjdbfn8Ib7s3jd/Wmsd3sC hQE0g2F3oA+/AwPVHXEHJspMhnuibsPK5CumPhMLR/RHT1ETjKmZJD6GkcW3 majJd8R1Mbm1/whLbbf/MPR+tBLBKjTTHrSQw7aYDjRHq1FPf1zJBF3Nn66J 6kNtpBV1TND10Waqm3wzoYcZmIT1qA/XojZCg0Ym6KYoGblu4vP1qA2tQlpw E953F6MZH/D2l9g/vwqfP1+CU88W4AK3V54vxbUXSpH5QhkzczmK5lWg1KkC lfMrUEs1LKiUJlpsExMtOldAQalcKqBxFSpHp0sZVQy1WzHpLYfBt0xaNtno V4Juv+LHYPIrFq6Ct2bfIvQEVLN96CTQRjqzLilkvWyLegmyJfE6YaZfTqRf TiLMSYQ5iTAnEeYkwpxkh7k7UY7iiEso8bkgnbt17cN4hHo+h3Dv55CdcuaR i5o9++dJth90/AdU57Xi1JrLaN6QBsvW07BsO/uooTr76PZ+THTfxtXlMlxb qUba6i5krDUhkxBnMSFnv06H8aYVhRts9Mt9TMgM4Nv9aNjcj6YtrLhbBlGw vAPV6+kVtw0R5GGCTBhiR3DCpc4OspuSTaAO5+iTzzMZnyfEFyWIhyWIUwlx ZuAUDrpUYt4vnoILIfZ/9jlEOgXhkMcqnFkWhi3B87GOXcRaj2ew2uNpHPM9 CFXobWjCbkMXfhtdlCHiNrqZgE2UheohwL0E1crEa2Mi7mEi7oqwMVGPoydk AuagMZbaERjEjNds/LR+Vih9LOgMskEbKgYydNIJrg3RBHExtUyB+qWdqI7R oiLSiHI2g5VUVWgvKuk4K8PEMFyXNBRXFa5GRYQK1VEdqIkUgxq1KAuuxCW3 XOwhnB/OLcSBp3Jw+Ok8HH+2CKefLcbF58uR/HwF7UUlsl+sQv6L1SieV40y p2pUza9B3QIxh2INWhbVoJ02pMOlBkrXGqgprVs1NG5V6CTMKtcyJuFKgltJ cCvJbQXM/uVUGSz+pZSYbaoYPf5F6JVUiB6/QvQGVnKn72IR0zvG6v83SZ6C OWkCpqQxUjsyi2R2fkkmSk+pSDI/n9UFqPG/jHc3b4es9Ao02k7Xvw7w7NG4 /9fhJBKWXkHqJjVku3W4nWLGH2o6MW6+6xiN+8HeOwZDm0uAXupE6io90tZ0 I32dBRkCXNri7DesyCO4RRusKHuLQdpkI7h9BLeP4PYjb7kclet16Ng2SHAH Ce4QtLFDOO3e5Mi+SmZfLc4y854jtOcI7QVCe4mZ96q/gHYC6YQ23XsMm5/d h3mPPwO3p5/DGqdtqPHdhW8+2Y1P1vliOaFd6v4MtnqsREfoTSjDxJTrt6AN vwVdxC1pCnYj1U2ZCayF6mHW7WHW7WHW1Ub0QcdmzRg0Kqbig15MFxzQB30g IfW3QuPXI00mowm1QhcoJpXR+PbADWpfC9p96BLCeqFd1gM101SHXxfkfjrI /JhhfeWo8JOhLECB8gA51cr7TSj2r0VhaBkzdQGzbyqq/U7gxHPn8cETmfj0 qTwceLoAR54pxMlnS3Hm2XJcer6K7qEa6S/W0D3U0j3UocSpDhXz61C9oB51 C+vRuKgerc71aHepR4drPTrd6qF2r4fWvY73a6AivHqfWhj53qaAWpgDamBh erUEiIltKglmBVVOlcIaWMKWgLbCFlBI62AVc+D45zELd7BoaWFZaYQlaZLM jpPZUQezg+je0Uf18H63g9lOidnyqHS0hFzFR3HxAlC3R4we/xleH57O/PAU qAfP/YP01N8hcVkzru29hc7s7/G7rj/h92P3cMsot0/nFIiKD01IXqFF6stG pK21IH19D9KZdTNftyKHAOcT3uKNVtoHqx3gzTY0bOlDWkwTat4wQvZOPwHu l95XvX0ABcs00v2ThPc04T1DeM8KeD2tOE94LxDey8y4ycy4aUGTSPVkf+c1 hkPOlYia+zJec4pFc+Bu/PHgbgQtmos33VcjlUFpDZmmTZ2GIuwmOil1+E2C eRO6yJsE+CaMYpZUysRsa2K2NTPbaiOGmKFtBNW+6oomgMBSOnFhDCUukFH5 imPYvbTUAlwtHy0mvmbCa5ZWYmkN7YFumQWaCAMUfnoCrEO7rwq17NGqfZqp BqqGqqRKUOGVhxLvXBSFMhNFZNJCX0Ca9368+6sUvP+fGTj0dAmOPlOKU8+U 49zcKlx+oQ6pL9YjY14DcqhCp0aUzG9CxYImVC+k9XBuQpNzM1pdmiETc6m5 0Q4yQWg8hBp5vx4azzqC20hwG2AObIAlsB49gWK+mVpYg2pgC6qmmFmDKqgy 9AWVUiVUEfoCC6g8tgK59BL16I3WwPxaj5RtTTtI745haoCy2endYaS0dnqT ZCjwvYKuden4KDFOSq8z+M4eKP4Rvn/zo8kA8PBCz5nzlGbDW51/C+dO3IC8 4QuM277GtPU2xvp67fD+fxjvvotLy5VIXtWF1DUmXGP2TXulF+n0vlmEV9iG AsJbQnjLNxHgt60E2IpLYTWofJ3BfYcl9p0+Atzn2JHm4ahLC22DAqfcNATY QIDNOEt4z7J3O0e7cJGZ9wrhTSW8yYQ3jfBm+Ywjz3cSG53ioAjdje+P7EZ1 4HXUBd1AY/ANNIfcQFso/40wAhw+jc6IaWbDaWgi7QDrCW0XZWDWNURNMiuP Qh4qTrRgZg3ohSrACjWlYXYVGVYvxO8p/QhmqDg+YIHO1ywBbEIMM7JJWstK XD+jW24mvF0OeLVo8mlHjYDXl/D61jvgrZDgrfTOR7lnJgFOZwbOQtHiTJS/ eg2Z3p/i4//IxMf/mY3DT5XR71bh/Nx69m2NhLcJmfOakevUgsL5LShd0IqK ha2oWdRKeFvR7NqGVrc2yOiYxUSAKjG3k2crlB7NUHs1w8is3x3YQnBb0BPU jN6gJqqRoDbAFlzPXrWOqkFfSDX6aV8GgiswEFLGbQlViP6gfIJMeAOz0cvn emNUMG3tI7wCXFqFHbQKO2h6d1h+BK9iUz1K/VIwvDsXxdeuiFw7w+7sEbSf sDv7ZDo8+hr+f3C8tL75K5wrmESlYhLq/lv2dWrcaHXv4dJLGlxlwk1hwk1d 34trr1qRzoSbSWZzHsHs+dBqVG80oWmrlcxa0b7NCvk2GxTbbTjs3IhjLh04 4aohswa6BzPOePbiDHk9y2R7nt3R5YAxJAdO4IrnMDvXMWR4jyPHdwJbnOKh jd6NH07uQiWdRE3QFOpDrqOJagm7jrYwMht+A4qIG1CSV5XE7DS0ZFVHVnVR U1CFj/J14nQJabrpOQS2B6uJbA9x7YGW0lMaPzM6udWFWdAVYCKuJunqfS2l Eeu5+GrF9Y3ElY8jiau/WNeFzte3jWamhWK9Ebj61nBbQYRLUC1w9SKintdQ 5HUVZ5cUIWtDI2pfScfZ+Rfx2eM0C4/TKDxdjQtzm5hrW4hrK3NtG3Lnt6Nw gf180IpFMtS4yFDvIieucrS5yyGnFB5ydHrKiWo7VN7tND8yoiqDKagdFqo3 uA3W4FbYQlqIZzP6Q5qoRvSHNlB1vF+DAYZuMLQSg0R2MKSY6BZS+UQ5h4hn oSe0CJbVOjuqO5lnd9Il7KSz3ckebYdBwtVIXOvXlKIqMBXfZZajODdDsgb/ c17/9hG8Bkm3pwjmF7i0Qoerq+kI1vYg5RUrUglmGsHMIJQ5GxxgEsoyQnki oBw1TKb1W6wSmC0Es42SEc7spWoccZbjuIuaYHbhpLsJpwjlae8+nPEdxFm/ EVwglFeCJnCJUCZ7jSLNZwzvumYiwSkBpuW7cf/cLpQHTqIqeAq1IQQzdApN oQ4ww69DRig7BJiRN9BJqQikKnIKSgLZEtYnXU0rJu4RS1eISXmkSXsCHp4l IAa+VKRSFWxGV5iZPZgJepKo8zWyDzOSSiOpVJNKI6nk4ygdf58aLb4yicpa icpGicqaGSp9S6gCuoBMlJHKQvdL2PdsCvauakfBhlY0rs/EBaerOPzrUhz5 dRmOPyEcQDtS58mROV+O3AUdKFzYgdJFClQ4K1BDF1XP3rXZXYk2DyVknkoo qA5PBZTeHdIMXsYgBYnsgDm4Az3BclhD5CRSBltoO/pC20hiKwlswUBYM0U6 WeUHwuowyCI4GFaJoTCSGVbM1xTwtbmkNpu/IwMWPjaJCx53MoHutD2kcqed SkOSEll+ydDyf7pfXzlT8Weg/K/LyjhOTvvbH52WOVPxH0VmsHTriwnTl7i4 sguXV5txdV0vkklmCkt86k/ILGbKPEIqK0llDamsoxpIZvM7D9Pm585tLPEq pswunCCVJ0nlKVJ52neAVA7jXMAoLgaO47znEK54jSDVZxR7SOUep0TYVu/B D5d3ooSptCKYZIZMojbUTmZj2BSaSWVrxHW0U/LI6+iIFIROMYWOoSG0T7rU td3fLM09KxZTUZBApaCQUgeaSKWJRBqh4vfE6cSGQHEFlJG3QdD5GUhlF6ns YtnXkEoDdC/xMTuONj85WvzaUevHsutHKv2YA/1IpV81VS5RWU0qK72zUeKR iqvPn8ep/zyHw3MzcHC1EmUb5aheWYQTzxThGIk89UQ1zjxVj1QnBTIWKJG7 sBOFi1QodVahgp9djauKVKrR5KFGqyd7ZC/KU4UO707aExUMQSoYgzthoiwh SvRS9mmtFOgL6yCBchIow2B4O9VGkc5w0hneyPv1FMkMZ84Mt5M5EMZ8GZZD OjNJZhosq9rmSEj+A28FoCYJSgOh7BJQ+iZj/N1c3Dd3/A+gnD3t7cTEhKOR emQWDZPu+GCcXF5gt3dptQVX1llxhVxencVlNrnMI5cHGYNSZs0KZs0qsllL LuvJZeM7djYzlmjJZSeOuOhxzM2E4x69OOHVh5M+gzhNJs+SyfNk8qznIC56 DeOq9wh2u2bhE6ckDL+yB98l70ARmSwNJpchE6gKnURN2CTqyGRjuOByCi1k so1MtkVMMjuOoiakH43+JrQy47WJ+cIpeUA3OiilmCKTUpM8dYCRzT2Z5H1d UDczjnEOwTRiCcu4uEJWTyT1UPvr2SrpiSQfs4Vo9WsjkizdEpLNxFEgWedA km5TQrIQlT45KPRIxtknz+HM4xdx4deXcfzJZJx/iT/7lhIlMRXs8atw5sk6 vqYeF55uIpJq5CzSoMBZgxIXDSpctahmq1nnrkOTpw4tVKunFh2+9pWX9UEa GII10hXrZsoSqkYvZQtTEUcV+sM7iZ6SUmCQTfxgBNGMaMdARBtFNCOaKCbN CJZzB5YD4UXEMo9YZvF3pLOMp8K0zQTjTusDJg0s3107NKhaU4a8gEv43dkS 3L9unSnX7o8YmHpmNpOP/WjW2YcTekr3IqSXHJcYPLfKiAtrenFpvRWXZxik lUwng9deNeEA+7/CTQ8rt8iP1SI/bn3I4YFFHWRQhyOu3Tjq0YNj5O84+TvB Sn2K/J0NHMMpjwGc8xrCJe9h7CJ/h+cnYWLDHowfOIH8oHEUBY+jlPyVU5Xk r5qqperDJ9EYIVjk/dARMipWQ+lGEytts5+4Qs0oLcYjozrIm0IwR6nE1t8A pb+Yu5JVOMhAL8kPVYjwifny9WIbqGfOZODFFEwv6aCM6pDgaxbw+beg1r9Z yok1BLDWn+0OAazyK0UlASxjTsx2Scapxy/g3OOXcenXKUj+zTWcfTYTaTGN aHxLg1x6uQvP1UnwXXiqEVfntiJ7kQ75znoUu+pR7taFKvcu1Hl0ocGzS7p6 sMPfvvKyNlgvzY1jCNETQB3M/Bt7KDGXmY3qC9cQQDXhUknTNg1GCikwENlB ydAfyQoe2UIRwkhCGEkII9kGRZRS9JIRrNjhGfw919C9vAAGVmkjAewigPod rA9JKpwLv4LKqAv4obACP3x1/YFf/G8QOHtugWXSrR/GiFzxXnYWRO4C095F IneFyCW/IfAz4ZOAauQw7eWzHBcJ7IhcOZGrJHLVxK2WSmOXdoD78CFXIw67 9+CIlw1HvQdwjB32CXbYpwVu3kM47TWI89zuIG5nF+zA9JY9MMYWIoffzw8a QyGRKw4ldqFMfWFMfVRNuEh/vB8yQiT7UOVrQL1YmJiSJhRjKW2T1jAzMOUZ iBwRozopOV8j8FMHs9wSM52QI8/pA6gg/RzognUsGM2hTC8vadEuZnLxZ6Mr nXtSQ9ZCeNtE0hpQ7V9L2ipJWhnKfQpR5J2Fay+k4vITV5jqknGFpKU+kYH0 32bRB+ahIKwa7Zt0SGfKvPxCIy4904orz7Qgc4EGeS4GFLkZUepuRKVHN2qo Zh+jtMayMsi+h2j5Z+vF1Xh0BybKHNaFHsoa3gVbuB59ETr0C0VqSZGGpKkp khfF9BelQH+UnGqnSFwUvWJUPVVDVfBnSih6xMgs/o409IQnk7JeygLdTnZt O3RQJCmQtPBjmDal49vGYmkESNAlau6fGdv8CXCzB4dekm69UfjJIM6s6cE5 5rfzhO0iYTv5sh57QxqQRtAyCVouQcsnaEUErZQqJ2yVBK2aue2QUx0O8NM7 6GbB555smQnaEYJ2lKAdZ247LqAjaGcIWqJrNpKdd+JO3B50xRcgI3AUWQQt N5jAhTDHUSUEroyAlVMlwcMoYF9b5SNWYNexK9Ch3k+HBnEqH9UirfbYRdi6 CJuAq0s6zU+sXapgPlMHcR8NpALEWgc6diUsokHi6IeYkHQ+tCFadj0aKJeI c0/slDUHtJKsFqpZIq2apFWRtCq/KpSTtGKSlrEwE9eezULms9m4+ptUJJOy NFKW+WQOcp7ORer8IpQxnzS+3o1s/s7kF1uY19iJUDmLulDoZiZpZlR7mvl/ 2Of2FesnKym1dKmbCV3s142UKawb5vBuEtENa4QRtggD+iINJKWLEv/LAHun X/BWg4FoFtzoTvRF0wtGyyl2KdHsn6MbqTqqGn1R5VQxxQIbmcHfmQLDq3XQ kjQ1i6osUYmMD3KwfVU83tsci92JCZLREzlM5DVx/1HjkD9BbbarWyHdbsOY +Xc4ucaC0+t7cZbN75FVerwX3IArLKUpRC2dqGURtVyiVkDMiohZCTEro3LW dWE/rfJ+VzMOeND2eQ3gENE6TAt3JGAEh32HcNhzQEJtmdNWZLntxJc79kCX mI/UwBGkBY0iM3gU2UQtN2QMBaHMb6ECvSEUeOtYqtSo8Kaf8NHQ0muImpZ5 TYtGYtNMtYohE+Imo+TCjxHHdoFccBftG0tkgI7thVZaPUATRAULaaEhYmr6 ovow2vgYBX2cQKwFTVSVhJnYNqPSvxEV/nUop4cr8S1FrlsecclD+tx8ZD9H PcvHT2Qi/clcZD2Vj7ynC1H4bBGynMtQG9OE1jcsyA9sx7V51PMdyHJSoczL wv/FQitqkSbCkpZEFqfvB1scl5VZoKeMYRaYwi2wiBl+IsxEwkTETMRDtEj9 UUb8O7EyEC89t0xw0SytMWqqEzb+T7YYNsUxbVQL1UjVwRZdRZVTRbBF5VBp 6FyegYzYAhzYchgfxX6MnfHv4sjST3DvUiHu3+h5MFgtkppOp5MezaxAPXsY 5i+gtsoxEKgonMaJ9T3Yv1yDD6LacJbl8wI7hivELIWYpRGzTGKWQ8zyiFkB EStiNjvh3YKDC+TY596L/Z79OOAzxA5jGAeJ2CFmqwN0aYeJ2Aqnd1DkuQtf v7eHuTkPl/n9ZGImUEt3oJZF5TJ7FXgqUeTViRJ2cGXe7PJ81MRMTYsuMCMa fgIzLTHTOjAjbnxempuTaCkC6bqIlYKdaSfvq4K0c6AiW3/PWw1UpKuTqiVh TaEtLJ2tEl1Nga0SYXPIVgueRDmTWSkJK2Eiy/cpRto8JrLniklXCXKfL0Hh 86UomFvEJJaP3KcKUfBMMYqfLUHJc4LGajQtaUPHhl4UBsmRNV+OHCd2EG56 1Pn3Smu/zqxgLF3xEtILdWgvCeuFPqwXhvBedFPmiF4S1gNrZA9skeJUzr4o M+nqizZJM4n0xxgpJrgYPWyLaeIWq2FdrKIUlJxqp1qoRlhjaqlKmJYUomTN CezasB1xG7bgyrYMNB6VSQnrkw1n0LriKn6orHwwnCzaVEGYIOov0PW441uz x1PWOJDMO63D7vBWHGcveoJknSZZ50nWZZKVTLKukax0kpVFsnJIVi7J2v9i PQ4sVJIsCz71HsQ+Jq/9/iP4jDXyU1L1GZOXOLhc5bMLf/h4NxQ7c3HOfxgX A4ZxmVRdCRxGdpANZcFmZHsokefRgQIvBclS2sny6aQLUrHpU5EstYMsDcnS SGS1+LPW8bkmQViQ/SCxnFIEaFl3qGCtmFpYg0hGj0+HqKFgHyeuOWoIbyNZ rWgIFGpjnmqVjieXk6tSUlVE65/vW4E0p1KkPVeGzOcqSFQliapEyQuVqHix EnlPFSH/6RIUPVvqWAqsFGXPlXMnqkP7cjlU/OhKghXIXahA/gIVPwYL36sP zVRbUB/k9JrKkD6oQvugDeuDPryPVPWhO8JGqmzoibSil7JF9TLnCJGwGAtJ MlMmktRNGUgODdtitghLNOhh2e9ZrORWju6lTSheexXJrxwjSfFI2LiNNecY upamQxN6AfWrc3Gr764EwBan3RhMyMaf5MUPhtZmBj8Edc4/ee4RVM0+rcdO 1cIHEMqLbyLn4CiOkKxjLI0nSdZZfjwXSNZlkpVMslJJVhrJurTWgH3zmklW Bw6wW/qUneVedpWfkKq9zF17SdarTrEsAbvxx/27Ub8jm13nEMnqw9WAHuYn Ax2WETkkJtNDRrLkyPMUZHWgkHQVeytRKpHVybxlJ6uG2zpuGySpWCZJGSlq CdBIq8XLuJ0j1kWbw1wgbkLUfEiWXkRloAx17PzrwlpQR5LqWLHKAtpIURuK SVMhG8k83xqke5Qh7YUqZL4oTiWvRQFVMq8W5U40YlTd/FqSVIbCZ8pJUwXK 55ZLS4lW8vXlPk1o29gH3aY+NsudKFioZZ5ihxI4gOagAbQFD0AeMkC6B6AK G4CG0oUPwBAxAKM4OTmyH5aofvRG9cEabSNJtjlEyYp/IziEarEF1iUskku6 CZGR8LALWKqDYbkShWszCU8S4jfG4uRrB1G1OhP6ZZWwLKmGZXEZzDH5/DQu YDxXKcU850I5o3YA944V4/6k7e8ccAhLNcPSolkszUxh+ldZ+nFCsw+0uUNW cgtZn4/iELPVUTJ1gjydIk9nqQtk6iKZOr3WiL3z2rBvUSc+c9HggJsOn3j3 Yi+z1kcuJmxwioMseDf+9PlunPIy4CqdeSrtUbpYSY12SPCU4taKNPc28tSO bE8Zcj3lyBc8edt5KvFxZCveryBj1dzWUtXMYrXMSA1BzFj+KrQGqNEWSAWp WVjIVTDFtNQuFCqOHVAsemWEqiZChtoIUexq+GguYWpHEaEqIFS5fvVI86ii C69F2ot1hKoBufMaUUiVOtF2zW9EzYJG1C9sRNMisSIhi+SzjhXZ+PrqeZQ4 5YW/q2PTIAybB6T5hIqc9dJqIE1BQ2iljZSFDKEjdAidYUNQhw8RqiF0RQzB GDkEU9QgoRpAT/QAi5ZQP2nqm8MbG/6VIPVSPTAu74JyRQeuvnqJIO0gSHHI Wn8NrauqYV6qoGRUK0zMVqaldeheUgHjigLoXrkG3cbzDqgq6W7P4k/ZDP/v ph+s2SpwmMlGM1TNHpx4+sdUzT5v61FU/a2jFg71/A5tZbfQXn4Lcir76BgO kajD1IE13fjASY6PFqqw10WLkzSWp6JM+JR1cLNTPNSRu/H98d0456XBJW8t rtLxpLB/SydJKaThqmsraWojTe3IYHbKIkk5zE55pKmANBWRmmISVMLHZdwK mir5vJSpmIXqA9X2aTgCVGgRV8qQrBaWuFYhFrkWIfZ/zUJhGhQFdqAyQo6q iDa6pkA5ApBPkPL8xKRPTUjzrCVE9Uh5sZHuqYkeuwV5Tq0oosrmt6JyQRtq FrZJl9I2iyUxnenCCFW5WK2Jr69xakKtgI3P1QbL0RF3E0PxVrQTpnKPbjTS MLZQ7SHiDIVRKMNGCdIoNBGj0EeOwhA5gu6oEZiih2GJHkJvzBDr1yBFsJb0 w7jUgqK1JTj2uqhhu0hPPOnJgvYlNbqXdVE6SkN1UgqqHcZlLTAsrYdhZSW6 N5eg++1sGN66LAV3PUOkee0a7jdU/P0jrPnCvwbR3/0IoplrY0ZGRlY9on+0 T0f4hP141Ar78agra3txdb0VcV6XEOeUwD90N344swunPTU4R14usgm74qtH Cvv/cy6tuOjahitu7UghL9fcZSwjcmSSl2xykUuflMdtPn1ToadC4qZMVDc+ X8YKVhXIxs9PZKBO1JMXkYXmMCQaRKOJnDSxkWsUCtWigaoP06KQJaw0ogPl Ee0oJztlVB6ByfRrQapHPWFpICzNSJ3XinQnQuQkQ/58GYrZYZQv6EAVq3bt IjkanOVodpGh1bUd7fwfWjw6UUm4auYTqAWtzEwsl/z/alhv1Am3MZpAs7Oy GrUBzD7Bw2R5GLKwcSjCx9EZMQ41pYscQ1fUGIzRo+imzDEjrEEj/Az7WKcq CMhuApJAQPJRtYb9/0tGmJbRpi9jQ7jMBMMyI9VFsbYtU1OdVAf0S9ugW8XU s6WWKiM0eTBuSpailzj/A0y+n4f7Zjn+flbhmrHbM8TMHqJyEPNvYvM3D0/7 +DvJdJeWlkqXCc66HGXVI37H3zoOJdUVtOLcin2oWrUPQ7mt9qd/Iw3jn19p wMXVFlxea8XO0FTsdkpE76o9uH9xF455aFjMtDjrrcMFHz3OeShwmvvvOZc2 ItWOy24yXKVS3ORIde9gOupgOlIwHSmRw20ecSogRsVSOupk8dGigumn0reT HRhTEVUrmrY64bHrQnhTG8qbGiIUiryAdmkuoZJIgiFNPUdgmXGSPRoJUBNS 5hEmluRr82TIcOpAznxCPJ/vtIBZY2Enqlmq65w70eDSiWZXJVrdFGj3UksD YeK8pFZ3vvtCOeoWydDo3I4G/icFr0xBn3QXE4k29L1cx0QpLhkcYGIcgIwl TBE+gs7IcWiiJqCj1IuH0LBSjSuvZGDnhj0EJxFZ64qgXd7LOjREaAYpZqBl dOXLbVQvupZbKBP0y41UF6WFbpkKmmViWeeZWR0J0tYKglQA49upkiE6630U X58vlY7m/MMsiC5duiSlmQWPSB4OiGbWCZl9ttvss4hmrmha8wiG7K/7F9Tk teLwmiyUrUmHMeECPvCLxzr2Zevpol+h+3mVeehVwvOa0w5sfP4zbHuiGHFP VeL150/gY6ckDK7fg++v7MDHz8vw6YtyHJjXgc+dFDOXkB9f0IJTrBFnF4lr zWS45CLHFZcOJLsqkMrIpZGndHeyxW2Op0hZSvuUNzRMJeSpzE/FvktFM6Jm hWLaCtZSujmoCuFNZagO4ajgrbi6PitAhrxw/jxTVB7JymFqSvEkVWwYkpmS UknUNf556ezkM51UJEuNggUalCzUoMJZi2qW7DqqUVqVUC2R1O5jgNzfCIW/ OIRkgIIlu8FV0KdAE/+PJu4LWRu+RPfOL3A90Yq+VfWopzlqojlqJVkymqM2 9mkZL5djB1NQHEn69I1DKHu5GeqlNjoapqylQqOkielq2TA1SJIGSBD7PtKl I11a0qVdboBmuR7q5SroX+v8ycSIDRRr2tYipqg0HPDdg5qYS/ihuAJ//HLy wfSfs732o65ZdpD180eMNc1e3XhmEY0l4nZmZuQZBGefgvFfkXsBtTlWfLa+ G3Wf3sBQ5iS2R9kQG9OHWNb1WO5dsfwMYl8aReyKMcSumkDs6knEigl+nJLx +fwkjL2xB9+kJuH9F1T4aJ4Gn8zXSu95wKkZB+lLxNexhTKcZKk5zRidZawu MFNccuvEFcY02V3JvKYke0pkeHYiizks11uFPNqoQjZ5RWzqislbCQ15aaAW ZcFiSr+yEB0iUcrb0lC9pBLHNi1AjqzwTmQzq4kpSEo8W1C8sJXMMavNk0un Plxz6iR3amTxb81doEPhIv68cxcqXLpQ7dqFOtGxSUv+MYN56tHub18KTzql Q8wKJ5bDE4c3PQWfnWhxU6KSj/M3fY3e3V/hZpIVllU1KI424MS6NCQya8Vu SMTVNYWoIi/tbOU09FC6mEHo6KH0/Kz19FC6JewcWSK1ZFG7zMpsZSVfFspE dUNF5jrJnO41g2NCTj01MxVhO9VE7qqpYma1DBxb8C56uL3fVu6wOD924k6z mJtZ2sjB3C8chXA2c0KOfm/ZX0DyUc/9V/J+huq0IRz7aBqNRb/HiPb3yC2/ hyrlfVR1Uqr7zCpqUUCrNHyovY9KId19fPp2Hk7P34Hrb+9B48ZreG+hGh8w YXzsagfv4/kt2EczLL4+J3RHpVMoxWm/SpxxF9cjq3DRQ4XLlJixOYXQXfNS IZ3QZXCbxW0O4csleHn+GppwDQqDmN8Kg/WPoTBEP4cdjp61s5C3KSQsNZTE inVb2Sy0uMrQ5tohkZbCzJbCzJY2X4MMUpa1gC3qQgNpM5K2blS4dqPazYRa 92400IE3eRjQKq6sCBALo/RCSYkT2MVcIWJSS/sJHEYoxVEA1tiKkC6ceVuO E1sv4/1Nu5CwcTvOri5GNffgFrr2drp2OR27Ipr1lFLHDLOWUkvYIi4ZZMYb gEqIdbNzmY2yQsnsplzeg47lpFycLL7d6pj40uSY+NI+11/3dtK2nbRtqyFt JVC+cgXpLvtw+7NC3B/vw/+aRduMZZ/3iJGp/wltf/PTbz82+yRzwa9Yomu2 Jauv/xKXCyZRq57EV7//dmbe5pwL1biyaCdubSNBLPzvLxKr6WjwkbsWHznL 7dXyn9goyvCZcwcOMWMdYcY6RoBOEqDTBOeshxrnPVXSNA2XxDTHBCeFMUml 0rzVSPdRI8NPg0zCkx2oQ04Q2ckRAOUwamHI5m0WdcGnHdmRCrS93CadoNrK 92hnZkyW2OHvY4ZKIzeZCwzIXtiN3EUmFDpbUOrCKuHag2r3HtR6WFDvYUaT lxmt0uxPfegI6oOSUgUzk1CaYLE2VY+01lTWynxWP/b3G+Jw4NWTSN5qRO+e O7ib1Mtujl0ijXwDTXwzPVhL1Dg7xDHIY0ahEKKJVywRGoaC1aFj6SA6lg1A Tv8lI0f61wbppYZgjh0iOwPoju2jaOxjyU8ss1Ys+YlltYyVkx96sO008ttK 0bjsDGpDjuCPqWW4P235X7NQmfHvM8lq9lo6T83y739+oSlxmsPMGNXSR790 zp8B0EGVfV76X2GZ0xZkuO7EvcQ9aI+/gr00SXucNXjXkXuS2Izvnt8u3f9o UQc+cVZgv4sSBxnSz91UOOquxgmic4o95BlPNTFS4QK3F4nNZW8NrlApPhqk +mmR6q9DWqA4xpoW1IVFuMbbtOCHukal8rmGMAuLWDmqlmrQtqbDYcPVaCfN yUQoxUmHlPn8mQXdyFxoQvYiM3Kde1Do0osSNyvK3a2o8rCihqr36kVzAK04 LbksiKGlJVdSHWG9qF4iw8V1KUh6cxfiNiQg9eVsdISLZQO70MUeVRZtQn3c dxh7/xt8kUT7vWYQleETqImcQB3VIJZzjiZSMeNoXTw2hzejYlqjl8dheG0C Xa+Noz/uOmxxk+iNHYcllm1j7DBMsbMoijNTrHtxOj6m34ql34ptoUjR9jLk uu+DZuVp3K+u/N+zCJox7zMJaPaYwVOzzPuPVmOaPXrwP4TG8fvt0PwCK5y2 osBjJ363mx1fdx0qP+jGmSg1PvaxQ7PtxTbEsTkXX7sWKvDeIiU+ZE+1lz3V PkJzgNB87q7BEUJznI7jBLcnCc1pLw37FYrd4wVpQELLP+lyQBd3lcuBXbhE XZZkkLYXqerQXpgjh9ATOUxoKhkY9mtrVQ6HrUO7RxdzSxeSCUwKgbm2wIz0 hT3IdrYiz8WGAtc+FLv3o4yq9OxHNaFp8BtAcyAddtCwdHp2+soKHHz1FCFJ xN7XD6J0RSPaI0xQhtik9VS1IeLIbze6WD8NrJ3ZkZNoSfweUx9+i6+SzLix fWIOJuN+h1/y9itMxX+JSWoiXszZfA9jcXcwEndbmqZ2MG6a0NwgNFPojZsg NGMwxY0QELaEcf0Uy1echeqmaJbi1BShiRPQ1EnQFLkfQN/bF3HfqJiZWHm2 L5+ZpnO2g3FAM7Ow0ewzW/5PUPkZVrPXq/Dehd9/uAc/mOuky6AuL2cpWKnH vvmX7ZXpH7GVnfg2duLxC5XYwQ58t7MK77uq8ZEb/TdJ2e+hxUHqcy8djlBH qWPeFLfHqZO8f8qPRua0v4DlNFup0/4GpNLWlgSzeY4YgTFyhKCMSNc15y6o Rl0Ubes6HS2xDq00Ku00LKUuRiQTkpQFFqQs7EX6IiuyXPqQ6zqAArdBgjKI Mo9BVHgOsF20oSTSgKsrqx7aYZqVqiUaGhUWqLAR6MJoTtimKUMGHIfaevmc OIdfzEKugXUtf+e6byHfcR/TH32Lr5O6Ccs4YYn/HfezyfivHoIST1Di72Ik /uF8xg9BmYQlbtwByhC64wlKPEGJp8+JJyjxBCWeoMQLUNjNxdWjcUUKKr0O 4+b+bHGw5ME8xE1NTQ+8zAt/nZTZ4V/yIOU8PPdzJvnMrnH2t1rM/n876v12 49tPd+M7S430rLjk6ERANo4uPEPPm4l357OxdapH/Pw2vENANi9Q4R364zhn NZJcNNjNOvWemxYfMop7PXT41FOHfV567PfW4zNqHx9/Rh3w0eOgrwFZgVba F1rC0BGowkahDRdXubNBjuR+FjUGC61BirMMddyN29eJFdjYMHmY0O5pRr27 hXQI9SJlkQ1pzv3IdBlEjtsQ8t2Hke/ThzPLKvD56muIf3MPtm9IwoWXS1Af 3o/2kHHIQ8f5vuN833Fowseg43urSYkybJDP9fM5K59jnQnvhjFcB+u6QYwy a5S+/h06d9/H7Y+/wR+SDLixbRxzJDh+TjS+JBpfEo0vMEpEJDzib9vxiJ+G Lf76QzykuciGKRageJsDD9qYeNrgeDZd8Wy64mfwSEWj3zH8KVc67DGzftPM KUvi0fOPGDn6C3Ss/bMk/A3edIpDWxApOLgb30zb7LklAqp0BY4uOIfji67h XacKwlCHdxc0sUFqo8XtoCHpRMJCDXY66/Cei54NUxfri5GZwoiPuEsf9zIx M5hxxsfChqkbaa4m+ksLGoJH0BIySu84SiMwhk4GQ0N/qKc/NLCod0dPwEyl iAutAhWQvSxAEGdqEwSxNpmXDVcJQfJCG2HpR6rLEFI9+3B0WSViGfh3RJ1Y dw7Jy1pRHjqA+iAahWDWhJBJtIdOEoRJBn2S7zvBoI9DRwBFipJAICyaCBuf 6+Fz3dJyNdb1AoSvWCi+QvmG76B79z7u7v0D/pCow/Vto3OkBPFv5OALcnCP HNzF8AwH8bfQRw6sgoN4chDv4CCBHCSQgwQakYQeaV667gRykEAOEhwcxNch 3+s4P6aTuN9U8U+PsLAzDMwe43Ew8B+O2M6c8SEOWPT39/95DB7D207x/Ex2 4/ujux1WdwMMRTSPy1JxbGEaE0IJ9sxvoFrJgYwc0Few1dnLZnmfcxf7GiOO s/88wxhf8mR8GKd07pTZvkzffoPIY33Pd7Gi0q2XcR1Gc+gY2rkzysMmoIyY gJp1Wxc1ia7oSRgpU8yUxEBdEHuYCJXEQJsoFZ7sO7z7kcE+5WSIDB+tSsM2 xn0r437opSJk+NCMeg6jPGACVYGT9msVg6fs1ypS7aFTfM8pKMLtDIgDDFoy II5KKcKH0BkxYGcgkgxI0zfrJQZGpDntv5B29qq3v4Px/fv48pOv8Q2Ddv2d EWJwjxDclerEKAEYJgCDEgQ3HRDcQE/8FMwJEzAl/DcgSGiFckMJSrxP873T cd8i/+dHuNBHzXP/Ewhmrg7Yvn27gGHNI35iJheIQetYpwToF+/GD6d2PeCg UIvsdZm4tqyALORjj1MjOWjDngUd2LOQboF54KNFenzqbMQBFxOOullw2r2X zQj3VcYqzWcAWX5M1P7DKA4YYUnvQ6mbDbV8vil0Aq3cH2WMhyJiSro0TxN1 Hfro6zDEXEf34uu4GDSA2iAVZBFqqSg0+ej4txTis1eOYedre5H46gEcjWzE FS8L0lgUMl1ZGDz4Xv6TKAuYol24Tg6uk4PraBQchIprVsUFV4KDKcZ80s4B C5GeFkVFP9sZOUAm2e9G9fI5chClh2mFkbHgTi4keYJ7qNn6HSwf3sfXn36F b+I7Mbl1iBzc4fdu8zW3yQGNZby9IPSRAWvCdfQkzHAwhu5EcpBIg5lIDhLJ QaLpwQxS3YkdEgeNbI5q/M5j4uMs3L9h/ZefRFBwMPevcWA/ueLQoUPSYYO1 fwWCnYTAskK6uNIOQYgEQda6LOSsL+GHT1NOw7+bjcbu+exaF6jx7kIdE4KB CaEbn7lYcJg7+kkPG8559bMbHUSqzxAy/Ngo+I+iMHAMuR5DKHKj6WdiaAiz X30krogTV8Mpo25AHT0Nbcw09JRh8bQEQWWoAtdW5yDhzZ30fPG4vCIH5WJm vIBuOgMbUhexIDgP4BohyBCuwG+SwF1HGQGoDLqBmuAbqAu5gcbQG2gOu0Hw rhO8KenqOyUhULGz1NCJ6AiBOooQRBGCqD47BNFmGKL16IpSYjiOZlB0DvF3 5kh7+y9Qv/07WD++jz/s+wLfxCowvnmQDNziS26SgZsYTGBzkUDPyPhbGf+e BBaERBaExNkM2OwMJP2UgRaUR6agJfgSfiitdIxQ/Ngvzp2V22fa0Sd/DMDs JnQGgNnr0D8EoAIfOiWif610HaMdgGACIKZzzGYmKCUEtYSgnj1AE3Y5sWeY ryUEXfhgkREfO5uxz7UHn7tZcdyDtoyG/aL3EJJ9h5HmN4rsgDHkB44jz2eU 1m0I5Z6DqCMQTeEMSMQNyCKnoYi6ic7om1AsmUTO2kZcfCUX77y5G9vfSsLl tenSyTWtnhY6Aivk3n3oYCbJdu7DVQKQ4swM4DWGHAY/338KRQSgNPAGKghA tQOABgLQJAAIv+6AjpmAFUgV5QAgmgBEDxNENg/RfdBEs3kgAF0EQB+tZBfA PZuaw/jeFgjcoh9sivsjBj65j2/23cPvdxgxypCPUEMM+wDVz9DbGPrexEn0 JNLmMPSmxJmZilgKkhj+pNkzv9jn3epObEGBzwXIIy/jvqx85tDgbD84s+bP 7MGI/0b0Z1uHh9GvxMH5SRh5bQ/+lLLjYfS5+68V0S+Top+zvpmS42xoBwnQ kgAD3l1kwgfOFuxlnT/g3ocjHgM4JV2ZM4wrvqNI9R9DJutyLutyEWtytvsI Spinq8UShuE30RxxE02s/WmrG5G04X3EbdyBI69dQfFqJc6EGaHYfg9tkUZp Xu8Weow2eox21heZ9wBKmEquugxIsxxl+k4gm9HP87+OwoAbKGXkK8QSZSHT qA2dZrqZlmhrCRcXOoqLcBl9eo/OqHFGfYxph81JzDAU0fboq2MY/RgzU5Ee Pa/2YZA9oJhNf47Ys+dIu/jPeTuNsrf/iOF99/HH/Xfwhx16DDPiQ9QAo95H WRn5XkZe7PhmMXNK0k+jb3FEX2efqypJjsbVhSjzvYLRXbliMPzfZ2XuGSc4 E/3ZveJPoi9OPZgZVfjL0a/Cyfk7MPnWHnxXdWEm+l2MfubaHHv01z2Mfs56 Fa4tV+NTLwN2LzDjvUW9+MjVxk6gH4fYrB/3GmYHMIpLvuNI9p9AesAksunI 8lmJs70nkMP9NjfUgKPrc5Gw4T3EMuKX1lahfIUFisV30Empl9xB+eLfQf/h 92iN7EYjnV8To9/C6LeyuLSxuKiCR5HmNUKnMY4MX76H3xRyud8XcL8vCZpG uSP6NYx+Pff7Rka/WbrUlUWH6mD0lew6VIy+htHXLWb0YwbQGcPoL+6FdrGJ pkgPy6s2tnfT0lDRHDIw/RgRuIF/h+Htm6ja9j3G9t/Hd/tvsVdUM+VPYoAR 72PErYx4DyNuocxJo4z8sGO2p59OOzIT+Q40rC5iYkzGvbNFLPvmB0duZ0Iv dvRnHtEI/iT0j2oEHx36alxauAO3tu7BfW39TN3XFzD0axj6tSL0dVQL1SGF Xlrwbr0RV5dbcMC3Fx+69GGv2yA+Y20/zHCc9BnDOe6Ml2nEUmnErtH0H1vZ gPdePYftb76LbTTtp18uR0XMBBqj7qA5+i7aYu5CRnUsvgvlkrsoZeh1NFhi tsJaDzMaPK0Mfx9k/kNQsZFUs6sv8BuTQp/O0Gdxp8/lTl8QOI3ioJsoC7mJ Coa9mjt9HcPeQDUx9C0MexvDLmfKV0SPM9RjDLU99B0MvXKxDSqGXsPQ6xh6 06tWaUh5QCj++hy6uuuPEYEp/Cu6tt5EbfwPmDzwA77/bBpfJyrRz4jbmOF7 GfEeRtzMff3hZDMDjnm+einzf4l8Dvf3prAU3K+pxC8f4fYeteChI+q/cnxr 9sn+6/5C1MVBiDSXnbgbz6h31f+NY4fPWJNtj/jaWRFfp2a09VS3tKybWP78 2oo+XIwewl4W8oNeozjiPY4TtPifrqhlW/Yu27IkHHy5EmdeUiJZtIFeE8xm E6iOvIu6qLtoYMSbJN1BU8wt6ibyou9Bw4jfu/QH1IoFV31t6AgahDKYjswR 8WoaiDQfJhTfKWQy4tkB08hntAuDb6KEO3o5I17FiNcy2vU0FY2R9oi3MuIy 7ugdMeNQMuKqxSPQLBmGfPEAE44NnUt6mHC6+ZwOxld70Rc3xahTjPNjjPuk iPsEQz5I/67fxlqy4wfcOCjCPoWv4jtgY6h7GWoLd3ATQ23aMegId79jcqyf hHyHCkaGvMA3GbZtObjfrXgQwxl/J0L+1F8P+eyzp/9SyMUhhDz3nfhyJ0Nu dIQ8BOmrs5C1ppRhZ8jXMuRrZ4X8FXvI81+zoej1fhS/YUPmBiX2v57Onfhd bGaY311ZhuPBQzjPvJvMUGSG3Eaq33WkeIwix3sERfRcJazwJRHTKGE4ytjl VVBV7PSyiIJahPzyN+hePYE2ac2ZQSgcIbcP203Yd3JW9gyGPIs7eC5zewFz ezFDXsaQVzK31zDkddzBG/geTVFTaKGjaGPI5Qy5gjt4J0MujlorlgygY4mN SaYHKoZczZCLYX8rZaP6hOInHmPsxxl69mr/DF0s68au+7h56Ht8v38CX8TJ uHMPwcwo/yjS0vQ8tofzTkhT9BApRrt+TRk701R8daoY96dsD/L0bD/35E92 +v+DaL/stA1lXrvw+/cZbVOdPdoBMBSYkbWa0V5T+zDaa9UP1onJetWA42+W IPat3dj2ViLefesQUje2onrjIFreomvexJS6njvdSzdQvOIGyldO44zfBE64 DeOiO9s9uvyWtbfQtu4WZFTH+lsYjv1CGkdpWP8VVB/cx93L30rDZy2BVrSz vesIFsP1I+gMYypmtKuC6AVZydMZ7Uym9Gz6uHw6eEFSKSNdzkhX0cPVMNr1 3LkbGe1mRruV5US2eIwlZJTRHWZ0+XsZbfkSKxRLLehcaqR06Ikbn8OQj/GT s/LWFm/XHIZ9FP8PHdsoNWIXWzQtM3/bu/dx63MR/FHc2dbOwPfPBPzhXCMz czuISXCMjLkOBib2wugcNCy+iu/zK/DD7278x6wQzxi5/0bYZ9v4mbDP9n32 o05/i6r8Vmxz3Yb0hZshC96Cr5urHQcEgqTYZ4rYr65BzppmOrtWJK9vwL43 LmL7xp14560EHH4zFylvKFHwRg8q3xxF7YZxNGycRLMU+xvoeHsanZtvQrPl FnSUYett5Lh1o8FNDX2AErbtd9C3/S4GxIpT1HCsaJnvon7dl1CK2F8Rsb8L 45oxx1VR3NtDxTgsk3L4OFpCJ3CNsU9j7DPYvmcFsazTNRaEXEdxKLMH417B uFcz7rVUAxN7E/dycUC4jbGXOc4r6BTnFCxlj7DUyq0ZSsZe9bJYW3QUlrhR MjAiGBjhx9gbPwKrpGEyYE0Y5k3iEH4GK42ahmZOzr/79uE/MfhDmN7SOrOX PyaF/GcPgm5k0A0Mui6pExe8zsP4VjruN1c8/pOAiwo9E/DZfdtvZwf84er1 4uXc59c+Iub2w9P/F6rzm/Hhy8dxwvljZrn9uBP/ISbffx9fDwxhxs5Nma8j dXUBjr56Ee+9uY/xTsQ7G+PwOTN5+isa5L4isrwVha+zp3pjCBWMfY0U+wnG npZpE/ult29AuXka6i3T0NH6GLbeQuOyYZS5iyXhFbCstTH2t9EfexuDsXcY /zvSWqB1676Agp/hnSt/lMbIJhLu2Pd9xl4eMixdJdDJ2KsiJpDPHjGVtlHM XJvJjiGH/WJe6BQKw6ZQEj6F8ogpVDLuNYx7HS1cA2PfJJ0MMIp2xl4uMjxj L1/ah/alvdya0bHMAI1YpFg6E2AY5rhhMiA0NAc98eImYZB7cG/iIBv0AWZ2 oX7W8n6oklg9PiK3R75j/Psxur3THve/d0zmIubTMKNrpwH6HVo0b2rEYZcj mP4kH99bZA+u8J3t4n7714MvHJz4EmeNj4yM/PngL0HC8uM4vrYBGSurMPBB A75PLsVUZgUmS7OkV3z77bcP5lnYuvEdvP/GPpx+JRPpa5uYBDqZ/O1e/iEA /Q4ARlC9YQz1BKDpLSbXTVME4DoBuEEAbkC7dZr+dxrGd24iXxqkV6Cbftm2 /Rb6Ym8xAdyyN8xU7dq7kL/Pnejqd9Lg2Lg4QkKoWoP77dcciSNy4WPoJADN 4QKACRaSSWkG2MyQSeSETiI/bBJF/F5pxCTKIydRxeDXMPh1DH4jd/xmAtDK HV8m7fgD3NrQtqwH7cvMkBEA7SYrjLEs1UJxLNuUOW5wDszxA/g3mBMGqH6Y Ex1K6mOzJuaJtEn+rXMH89NeOpWj3+FP+6wYEBmeABgk9VI90LPi63Z0Qc0m 8MqKNFz1P4FvrpSxieudmZt39kkBTzwiqr/9cdYXXzMLDEkD+I85zggXr5/1 ZT/VKQaJi0twZls/Cj68i6mir/GNYhy6wiZcO/SRBIDgamYqhK58KzJW1SDr 5WZWhHbCoCQMWjoBg7QQUR4bnwLJ8w2i/M1hVG0YRd3GccIwQRhop9+egmLz FFRbrhOG69BvvQHDOzfYeFlQ466E1r8d1u3TsMVOMyNMS4dHB6naNXfQ7oBh NP4mgZjGWMI0DGtH0RbCwIWxEQtnBY9gc8Yg5wZNICVwQppRNS2YjV4Inwub QAGdQjGBKY2coJ+ka2AzV0trX08QmpgJWpgJ2giDbFk/QbCihTC0LjOhZake +u396Irth0Eorn8OjHH9YgkIcRBfOjDT5xiYt7EiiBGaf6RZJz/s2A077EEv 3XAHmk/v44ujf8SfPrGgjxmga5eVEPRCRxi0hEHFaiBL7JAu4m5+6Qp+KK+c 2flnu74ZOGY3848A4afNvPiaOWHxp7PkCtlPEP8Zzuwx4PC74zh+QIFjh1Kx M2EnDu/7HOr2ZgGC/UefwKRpGmkrq5G5qolMyMgEk8OaGR5MyGFblP9aH3kY QNmbQ+RhBLUbx9D4Fqv2pnG0v832avMkOrdM0h1MsUJMoesdVujl4myfTnR4 0TatNcNKL91HiTMpBqiaNXSL79FekYeR+Btk4gY/9DG2/U+wijOG4pz78BF0 RIxBEUX+GHMxW2kKubgWzFaQjiGLPOSRh4LIcRRTpXxdRfQYqmPoYMhDPZv7 JvLQwsTQxsrQQh6allnQvKwbstfM0G7vg267jT7fBj3VFUfF22AQShCyihX2 Eq28IQf/iC5SoHdIRxq0gojNX0K7T6SIb/HHvUb07tDz+V6od9J6su2TMS3c 7buHLU67+M8zO8vLfjurPMxcmDZDw2xT76BhZkzgUU3+X6PhZ9Lt30v1QLxG gLZrx/vYtImd+sEyVBR3Qa8dwvDoNOyX8T6O5BUVSF9JHFbJiISSTYNGmsYk Z71JWlAyz9EWlr45iMoNw6jZOIKGt0ZZBWnu3h6DfDO77S0s7FsmmCLYOL8z yRTBfO4uZgdsR1eMCr2xU0RiikjYO+7q1dNoIQ43k/8kxlmn8J8YSZjCqENK QQQzhCxiFB3/f3PXHVbVkfZ/nz1lk93N7iYbNSaxR0yu2AJiiRXsoibYQ0QB JSpFUzYau8aCHRWlKUU6gqAggihFETtSpCMaozHJJjHZNO/3zjkzl7mHc4F9 vn+++zxz7+Vw7pl33t/bz5wZQjqPXEAESUEAkwj6DCFpCKWsMYLiiSiyIIpE jL+DxAm1ODGRXBpJQhpJQvrkSmRQfHjW8TZJQinSSRrSHSk/+LAU+UtKcYla wVKG+uVlhPoVz1Li5xUSg6vehLi38pcP/eMyCcCfUUDwX+KNfU/48Edc2UBR w/af8dPn15TCbt7yQhKBK/i2/N/KvbaNAzfiu61xMN4t66oRAwb9a02LQcNU UJ0yJgUWyoSgdtwciFCAXU7rDdgZ6Zd/wLXKH3Dr3g/8mduRylZ1IdPPUHhx nsTgAsJJBCJmXUPEnJtkFdT9F2Ocy5BAInDCpYryxCqkLSRtc61Bllstst0J J3dy7Ysot1tch8sedWQV6pAw+jqSbLORPywThQvLSQwoA196T5m5mTLjK2RQ wvUg8HfUfHIVVZ73SBLuotrrLsnCXZS4koiNIU0mq5A9jsSMLH864Xx4RB0C RtUhcEwdQkgGQkkGIkgGouicGJKBeLIIiWQRkieRHJAMpJEMpJMMZFCokOZY glQKFTLnUbxIMnCB8L/IGslA/jJCljVPArzAi70pAlBApuASa8uZnOQvL22N iwT+M4hb+hhXNpKL2/YY3628hOS5aRjT1Qb9X2kPu5degeNLPbHeYRyun040 FXjkCPFVzbFmYd/SDHu95yha8nxBDgmZDLDrMDFjv3uee4OTnxfgyPTzFCFc oJyxgHAnzGcLzMkTsN2RPygnT1BBnqCSPAHx0rWKVL+aVL+aVJ/ysEWU0y+u RYFHLa54EE7vVyDKJhfn7DIo/7uOoqV1yizd0mV1SHYiT/GJEV8F/oE7KwtR 4VmHSmpVXmziVZXXHRp5MclUpn0lssbV4DzhmU24h46ugz9hfog+AwnzEAoj Q8lTRBDmUXRODGGeQJgnku4nTyL5JMxTCfPThHkKYZ5MEYFYljiH8M4lvPOo XWBaf4EBfpEBfpGZ/os+DPULhHYetVxqrZBLgP8JefTOvkV7PcaljU9QvuZL fNhnLoZ26ogRr3TAmL+9DpdXesHb+i04dmyPwrxcE/BySNipaeD1CgHsJSb3 tOTWnr0Y0JQ+6Cn8C9zEq3udZZHnv4BQpwKEEc7hhHP4nCJEUAQYSSY+9gOm 32Wk3+Wk3xU4vbACZ1wrcdatCufdq5CzqAoXFlcjn1qBRw1hXYMwmzycYmu4 jzyt5txLWc5diySne0glnL8knGtX3WqBcs9aGnYFvVd41aLSq0Zpt0iM8qaR wyaozxGE5yiwOzCS2ug78B9zBwH2dxBMUB8lqMPH1RLUtQR1LeIJ5uME8wmC OYVgPkkwJ04pxsl55OwJ4ixq5wjm8wRxNmvLmOrmMJxzGc65DOccBedswvc8 by1xntB9Htn0zr6do5a1vAR+My5jps18THrTFjO79cSEDp3g+GI3LOv5FrwH WGF21w6Y1eVlFF2ox1uO/ATecirY2RxveV7wLJNJl2ZzqTOD2as1goODsX37 diUQEBr9Ikda3QksF0feK0CosonSTYQRymwTpWNsF13nUsTNJ3a5lCF5QRlS ySqfdiXr6FaBLPcKQpoSq0WVhHQVLnlUEdJVODX1JmJtzyJnSBpuLChWs2tq iU51OPmxEfcCn6BmdRFue1az6lo1kVHuVU2tqr55kwBNr0TmeArZCeUUUlq/ URxp+1oEUCoQTM7+KKEczuYRE8oxhHIcoZxAKCcSyomEcsyUIqSRIqcTwmeo ZRDKmYTwWWpZhHIWefBzDOdzDOdzigE/R0BnUTurQEzv9EbIPodMOnCGWuzC PDh0s4V1l7fh0Hs45r41BG5v9MacTmwv9n5YNvANOPfqhPm9OmBuj5e7S3CK B5ZeaRpiOcubw200Q1e20Uxi2LrD7BIvc0SVbbEczxOq+TjidBVHZ95E6Owi hM0tQRjp7jFCNOaDUsTPLyVUyd4tuI1U1zKy02XIdCsnVCn9XlSO3MUVuOBR gXxqWWxzF5sspA9KQ8Hkc6aUOcGJ/OZHRtQRotVrilHiSalzKXu77VWJf9J7 BW578+ZTjvPTyUZMqEEGRd9RBN++0bXwG1OLAwTnYfo7iOA8QnCGEZzHCM4o gjOG4IwjOKOnlBC9JcrijKcIylRqp5cwRU1fyoA6Q3BmeKqtBTIYnhlMb8+w gCydoUjYKd9IZVMJ34v7a7Bp8Wryvx0w8JVOGNJ1MJysR8Pj7Xfg3a8vVg61 weKBPbCwz+tw7fMqFhg6ovhSjplvFnGZwFPO2nXwFD53hsbnClPM8BWxVydu CwqOsd2iLiD4vSsImVG/4U4ow+R9dcOdGMIywaUUSQtKkbKQeON6G+lut5Hp fpvwLCM8ywjPMsKznPAsR7DNOSTapiF3eAquLakgPCsQ71SNJMLyTqARVWtL UORZAVYIKycair0oFmPNm7UylPiUoVhplBnRddMmVlPsTGpJqrmH8NxLePoR nv6EZwDhGUKYHyU8wwjPiMkVODa5DGHvFuM4WwWR8DxBLZnwPEl4niQ0T1FL JTzTlABbtWJppJyp1MTrlA/DmQH5AlIJVPb3SWrJdE72vkqFe/47fNG3w2vo +8+uGPzyGxhnNRIudmPh+mZ/ePc1YEHfbnDt3xXu/TvDbcCrOH5wu+l2qjyx UiTcci7O4W3PS+zy7Fq+VS5fILKdxdCK/YYc+utcc0+svImA6QUIcrqO4Jm3 EDK7WN2ZhrQ23JntzEi2Zz4rMhDHCOWTrsQhNzJu1DLdyWgtIj+0+DYhfRt5 HreR5HgF4TbpyBicjEuzLuAq5bOxTqS1K4yoCTKiYl0JCpeVodCzDLc8y1rg ltdtevNmb0xpCpcz3rIJCTnzy5E6uQb+hOsuwng3fe4lfPcTtocI20DCNnhi FUImVSBoUkn90oPU4j1Y5kM4K7qatJStfnCCsE1mzVPFM5lSqBMcW/Z5wqdU dWAnFHiT6D2RwepHIf6xq4imRGmLy26Me90R1v+wxtvtB2FU1xFwNDjAsc8Y zLCyg7vBGl79e8Pt7e5wtyWIbV/H8UO+pjkScoAlVFTOqszgbWW2qnZKSoqj pMAsb9bGUswoi3xbnlWnQt0RJ1YVI+DdqwicUcg3dClWN3QhhY5wVreAiyWY ExaoUKcQ1KkMancZagKGmJtHLcjmDJJtk5E7MR2XidHRTuWIXU6KTMpctr4U 15WI5oaiTspe0d5qa6Hs7djJrI51bQWrV1GwSyJ0emYl9lNC5Uug+xLoO0mh 95BP9ptQjYMTK6mVKauGh0mrAkYRPdEEeAy1WKIljiCPZ41oiOeAxxMNcV6l PEyJJ0r+oR6nb0cWXsU+pxx4D9tIKP4L/3p7N74YfQL7ZhdiscNeDOo+BoMN 42FvNwGOIydiWv9BmGYYhff7DsHSgf3xqa0BS4b0hOuQzii+kifmQ8lPp7dv CnDzVGqyxlyzgEqbKrexiPYryrNWB6fm4/B7NxAwowiBpNhBc0pNiId/YI54 koT4aeJsBnH2LLVzxN1s4m7Y6BxE2pxE5rBEpSwR6VSGKB9SaEK7dAOZZOL0 VRbVXGNe8Brzgtd8WF4iClRXlivFqRZKWeIFpUCR/SGF8s4V2GJfg62k2lsp xt4+vgo7xpfD7/2GK/SFUgsjWsLZzi1EwzHWlNJIJPXeXkHzGKF9jCMeuOAq 9hKq7LXKNhaf2x7B5pHHsXfGdQR4f4Ww7T8jMvQJok4ZEXbBiIHdB2DgW7YY 0qMn7N/shSnWvfDegH6YMcAe822H4ROb0dg3cByCFy82zXtn5lpEWPL8KAG7 BmI5aZpgIQtm8IqY+SmLUtOeIP43Dky7DH+nQhyeSco9u9S05QjbDEeB2IVD LHZponaKQ3yG2JpJLYvYGutYgECbNKQMSkL2jByEOxGLvZ+gjOAt3sB2HStg 4F5m4F5m4F5m1rpACVdZ1YGVG1hrhQsrWB2K5aHh88qxmyKoVaNuYRMZnB0k Zrtd6xfJ86e+D1PfAdSCmEEhWINZW0KXDlnKwl/22vpuDtY5qJtVrxl8Clsc VEQDln2J0C0/IfIIIXjSiPA8I27dNeLqA6Nac3gWB7fvhvVr3WFDgI4kQMf3 tcK0gVaYMagfZtnZ4wNDFHaSuicZFuKbSyXyHHYRZf2XmDpImFpIeE1rVzQs qL2sYOo3/SoOOt3CoVklODRH3a4jkGMaRiobKW0jk0j8TCZ+nuQ7xqUvUnE9 Szz1e/sMom2SkT4ykTJqit68nqCU8CzcWN4CFxmc+QzOfLJ/bZDPolPWCExT YWFFaSvkEJIdTflm1vJiim5v4Jvy71Fd/BjnE79GdtLX2ET0bCVafNmGS0TH brYAItGwl9o+wnb11BysnZqLZbYpCngbRp/H1ulFyvejmx/jWPAT5XtErhGn So249sDIK3/PYv67s2DdvSfsCMFR/awwwaY3HAdbYfrQvphsKICzIQY7DJ8h sSGKIpgSKMq5z+vmKMrp7WgLmilns3/WQbErd7V3Cv+NhNXkxsjwHpxVqm54 MU9FMYSjyDYDiiauxRGKbNOVJL7pirwhUMCoHHKzp5Rl+YMnFSDE8wmKAoy4 vqmClQqQyxq5tDzlroBSMshVSgY5hJ4oG7RSigStkbVCzS8zlpcgzecmHpWL 4mpbVJU8hvu4IHiOD4Kr9UHKRQ5i3dAw7JySZ9q581jAH4hKMiIi22g6VvtD /cO/T3G4Ll28iPnO8zCQrOfQgb0wclAvhAXtw/WrF/EZDdrZEAtfw0otXHJw 9M+m4ZJTm+FSzGspMjJVmvTWJHoRcWsqsW9GMfaTDT1AaPkTWgHO9duThPMt cmIIqXhqxwmtE4RWCiF1ikWc825ir81pRNsl4dCILAQsfYJCQurKpkpiFqX7 xGTK93GeNVI4lvaLpD9rOYMnU3nP4Pn+aTqe71eNh2Xf8/U/nlNq9XHUnA2e WGa9HmuGhGDHxGz4u1XjyNrvEXGIADpuxLFzRpwuISkhHar70fgizxY+o8R7 niEO2w2rcFzlvemhDflBDvFwh5xXcuYLNZKXaRrWjEDlRR3O9+CdXYi+jz3k vfbOLoEfWboDxHl/4nwAcT6EuB5KXI8gHYkirscS1+PZxgnE9STiejJZlm02 GQgkq7JvWCYOLnmC68T1S5uqcEbNyzVpORGRTu8sIz+tFMtPKxqSRu8srUvx KUGOX1VLieOx1Nhmr0v6rMVqu0AKUM7iwIIKhKz+DhEHfkdUHHE8izhebMSN r4y4+6Oxg8TxuYZ4bDN83oDjcvFNsEdO9TQcZ6GhuNE22IJ1kqvnL+tcsifv rPbWD4hZX4Pdc0qwh7i9l6zSfuK2P8l5oAsLhslCEbePEbejiNuxxO14aixz Pkxxwi6bVPgOSSe7/gSXDxuRt6layZxTlSpIqhdjMsuaT/HWSsmRXyDmEmI+ atYV71VEsv0jbhJLYojDW132wKPPaqwa5I9tY8/gwAcU5K/8FhF+vyEq1ojI s0akE4dv3lc4bNoNi7F4jiEBWwxrkMBZLKJv2Y3rSaAOi0X0bdMMN65Xf1Gj wr+htugxfGcXYSexdycJ825i735i7SG+Zn4IsTeU2BtB7I0k1kazrWbIhKx9 OxnrbBOxc/EfyD9kRLRHDgKmnaEclklyEpNkSkpb4bg3qyglsMyFYtw1U4Lw hcsuLCKr+pmNH7bap2L/vBIEf/oI4Xt+RWQUMTDDiMCLTxQG3nssns1jDCzD bMNxfGFYi3iDawMGCg/6D4mB5rmGLgMH6FgFrQd9TYeBvbmM5sQ9xJa5Jdjm rC7cvZuY50fM8yfGBRDjgolxRxapKcHqd+Lg0zcEn1JbP+Is9juexYZBR4mZ wVhD7cj8S4gl2YzxZPdFmIzGeLHgMmSBmvRtGZeOlQPp90rSlwy/2bcQ9NHX CNv1CyKPEevSjQi5SLL3pRH5D4y9TJwrxyxDEjYb1iNOwznZmclPzQoba8a5 +rVdWSGHxSCMi5Txv6XxaxbKsF10+Kj+9DXUUIyWk/A1viAB3Eo83Ek83Es8 3E889CcerhgWB4++wVjS9wi8rI/gowHH8PlganahJErBWEmNfYaSfvu7XMWO 93KwaWw6Vg0+ibVDU7FlbB72zryBwOUPEOb7H0SGE7/SjDhK/CokfhU8EOuy CYZRRmzY0IBhsgMSDJOfEldlBeIx9IY3E9VFTnft2qVd5NRKI4l6qtxDh4PW PCIXUW7Y1jvYQqrrS9yb2ycYH1gHYyFJnFufUCwZEImPBlOzC4O3TQh8qC23 DcfyQSn42C4dm+1zsZ0yqgCv+wjd9pOSdEZS0hlKSWfhPYoSHhr7S0yaSUza YNiIGIObGZNknyE4IYdITTJJPcb0lJUKtZzR8yMizZXXI1N1+6/w37Edw7vN g313Z0zp+QGm9XTDHOuP4Tn8E+LKInhYe2DpgGX4xG4FDi+9h9AvHiMyRE3W wuqTNVvTyCsww5CM9YbNppELYGRT/jeJJAEWH7ky5Vxa+dacBz2aYdT1FlVS XLa0V/1z8Pf1Rf+OnTDolc4Y07krxnfpBSdre3iPdsBSm1FYPnwMPnWwx2cT R+Nw+DXcqlMymqFmIz2JdYYvEE0jfaQzUta5CFhlsZRHCv3lWeVJOd107LD2 vpy1zpitdPgn8jF/3x3o3+F12L3aFWO6dcf47ga49hsGb4ex8Jw0AV4TR8LL 4W18OLw3Fth0Gi6N2slwCmsNWxBlcG8wamEvxdDk0IWP+gUTEmKsss/pbEGe 5TtWYj8J2bYoMt6yfn4KqxuwEXaGbeduGNmjFxytbLFspD18Jo2Ei+0bcLPr CffB3eE2pCucB706wjTCShphKlYbtiFSM0LZwImFmeRgpFkj7NQMW2ajM0I1 6GywjJOasT2Dvu27YECX7hjavS/mkPh6TpkAl+H94GzXCy5D3oDLsB7UuiE+ aBffhVkd63s01s8N23FMM1bZTskrl4nxN2KnxGwRuabSoRl2yu6/HfXTKMi9 iDdfs8Jwq6FwHjMeCyePxnu2Vpg92Apzh/XCvOE9sWHZ7NHSgN81pGGVwRcR hkXId9lmdt9GmKdGBvxPncG9JA3OUu46VOeSvfQH9zQPGWa+9SEWObhi1uSJ mDS0HyYO6g3HIVaYRgNbtXSuvdmgKPwx7EQ4DeqSzqDkYof8cP+r5oOS6yd/ 17E6WjkdrjMoK42lbYeoA6cQNT0Bv6Tdwc38HAT6++FD93k4GsgKCvljpXFM N5zBvwy7EKYzDmFbntcxdZpxyAz9ayMWRUjeKP47uQgvNnX7aOBW3Nl1E8bq +7ygz0itwjQi9VPDboQaFpuRKoeNYtFI2fhzUkWGztgt0vDnm+HcHHRIHcjl aJ3LPqS+n4rfs+/B+PN3U8yozcAnhr04StQWSNTKav4niVphtM2oVTcuPnDg AFsHSFFdFoI8bYHBsnsar2MtB3CqWfq4frAfHgaU4I+6O1MlcZhmyMRHhn04 YvBQeKx3C11QzUYhLq1DNYsmGVUicGrDhbOJetOkRgjf7HIYeUuy8OTKfRh/ +880ifCphrNYYfBDSCOEP6tzaY1wyDuitm6GPk7VuWR/E5tLsWdUCL6PrIDx m2/eNVFbRtRmYbnhAIINHzagVojyM5pjFqgVJrFFM+z9u41Qu7DPKtxceRHG IrJGv/30Hr/czUs/ELXn4G04iCDDEoXa4pvVKL5RbXoSRlbAp5uiup1CVW1t rSWF09vrpR8nkq1zcHRSNH5OrsWT7x7MkIh0NJzHYsMOOFNouMVmCWInr8fl lUegN2NfECkbtE7mEszyIR8fHzOdmiMJvlBXQZln/42o3HINxoqv8Ot/vptp ouxHTCbft4ASk5BB23DDeR8qVwfh28xssweJxM2wp5qirKViCRh1ubm5pgSF 2TQxBWmGjgnsy6lc7bIHSbOS8VvmXRh/+n4MO9xKvbVr5NGcqiRtsHhsENxt shBN+f59v5v4LjoXd6LCtFPeGW+e0umxk+wf2ii1zzVr1iippiCUXnpPRllL VmqVzS58ub8Ixjv3hBmWY3fLj020gfe4U1i38C4id/+BL3Oe4OHFB3hwq1D7 rCZjcjsdXDn9YlYB2weEOQ3G9Cbo3uByEGfdzuCPi/fxx0+PxurQqDe7V9Bd fuNHfLriS0QF3celzPsou3UP/3n8s950U7GxkqwpnO4OnBjGdyYsjHbiu96+ E30kfm995zC+CS2D8etvx3NFkGkUfH+O/6S06hfk3PgBRXd+wKMff5EjWaH7 bSzT2FGiUfCXaBTyKyfPgkZfl2BcXpEL4w1mpH5ujMZBOtql3StPIkZM5WTe SmiXkw4lBpMlSsbhsRF4HF8N47dfj+WHNYGlnoDaSEQIDWqEsFclLjEN4lwS IsRiA6FQU3SMh6B3cd+1KF1fAOPtr/Dk1x/HscOahUftJCJEAbO1ziXVEi6v xrU2Uw3B/Kk6P3uLU8KC05jpx5Xg9Ndv7+7UEexWlnvtrBFs5t6kDuVM5k1J sD8euE2NKWvu79aRUoGTrBe8Q2EwxDBZmCKEWja7Do1QsM7FD2nOafg950sW Ju6RKBCiKfCUbRCnQKi+bPgFLnL+oEdBb4kHG4bsx8PAUhby7dWRQUGBrKmc gu4S05kF5zKoJ932OpIs2PAFhW8Xlp4T4ds+biBkeWNHOAFc/kUZT+zExEav Zz/1Oq4ffSn2jTqC76OUSGw/l1xZ5MTPeK9v8FNkMWP8Z/wWFl1OCERPrhRF FdZHUQf4YVHHePjwIfvknVhJQ2MvpstjdVCwMtmcFIRNjhHRjy8/ldW/mVSy v57ip7KfduzYEc7Ozmx4HEdBpRgV4yXhaN9In179N6FqK8U1lUpcI/qU6yui T8bC2bNnY+rUqVKfb0p9SlZ+jE6fIjtfQ1HKidkp+O2sEqXs4KfK909FBMci 4AEDBihKyzs0SCRqBYaFnOw4++sdHQpE8YOpy2pbij0OKLHHTh0KWqt2kzG/ tTKPlC3SKFfROch9uJRr7Lfg4PBGqNhIkUSWewb+yFciiV3K4bZKJ8Lq8CVi FQLY8RZK9y0VAthg2Xm8jiJiQAECO52SBz0Cekps2D48AN+qIcFGSeCE2rXj RLFj7MWEQnCBKQsjpAUjgy+IIeJlIYI8IBRgyAZYULHDJQRXPjI5/Q0SGMIA tOa0iDm9MhWsB35X4w1JJFvV+2dz4SRVGqZDTQ+TEiYjcBw5/gTF8auG5pkG oOhRITJhVSVMVXM5ohV2XRZeYWYZzoLtNo1Q6NFvHUo3XBau/l86P29bL7xt G8DGmCVIVYNa9dIWbxG0lkRccg9iUIN0aBUeJZqCgdh3KRg4XYffvr37GT9V 5mZLbmTEbT49XRPkDpB1zpzINhrx55+CODnG68ZPTQhOwycUONTtLmSBw0p+ HUGcRvf0VM/WMj1tNYrAmWarQ08X3nHZrWp87LQeu2yXIWvER/hubyILJzwl mWEd11+9rYlG1gN7NVDLIeZWWhO/ihqEHPwI0ZODsz+b5KOFKllSIun3eTh8 JwfixKTD+Hp1OH4P3oeHGZkLJKoZNfWeRGUh42o9/JZVm0P/og6Le0p6ppAk KldNpdB693bECj2ytopPvXjkKT58nymx2DP3Ggo2VuK3lEp8nZqHf5dcl4dv 7kifNg2/iSHrTeriQx7K4dc4XeWoKBqJvTD1VpfXiEFj49u3qggHVj3CueNG fH/rV9y9UoVHd26L8ckus41sdYQaC6mU1bijSZy4xX6HM182iyL01RvHCxqC Gx9Ea9wu/Amfr7uH5MR71Mc9VNQ8wEKdEYhryLaohUJRK+0gXtMhQQ1weBG/ PqVjL/pFa+niAqxe/4fBCeWtevgLah79ovy1kA9YDEqUlS3FDt1MusNpH6mx COwCejfd9Fa2/guXAo10NSZl7vyYXOmUnb1Mv8bZ99KSPkpjcXn026KZ1P/V dL36lNlD+c+zZgaLtSY016AzUq65YhJtY5orhEJOQD7VMWPt+DujjvVuwcm/ r/Ys7m7JOtacHhv4aq2G6zlqF7VPBx1NoBGI7uSY9FMu0xa8r64dcVN7GaeR WTayN3S6WMqPCSkw2SwefVhypEJZVGngt17MSxSSnMkIddahYr6O3RGOURaY FpIaNBLzvmCypWrxDxP5uGSfLklXl/+KpKcUkpoKeF/SkC9RM4lLneyShdQ1 l5Q2OpzQEQe9xXjUYiO/zVhf4OByKAiQizIuXOXlqzQjNH1dp3O1vgixjyYD hCkBY4He4lKiMNogkCfCRfrVSCzazTIFDiaD1q75stuhERLlPsSyFXrm2iwU FTmBxj3MlM2ThXkJbcz8ETvCo4OOFol82sySNCK9vU3MmdUoJU/ruBdAd8Lr RMnliIhdK8TspUONb6M0PCPRIKpKkuTLScVEfqrsWZtpvHc3SsOfpMEJPghZ kQPqEfxYw2qC6u6FT7UQX/k1SsRzEiOk+05CjmUL/3cd2kSOI/brrlc18zih laR+TaSC/lpVEwmF7JXEJDSRzchhn6BJ9rdtuSjLNDWiZ4qa/c1EwWaVpDka wWWw04+bS4MsuNHR0abakkZwLezPqcZWmKsRXO6YWkk4iPE930y6mvKPnK4O jdL1vo4wi4xR1hx5s1IRMIr6TkMBf0q51qNHjxpVs1cbpcyZC4C2rsiOCsqe b4Qqeb5jK06V7McsxVRdGqVK1EZlodZSIweRb/FRyNRoBVhPm3o0SoWLRqL5 Ngp6BIjbO3JlWJZo5va1Es2twptaRRIZoxxZCcFo+MCbuSVpprSqM1Pgyq8g R01ybipiunY6vbeXzhOs4/VANrC2DbqX0T+r9u/G+aTNUviI9J6/FdM3BYqy SZU1qdkpRLZKyggTCl056kJXuR1rjBi547Z8TPJjBU3YdMV1KEIYrxIjprXJ Yqm9Y8l5pQeNHlliFlKTlbyXNX03IEt/72xRp5ADKIGLHPeqtD2rjReaSj9e MrFIr3IcJ9FXn1prTvqH6RICIk0GL4ardxdXDEXWirZcN9hQtHmxpGtddWiJ bQ7B2lpkfWDdWuvglM/G6G4wxas5qtHTMuUj9Q2nXu1Fm7WpPqLedAlhtky+ +TLYRLGFWM7CnON4rYbXF5d5p+IHWtmvJ1XfQYaHhyuoi03im6Hr9VXkBLVr vYk9etNh1Zj8T2YucfPmzc2J11TFVoVWihwthFLP8WEL7Zg3b56lYAwP1B+5 mK75F/Ub+39LE5tYm6HHc/Uvem1VD/nqjFtrCy2J2RbLlxCzyDV2S/l7m/pt o8k4tDB9G/3f9bxN5/TR9aNubTZqTffbTeeNt9xB/Un10262WR51sfov5Q/3 ///f8T//CwIY3w4=\ \>"]] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{ RowBox[{"Show", "[", RowBox[{"Plot1o", ",", "Plot2", ",", "Plot9", ",", "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]"}]], "Input", CellChangeTimes->{{3.582946039016183*^9, 3.582946081822658*^9}}], Cell[BoxData[ Graphics3DBox[{ {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{-2.1523979140000002`, -2.906398588, 0.69919862}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{0.054802054, -2.8572657120000002`, 2.3186938020000003`}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{2.279009556, -2.800573932, 0.721875332}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{1.443750664, -2.811912288, -1.889726}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{-1.2944623100000001`, -2.876162972, -1.901064356}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{2.1523979140000002`, 2.906398588, -0.69919862}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{-0.054802054, 2.8572657120000002`, -2.3186938020000003`}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{-2.279009556, 2.800573932, -0.721875332}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{-1.443750664, 2.811912288, 1.889726}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{1.2944623100000001`, 2.876162972, 1.901064356}, 0.255]}, {RGBColor[1, 0.6666666666666666, NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.8], SphereBox[{0., 0., 0.}, 0.602]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-4.102595146, -3.097260914, 1.326587652}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{0.049132876, -3.0122232440000003`, 4.3709362380000005`}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{4.227317062, -2.906398588, 1.371941076}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{2.649395852, -2.923406122, -3.5526848799999997`}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-2.48498969, -3.038679408, -3.57158214}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{4.102595146, 3.097260914, -1.326587652}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-0.049132876, 3.0122232440000003`, -4.3709362380000005`}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-4.227317062, 2.906398588, -1.371941076}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-2.649395852, 2.923406122, 3.5526848799999997`}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{2.48498969, 3.038679408, 3.57158214}, 0.12]}, Text3DBox["1", {-2.7523979140000003`, -2.906398588, 0.69919862}, {1, 0}], Text3DBox["2", {-0.5451979459999999, -2.8572657120000002`, 2.3186938020000003`}, {1, 0}], Text3DBox["3", {1.679009556, -2.800573932, 0.721875332}, {1, 0}], Text3DBox["4", {0.843750664, -2.811912288, -1.889726}, {1, 0}], Text3DBox["5", {-1.8944623100000002`, -2.876162972, -1.901064356}, {1, 0}], Text3DBox["6", {1.5523979140000002`, 2.906398588, -0.69919862}, {1, 0}], Text3DBox["7", {-0.654802054, 2.8572657120000002`, -2.3186938020000003`}, { 1, 0}], Text3DBox["8", {-2.879009556, 2.800573932, -0.721875332}, {1, 0}], Text3DBox["9", {-2.043750664, 2.811912288, 1.889726}, {1, 0}], Text3DBox["10", {0.6944623100000001, 2.876162972, 1.901064356}, {1, 0}], Text3DBox["11", {-0.6, 0., 0.}, {1, 0}], Text3DBox["12", {-4.702595145999999, -3.097260914, 1.326587652}, {1, 0}], Text3DBox["13", {-0.5508671239999999, -3.0122232440000003`, 4.3709362380000005`}, {1, 0}], Text3DBox["14", {3.627317062, -2.906398588, 1.371941076}, {1, 0}], Text3DBox["15", {2.049395852, -2.923406122, -3.5526848799999997`}, {1, 0}], Text3DBox["16", {-3.08498969, -3.038679408, -3.57158214}, {1, 0}], Text3DBox["17", {3.5025951459999995`, 3.097260914, -1.326587652}, {1, 0}], Text3DBox["18", {-0.649132876, 3.0122232440000003`, -4.3709362380000005`}, {1, 0}], Text3DBox["19", {-4.827317062, 2.906398588, -1.371941076}, {1, 0}], Text3DBox["20", {-3.249395852, 2.923406122, 3.5526848799999997`}, {1, 0}], Text3DBox["21", {1.8849896899999998`, 3.038679408, 3.57158214}, {1, 0}], TubeBox[{{0.054802054, -2.8572657120000002`, 2.3186938020000003`}, {-2.1523979140000002`, -2.906398588, 0.69919862}}, 0.06], TubeBox[{{2.279009556, -2.800573932, 0.721875332}, { 0.054802054, -2.8572657120000002`, 2.3186938020000003`}}, 0.06], TubeBox[{{1.443750664, -2.811912288, -1.889726}, { 2.279009556, -2.800573932, 0.721875332}}, 0.06], TubeBox[{{-1.2944623100000001`, -2.876162972, -1.901064356}, \ {-2.1523979140000002`, -2.906398588, 0.69919862}}, 0.06], TubeBox[{{-1.2944623100000001`, -2.876162972, -1.901064356}, { 1.443750664, -2.811912288, -1.889726}}, 0.06], TubeBox[{{-0.054802054, 2.8572657120000002`, -2.3186938020000003`}, { 2.1523979140000002`, 2.906398588, -0.69919862}}, 0.06], TubeBox[{{-2.279009556, 2.800573932, -0.721875332}, {-0.054802054, 2.8572657120000002`, -2.3186938020000003`}}, 0.06], TubeBox[{{-1.443750664, 2.811912288, 1.889726}, {-2.279009556, 2.800573932, -0.721875332}}, 0.06], TubeBox[{{1.2944623100000001`, 2.876162972, 1.901064356}, { 2.1523979140000002`, 2.906398588, -0.69919862}}, 0.06], TubeBox[{{1.2944623100000001`, 2.876162972, 1.901064356}, {-1.443750664, 2.811912288, 1.889726}}, 0.06], TubeBox[{{0., 0., 0.}, {-2.1523979140000002`, -2.906398588, 0.69919862}}, 0.06], TubeBox[{{0., 0., 0.}, {0.054802054, -2.8572657120000002`, 2.3186938020000003`}}, 0.06], TubeBox[{{0., 0., 0.}, {2.279009556, -2.800573932, 0.721875332}}, 0.06], TubeBox[{{0., 0., 0.}, {1.443750664, -2.811912288, -1.889726}}, 0.06], TubeBox[{{0., 0., 0.}, {-1.2944623100000001`, -2.876162972, -1.901064356}}, 0.06], TubeBox[{{0., 0., 0.}, {2.1523979140000002`, 2.906398588, -0.69919862}}, 0.06], TubeBox[{{0., 0., 0.}, {-0.054802054, 2.8572657120000002`, -2.3186938020000003`}}, 0.06], TubeBox[{{0., 0., 0.}, {-2.279009556, 2.800573932, -0.721875332}}, 0.06], TubeBox[{{0., 0., 0.}, {-1.443750664, 2.811912288, 1.889726}}, 0.06], TubeBox[{{0., 0., 0.}, {1.2944623100000001`, 2.876162972, 1.901064356}}, 0.06], TubeBox[{{-4.102595146, -3.097260914, 1.326587652}, {-2.1523979140000002`, -2.906398588, 0.69919862}}, 0.06], TubeBox[{{0.049132876, -3.0122232440000003`, 4.3709362380000005`}, { 0.054802054, -2.8572657120000002`, 2.3186938020000003`}}, 0.06], TubeBox[{{4.227317062, -2.906398588, 1.371941076}, { 2.279009556, -2.800573932, 0.721875332}}, 0.06], TubeBox[{{2.649395852, -2.923406122, -3.5526848799999997`}, { 1.443750664, -2.811912288, -1.889726}}, 0.06], TubeBox[{{-2.48498969, -3.038679408, -3.57158214}, {-1.2944623100000001`, \ -2.876162972, -1.901064356}}, 0.06], TubeBox[{{4.102595146, 3.097260914, -1.326587652}, {2.1523979140000002`, 2.906398588, -0.69919862}}, 0.06], TubeBox[{{-0.049132876, 3.0122232440000003`, -4.3709362380000005`}, {-0.054802054, 2.8572657120000002`, -2.3186938020000003`}}, 0.06], TubeBox[{{-4.227317062, 2.906398588, -1.371941076}, {-2.279009556, 2.800573932, -0.721875332}}, 0.06], TubeBox[{{-2.649395852, 2.923406122, 3.5526848799999997`}, {-1.443750664, 2.811912288, 1.889726}}, 0.06], TubeBox[{{2.48498969, 3.038679408, 3.57158214}, {1.2944623100000001`, 2.876162972, 1.901064356}}, 0.06], {Opacity[0.5], SphereBox[{-3.562985823900352, -3.0444503117402477`, 1.1529924049679428`}, 1.2325020458460028`]}, {Opacity[0.5], SphereBox[{0.050701058042663984`, -2.969359601500518, 3.8032543385556394`}, 1.2330920757881412`]}, {Opacity[0.5], SphereBox[{3.687999454044439, -2.8771049060935874`, 1.191994172860608}, 1.2316201562942366`]}, {Opacity[0.5], SphereBox[{ 2.3157264129021202`, -2.8925495437762145`, -3.0924511708994755`}, 1.232047260258847]}, {Opacity[0.5], SphereBox[{-2.1556191132032696`, -2.9937177102150496`, \ -3.1094177116058574`}, 1.2327649771439098`]}, {Opacity[0.5], SphereBox[{3.562985823900352, 3.0444503117402477`, -1.1529924049679428`}, 1.2325020458460028`]}, {Opacity[0.5], SphereBox[{-0.050701058042663984`, 2.969359601500518, -3.8032543385556394`}, 1.2330920757881412`]}, {Opacity[0.5], SphereBox[{-3.687999454044439, 2.8771049060935874`, -1.191994172860608}, 1.2316201562942366`]}, {Opacity[0.5], SphereBox[{-2.3157264129021202`, 2.8925495437762145`, 3.0924511708994755`}, 1.232047260258847]}, {Opacity[0.5], SphereBox[{2.1556191132032696`, 2.9937177102150496`, 3.1094177116058574`}, 1.2327649771439098`]}}, AspectRatio->Automatic, Axes->Automatic, AxesLabel->{ FormBox["xl", TraditionalForm], FormBox["yl", TraditionalForm], FormBox["zl", TraditionalForm]}, Boxed->True, SphericalRegion->True]], "Output", CellChangeTimes->{3.5829460888582706`*^9, 3.5829462888038216`*^9, 3.582946495831785*^9, 3.582949108087573*^9, 3.5829549167431755`*^9, 3.582954953777641*^9, 3.582955528888251*^9, 3.582955829017178*^9, 3.582955900652504*^9, 3.5829896147331114`*^9, 3.5829896710336103`*^9, 3.582989855940735*^9, 3.5829901926205263`*^9, 3.58299029731231*^9, 3.5829904141721153`*^9, 3.582990463047001*^9, 3.582990566584383*^9, 3.5829906144140673`*^9, 3.582990806793605*^9, 3.5829909008617706`*^9, 3.5829909754767013`*^9, 3.5829920216457386`*^9, 3.582992199891652*^9, 3.582993845614173*^9, 3.582994358199873*^9, 3.5829961306697865`*^9, 3.582996186658285*^9, 3.5829962492299953`*^9, 3.5829967669013042`*^9, 3.5829970825522585`*^9, 3.5829972065880766`*^9, 3.5829974115880365`*^9, 3.582997534266652*^9, 3.5830327446605344`*^9, 3.5830328113506517`*^9, 3.5830328766991663`*^9},ImageCache->GraphicsData["CompressedBitmap", "\<\ eJyknQd4Y2eZ7/93yAIL7FI2ENiQECCBBFiYhJBCQg01hLZAYBeWpYSEsLQU 0pPJZJKZTLfHvXdblm3JkmwVq/debLlIlnvvfXq7/yMdDZq5iu9zn+tnXpUj 6dP53t9bj8535ru/fvL3v/vTr5989Le/vuGbj//6r79/9LdP3PCNvzzOTW/6 X8D/+j3lbzdAeHwRSN9c5L+Ljwo3wpbsj0eFuzcJb9+b2jCRvEtuST4SZM// z0tjwt2OjG8Yy/Le11IvjV9672vb7/b/6+Pp5N0/4NSpU7BarXjwwQfxne98 BydOnMBLqbdMJu/egvn5eezfvz+5e8888wy2trbw8MMPY9++fem3pmbw9stG ++Y3v4lwOIzp6enk8/THXn75ZfT39+PF1EdHMnZE+JY///nPUKvVybe/Kfna mxGLxfDb3/42+VFhb4Rv5o6+kBohIb7ryi8XR3mz+AUNDQ2XZtjR0QGbzQZx hHgWZQgzHR8fxz+Ko6+vr+OFF17A0tISNjY2kvvCoZ5PjTAgjiBM+IrvxzvE 1+RyOQYHB5PPRkZGkrMQP96bZQeEIYQdeKe4A5kfF0SYg9/vfy41Qo84QhpW 5g68WwR55QjCNEpLS5MaeTY1TDiLLoU/YV4c6l9ESxV0x+9OPtuRsU0qlSaf PZMaLSh+cTa2wsjCqFeLHxdMQphS6lnqNm0qwrOnU0P6toed3hmBlkBQePYv 23yDoALRmtLf4NnGGN4sfkyYQFqL78ky/FXitrSdCc+eSg3vzJhAFmu5bpvR MswuPdpfLsUHcUrpv2Q0eWAbs7rhCg2k3pnaJqBNb/tbati/XhGjhL8dV2wT 5Nvb2OFHsnxlWqOZqJ9MfcNj4lCZw6e/+ltvYAaind64zTdlIn/y/21yX7si VgnfKtwLk7tZfL8Q4tLvf3OKDi3gyf8D1z9chiv9+L7ko7dmNW8hkApRkN92 c4bWhHlcOT9hu/D2J1ID/y3LXL60jZmnvUP4VoPBkHz28Sxf+RZxWzqaCdsf T33lk5dm+sXtDf4zWcZ9a4b7pMNMyhqg3MakbxM/lp+fnwzTmUNlxjpxqPZt TPV28WOZIfMfs3hHynLQtr053pFltLdlMfy/pEZrucLMMsPm3Vki8Nsy5pjG IA4leYN4Lubxe7KM9vYssevPqdFevgT1xix2mrYeIfaK0T09fmY0e3vG3qah i+PvEsNdpp3y74btLShtrcL3pifx+Sxf/I4s/P607Rdfv42x3ZflG/5J3FZd XX2J6R+3/YYPbmODX9/mGzLNeftv+MD2pvnNLJHynzOsIp3R/2fbL7lmG4u9 f5tvSNuAMMX/udLG3vsGey4O/ECWcd+ZxRP+kBq3IMtogsWKlvr9LOE7PVpm GBLL52Oi472BSSZfFexRjNffyxLk3nmFDoTt4ug529hdOkcvLy9f2tHvZhn+ XVms/fep4Y9sY3Q/zTLUu7OEqkdSQx3c3rr+IyMipwPfuzPmnWYkjrZ/GzP6 RZYY+p4MQOlQlcIntlZvaDy/3Ga0TCDiaK9mASL89fb24tdZYmi65EwnRuHZ 71JD7c6InNksR2hT+DjbqFdnTDe97aFMv8xuMZnxMV11/ypLbLk6Y/7p2CIO /+I2FvPmK4YXnv13luHfmzGjtE5+mxr+ue2t6A9ZRntfFpv8TWq0Z7axoj+J HxPKA8EoM4fKNEhxqL9tb0V/yRKCrslikymYYjV2OSQBtwDp8W2GyjRIcahU 3fGWrFYkWpD4dZcP+f4sUSFlC2IO3r4gFFSZDjzpPc6MmO/PQiVlC2KWym5C 94tJYWxsAQ77ANz2GA69KkfOq+3Ie1WBwj0KFL2iQMluBcp2UV6UI2KKIWIc wOzwwkcyvjUds96fBaq4J49ub23fFp3B5uhDQ6MVB/a3I+eAAgUHlCjZr0I5 pep1FWoodftUaNhLeVWFxj0qNO1WQbKL8qISkucVkDwjh7HYhqiu70NZdvID GS6RTrSpyCRGxO0y6jvhdPbjwIE2HD2kQN5hJYoPc+8o1YdUqKc0HuSeHFBB SmnlXsu4t3Lurfw1Fdubdu7vW9DOPW5/SQXFC5TnlVA80w7ZE20Y0Pbjum12 ObPLEHf5oe2d5X4xyE5MLODwIe71EcI9yr0+qkIFpYbSQJEcUaGFIuNM2jkL JWfRwRl0UtSchZp61+xV7YCG03gr1FS95hXKyxRORMtJqJ9uh+qxViwNLlyb JdD/axbb+K/UHH6zjYs+IObVFqkFuUfkyMuhZeYoUZZLlVMaKBJKSw5VTFFy Mh2ciJoT0XIiXZyI/iB33MAn/wQjnxoP/F0MnJeBhIyclpFsjLuUMNCGup6S wZdvwWJ87pL2M2eTnmFmVkglS9Hgs0eJ3bt3J43pO2LCmpyYx7EjLSjIkaMo V4nSYypUUmopTZQWioyi5Aw7cjugyemEjqLPUcN4VA0zxUKxUtjycus/wc7X 7UcZB5OigpXasHLyVk7XxunaOFUrfdryghyGJ6RYScxfctxsU8zMTOIU/2ub qJXtYFDKu2/EFKdbcLSFU5WjNE+JijxCzKffUCSUtrwOtOepocrTQH1MC12u DobcLpgolmN6WPP0sOcZ4KS48vVwFejhTkoXRQd3viBauPl557FOOHM64KIK XJy+i1bsek0Bx8tyWJ5twbAmek1GJEhD/GCWWP3z1Kx/vk0wTVWyH4PPFUVR TgtKjslRlqdAJWdVS2nI70Bzvhpt+RoouJed3HstZ6HPM8KYZ4Ilzwwb7c1R YIGz0AJ3kQWeYgu8JRb4Si3wUwKlZooJ/hJBjPAXG+Ar6oK3UAtvgQZeztjH Gfto+t79Crj3yOB4UYpQgf59GTNNJ/PMQJNOG/+ZmunP3iCoCHw52x+Iwd7n 6kFJrpQTlaE8n5Mt4GQLOtDInZESh4xYlAUGqAtM0HFyhgIrzIU2WAvtcBQ6 4Cp2wF3ihLfUCX+ZC4FyF4IVToQqnQhXOnfwxsEEFa60U2wIV1gQKjcjWGZC sNSAYHEXgoUaBPM6EaTrBw61w7e3Da5dzRjT96RLn8wC5roMm04HIXHOD14R +zPp/rsYwaYn5lCaI0F5XivJticnXFOoRiMJSAv1kBWaoCw0c8JW6ArsMBY4 YSl0wVbkhrPYw8l64S3zwl/hQ7DSh1CVH+FqHyI1PnTX+tCTFO8ORGs9nHi0 1s2nLvTUONBdZUOk0kolmBEuMyLCyUf4tWFGh9BhOQKvt8LzchPWRuayHdy9 PkuBlOoT8KPtM8iPxAw0PTGLsqONqMxrQVW+HNUEXc0dqOe8mwuNnLuFc7dB TbA6ztlY6IGlyAtbiQ/OMj885QH4KoIIVIUQqg4hXBtGd10YPfVhRBvC6KXs QF9jiL1KX2MQ/Y0Bip+PfXzNi956N6J1KWVEqqzopiJ6qIieYi266V2Ro3KE 9kvhfaWBSpjNegD6+gz86fwqauGHb5CDkkfNxXjY0aJndG5myJKhRrB1Tr+O U5cUmdFaZIOiyIlOotZx2oZiH8wlAdhLQnCVheGpiMBf1Y1gTQ/CdT2I1EfR 0xBFb1MUfZR+SRQDzVHEBJH2UBUxaTfLjZg0wm1hvkaVSAJ8r6AOD9WWUkVP tRU9FSZES3To4T5157QhfEACz56aSyrIrLvTFVFmk5Ryd3xCuEser/zwNilM eJz8dUlUStAdQVVuI2roE7UFStqDFg1USlORFS1FDrRTIR1UiLbID31RkEoJ w1baDWd5DzyVUfiqexGs7UO4vh/djf2INg2gr3kA/dIBDFBiLQOItw5gsG2A Shls66d9DLb1IdHWS4lisLUH8RYqSRpGP5XU2+RHtNGDKBUUrbEjWknllOoQ LVSiO7cF4UMNmLJHLms804pIH57PPJSU6s3xb+JLmcdgPpjFZrKlwdzc3OSz nyRvP43Ko7WooR3VMYTUM1Y2Jm2I1WiRCzKqSkVVaYpCVFcEppJuWMuicFb0 wVPVD1/NAIJ1MYQb4uhuGkS0eRB90gQGWhKItSYQb0tgUJZAQp7AULsggxhO SpwSowzwtX6+pxdxGW2trRt9LXRBqi4qqI62Fa11IFpFtZVpqLZ29OQ2I3io ZjuNZRYJosaSRyuv+vtR98t196/bJNNUot2JME2rJrcBdXltyQTaWGhAE0NM C02qjTpS0Jw6i8LQFffAWNILS1kf7BXsZKpj8NUOIlCfQLhxCN2SYUSlI+hr HcFA2yjnPYpB+SgS7aMYUoxiWDmKEUoPQ5JrVzsiu+UYrQtiVJXga4MYUsYw qKAZtvehnzrrpc6iSZ0FUqZWRzOrMlJfnYgWtaH7WAN9Vp15zCXdr304S/Px 4Btb2DXbJ+JUHXYrqo/WoI4G1cAk3Mik28RY3FzoZlDyQ04FqYq6oSmJQl/a D3NZjEqKw1mVgLd2CIGGEYSaRtHdPMZJjaGvbRwDsgnE5ROc9CQnP4lh1SRG OiYx2jFBv4pC82Qnup/rwvwRA5ZY5YxLQxjpHMZwxxCGOmiAqjgGqLA+KqyX Cou2RghAMDBBWezMqvRUlgrR4mZEjlVjbXz60hGqzM42ra3MEiXlRPikcJc8 Yvn+bRJ3qha/DWFXCHU59Wg41oYmlmBNrEgkhU4mbT8tKUJLitKS+mhJAzCW xmEtT8BRNQx37Sh89WMINo0jIp1AT8skFTSFAfk0rWEag8oZDKlmOPEZKmAG o+oZjGlm4CmMQvd8D2KH4zjZEseavAfz7QG+No4RzRiG1bRAKixGZfVTWb1U VlTeS0XRsqSCVTF41VmoKAaucjmjez1mvaHMY4Lp3vDDV3ilsD1TR1dY1NXb Z/vUkY63ofpwBVurJjSxQm/KN0DCakZS6KXCQsz0UWb6fqiL4qmxb4KzdhyZ f92tMwQ/i/72OcQUczSIeSQ65jHcOY9RzQL1sIBx7TwmdPMsXxOQvTSEwYZp bFmmsWYYw6y2F+Nd0xjV0fh0E0hoxxDXjGKAOuulzqKKWEpfbYJh+agvRqw6 emB1B6IVUoQLy5FNWemDFpll0I9TyvrUJYN6zzalQOrY2e2YpcXWHalBYy4N 6piG3YuFOnJTgvS8HrRRP8qiQaiLh6AvG0kqxV4zAXf9FHxNMwg2zyLSOpfc 3te+QG9ZRFy1iETnEobUSxjRLmNMt4xxykTXMib1S3Dl+pHYF8RQ5yzGrNOY Mo9jykAlGuYwZpjFiJ7G2DWFQSpsgArrU4+klKUUjEvwQnpgMz2wkR5YT8Oq kaOnvAYbU9Pv2kZXmcWSqKsvbFMfCJoSDsA/JGqq2xVEA+vGJra3EvZwknwH xUdNRaipPrpfHMqSYWhKx6Avn0hpqo4u1DgLf/M8Qi0L6JYtJrf3K5YRU63Q dVYxpFmlllZpImsY169RC2uYpPQw2JufMGNTOobjrmlENXOYMS1jyrSECdMi xk0LGDXSFKmxQf00YtRYv3YCvdRWtIMJVckaRC4EeCbDZidjFs2qgWZV3YS5 UDCtqcxO+aNZesZU2Yx7tikR0sf3FArFpZ8vfiNqreZAKRrZKTflqqk1MyR5 tK38ILUWRXNBjGXCEFQlo9CUTcBQOZ3UjqNhHh7JAgItSwi3LaOnfSW5fUC1 hnjnOhKadTrTBka7NtgfbWDcsIlJ4yY1swndLgemCgdxyj6LRfsSZi3rlDVM W1YxaVnBuHkZo+YlDFN7CeMc4tRePzXXqx1HVM302hGnU9IhZSHaGW1MyuAl YflQ34pweWk2rd2YYXPp4J5qtMTfW7MXB6nj0u9C/cEqNB6RQ5LTRQ3ZqCHa VD5tKr8PLfmDjFKj1NAEtBXTMFSnPM3RtASPdBmB1tXU+QAfQZ9qg1FlE4Oa LQxptzDSdRyjhuMYNx6nuZzApPkEeqR02l0hbKnnsO6dxaxtC3OUWdsmZmwb mLKuY8K6hjEqa8SyjAQVFTfNY4BK6uuaRFQ7SiXREVU0LQVNS07TamPNwH4i KmlHd03VdgrKjOyigu7Yvi74H7HUnx2bRMPBejQdoe/lsMg85qSeaEV5PdTT APU0zPpgHKqyKWgr52CsTfmZQ7IKT8saArKN5POocgv9nccRU5/AoPYEo8xJ jBhOYsx4iv50ihZyiko4BdlfzZivm8JJ3yIL4Dn7SbwX8/YTmHOcwIz9OOvu LUzYNzFmW8cIFTZEyxqksgZMc+gz0Fe7aE1aWlMnrUnFiKVgxGpnKpSxGG1R sWFqwMbM5KVf8TIP3NyUit/cJOro9m3qgtRh93cgYvej8WATJEc6qSC6WS7d 7FiI0gcpjai1cATy4kmoymegrV5IGc1VcEjX4WnbREC+hYjiRNqWYtpTGOw6 jSH9aYaYMxgzncGE5QwmrWdhK2SWP5jAlnkVS941quQM5pynMU+Zc57CjPMk pimTVNU41TRi38CQbQ2D1hXEzAvoM82iVz+FqI62pGGY6qQtdbAGVdLZFFba k5rhSoLZiD+tnczO96YrgrnQwaVaXpaP21YEqR897kCPI0hVSSE5zGx3lP6W 46W6IlRVP1WVYBwfg7x0Ch0Vc9DWLMLQsAqLZB2Olk14ZMcRaD+JiOoUd/w0 +jVnENedRUJ/FsPGcxg1naPznKcTnWdWXIDm6QCWZMtYD9DRnOcx5zqH+aSc 5eOzmHWdwbTrNCapuHHnCYw6tjBMhQ3aVhGzLKHfPI9eI+1JT3vSDVFhzIBq Ol4nHU9Fx2tn9mtpwVxPKJuyPnZFjyw4XuqYF5sS4e6qZJZL/x7JKPWE2Az1 2ENoOtBKJeloUyyZcvyUHiophua8YdrTBJU0A1XlArS1yzA0rsHSvAlH63F4 5CcRUJxGpOMMd/Ysk9I5xLvOI2G4wLB7AaOWi0z7FzFhuwjlnjASxdNYd29h wUtLcl+kXNiBefcFlnhz7vOYdZ/DtPssJqmrcdcpjFJPw9RTwr6OmG0Z/ZYF 9NKoogYGqC7mPh19Tkuf09DnOllOqRicZG2Y6w1n01H6zKTMA+Cpg6D4jGhQ lZWV+NKXvoSFhYVLVQENKvUT1nXUVRhN+2WQHGJRcJhFwVEGppwojSrOADXC 5mUS7WWzUFUtQlu3AkPTOizSLTjaTsLTfhoB5VmEO89zhy+gX3cBcf1FpqaL GDZfTOpqnHoK0Yisr/RjSbeO5dAGg9KsW+iq5jwXMS+K8HjWcwHTnvOYpNLG 3fRe10kMO48j4dhA3L6KfusSes1ziBrpgQZ6oJ4e2MV0p2O607BI6DTQqOSY 64tgO21ltslXaEuoClpok4LBraysJH97ys3NfTxtWbYwJK8z3R1kMX7YReti lDraS40NUlujkBZPQVY+B1X1EjT1azBINmBpOQ6H7BS1dQZ+1bmUtrTUVtcF xAzUlonaoqZGaVVj9ouof8KBsYYFrAQ3MOMWtJLSzpyXgXXeKzQPc94LbETO Y8Z7DlOesxj3nMGo+xSGXSeQcG4i7lhDP62rzzKPqIkeaGRXaWDqM/RRaVSW zk3jZkWlbMdcfyStq8wjVOnT7DKrqe9l6uotSa8TwtVnP/tZXHPNNTCZTJeq qMfS8YoKa9pHhR2gwg5RYYepsCN9VFiCFdQYFTYNWcU8lDXL0DSsQS/ZhLnl BOxUmFshKIzmpT6HHu15JvHzVNgFJvYLzFkXMGK7AD1rVu+hESyyCJgLHqf5 XMCMR9DOhaSW5nwXMO9j7ErKOcz4zmLKexYT1NiYhxpzU2OuLWpsPamxXvpj 1DxDrTFmmRizTAzwBgZ4PTWmocZU7Zj9u8YyD8LckqWSSp2dkjK8N/39IMyb k7pLh3e9Xp8OcGmv7LaG0biXatvPcuEAs+Ehqu0w1ZabYPE5juaSabSJalM3 rEPfvJVUm012Ei5GLx+jV0hzFj0M7336c4gxvA+az2OIod3btoiWZwOYkK9g PnQCUwxTgtftoDmd5/7PiqoShOUDFfYequ0MpigT3lNU28kMtW2g376CXivD mJVqs1BtFqrNTLWZ2BUaqDadCT0d7ZjZXm2Z9ZWotk9kKCvdOQsiFKR01HTl Lthd+pOfS257K1NoP5y2GNwUjzUGL8VnoZj52DRwu+jPEXMIja8y+u2jee6n eR4Ip/RM85Tkj0NaMoM2ZglF7UpSz13MEiZmCZv8BFzKU/AxjQaZRrt1Z9Br OIsB41nEzUyp1nNoejWEcMkUTXGLumN55hGclenAK5jhOer5LAOh/yz9edZ/ hnKam08n3zrhPYlRLzOFm8HPRX92rifV3GdbRK+NarZNIGqlmi1Us5nWaaSa u4zo7pRjfWEmXcZmHsRJqzmz5079qps6dnHVldaZqXChu2TuuCqLwneKjYDd 0Y/GRjsOv96OvP1KFFHKXlehklK1T4XqvSrUvKpC7R7e76bsUqL6RSU05Q5E DLFbRSCNrzBt72Uqep0w9hPGob/DaBFhtBNGJ2OFrnkDxtYtWAnDqTwJb+dJ wjiFCIu/XsNp1rOnEWfh52qbR8fuPnbx65iKrDO1CP7PnOxNGfU0ZcYvyOkd SQzv4S1rQf9JvnySMFjaeI9j2MO07WYmcjK4Omjz9kVE7YRhJww7YdgIw0IY JsLQGxDpbMt2NC3T3tMN/QPb27uo/n/Iov7k8RK8jy3HAiRNNhw5SPUfUqDk sBKVh6huSgNFclCFFkrrARXahPMhiEVGJLLX+JxI2oikdRff86IKzc8pYCxx YG5o4dPJ4a9Hw8vNkLzKFm8vW5fXGYsOEMvRFJZmYmmtWICclVQHy01t8zoM rZuwsCx3KFlRdZ5AQHMSYbYrUcMp9LNVibFVKXyCJWD9PCZDm0m9jjHjj3tO U98sKZOOQBzTBHE1UaRwCDLtZ8jyszX0bRHLJrHw4y5WU0ksjOAORnAHsTiI xUEsdmKxMueZXejRdyHYIc12TOoTWfJd6vyAVCrckeo5Um8Sairh/LdUa/N/ Ukkx/ldMjM+judmKnMNyFB5RoOwojV4816OZ0nZEBTlFcViFDkonSalJSUtK WlLSkpKWzqOh46hJqYOUVKSkfEGF9meUsBU5sJBYSBnBh6GvNKLpFTYGr7KO 2xegA7EyOUJKeWOQMGO0MGPIa5agIiUNKelbN2CWb8Ku3IS7cwt+zXGE2Hn3 GE6wKD3BpjQG/cFhNombGAlsYIT12Kj7ZDIDCCFqgt4xSZkSPIVYBDQCsuN4 N59v8bUtYtrEqGeDmNZJeQ0xF+s45xKiTpYmLmJyMmM4WZo4WJrYWPRaHOjW azHgMmU9dpg+mpr549D9GZyuONCazhFCXSekjZSD/T0UpomlSsN3QyoxI+dI G/JzFCjNUSZPbmmkSCmy3NQpIJ05JELRkaCB9Iy8N5GemfTMB4Xziyy8/UeY SdEkntmip591vcLPCKfqPM8xnlLAkW8Tp3M9uk29aHqZ7e8r7OleZbuyjyX4 4VRRKWFRKWU/18Z+TlHPRCRZRVfrGkzyddiUG3B1bsKn2URQt4VuwxYD0HFU PO1Hr4x9fXiF5fOJZGU4wqQ96jmBMQa0cd9x4ju+A5P+5M2WcLPJOD7p2+CL 63StNaafVQy62fm62Ki4yMwlMGM56WI56WTt7WDtbQugx2JDWK/GVLw3jSxz HUIaWWbZLSK75ZJrvSkLvLdkgBJal78fjrk6ec5O7uFmgpKhOFeBymNK1B2j Wx0TTmAhKEonH+soekIzUSyEZqPY+dhBcVJcfO7KVe1IPngbnGTpIFO7eKqO mfxM9D4juemfU0L9hAxLiYVbxHQ1MzSHBmaxppfNRMdWfG83U1aMneYIJOyc mstn0Vq9iPb6JXRIlqFrWYFRvgqrYg3OjnV4NOsI6DaovU2UvOKHpXCKGmdd xXg4KLSJTrbUrLNGPEKw2yK6rWTgE7xq3L+5AxP+DVrthH+dNJnZfGt8yyrf voIh9zKHWkLMvYg+N8szNxsnNxsnNxsnF7tMZw+bPy+6LRb4dapLv8RmHvv6 VMYRnvTvZKmziPDpLLzemoVX6vj1e5InHeUfkZKVDOXHFKgmn8Z8JhxKO6Uj vwNaij6vE6b8Tljz1bBTXHkauPM18Bao4StU74C/UI1/RqCwk9KRFH+hCj4O 4eWQHgHr0RQ/+/7UaVZmlhr6p+VIaPpuEevrLlYdTS+x5nuZZcarLDMODrC2 HoakcALNpTNoqWKkrFuAqmkRmpYlGNjBWhQrsHeswq1eg0+7Bm3TOOpe6kWP eh0DQaHh2kCM9fCgc4MJaYMAhKjHqOndwCi96k0Y863v4M0a3WzMt0qgK0lS w55lhsZF0lrAgGcefZ459HoYGj2TpDVMWgPocYbRbXMjZDai1+vYDlbmwgIR VvpHTbFwTj57WxZYN4guNjUxh8KjzSg51obKvHbU5tPEhTPDCjqgJAh1gQZd BVoY83UE1cVIpoerUA9vkQG+YgMClFCpAWFKpEyPbkHKuyg6ipbPNYiUqlke dyJULFAU6dEH3fQ+J8nZ9yhhfl5OsuabxXQ6O7yIhud1kLxkh2SPmN+SVYiY 3ypnIaudg6JxHurmBXSx0zG1L8GmWoZTvQKvdgXle7phr55HL6Ndt32JJTXJ 2deS5YNQ2TFH7cCQZ4011TBD4IggZJUS8hKYeZfJbYnclvhOgds8YmQ24JlF n5fcvPQyD9OaJ4EeVx+6HUGEbQ74jHqsLS1mY/dvGezSKelbl7MTi8Dks2zr lFJn1VwDn6sbxTkSlB5rJTs56shOUtBJdhqoCnXQkJO+0ABzoRG2QhO5mZPn uPlKLAiWWREutyJSYUVPpRXRKgt6qy3oqxHEzMzWX2PCP6Gv2oC+Kj16K3WI VpBnOVmWdiBYpIJf8ER6oUc422+vAraXZORrErPzdah9ugONz1vpegyX+xgu D8eSB5okxXS98mm01sxA3jDLcDkHbes8DPIFWJSLdL0lVOZEId07hJBxExEm pm7zCms7luK2lWRJPuBcQdy1kkxaCUGEOEhiJEpm7yZREvOmqA15FvieBZHe LAZIrs87naTX452gjKDbE0fE1YOwwwe/1YbegA/Z1gF/OoNHets33xhfejWW kAzT+D4oHnWZmphFydFGxkgpKvNlqCtgTiM6WWEXlMSmoSoNRGYpssJebIO7 xA5fqQOBMidCFU50V7kQrXaht9aF/joXBupdiDU4EW+kNDgw2GCn2ChWxOvN iNWZMFBrJF7irCLKCg3CZZ1JlAG6pJ8lq4c9nePlVmI0fFykGOmKo+EZE5pe dDOAig1B7hAD6BgD6ASkVVNoq5uGsmmGAXQWetkczIp5WFULOPC4D7bmZfgD qwgYlhA2LTELLaHHtsSmii7pWCJJikvIXktMhkvJTLYDg55F4WYB70xiizOl xdyzxDeDfqLrFRzPO4lu7zgi3lHKEMLufoRcYfjtHrjNZqwuL2U9Ke3TV0RP wQOvQJhZ9b8j4+1pjNeKjcTU+AxKjtShIrcZVXky1NAjmhgt24hPRXQaojMU 2YnQCUexC+5SN3xlHgQrvIhU+dBT40NvnZ/o/Ig1+hFv8mNQ4sdQsw/DSfFi WOrBiNTNxy6KE0MSOxJNRNpo5ueM6K8lzmpG2wohynYgzAgbZE3rOyAnyhas Ds9/XIyqXcV+NDzLfPhyAE1C2XmEDpnPXFhClBUTLDsn0d4whY7maehaZ+iQ s9j7vAdtOZPw2LbgNS/Cp59HwLjA9LSAiGWBqYpNmH0h2Yz1ORdY8S/sIE/e xFhDvou3DJekN+Ci47lJzz3NtJemN0Fy4wj7RhEiwRCdMOCOwucMwm11oTsQ zHZuZXoxbWYD943LAWY2AVeuJgyFQuLZUJ+ESqpDZW4ja5S2JLyGAh1aGC4V hVbCc0Bf5IKl2ANHiQ/uMj98FQGEqoLormGbWRdGX0MYA01hxCURJKQRDLeE MdIaxmibICGMCSILUgJ87Oc2L0ZbCbTFhSEpfVRiI3gLBhpM9GM9egS/LFMj Qp8M5bbDf6ANjl0SLA/Nir+SXIvZxDJqn7Sg4QUvGvdE0HSwnw7JBqKQJMtG WdGMQVY3QYechLplCvXlMRx5Osr+j5UoQ6ZTOwt31yy8hjkETHMImucQtswh Yp2jY7J0tFMcLEwoO8h0VriZYSXW5yQ6NgW9Qm3JiqXbk8IXogMGGEMDROj3 DsLv6YeXucllZ5lrsmY7L3hnRr+X7u2+fjnCzHLzypWUAsL3i6VQgPVSxdF6 VDOMCtWLgLCZoVNeaEcn8XUVeWEu8cNeSqMqC8FfEUGouhvddT3obYiiv0k4 CbSX+Hox3NqLEVkvRilj8l6Mt0cxoYhiUtFD6caUIsL7MLeF+FoA43IildFH W91ItDDsNtvRT5xR+mW0pgs9zJbdRUqEWQr790sZrg1pXwxrh1H3lBMNu4Jo pC82Hh5AUx4pFg/TF0fQUjPK5DgGVfM4Xns2CFnxHCyOTZh1U7Cpp+HQTsPV NQ2PYQZ+4wwC5hmELDMIW2cQsc3QLyn26R2s/IUbxxSV2OMkNNcEut2Mmp4x +lsKnM87DC/heQnP4xmA290LpyMEq4UhZ2hkO4CZZUwWgMLvm8IajCuXgQoA 3ydG46nxaZQfrmIDLkEdS9BG9gDNBSYGUQeDqAe6Ij+MRSHYSiJwlXXDVxlF sLoXkbo+RBv7MSAZQFw6gERrDMOyGEbbYxhXxAgphkllDFMdMUx3DFD6Md3Z hxnKdGeUz3v4WjcmVWG+P4iRdgZewhxscyPW4kCfhGUR/TLKfBllcO0pUiCc 0wrf601YG51Lg9TkR1D7rBf1r0TQwNzYcDSGxoJBNJayXK0aQmvdCPaxzz/2 YgK6jk0YjHMwKCdg7piAVT1JkJMEOQm3fhJe4yR8pinCnELQMkmgFOskoU7u YGE5wRvHODNSiG150EV4bsLzDBPaENyeQbgoTk8MDqZCO7s+s9XP3Bu5cu2f 8OzWLIVl6soPYntxVTKAZvww/a4sDN8rMgy5QqiiE9bltqEhT82sYkRrgZ1x 1AN1YZBJMAJLSQ8c5b3wVPUhUDOASH0M0aY4+psHEW9NICFLYFg+hFHFEMZV Q+QyhKnOIUyrhzCrESSBOc0g5rSCxDGrHcCMhkw1fZhS01E7uzHWEcGIMoQE nTNOlv2trI/olFHBKZMcO9BTKEOILY9zb+3NYimmKYii5vkg6l6Lov5QP+pz 46gvYt1TRoesSuCxR7yQVi5Bzfahs20UWvko9MoxGDvGYFGPwaYdh0M3Dqd+ HG7DODzGcXhN42Q5Dr95DH7LGAJWim2U5QnFQW5OOp1rCB53Ai63wC0OO8Xm jsPqisHi7IXRFoIv1HvNNvwyq5jL+F1eiF657FeAd7WYTSsPVaI2R4r6Y6zX 8wxs1G2QFXjofEHoirthKumFrawfrsoYfDWDCNWz22kaQl/zMGKtIwQ3iuH2 UYxSI+PUyGTnGIGMYUY7hlndGOZ1o5jvGsVC1wgW9IIMY15PmF2DmGF1Oa0b wKS2D+MaRl51D4YJcVAZREzuQ1+bB9FmBwGaCZA9SJkS3QUtCBxpwNr4rNhr fAzqon5UvxhGzd5e1LLPqM2Lo644jj/90Y78PRNoV2+xDRuDQjqEjrZhaOTD 0CmHYVCNwKQegUUzAqt2BHbdCBzcR5eBYhyBWxDzCDwWepl1GG47Pc1BYs4E k+kg7C4So1goJkGccRgd/eiyRuANDVy5QFN4lr6AR+aKgPvemNy/ZCH3HjEG h1go1RyuQ30Ow+Yxtst5FrTmu9BeEEBnYTcLvj6YS4XzjxnYq4cQqB9GpGkU UekY+tvGk+ccDysmMaqaxHjnJCbVU5jWTmGGSWaua4qUprBgmMSiIMYJLNGu l4xjWDCSKDUzZxzGjCGBKX0cE10xjOn6MUyKCbpijGG1n27Yy5InKrigEEqr 1YiWyhApaEK/VHuLeBCi7DEXKndFUL2PEI/EcfjVMJ56pAeNNWto0S6iuT6O NkaKdukgVK2D6GSk0CoS6FImoO8YgpERwswIYdVSdEOw0bjs3C27iWImJCvF RlB2upaDsJwpUAaKntLFbTr7ANSWHriCA+mVk5m/5dyWES7Tfd9XL4eW2TRc nQXau8WEUbG/FHVHpGjM6UTTMSOhOdCW74OiIMxY2Qt9CZ0/eT40za6Ogb5x HN3NqfOgY/JpJJQzGOmYIbBZTGpm6T6zmGU9N2eYJZRZLJpmsWRi1bbMkuC9 WLFMY9kyhSXmkgXLBOYZj2ZNo5g2DWPSwFCrH8RI1wCG6IFxet+AKoJecosy DUabhTNXGTYrVegpbWabWINVputbxAN+xewvHnngKVTuG8DjD3lRvHcWks4t 1NQPoa46jqa6OFoa45BJCK8lDlVbHJ3yODQKKlxFxXcSgpoeo6HoCIV2ZDLG YTbz3kKxcjvBGQiui6KlaCidlA7rABSmHtgCA+mVk5m/HtyWQSB9KPoKYJlN wnuzAHunOND02CSqD9ag/oic0LoIzYbmPLZF+SEomTk0RQMwlCVgJTBn7QS8 DczabKF62EL1s4WKK+cY09gRHw1A/Yd2BF8xYrSJ8c+wiHnTIhbZVi2xlVq2 LmAlKfNYZSG+YpvFMsu4Rds0Fqz0SOsEZizjmDKPYpz0Rmniw4yfg9p+xNS9 6CO5KIuYKJNetInxslZDcm2IlNRhyhNKFSwfRdHRw7jj+mvxFcq3rr0WD1xz PZ6/9UeQc1pVrVOoYOKrLIujppIJsDYOCb2vhd4nkxJiaxxKGZXfTgjKONQd BEJ4WuZjHXdFZ6AQoNZEIUQNIXYSooqioLTzudw8gBZDNxZWNi6t/swk99mM wy7pQ9FfuZxcZm/wvizk/lk80BJmB1J7sAmNRzrQdOl8zADaCrqhZMbQlgzC yGLbWjMOl3CmuIRFdAvbIBkbWcUiBlVL6DoShfyPHoTZNI/keDBW7qYPrWDR soIl6woJrWDFvoJV+/IOrDmW6PurjkUssx9ecsxjwUHPtM9gxjaFKZZyEwQ4 RoDDxiEk6HoxJr9+Vi9RFTtKOUOllC7XSJerVaKnogkD7eqPieAeevBHuPND H8R9H7oO37vhevzko9fjVx/6BJ674y68eN/d2P9XCUpZuZQWUEoIsYIQ6YX1 9MImeqG0OY5WApQRoJweqKAHKuiBSgJU0ftUBKikByoJUEGRE2IbpYUiNcYg MfTD6GchtrSeddX87Rnb0k3dl98Y3JUXfhA+kuzVU2/7AIlZ2dh6Li1yUNEw dWXDMFWy4qqdgks4Y106j3DbIu1+mZErdaZ68SNuKF7ia0en4H/Bgli+g/6z Tj9ax7J9HSuOdYKiONfY4K67VolsjY3ximsZy64lLLrol855zLIBnia6SaIb o++NMHImmPHi1FE/fa63swdRhRAp6W/N9LcGZrca1iallTeJAbKEvnY7kX3p QzfgOx/5CH788Y/iP2+8BX+77W68+q0v4fF7P4Gf3/gBFB7oR1FODIVEV0R0 JURXTnRV9L1a+l49fa+R6CREJyU6KdG1EF0Lg2crfa+F+KTEJ6E0UeopdbQs HVvz2aXN9CLEzN/qbs9Qf7qDE2mlf8bL/BHhyksiCLTeIfpr1d6KJKCmI3pI chzJx9Jj3ZDl9ycf68pHYaqehK1+Bm7JPPytSwjLVxBVrmIgeaL8BvT5i2g9 tATVoXnU/MoG429aMNHCcsO+hRXnFlZdW4S0hXX3JjbcG9jwbGDds45VzxqW PatYdK9g3r2EWcKbJrxJ+t24fRoj9LkhgovT3wZYovSyPImyNInKWVi2ssNr ZlHZIEeoiqltalr81fEG3H79B+lsH8bXPvJRfP/mm/DTT96Mh//tTuz+xn14 +YF78MjtH8HDt16PvKdeZm0ygmNH+nEsP4Y8Fp355XEUkl4JHa+cjldJx6ti +qth+qtl+qslwVoSrGX0rCbFKkpFZwxl7FJVrhFML26mVxll/nTwuSwt25cu J5ZZOP5rFmJvFwNjzd7aFLHDJkiOupKPW3KjLPtjKWKV4zDVTsPeOAe3dBH+ thWEFWvU3AYGWEonhDP39ScgK1xGU+48cn/DhP87FyyPyDAtm6IrncSa+yQJ UbwndmDDe5w5dt1LkN5NrHg3sORdxwLBzXlWMENwk64FjNPjRulxw4Q2yCA5 wAzXy5oyynoyqmRmk7ETaDUgKlEiUluPqWBAXAzyDvbCLnzu+g/h7htuxDc/ 9nF87+ZP4j8+eRse+9xd2POjb+Kxr3waf7j7Jjx650egKj2aWi/6Lrhc82hm S3e4oB+HWSofYdbLqYnjGD0vn+wKyK6Q7ArpfQXkly+L4ZhsAK22EXgH5m/c hlNma7YNp2uzcHqb6Fm1exuTPCSHLZAcSYXC1rw+yAsHU5zoVab6WdglC3C3 LCMgX0NEucHQtIUBzQkkkgsHTmHCdBrTltPoadlC/iOjaPiDD7Y/KjGrmMGa 9zTBnMaG7zQ2faew4T+FdT/5+U9gxX8cS/4tLPg2MEdgM95VTLmXMUEvG3Wy rGFoHGRGi7Ec6dOzn9cwk3UEGRbTiwg60d0gwXQ4eMkeM3PAm0V4JUcO49YP 3IQ7Pngrvn7jvfjJzm/gJ5/5Ah699bNMbbfj0S98An/4wsfx6D034r/v+GDq Y2+F3TsHe3AB9tAi7JFFOLp53yPIAqzdc+nTRDJ/wElfpTDz4PEXL4eTWch/ MAuc1I/f/4CZkSnU7W1OATpkIySfOL1PoaN8HLqaaZgauIfNS3C3rSLQvoGI agtR9QkMaE8y/Z/GiFFYsnAW07ZzmLWfQ6/sJIr+OIGmPwdh/2sHBl+3Y913 jlDOYjMgyBmsB05jLXAKK5SlwAksENKcbwszhDRFj5ogoDF607BjBgnmrRj7 1z7DoHB9Hn43Q59KWMJgYd7SoEcixXR3KBubq8RDr/JiFQp+14Q9X23Andd9 GV/41P24/57v48Fv/gDf3/ll/Pftd+Lpe2/Dn7/yb/j9l27Bw1+8CYrKnDuy KP/OLBXCFy5XfmZRft0bKv+zqHutJaX4gw4qPsAoFk0+lxePoKNiArraGZga aRrSZbhla/ArNhHuOE4LPYkB3WkkDGcxYjqHcet5JvkLTPYXsOC6gCXPBcj2 LqD58QicT2owdNCJjcAFbAbPYyMp57AWPIuV4BksBU9jMXgSc4Qw49/ElG8d E94VjLkXMUzvSNjZsVnG0GdMINrFMKYRlkT4CIA1nlxHb2zDTE84dSg7eVpm Kiq9GzLqPO+hBuz+Si0KftGLmlfW0Vx3AXd94ov4/L3fw1fv/iIe+Pwd+N5d 9+PBO+/Frru/ite/fi9++5Vb8Osv34T+kPuSpWcetr0zQ6PppH8FgEwTyLx+ g9BECWCSp+qkF+ZIDrCgPhRkbOpFS148tflq6OpmYWpahK1lBW75OvzKLYQ7 TyCqPcUkfAaDRirfLCj/HKbs5zHrPI8Fd0r5y74LaD+wCOlT3XA9o8XIUecO bIaEFm09dAFrofNYCZ3DcugsFkOnMU/9zwa2MOXfwIRwUoxnCSOM6QnHNGLW cfSbhtArRCYdda/xp5ZaKLrQ08ZMFY2IPyO879K0hb82av/YQ7XY9aUq5P9H N2peXoOk5jyaDRdRG7iI7oWLUOg9+OxHPo67P/UJfP2zn8IDX/g+fnLPn/HK zhcQ/fbD+MVXb8Yrf/75nVkg3JXSIB1jG9V/KIvq35y2/T2taBJOnd1P7R8M JbUvLAmSlY6ho2oKuvo5GCVLsLWuwiXfgJ9BJ8ygE9WdRL/+FAZNZzBsOYNx 21lMOc5iRljq4zmHRe95qp/69Z+H8vAiWp7rgfsFHUbZNm2Gz2OdshY+hxXK cljQ/xnq/xRmhdPxaf8p/S9jxL1A/c8gZptAP4NPr4H61zMz6Fgsa6j/Dj26 mTCne9P6fxtaqfP0X95Pw6h5aRWSqvOsai+ijjrvmb+Iqa2LbxIjf8DjxW03 34zP3/pJfO3e7+OnX30av9p5AJ13/g9cL75w1xupPSOaCEuy7k0B+IQY8AQl C6tmhPTscrmuvNiC8PI/pDPz7jY0vmZA0z7hXHJhbUgfmgsSaCMDVdU0tPXz SQZWgQEDv0+1iZD6OHp0J9BvOIm46RTLnNMYs5/BlPMMZt1nyYA69Z3Fsp86 DpzDKmNNR84i2l6KwrNLh7F8xqII4w9lNcL3hc9gkTIfEhicwDT9QDhBbEw4 dYUxKOGcJYNJ9FtG0csmLmogAz2zs1ZYQaNHpJ0+0BcRD35chRYyyHmoEi98 oQTHHgyknVyqu4h6P00+cR626dOpc/XeAj8RFBfm47Ofuw8//vEP8MOdhTi6 82nEf/gwsuk/fVHfzFVe91yuf0Hvwp+4YvfDV+hf+MRVaf3vakXjHn3qPOUM /bdS/0rqX1O/AINkGRbq39m+Di8r16BmC91dx5kMTyBuPokh60nq/1RyWduM +zQrnNOsdBjX/WeS8X2V9r1G6cwjg9298OzpwliRA2vdfD1yBssRxv/wKcyH GYNCaf1vpPTvEfQ/h5h9En1W6t9M/ZuofwP130X9a/SsqGWY7Esfzn0b+v0x HH2oHM/dU4jcH3tR9ewimsrpA9oUAOHPOXvhHWLp9Oh/TmM8epF9sgOP7twL 8z2PYk2lujLGC8/SVwrOPHz5+UzdX16SfvSKIQTFv0lUvK7SiobdXZC8Jpy3 n1rjIwSf1tJxKKpnoKbh6yWLVPwKHO1r8HSsI8AGL9K1yUCwxWrkOKuSE6zz T2BCWITJNmHOe4qKP4VFoaJhUl1hYF8Ns8qhqAsXIXu1F969VH6pg4rneyiL kZNUPBNv6Dj7AFHxvlUMs5dIKX4qqfiolYq3sOkzUfF6J3q0XQgqWzHeGxSP 8L0NfVR8V7EFz3w+Hzn/7kLl0wtoKjkHqfoiGnwX0TF0Ee65i+n/pOD3P5vE WA/j9KlT+NHOYyi79QlMv3goXW6OjS5gbGRBLG3fGEamWV8BI7METbcYwlrj NIwdYufQbRpAAyND0x7hPPBgckVLc37KC9rpBZ3MBF2EYW5dhr2dybiDlZBm HeGuDUSNmxgwbyJhYy/nOI5xJxXpPoFZ7wnMs/ZfCJwkjJPMtCcZ8U/yO1cj wgJjTQmB7OuDd78eo+V2wuB7KXPh44TBTBzcvBSFhBPnEi7CcNAL7IRhIwwr vcDMTGBwoFurg0/RLJ6j8Tb0EoSu2Iin7srFkR/YUfHkHJqKzkLaQRDei1AT hHf+4nvEEPTwg2MYiQggTuOFh1R4YudueL78CE7HYuIZju9KXm7T7ojB6Yjj 9X1KHKIc2adC7l6WWJSCV1Uo3EN5RYXil5UofkmJwhfaETLFEDAMXHlBfeFZ +oLfmT3E3ZcDzCxjbxITeiZAYcvM8ALqXtSiaTd7h9dYwh7qhSRvEC0lY5BX TqGDVZSOjZ2plam8fRku1Qp8mlWEutbQY1hnat1A3LqBYWGFt3MTk+4tTLPD nvUdx3zgOEtTCr1jiWB20G9OCL8GdB+HpowAD/TDe9CAkQo74W0R3ibhsYQN sozyryXPWB0WzlQVTt8R4DkIzy7CswTQY7QjrNMytTWIzerbECU8bbEBT955 BIe/a0HF47NoLDwDqeoiGj0peL6Fi+8V4T30kxEkwgK8M/zoDH628yiaPvsX zO45JFb+qcUuTlcM+w8qcPCQEkcPERql8KAKJQdUKKNUpi9VSqg1BFr7mooV EoVA616mvKRC/QtK1D2nQBcDSHfXQHp1R+YvPGmomb3JXZdDzazPPiZCTdtA Gmrtcxo07rLSI32szYSVyHE0syeRsSdRsSfRNM3B0ML2VL4Ip2oJXvUygroV dBtW0WdeY826hiH7OrtrgnCzofMSjG+TPcYma61NLNDDFsNbhLpFqMtEdzVv N6EpX4Ds8ADcR4wYrrIR6AaBrmMqsIZxv3AK8jKGhJMghfOwXJPodY4gSreI 2nrQY/Gh22hFUNuJyXjvWzJ4aoq78PjnDuHQAwaU/3UajfmnIVUw57gvQkOe /oWL7xd5/uZHg4gHBZ7nklteeEiBl3a+iMg3HhaPcfwrJiZY2EsdOHJEiZwj ZEkpoJQcSV3UtepwaiGTcGHXBjJuIt9m8pWSbwvZtpBtCx22hWylZNsiLmRq fZ73zyjR/Ld29OkGdmSwTIO55wpHFrZvw/fjWfhGDENoeIFsd3uZ+iKQ5MbQ XDSMlvIJKGqnoW6cgb5lDmbZPOzKBXjUiwjolvi5ZaafFQxYVzFoZ4pysk52 r2HSs57sGWcC65ij482HNsiXQnaLEWH19BJv/4W369BULqDtaAyuHBOGqq2Y Dq5iMrCCcR/rbeFEV7KNu2cw4J5Ar2sIUecAHTaCbosHYaMJXo0Cq4tzYv2U gttZrMNjnzuAg/frUPanSTTknoK0nXBdF6FNwb1WrLd/9cN+DLAEOd6tSW4R HPaXOw9Ccccfsd6qStnADZicWEBriwO5R5U4lqNCPqWIUkappNRQ6o+q0Eje zcIlcMm7laxlZN1O1u1kraAfK8laSdZKslaStWI3hawVL6aWRCmfVULxlALy x+XJi/iKoO8VQZ4+fRqHDx9OHpETGacX4wllTvqYdnqNQJrxSO8Uap81o/El D7NpmDVlP2vKIUjLxiGvnkBHA3sr6QxMslnYFHNwdc7Dp11ASL+IHtMS+izL iNvoZw7Wfy6yEQ7GCEfM6H/T9MPZ4BrmQmvkLPzwMB9eI9sF3i5EVnm/CnU1 tUebch4zIVFjxaR/iSXNIvY/sQeHHn8Fhx/bjfZyOfkmyLcP3fYQIhYX05Qe 9o42sSpIse0o1uIvt7+O/d/uROkfxtFwlGxlFyFxXoQucRGBxYvp7v6X3+9B H6ucszH7pcvo/YDF/MGdz2Lgew+LP9S8F20ttuTlgPNzlSg4RrAU4QK6FZSa XIKlNAkrqAi5jZDllHZCVgpr3gi5k5DVhKwRrm1MyNq9wgoq7WvCahyNeIFj NUFrCFrzonCRY97TqdVPtuOvj/wFkz3jd4sVmABYoCZwF2iKl1vPwjpd0n5C rJjSi/fkRx2of96FRuGU5oOpxCstYZyuYv9QPwGNZBKG1mlY2mfg6JiFRzOH QNc8fXmBtfwifZnJ0b5EX17CqHDAjfF1gr445V8h6xXMBIWT0WdDK7Sv2fAK 47Egy+S/zK3L6KyeF46YwJFnxr7fPYE7rrsW91Ee+OC1+AHvf0j569e/jW5n FBF7AEGLDR69FmOD/VAVa/Dnz+7Fvm8qUPL7UdQfPglpK9k6UmyDi3+/TNl/ fY9lL5Pv+SGvCPcqSIqDeHjnPujvfhQb7aqrxc1Tkwt02DYUHlOSrXIHivNU eDfKhYsGU+qES5NRpMTdSsxyioKoVcTcScyay68ADYMgwmWf9wuYjYT+dhiF Sz8Tu4HQ9USuZ542ELmROdrwvBIv/OEZtP21Du5cs3gY/R+zsk4H9XQwvwK8 8N/5pMF/Ukw9Avg9zx5A5ZPsX14OoHF/FJIcIYCzXK4YQXvtKDobx9ElnYBJ PgWbchou9Qx8ulmEDHN08LnkVRZiNiZR5wKGXIvJJm/Mu8ggvMSqaYkBeWkH I/MS7Ww6tERZTElQkAXm4gV01Mzhgbu+jduvEX55/zA534AHb/wQfvHx6/HL m6/Df338Wjz9nW8gaPeg6OkCHHiwBHu/IUPJw8OoP3gCzS3kbL+IksB5hMh5 aOXUpXbt5w+4EGHsvjgWvrTK7t935qHo1icx+dwh8VSi9yVBF+VyzDwlSvMZ nSkVFOHiycmzoCnNlFbSllEUJK4ibTVpa0m7i6IXlkOSuOlQajmk5ZBqh3DZ 6zfBxmfvgPVgalmdhfQtZG8hdatwJWw6+ZG/7IPkb+UwPiVDIN+Mxdjczm0c m7DTS28zE/odlzPPbJk+leHsu/67mP2cEw2vdaOJBZIknwVZWQJt1cNQ1Y9C 2zwGQ9s4HX2Sjj5FR5+mo88wac6wTZllDyn0knNkPoeEe54tzTyLqXkG5nkW VgvkTiHYq0h/nsXYRGCO2+fQWdWB2679ID539efw3fd/Cr+6/mb86uYb8ZtP fxS/2/lhPPJvH8Efd/4Ur31NiuLfDqJu/3E0N1+AxHYRZcELSbij6+fT18Z5 7aVRhOjfFyeiIlvBjwP4y849cH7x9zg9EHu3iLe9xYSSY7Lk9bDLBbQFquSV k6spwiKTRopUWOMlLMgjXlVyAWUHtLkd6MrthCFXDRPFnKOGNUcD21EN7Ec1 O+Dgk6vg5GZXUjrhOtq5A86jHXRtYS2lgwZhJ3gHwTsIPefxfWh5rgL2Xe2w PtcGw2MSLA/OiXzekPZb/++0M/ur1AnH74e8To0Xf9SAyuf9yTNxG5lKJcXs pyoS9O4hdDaNoKtllN49Ru8eZ/qeoHdPIqifQsQ4zTJ4Gn02llCOGcSds8lS ecgzi2HvLEZ8szsw6ptld++fxXtIf4ZPKd5ppufd+Bzd+PMfuAvfuP4e/OeN t+H3t3wKD3/mM0zBd+Kpe76EPT/8M5qbLqDZehEVoQsIk+7YxoX0dNrbzyNA 8Bcn+y/RFUqsB3fmoPa2v2L25UOp028/ACXplh1ro8O2k6wyRbZQuDgyHZfS RGnhNllBBxT5nejIV0OTp4HumBb6Y7rUtd0p1lw9bBTHMT2cvHfx3p2nh4ey A958PXtnb34XRQdvnjYpnmMahuZOuHM64CZ1N3lXPJvL1qoA7r0KuF6Rw/Fi K8x/a8JKYvbm7TGn17Zl/nZ6BebMijy1bucaVO5jX/FTKSpfDjHz9bMlYRAv jdOhB6FoSEDTPAx92wjM7aOwq8bg0ozDq5tglTSBsGmSFfEku54p9NmnMOCc Rtw1jUH3NBKe6eTysekdJJ68Ec6ZH+JtwjuJ1wn5jus+ivtu+hi+9bEv4Ee3 3ItH7/gKHrvvfjzzwAN4/kf347kHv4Xde49gfPNi+oQXmewcvBZOYHpQLL2v YmOkxPM7dyF43yM4NRj7ZzFkBTy9ly50XlWgQFVhCmydCFZS2IHWwk6C1UBZ oEUnwWgJqIvADHkGmI4ZYWXlaKcIVYWL4mZ09RRY4C20wFdohr/IjIAgxWYE i018bEKwyMh7AwKFevgLuuDLF2Br4DumRtULuWh4sQB+9t6+19vhfVUG964W WJ9uuGl7uJn/vdblv71eWr0vXKo5DTgV//8F+X9TYdcv5ah6rQf1zM6NhXFI ygm3Ng5l4yA00gT0siGYFcMseUfg1IwS7hj8hjGETOMsh8fRY2ULZJ8Qzecq xNyTbI0EmSDoiR3JB//EzeMY8IzhtcdJ9kM34qs334zvf+YT+Nmn78AzX/8y nvvxd7DrJ9/AH7+2E4/c+1H85u4PXVrb0NZ6Fm4Tsc4OX8Iq+Osvdh5C2+1/ wppU9U9iVJqZnGeFLEVVvowRWIGaQiWF/lrESFzUgeZCNbFqIC/UEWsXOgsM xGqEPt8EI/FZ8i2w5VuT1xBwUtwFdniL7PAV2+EvduxAsIQ3oVI7o1K4zE6x iWJFuNRCMSNUQszFRqLWE3MX5K9Vo/jZgwjSj4NsxQMH5PDvbYVndzOiFfoP b482vfI/8+D+FWgzK+9bxbS095ed2PVrJcqJtu5YHPXFRFtBtHVE2xSHumUQ XbIETMohWDuHiHYY7q4RePUjCBiZ/cyjiFjH0G0bQ499jIjHBL5vQp9zDO9E v3MUfa5RNkcjiLpHsOexXbj9Qzfhi7fcgm9/5lP49R1fwLPfvw/P0kn3PPgA Xv7uHXjoizdh7x9/dglrq/Q0HAZinRu9dLWPH+wswt6dz6H3/ofFo7nXJf9f gopcCarz21Bb0M7Yq0i6aR151hepISnSoqVIR6Z6KAuNZGqClm6oJ0cTGVry 7bAVOOAocMJd6IKnyE2ebgRK3AiWehAqY9Ne7kGkwoNuQSo9DE09lW6W4z2V LoozJRV2vm5DpJysywTWJrS/XoeS5w8jwhARyetE+KgCoUMyBPe1wPdKE6KV OvHw2hsCzrbo7v8K+BpMx1ex9zdavPBrlpT7elHD9qa+hJCrUpAVSchx6ORx GBWDsHQkYNck4NQNsbUZgs8wjIBpGEHzMMIWinU46cHdtmHOvts+TMrdjmFE nEMsc4cQcicQpNx23Y24i5Tv+/Tt+N2Xv4Inf/I1/OLr38LjD/4Qu//jfjz7 3dvQH/ZcoiyVnIKti5TnJ0TKQikVwm93vg7tXX/Ahkz1dhG0ps3IaUgJWUbA CtQTsgC4noAbCVhKh5IVCesFzegstBKyDXqCNeU7CdkFe4EHziIP3MVeeIt9 8Jf4ESjzI1TuR7gigEhlAN1VAfRUBxCl9FJ2oLfGT2furfGhr8bLe0q1h+JC tIrQqxxJ6MqDjSh5MQfdJUb0cF+6mewjuQpEDrchtL8ZvlfrsTY6+4HtWWdb W3IZ66uSlXVxcXHyop5Wq/VW8fjY1OA6XnvIgOd+04mS13vpDHHUMQ83EXcL cbcTdwdxa2Rx6BVxmFRxWNVx2LWDRD4It34QHsMgfMYE/KZEEnXAkkDAOsha iGKnOOPwUbyuONyU6vJW3HrTx/HXu3+H13/+3/jlt+/Gj+/9JH72rW/ijw9+ Hx2vleBCS+Ml1M2NJ2HWCqinLl0M5t935iNv51MY/PeHxUPXH0bY042aYxLU 5beivkCezLcN5NxAzk1kLCHjNubN9iIrOgrt0BY60ZX+TzcKvXRmHzn74S4J wFsahL88hGB5GOHKMCJVYXRXRxCtodRG0Ev535S9CXibV5k9fp5QBoZhZvh1 oAO0FFoGGAY6pPtGU9pS2gKFFLrRoS3dQvc2aZM4a7Ov3vd9tyTLkixZki3Z siVLsmx50W5bkvd9jZ09zar/+bQ4bieE+ed5XkmWFdvSOed9z3vvd+/tZvSU OdFT7kRvOBzEvbdcmJLqKe9EdxmxLyPupcS9pBXWTB12f/QJPBS6hyL3ZNfD k6GFJ1UJd2IVnIdEsDOpX3d1sD9/JtTfAHvZOWGRi7G/hpStDdjyei1yDvbQ oBAI6rq8kJ0U67JCRG1LA9DKA9BR2w011LcmABPBNusIuH7pwhBbI3FsYpgY zQHYzAxLAFYrX2aNrM5oYhzaXI7WPxchVK/F46t+hl/d91947Oc/xqF0L4zy EM6q+nFBXBpzWZLyU2isJcyzk1GYI83Ruyv3oPnnb+LTHn+kp7gZk6NTKE4W zjiQooKqFrEci1iCxVSQhC6okihXEeVqllg1Ua7NbCXSdjRmtcOY1QlzVhda mCxac5xE2kWk3egq9MBZ5IGr2AtPiRfeMi+6y31EklHhQ2+FF36RFwGGX8x7 sYcmROTm5xoQufgtB1/SFQG+vB32fBO2fBjHhNDCbG2GN68J3mzhRA0NvKnV cCdVwhlfjgmr89qr4x0b4VveSN352US+vJG6MzrmfWiDFnGv1SKLYOexUhew UpeyUotLApCWR5Zz1FDZWipbpwygnoAbCHgjARf+meoJvoFoEu1mIx8TbRPR NjKahOUcDD2jlvHR7Vsxt1eGM+0yaPQNS91PQmkIVsUlnKvuxbnSgtglMpLS E6hXE+m5mSWkBeP1zMoUFN66TpiG/XI0d+uq9PQZYmTuLUHWPubK/VIc2ihC /EYpEjfKkbRRiZxPdCjf1wTJPhNqEmwwZHbBmOlAc5YL1mw3UfbAnudFR4GP KHfDWdwNd2kPPGU98Jb3oruiFz2iXvSKe4mscGBKQNKLbyBY2cvoYXSjLxw+ hhdBiYevcPO1LvQS9g7m8i0fbmJesDM/CPmdcOfHDlBRw8t+wJMigiOhGP96 daxv+vtYL++mIrL/V1QUqxH3rgRZh/3ITgkgR1j9QcNdWhyAiFhLmcXlwsoP iruG4tZEV33oiHVE1V9FfQM5QKzrY6s+GFpirmYo+TgzrwHix9NwoZJeYrYn VnNTRCHYlZdwXuHG6fy82CyMpPgY6lQhXJqbi+4LFWmZNq7cgfaH2DIF/BHk b4SlyYE9HyXhwIYMHN6Yi/i4IiRuKkfSJimSN1UjdVMNMuI0yI6rQ/5GHYo2 1KNsvQGij5tQvZ1lOtkBW64Pbfk9hLgXXUW9cJb4CXGA8Abhqwiim11HrzgI v6QPgco+Qtq3An3SIFtFGtav8zbA8GOA0V/Vi74qwi7tRkDqg7/Sg87SVmxZ uxleKtxLdS/BXNBImOvgzVIRaincqaV8veafro7y377eeGnP29iJvMJX90QH wgQXF7+3CqlUdDpRziDKOXlUNlEuYa0uJ8oSoiwlynKirCDKSqKsIsqqOoae QVWriLSSypYzqhiSBj8q6nuw/yMJ/O/RDlo1S5hlV4bgUF3EBVknjmXmxFp6 SeFRaKoFeOeXXioo+IWVCai8/X1M7YmP5IDvhw9RFGYLk5JqEL+zGIfWpyJh YxaS4vIJbxlSNlUyFEjfpEbWJrqQOB3y4+pRvNGA8g1NEG8wQbrBDEWcBcpN Vqg3W2GMd6KzOAhHSR9cZf3wVPTDJxpAt3gAvZIBQjBI+BhVg+iTDaKfMSAf JNcH5QO8Ye95LW/7GEH08+MSlp0HZZS/rAc9xFyYU/ZS4l7KO4x3qbBNSzPx NjCT18KboyDmFXCmFnz56ljHAF3eQn8O6+U2/N7oQHdsm6dW6wxkshEkZ/iR Sl+WwXKdQ2IXsFwXV9KrkbjlzOAiZnAx8RYTb7GWQcwriHkZo7jWjwJtLzRs qCbmT2DvfXtwMl2JC33mL0exK2I59tZcwEVpK6YPZ8VyjSR/ATUyAeaFpd3C hFZKuD7S89ia6FzEj2Bv641OKhFDxqGPEpC4IQ3JcTnEtoQSFiNtk5xRg8xN NCCb9MTYgKK4JpTFmSCOM6Nqk4UYt0C12QbNljbUbWuDbrsd9YwOvnN3xRC8 YraHkmH0Vg7DLx1BoGqE0I0QQoZiBAOMweoRDIVjGEPKYf6NQ8ohwj2kHOT3 BtBf3R9epR7gp9Yr92PjBxvRJci6knCLeV/BLF7Gol1sZOGuJ+TM4HlSurVi TNo7r7k63LH8t7zrugrc90VHTJavBhGixT4HiWoE8cJiBlrxFEKeXsEkzKKd TYnnyBh8AzmUeVa1H+kssHLzkLCYYdkEUS0an87DJa0WoZMz/xh9Om7HGfSq z+OipBmhseHYXyXJmUe1NISLc0ejUP8w3E+9svIQNHe9g57kwvDmfVmpNeEp pRxG2q4CJHyciBRm7tS4AsJbQRlXIWOTkqFFNmHOI8yFcUaUxjVDRAlLN7VA sakVKkKs2WZH3fZ26Hd0wLCzC027umDaTWsW70F35Rh6pWPwV40jIBtHn3yc EI9joHqcAlaO850MqcYxHI4xDNeMrcBIzSi+xYckgWoYA6oh9BP0oJIJobov ArSE9r3KR7B5L+6MHNwlHERVKuz1wTxeVM3SXQFHRnb4M/hb01a3/H2Yl09l xC5bWA5zhEhfwvDESZgdczC75mBZtvRhePrygdXZbxRicrsUF+3KaLfzRXg9 Z7F9/wX0qc/hUkUDQiODS3vwS7JnIRMLYB5DBPef4KmVGeErO/2/XxM+RjQ2 XyQcJZq6OQ0p65ORtjEH6XElLLcS6lTBEHKyjjnZgAKCWEKdllOjEgIo29wG 5dZ2qLd3oG5HJ+oJnmGPE017XTDtc8O83w0rw55Ml1VKrconEVRMUX9TGFBO EaIpIjhFuBjqKYwwRtWTGNFMksKjmgnhyiH1eHhZ+6B6FP2ENVhD3asGsZHG ukvqgVfOny2jV5c6ma6Fc9iYpiuaI8udS9Vw5FXAeODQ5+H7/L4n/0f0lm8e 9bWloudH3sNJdLdq9qf+f4qB030RuxMvYUhzFpfKNLg03L90moQkewqVFQI4 J6Lg/BAJW2rx1sq9aLzvLTRvjV+a5REzktYdRNr6NGRsLEDmxgpkxsmQFVdD YOqoMAOTqYngWKiwFlRsaoN0SzsU2zpQQ1C0uxzQ73ahYa8bTfs9MB30wnLI B+thH2yHu9Ea3422w0KDQ4UpZ9GvmiUwsxiqIQHVs5SUZpZ/8qh2ljETjhUY 004zZQkr14e1wgleExjQjCOooViJUc7+AugE98vU5JV3Ex/iJGUZldjhKBWG Qqug2p0B1c54mOKTMGyzLi1jXH4p1x2fBWR5i/PzzwFyeZ33NVBmN8D1eilC Ri0+PTbx1Rgg/hAOpoX4Dj7FpSIFLg4Gl67JlGRPQFQqAHIqmvpujI7jy8NX hube+hE6/7IpOn4vXNckQepH8chYn43MDaXI2lhJQJQ0qKxscQ0ExIhcOpVC qqRsix3irZ2QbXOg+hMn1LvcqNvjQcM+HxoP+GA61A1zfA+sCT1oTexdAXuS n2a8I9mPjkT6EQnFUnOEIjiCYc0RfuhH+BYYtUcwFo55jNXNr8B43RwxGQ2f EjaDodppDNROoY/YBIhLzv4i6ApN8Kr6iIsfjkonTDmNUB2UQnWgAiZhN5Uy Le1ODdOhGDPOrs8sBP7s4uAlTJa3Ig8sw+SzK7i/gC137cDRBAVCgZbocwQk GEJiZgiT2tO4mC/BhYHA0hS4sLdgWXEIF+ZOR93lTyMj8GlVVEY1Xn+iKHyV aOuDf4XuUAnkmXUo3l2E9HUpyFxfgKwNImSzOczeqCEg9QSjiWFBPgEp3tyO 8q1dqNzuhPwTD1S7vNDu6YZufw8MB/0wsoUyJwRgTQrClhxEW0of2lP70JHW hy4hUoPoovkOVvFj1h6lBI5ipPYoP/qjRGIRY7pFjOsWiYhugY3FuH4BozoC p5vHkG4WA0Snr24agdoJ5BwohiavEc3F7VAl6aBK1MCUZ4SDSvHKhBBOO2Jh qhSQkcJVnBsDZXnnEAUllvtjyx+Erx68AihfXbIHGqh/l4WLCg0uzvj+NYZL fwhpuSHMaE/gQnYpzgf9S4eaSbKHUFxAXGbPREvTTzA5Oh0+3rVEGEXPVCJp mxzPr0yE6LYP4FmzBarMBpTtLkPGukxkfVyC7PVS5GxUEZc65MY10h+YiYuN YmlHyeYuiLa6IP3EC8XOHtTs6UXtfrakB4NoPNyH5sQBWJIHYEsZRFvqIOzp g+jMGEJX5iAcDJcQGQPw5Y9guPY4RuqOE5fjxIShFy7FG9cfX4GJ+mNEZqKe gNUvYqR+AUP6IxjUz9MXjcNW7kPq9jxk7CxEc0knHIreyMl5StqGalfkHCoF 64yc/lBGy1CpgKe86P+AzHLj94srIBObSk19PQ9D68UItaqj+418Ed2DIeTy o5/XHsO5tPzwxdE3LcHSjwJCdn72bBSW/wqPeZcy0y4fB33j10XhaznL7v4D Pn7+HcS/tRv7X9uD7I/LkbNegdwNGuRubCAkJrrzFkIirF7oQulmN0Tbfagi JNW7A1Dv60PdwQE0xA+iKXEI5uRhWFNH0Jo2CnvGKNozR9GZNQoHZezMGYU7 e4QxTAc9hIB4hlo4hVH9KUJyiojU82ai4aRwc4IpzFHCpLhHDV9WGyypVtRn 29Eq6kFFigLy7Dr4tCPwagbgVUdPnVN5IideqejklCz9Clp2GbtxcdlSClve e10Fk4eugEls292kVYdwJk+F0HRg6ajD3qEQSkpCWNQs4ExiFk75/EtHu0qy /cjNCuHczLno9MRPw+PTpWkSVFAql0cs67HuxcO44zt34oFvXI/Hv309Nv7+ VWz541pseXorDq/JJS465G1sIiaRFFa4qZNpzIWybV6IP+mBjJgo9/VDc3AQ usPDMCSOwpg8BnPqOFrSJ9CWMQl71iQ6cibRxXDkTsKVNwE3w5s3xhiFN3cY I/ozVASj4QzGG84QEcMZYUbIcJpKOgZDsgWNOwzwHzZjprAVs2yO+huOIFg/ C12xFQXxFfDV8Udp2ahp+okQRaOOLtRXM53VMJ2p2D8r2FBJRTgxPb60Tchy H/05hJY7sYevgFCshZVl65ZGmy+dnP636NPBkRDE5SEc08zh+L7Uy/j4kJlO gz9zPorPoyhJLkNFmhSiDCXExEaSacDhuAz87Ppv4bZvfA+Pf/0HeOX6m7B5 9evY/vTH2P7sdmx/bi/2vpSN/I2CZmwoYBor2uJA6TYPKoiNZGcA8j39UO0f hPbwCHQJY/wgx2FKnYQlfQq2zGm0Zc+gPWcWnXmz6GI48mfhKpiBp2Aaqh3t 0O5km7S7DYbDDpjTaN7Su1H2gQqStRpUfVQHxcd6qDYYIN1og2mvH2PFIzhf 24+j9QFM6nsQbJiHrqQFBQki+HTj8NZFjx8UDozTdkcW5guHfGnY9arp3JSs NzIJpr2dSwAtt8pXAeiRKwAU2xY+Nkh8tl2+tFht795jkItCOKGZRkhV892l 2uRCemoIn05fxImeushQ0nfganWhPFUEMQUkOGNJZj3DhJXXfxO333A97v/m j/DYv/8Ur3znR9jxhzfxyTMbsOO5Hdjx/AFGItI/qKVTbiNIXQTJjewP7Sh4 vx2SLT7I9w3SDo1AGz+G1HdakPVeK/I/bIu6nB9iz3MqHHxBi4Q/68PPpL9i QvbrVuStYZJ8y4nS932oWBeEeP0ge9wxGr4pVO+aI/ALUMcfgzblBKS7ptBc cBqj9Wdx3nUGxzpmMWkZRtBwBLrSVgIkRreeotSNRo4/FI6sqxOWHDPH1bFb rW0lUCw76lqqqBJTvq6/i881SydnCts4njx58koQxQZzhW5GIozxSijFmd7r ok/vTzoHtSSEUyyPIYXsxiWU2pGcFMKZ6Us4P2SJXaxYmlQMUaoEkaXQwr+H 8N7z7+O2669fWhz6qxtuw4s334LdT72NHc/EYedzu7HrT4eZ+pKx7rdFTH3V 2PKMBm/9sgov3FGKl++W4PX75XhzVQ3ee7gO637ViA2/tmLz7zqw/Y9u7Ho+ suXFoVfGkLBmGsnvHkHausiVKTnbTiN/91kUHjiPkoQLKEu9xHJ4CeL8S6gs uYSqikuQVV6CXH4JCtVFNGovwJB/HEbZGQQsZzDrOoF57zz6m44i2LgAu7IP e9mj+eon4dUzfeqHI+fl6YUFysICWWFxJqtRLQ23lgZBWSUgdUVDfftnoRL+ Ldus8ZdXgCq26uXQ69nwv1eOkEUTXX57DQ5mXoK+ioCwTb5UJfrOEk4WJMSH cHqKPc6YPTI+dDOmRidRkVwKcWoVJOnayEL8DAuxWht+fM8NN+PRm38Qfvzc D2/HttXvYefT27Dr2QPY/XwyPnxMg5fuMuDle6x4+f5OvLzKh9d+GcSa3wzj 7T9M4P0/zWLtX45g/Zpj2PTeSWz96Aw+iTuH3dvPh3/mgYMXcTjpUuRdfxk1 hSehKjwGdcnR8NlNeslxtIlmMNZ0AePG86xGJt5Mms4xefhVJ9AsPw5b4zH0 th3DoPU44TmGYNMiHNpRbF2/E76G6NmPDYSngdlOWD/ewHJUz160nvDoaBZq dSxLMkx2XxWeWOe+fCudx66ATUwBsQHWi0FzdMuda3A4P0RGLU16hrekiOSW lQhNOZf6qHqafVFyBSSpTPBp9VFUWvH+8+vDj++98Qd4+D9+HH782t2/wrY/ rIuqJwG7/ycD6/7chpdfGMXLL07ipVdm8NKaObz87gJeXXcUr8cdx6ZPjiJ5 7wLSDx5FViL755STKEg/BVX2ifDPtBOCjqKIcuz58+F7Gw1DZ9EMXKVz8JXP obtiBj2iSfRWjGFYR+s2TlS+Gd6bZKJZiE/DMdZ8BqPNpzFsOoVB00n0G48T oaNLCHUbpuETDjBtZD1qJEKNrEeNvugBbjQM9WamPSKkFhByXMlhfw6g5W4u sh//lz+z74TwzNKwqEaLExPRTTOuQULJZ6YqY1uG7N97EScnQtFkFvmJ5fH5 ECdLCZGWEDVFIEpvx3vPbsTt3/p+JOd9Cy/d+xjW/m41ttNq72QV2vXCIez+ cxp2vVqOd19vQuEGJ4o2+1C8zc+uyIuSdQ5I9wShODyBmsRp1KbMoj59Hk1Z C2jOOQpr3tHwT7bmzsOcNQ1L9nQ0v34FzvJFuCsW4BHNs1UkQrTZPeJJhnAO /TzGCM246dMVAi7CzRk67TFCM9p8CsPNJwnPCfSbCI+R8NSOYesGCqhxOnIa YROrUdMgQ1j8TLvQJJxgRngaCI9eB4+mamm3nOVO+yrYRM65+IfPYJMjjHFu k+KSXXVDFJPkihDs1cLcokeYW4wsY/pP7Nl1nsiFloYfpobHIUoohiSpGpIU PXFpjmCS5sCh9ZG9d+743l1Yfdfj4cdvP/cUPnruVez44xbsfHYvwUnEzufT kfTXGoLiIijdKN4eQNpaF0o+Yju6tw/y+CnUJM2iNnUe9RlH0JA5D0PGLBrS piKg5M2jrXgRnaVHI5j8I5zEwyU6Ao+YmIhn4ZNMo1tCTCRjCCgmiImwHHe8 mUZ73HxauDnF1mKUaAwLBzg1M6WZjoUR8RsXwkNjPuMMvEYiYiIiJiJioj8w dUfOlGsiIgamtHod3NqqGCDLjfXnAFnu234dbWkEQNa9vSEypFkSHtJErIxk CVOBSmEqsEuYCgwLJ/Je2YgeiejRbW2HOIHZK0k4O9lAOCIbiUlS3UjbHHFO j6x8DE8/vjpSV57+I9797TPY/tQmfPL0XnzybAIjHRnvGVG00U0oeghFEEnv dqLkY3f4NAl5wjSqqQ9V4hSUCePQJE0QjtmoFn6INhaQ9tKj6CgjHBWL4Wcd xMFJHNySOXgqZ+CrnEK3dALdlaOMwXCaGqMWxoiBgMOY+STvT/L+BEYZw0Rj sPkYEaEHMC0SkSPYuG4LOoWzl4WDFJuFE/6ISDMRae6OHCxnJCKN9AANdehv a47tnm2y+MN7mFotwtx7iznA52zNkatpRgfnlrZr+T8i95soOpUpmsi4Z5MW 545PxjxagTwEz+WJvW9FU9j2LWcj8lkcCD8jnFMsjpfEjnSOfJRfQNqmOuz+ eQq8CcNLH++9//1T/OquW/DKQ7/GltUbse2Pe7Dt6XhkvK1H4cedhM1D2HoJ Wx+S3+tC6XoPxExrZXuGIDkwAiVhq0ufQ2P2Akx5i7AULKKlaJGwLcJOyNrL FwjbAroImYOQOQmZq3IWHinJL52Er2oc3VWETTqAEYpFEAzhWiFgJdwcF0Rk PoZh81FCtoh+Yb2mSVi3OY+NHxEyA/1A7FBGCyGzEDKzcDIWITPRFzSZ4Gmo xXRfb2RA5mtosQUgkthw8LAa8YykQ2qkHlQj/YAamfvVyN6nRs4eNXJ3M3aq kbed91tr4GRBczT0XumCrc8hunx0O4ZoeNQ0XoGBujKBDLHeKG77SfSqiajE LMzffTP647bEncHR0ctJ0WsVlsTR2SXoqMbm8MnTaXFaHHggA72pYzjfF0K7 bRGrfpuK//7Jf+G+23+CX9z1E2x4cj3dNHulv6pQ+KENhR8RUkJYtKkXeYQ1 6T02txu8EO3pg5RJUckqpWGV0mUegSFnAca8BZgLF2AtWkBryQLayhYI6RF0 VBxBJ6tTF+F0SGbhJJxu6RQ8VcxnsnH4ZCOEtZ+QniDVRgjjdYTxeBjKSBzl s4sYYgw0L6Cv+QgChLTXPBeGtauR/ZJ1InqOoLAsmtXKQlgttHvN7JuMRrgJ 60SwOzJicF10HXMLEhMJaZJ6aS1zVgLhi1ejgFAXEeoSQl1KqMsJc/leNSoI czlhLv+Ej7epIdpSg4o4FVOvn6yZvdLFmJ+DOwbS5dT7D+Hx2JroeOyJofZY XbwxNi7r+hTb9p//zHTfdZdN5G0IHRuNAG9xQXJIDkl8ffg07bSNKsT/IgfB zEmcHwxhaOg0Vt9nxms0pOrR07BQb63ioyiP0yHvnRoUvNeI/PcsyHmvDZnv 2JH5YRfyCH7i+w6UbPSicv8gqhJnUE3g1QS+LmseDblH0JR3BM2FR2ApPgJb 6RG0lh1BW8U82gl6h3gOnQS9i6nXIZ2Gq2oSbpmwuS7Bkg0T/H4MNQuaPSZg f1S4WRRuFqi+IfMRDJjnifgcAuZZ9FpmkJ1cBl2VDd6W8eiRhLSPLTT4VvZf FvZf5hYi3gRXvTYy/PBtjI3NQS5rQVqKOhwZKZFVzTmMfKJfxCgl+hVEX0zk JUReSuSrKHAZkZdT4PJdjB2RozflW9VQbGbE1UCxXoXmDDNmgjOxnWz/9zbG S/NNy9uIiNi/FBnz/ViMkE0dfmb5bkVLFOi+gF3xFzG4bFLxuii9Nqw9iYUh Mur4eJQFbkgORk6+Tl8vR/KjBejPm8aF4RD6Bk7gk1frsPrFo9hrDaG59Rgs okW0So6hel8HMl6TIf21GmS83oCcd1pRuI6FOI4ZfVt/mAXFZIFk/wCkLMIK sqCG2bw2aw71Oczq+XMwFc6TBfOwsl2wlc2hjS2DXTSLdpqgDskMOiun0VU1 BQel75KNwS0fgUc+yAiir0GYYRwS0B82Lwg3wkFQQ4R/iEIfIPx9lln4SYEe 6zRpUAodMfXaxiKnHApr5m3+8GF5XmtHmAYe0iDQYVuaS6+WWcOLYzNThRWt WWlq/PPSAmjh+Mgy8kGUdHllu5yZoPpwdFX7gciqdvVe4f+qmQe+DLVwyCcT voaZQCMcFRnHWF8D9VoFArU93/j7fFjujH8TfS483pyrwpmgcWk59xU54b+E Aymfndf8RnQUaP37x3GEig+dmIpwwuyGeL8SmR9VIvOJUgwVz+HCWAg9wUVU pQ5h9R0KvJR0CdKhC9AX0mSlDaBiP7PJQQ/SXpEi7y1W+HfNKHy/HUX0xUVx wnb9NGes8sWs+qIDA8w4U5Cn0Jylz0CbNQt9ziwM+bMwFsyiuXgWlpJZtJTN wsYWspXdvV08jXaJsAUwW0zyoYulwCkfhVMxDJdigNwIhNP9QPORFRgkGb7O 23nGXDRmw6ToJyGCJIS/ZQo9LZPITimBTm6Ft3U0coJiax+jh+RwkRjt8Jit cBkbMd4fiA2oCOtpM1OU4QtbvoCcdDX+JXyNRBG/LhVOPxROqyQ/ZOSHIrYo ntzQxBbExw6A3adeAf0eYT28ngTRMWXodkZOEq0nTRpIkXqmDP3H1bCnNWMu MB07HGB5Y3sVivw6agSEAW/bnwsR0gsD3jNf+BxLBLItsSQYQsKyydaLA4Ho 7va346O3j2JuICRcIhSxgs0uZH9YgrwnxRhl4b7ATsvZM00TEaSF78Dqp6ax tT6ESs0Y8nd2ojp9EGba7A75KagPeZH3pg4Fb5vIlDYUsaUt2sgWd2uALOkk S9yoONDPFmECVcmTUKZPQpM1BV3ONBqYnZoKpmEqmkZzCdvbsmm0VEyHN4hu FU+hrXISdlr29qoxdJIhXfJhOBSDZEofGdNLnyccOdbPIvF1UiKSKwaaBXrM oN88TYpMkyJTCJAeftsEemzsGguqISurhbeNuaNNWHJE09BK+25z0hK3w02a dBr0scVhEywhudH1uPkZhFlYlPvVyOJNPlXOkJApVamRw2eVy9fVkyk6MqX+ EP+b4aBAMWFJvXDebNN+IZkIt/+IJiaXRnKnicwxkjkmFhrjVhWMcQo0rJXi SHBm6RSQ5b325+jyv1u76PD7HhnOdyiWlkVdkSv9IaTmCBPAJ5cmgP8tmlHW rlnALL8fOjUXfmbP66koeUqOicpFXJgOwaTvQ9k+FzK2teHFh9R4fvdFlAQv oUE2iMbyRZjFx2CrOkGunIQpf5Q9vxb5bzah4B0bij6k0dzgQfEWwWR2kDcu Zh8a74RRSJPHmI3Goc6cQG3OBPR5kzAUTKKpaBKmkkk0l03Sx0zCKppEi3gC Nsk4WqVjsLNPaCdPOlhdOhX96FIEyJtu9gOzCDbPrqCnmOGb62ueRp9ZiCnG JGkirB2eQC8p0sPS0s0sopUZkZdRGqFJG8tMG8tMK92GzcGu1w5HsxnjgwNL Y4CT47PkiTJMjhUozFTju+HFoOFVgxmRw1Rjy/OVqctOKk7SQJ+oQQOjMUGL pngtTIe1aBaCj828t4RDw8cMph6zcHIqmWQhh6wsTdbdNbDuUMKyRQ7T+kos 9E3jSuv9rsKaJ6KUF2YExI+n44I4PCMQK6LLd8GKEcfHUpNTEMJceIq6IDxF fW10KO7D147QHAnEOYJ9r6dD9IwKU/JjuDAbgjzdhn1rZNj3lhq731Ri9eMD WKcKod53FHUl82HiNEsE4hxHu+IEHMqTqNhgRu4bDSh4y4LCD+zsUJzhYZuk d/l4owPl+3shih9GZdIIZKmjUGaMQpM9hrrcMdTnj8NQNI6mknEYS8fRXD4O s2gcFvEYWiSjsElH0Fo1DDtJ0y7vJ3mCJE8vnKoA/KZpBMLBRNIsBJliFmIC AWGjWKuwHHmMrBmFr3UknFg0skbkZZbAa++Hx85ms60XnlYP3GSO09oGe1PT ctIUplejOLOGXwnrhr9+eUn40oJ/DZRpGqhTa1GbUgddsg4NSTo0JuphZJiS 6mFOrIeFYWW08GubEMnCvX4Fb3SsTbbEOrSQX7Z4DVqZmNoO1qBtnwptu6th +0QGS5wYi/3TX/v7tFneuz4RfU6Yneh9txwhs2bpwuErcUaYQi8uDmFh2RT6 /4smm/dfnsNUIIT9LydA+kItZlRMSPMhlOynNV0rbA1mD59jueYxGZ7++Byy fSHolDNhzhjY1Jgki2ipOgq74ji6VMfZnIwg61U2OWuaUcDiVLiuixbGgyRa 3KINnSjZ242yQ4MQJQ5CmjIERfowarKGoc0ZgS5/BPWFozAUj6KxdBTGslGY KkaZ0EZgkQzDKh3i7xqEjY1MqyxI7vgZ3XBp+9FjnESvcXIFek0TvGkeZ0/T ayFH2Kn2tIyi2zZCrggFaAhuZhe13IDczCK4yRWPPQBPWw9c5IuzpQsdNLSj g4OxS3yFi6KK0uVMKirypGZFeD3y11CWFdtFQANphpbvpJaGrA6aND3qUuuh T2mAIdmApqRGmBKbYE5qgjXZiJYUI2wpxhVoSzUKGwekGdEejiZGI782wJ4q RD3aUvRoT6pDe6IWHYdr0HFQifa9cth3StGyRYTFganlx8V99tikJeos74Nj 1Nl7316cTBMmTyzRyyO/8Jn9u2IjW4GREERlwsT+vDCxH2HNY3jvxWlseyYL 1S81YJ525/xCCK21Toh36CERNljc2wXJAR9WP+jA2xUhqDynoMyfhpbGtKF8 HkbJAqxVi2hTLKJTdRQu9TFoaGuyX2uiAW5BwYcd4UHixLdsvLejeE83Sg6y 7CXQ1iT3M58PoDpzEDXZg9DmDUFXMAR90RAaSobQWDaEpoohGEVDzGi0TZUD sFT1o4WMscn8ZE4Pw4NOTRC+pnH4jOPoNrL+mITtR8kUM8NCtrSwZRbaHTpb T5tw7u0AnMwuNfJ65JA5LrLGZffD2daNrlY3OtgK+VweLKdNcVoVyjKqUZZZ 8wWUkzA3oyJLA0lmLaoy66DI0JMy9aSMAXXEvj61CYZUE4ypzWhONcOSYkZL qgW2NAva0q2wZ1jRnmlFB6NTiCwLusJhRldmM58zMYzoyGhCZ7oBXeSQI7kO DpY5x2Elug7I0LFbgp7i+ljKWX4xaGS5avQCwX/4TActxKeffirsBPyr6Ptb muJRa/HplPsrV2HRnp1zkF2+AOGfo5Zp+XXfL6+Mh/pVIxb0n+LcYgjnL4bg buyGaHsdJDvMkOzqwNb/0eGpNaeQ1BmCoWmYjKKxLZ6Bnq1vk3ge5iphA/Mj 6FAuwKFehEe7iIr1rTRAFuSxZuV/3IWEv1pR8DHz0u5eFO33o/RwABWJQUhS g5Cl96E6qw81Of3Q5g+grnAA+uIB1JcOMNcNoFHUz9/TD2NlH5qlQf4+P5nV TSZ7GS7+vaPwCCHM5RhZl0zCuDUZZBmm0SWLWsgi2wDzDJlEd+Ow96GL+cdk aMeunfv4tZ9f96Kz1Qd7ixMtza1YXFhYER1b0SmMJJOcSUdFFtVAJCQgskm4 6kxENlVm6iHLaGAZboQ63YjaNBMZZUZjigXGlBaYU22wptnIplayiSUxo41M sqMz246uHJorIXLbVsCZ28a2zJXbyrDxqxY4c6xwZJsZzXCQYE6Sy52qgztZ A1dCNZwHpejaV4HukrpYQlrein+OWEKfJaySFq6VePbZZ8OT8eTBr6L/U5ij mtgqRches7Qp7JVYtS/hU9RcvmAiksa+csXVBIdfzYJujRWLjWdx9uglnLt4 KfKp3o3yzVqIt5kg+cSO1ffU49XcEDSjJyHNGoWcBFMXT0d2qBazt65iXy2f g105jy71PAvPEZiLh5Dxl0Zkv2lDLt314TfMyF/Xwq7Nh4K9PSg62IPS+F5U CBtopfmJUADV2QGocoPQFARRWxRkMQ1CXxZEfUUQBlEAjRI/mip7YZJ2k2he hhttNTRHhmE4G9mzNw6xsWaYBuEyMywklZWkarm81L+zLchU1MEk9SWYTU5s 2rSNX/nRzkLXZvOgxdKJxcWj0XR1A1xtHvZWwnVZwkpfFcRklziLn01WXXj9 vjjTwJzVhOoMI9llRh3zkT6thfnKxnzVBnOaHdb0dtgyOtCW2Yn2rE4yq4vM 6oIjrwtOhiu/C26Gp6BrBW86hYNWCzoYbAKFc57zybg8G9y5VrjINHdmIzzp enjo2j1JCrjiJeg6WIpjw5P/soxlsW4+yrLwvGZ4HiV2wY3At9gFH/RHkQtt /xnDI3Ph1dS2lgAkIlt4u9uk6Ha3qTT4qWwRk3ex6jYH0G6KrMaOXQQSW5Fw tqSGjj3wz1eh6YGMi9BJl64XifxRX73qXm0pa/JheKcNx5rP4cyxizh77mzE vN4JtyEI0ZYmbHm2HKtfWMBeSwi1TdMUPz143jhURWze2Kg1sKE3Sdngy2fQ qpxFR80sHNpZuOrmYGaVTH/VjKx37Dj0ajNyP2hB7nYv8nb7kL/fh8JDPpQk dqMipRuS9B7C3gNFTi+Ueb2oKexlzu1FbWkvZdELfUUvf1cPDBIfaeslbd0M B91AAJ0Ng+gyMKI7VTiaSU8zG0QLKdpCitqC6GgVaNreFlgBO7n6DzBFudrG 1s/W2g2L1QmHszvy/q9HWaqIFJWRjtXhZQKS6B4ikqwGfgaNkLIEKjLMqGGp 1LLn0aW1wUBaGtM70JzWSYo6YMt0oC3LifYcFzpz3aSnG8589goFjEIPPAxv kVDJfcVu/CtvXQxnOLzFpK+wDUWhwFs7PPk2eHLN8GY3wZupgzetBt4UGdxJ FQhK6pauzl8+7BQl6vVRgiz3Z8DStUfLG8XIBZX/BmtLL8QSKxLia5CaoEam MIki7CwVr0YRo5Q9Rhl71XL2quXCZArpXEYql5LKxTv5uk/Y/xba4GgMLF0d qMw2wCnMaTZqceHEVOwPju3+eJnK/4RDeSE0Xb68Jvzs3+LxF6LJPuPNYpjW duJEyzmcOn4BE0MXEfr0TOTbd2GqfxZlGw1441ETXkyIDItKhHqcPgQZewJl 4Ri07B/rKybIq0k0yybRUj2FNtU0Hdw0HLXTcOto0NfakP6GFftfbEL2u1Zk b/YgZ4cXObu9yN3vRcFhL0qSvChP8UKc7mN690GW60N1vo+/w4eaYh80pT7U lvugq/BCL/KgXuxCvcSBxion2vT9sNcLO6/0ob2JYQyivZlhZlgub73R1spE 0Uo229oENtvIaeGRYLOEo4abrR44XP7Iu7+RntIDUVol204Z2awMb1wlYRmX kMmVrLPSTDMLRgtLug0almxdWgca0rrQlOaAKd0JS4abbPagLdtLNvvQmeeD o6AbzsJuuIt64CnugbekBz5Gd2kPesqE6F7BGx+p2SPsviAc7l0q7LkRI3c7 vAWt8OZb4M1phJfi8rIeeNMr4U4pxvGxiVi2Wz429v+f0xFSfRM2Wy8SE1RI TapBZpIaeYxiRlnSsikChpw8V8SmCaIb4CrJ8Wqma4Ww2fFuvpYcF23n/92i hp6+ZbJ/LjaQt/WuHViMjyyP+drf5PiXEF8UgkW4REnph3/Hls9w+ovR1+S9 VQ7LBidOtp3HsWNnsWfPFAZckV3ur4km6vJ9DVj9uwlsqWf7o5uGON5Pk9lP 4g3SV7DpLR5BXfkoGiRjMFaNw6yYgE05Abt6Eh3aSTjqJuHST6Hoo1bsea4B mW+akcmWKHOLB1k7PMjcQ4If8CA/3oOiJGGfKFKJdKjMdkPKpCbLd0NR5Iay xI2aUjc0ZS5oK5zQihyoFXXApO5Gi57srGcYonuNGCN7jbRG9xoRKqMwLW9l WFqFayiEY5evCR+8LDC6yUrKuYLXRA1qeUoZxGSzhBYinJuZDwUmS9iaVGZa yGQbc7MdNczFWrK4Ps0JQ5qbTPbAnOlFS1Y3mdyD9lx64Hw/HIV+uIoCcBcH SE92a6VB0jVI9pYHcS166Zb8FQH46Zj8FUSLpai3gkQv74av3Asfme0tJatL OpjOBUYzTecaGLVM15Gl5f0KTYzNywdf/m9sFrxrbEzmhuittLIZKYlKZCTX IIe+pSAlsuOvSNjtlyEXhqwZNclqaMjuWkYd2a0ju/Vkt57s1pPZemGSg9m7 lszWkNk1ZLaC2Vu2lSzfpIYhuwVTfXOxBXlL89pyDS7NdP+/KxD8+ih5lyfs d3f2oy127VdBXpTg/xi2Nx/fvRutW7w43XkBFz8NYfHMabz6hx70OSKnCFwT HUHa+kYTnttxITwErcpuh+hQD3t0WqqMPhKRfXrhIDPrMHSiYRgqR2CUjcJS PQZbzRjaNGPoqB1Hl24czvpx7Hqede2VRqR+6EDaRjfSt3qQvpNk3+tG9kE3 cuPdKEh2o4SsKc90Q5TtgiTXBWmBC7IiJxSs0NWlDqjKuqAq74CmshPNdQE0 k+hmEt1ColtIdAuJbiHRY0cdm4UNdUh2oy3wBRhbBY7Hjqhe+9FGWOzeyLtd CXerE+LUCtYnKd8hPUgG/UeGgdHMaIGUTZU8ox3V6V20yU7aZDca0umL0mnl 6aOsWb1ozWGtyKP3KaAPKuyHs7gf7pIBknWApB0kvQdJZIZoEH7xIAKMoHgA AckAPUU/ow9+ibDXRgDdol74RN3wVpDsZQ7+DIHsNngLmxmRY9wjC+sLmbrH r3TIxv+N7Mufjlxr8//Ce5inJsmRkaJCTmoNClMjs3jC3sdVjGpGTXjLVJKc UU/iGxiNJH8TiW9KFIbtTQnC/I7p8OUdcI3RvY+FfY/1u/j/d6ihJvFVmymg DTXo1vtjNmX5lP6/XYH1/x61Llez2xlsIrsuX3MXtS5fDKsg7p796NjRizOu C7hwNrQ0TfyXpzzwdwpKOB99/R3h169+1I+11fTk7VMo2+5AxT4fKhLY/qXR 02T3MS33Q1k8AC0x1kkGYagagkkxDItyGC3qEbRpR9BeN4JO3Qiyt+tgSWpA 4pttSKYiUqiIlK1upO6kMqiIjIMuZCe4kJfsQmGaCyWZLpRlO1GRR44WOFFJ RUiLHagq7US12IEGTfQMaR2pTTUYqQZjU+QMaaMpsuFQk0U4lZ2vswauCZ/4 fQ30/LLO3IOP1m8UPrIIIb7Lv7yOShBBkiZc2c5sn1HPYCNN5y1hlpemd0JO BSipVU0aHRUV0JjBpjbDD0tWEC05fWjLG0B7ATuEoiE42ZW4mSe8ZSNM3yPo rhghw0fJ9FEyfxTBSiFG0CcdgbCtjLCToT2ZLE8ywV/Zjx6qwsfG2SumGuje vOWCGoRdRVpYAow0NzQyRUoqohwznZ1XPG/m6lKITSAsHxiLSOFaKKRG5nxh 5wYV8tIiU5XC5tDCZIKCUcOoZegZDfx+E8NESZgZVkrCSknYktT0jYnCnHgr b4UtY20sCS0MK9VhoTqaqQxh+lLYDVzPclBLo6PeyO9ltmAmOBt7T0mrDocv bDgbNC0dsL5cFf8WNedX3UP6K8iXRa9rrGoTrmsMPyuQfNu9h+HY24dPvRdx /lwo9rm89Psu9HREjrWInYEkye7F02s/RbY3BLMqiOKNHSjd5UXZwR46PD8q MlgpcgOQFQahLO2DRtQPHdE0yAZgrB7g/xmEVT2IVu0g7HVDyPpEh56KBhjY ex76qw0JH3YhURgp3upC0k4Xkve5kHLIhYwEJ7JTnMTCiYJMJ4pznCilLsqo i4qiLlQUd0Cl6EZddIMmPTVRT03UGy5v0FRPTeibIxtwCWepX4Na3n4RWn5d Y+rG3MKJpXOCr4nWf1FSMW2eoArWhvQ6Bv1PuoXRxuiElH+PIs0DVVo302Iv PRD1xkrZnNUPa84gbHlDsBcMo7NoBI6SUbhKx+ApH4eP/U+3aAK9kgmyfQIB 6SSC0gkKoWqC9OuXTTDGoY6rROsGBYZ3KjF9SIreqkF0S/vgraQwJBSG2B3Z XknYkqOCDr+cfqiMJaJECndebswLLR+8W/n5YZVYRVh+ucS3ojJQVhn5scuR m6ZEQXoNSsOJgVmboWJoGTqGgWHk95oZVkrBRhm08t7Or9vT1NegM5Va6EoR KkMnpdHOsLNitAmaiGrBJFQJ6qCBhl9HS1SzToW54OzSoWutNvYSCbj7O9fj l99diYR7XoMzNSF8CcY3rqCJv7NpWGR48csoZXLviV4Z6lM2YOf9SfAcGsTZ nks4ey4U+3D+/KQNPjvb4/FAVAsrsfqBVrxVHkLrXOTYF22aD0VbnCgRZjcO +1GaEkBZZgDiPOqBvldZFqAegtRDEA2yPjRW98HE1tui7keLph8ZO3TwiRvQ zt60o6GP9aIdB9d24NBGBw5vc+LwLsY+JxIOO+lJnUinHjKZkXOyqItc6iLf wY6sE1VV3VCpyGl1AGotfycdk5aOSdvAx9SDllrQGNnTCruU/QNqoifUx6La 6EezYzhWGZePdESe+xdMj05CLCgjpTJ88Yaw5kaSRseUZmN0MFitWCPkqT2o SQ2gNq0P9en9EdfxVbQVjKG9aDz8lbNsEu7yKab4Kb75aab9afilMwhUzSAo m0GfbGYF+uXCFRwDimlYk1qheL8Rjp1dOF7sxlGpA+OydnTLBuGtojCkFEal j+JwRTY3kdA7iVktRKwW5WwSSoqvIoowKb4k/FnXXkEUsdNAxken2dlKkJsq QwHzQnG6CuXCRLOw9zj7JDWjjtHAaOJzZoaV0ZoeEUQHP7Eu3jv4nJPhyhRs kzuTCvFkCdWCD+EWviG8QHgh/0NnSkQxQhUJq2Vf5GKXBvoo4ZgQKuWLUUq/ /uwfcc93BZVcjydvvAHPXPcfWPuf/413V/4YvlbbdVcQy9/Ze+2r0XfudZ7B 1r3naP582PfzNHQnjeBc4BLOnIsUVb+jEzUFOVhz3+1Ye98d+Ovv5PC0hjBZ J0fyXXcg9c478MGtr+Gp104gkZVl8uhclFO3QEMvUbCNze++XhQnBFBM3pRl UT35AVSxY6ymetTCPrqVzOAyOhoF3Y0ygLi/bsaa37yJQ395G7vf2hxugFsb hf12fcjc14V9m7qw/xMn9u1mHHDiQLwT8UlOJKVSRRlUER1WRm4XyiQ9qOTP rOLPlNUEIGclUbCSKFhJqqkeBdWjoHoU/NlyKkjWJCxFkBmFfFDFx+IGpuP+ mSVX8b91cxu8ti5IkkqpGzmrCjuNVFaTVPqrVDvDwfCgkpqR873XUDN16YNo yBiGMXs0sqasYAL2okl0lEQW0LjKZ+ARCatk5tBdOYde6Tz8VfMUzjz65PNs h+cxUD2PrgJWxU21sHzcgJqt7ExKZnC0UYghjNX60E3H6pNTQbIgVdRLFdFv VdFvVdn5mGVFGjl53FshwrSz/atXeItRBcU2WopZreX3MT+/fNTouuio0fjo FLKSxMhLrUJhuiK8t3RFRg2klIKSoWHoMzUwMEyZWhqkWtgy62DPqkMHo4vh zNLBnV0HT04dfLl16A5HLXryalfwRivsMJunQU+umk+r4ctRw5utDqtNUFlX WqQu2aIKE87saPqkBvoN1Zjvm40C+xW8QXndHZbXd/D7m27Eszd/D29+/yfY fs+t+PDOH+DPP7wePW1XlNmXri6zyDjW11FZ0oNDq7LgTx/H+f4QTkXlFf/u G3jz57dj3c/vwPaf34lDjPg7HkLZQ7+D9tFHUHnPnZDdfSdW363Gq9khaEZO YKajM/KH/xdqMv3I2+5F/n4/CqiwInqVkuwAKqiwSipMXs4aJWJtoMIyDlRi 5Q3fxn3fvgFPfv1mvPeD7+Op73wb7z/yBMxUgZmMN7N81NBzJR92YOf2Luzc 48ROKmwXFbY3mUqjwg5ldCG3rAfF0gBKZZFt9ypYm0TqyLZ7EipMzPokpsJE VK6ogXWpokEQVblg3zpomfpmlq69u5KoDBIWoERatGRlZCVbCpuWVBai1E4+ Fs4q86EyxQ9Faj9FNYS6jBHSaAzGnImIqAqnYS+eQUfpHBzlkcWbHvER+CoX 0CNdRK9sEQH5IoKKRfRXH0W/8igshzthWGtAT9IAJquPwClfgK1qGn31oxg1 jsCvpL1TjsJXzQZIQcHJo/s6yVmW5CxL8uheKFW1FJYUMx5HTFTLR2Gjovqn K/cvf1tPdyE7sRz5qZXEWNinvRriTBWqwlrSQJulhZ56aaJemrP0aMmsRxuj I7MhvE++M8cAd44hPLjWncc3mW9Ab4EBgUJGUQOCRfUIFguh52Mdo47fq0Wg QIvefAosLyIuD8Xl5O/sFIxgcqT5sdLkNe9UoX6jgqKKjLV10tndyTq16rvf w29vvhnP/vD7eOE/foyNt96OPY/ehffu+j7e+Nl38OKPv/3vVxDVF64uqmuj n0t3RwCJD+ehL2cKF4ZCmJ+6EL74+537bsM7D9yOjx64A7seuBNJjFwKK5fC UlJY5sd/Cf39d6Lk3iex+tk57LGE0Jyahoa7bkfL629EfvuP0FE/ScPmQ+4+ ioziyqe4CoXdgykuMcUlZflK2lOJWymqe2+4Ab/81k149ls/xIb//hEzRuT0 o49//QQMFJaBwjLQiTWwPdEzckq82LyjE1v2O7GF5m9nqhsJBd3IoGCzWRJz Kdi8qgAKKK6Cav5eCqyQAiukwAq0QpnKrxUUlafxw9E3j4n5k0sbTCynW0xR okO5VJSEpYrKSm5gsOFJYcOTwhKV7IE0uRdVyUEoUgahThuh2RmHIXsSprzp MEdbi+fQXnoEneULcIgiiwm9lUfhqzqGHtlx+OXHEVAcR5/yBIyHnNDQ0Lno uYdlRzFhPYFR0zEMqxfgqZ6Dt4Y+UD0Df80UelQT8KlG4VWyVNE8e5UsVUov g6VKGdvKRs8yJseMzxVT1PKR4OVGb9komPBvxeeei4yJXR4aPnnyZNQGRUqW WlqPghQxJVaFEpYsUYYgMQ2UWbWUmI4Sq6fEGmDOMqAlqxFtWU3hE0gcOUa4 c03w5pvQzegtNFFWJsrJhL4SE/pLTRgoM67AYFkTbsRgeSMfGRgNGCit57f1 6CsWVFcLf6EWPQUa+Kg4d3bEUXaw9WpLpNoO1sC8S0mlyWgOZ5CblIi7b/we Hrnp+/j9j36AP/30h3j1x7fi4ztuw65f3YH3WbrevvMmvHHbDajKiP/3qJkU PjhBaYuLi3/7wIRvoqcjiLTHijFYMIMLoyEsfnoe8RksWX+Ow0f3PoAN99+O XavuQPKqO5H/wF0QMyrufBj6R36PricfQ8sjd+H9uzPx50OXUDV0Hl2P3YHO R2+H/aHb4Xzn9YjK/hPjA8ehLB5CJktYViLZn072U2VFNDhlJQH87oEncPsN 38GD37kJT3z3B/ifm36CzXf9FK/+98147Wffw6u33IADH20Kt0DhfZqpslj/ o2Qomnqhb56AtXMe+3J6caDQj0P8uQlUWiJLY7KEwVKWwlKWzJyeJOtFu38e dsbY7MmvXIFxMVGJD+VBkiCNrBZNou9LaqGY2Csls0QlsUQl+VGV1E9RDUOd Poa6rAkYcqdhyp+NiKpkAe3h1bnH4BQfj4hKepKdz0n0yk/BX30K+gMuyN5u hH3fEPrEJzAibCRgPIkhzQkMa44zjvHxIgY0RxDUzMGvmWHzOwlfzTi8qhEG SxW9r7eGpUrNUqVuj+5A1EBhKeGWFPw9UV2Dy0NrMSVdewVlRYjzfXTZXChI rqDdr0RpupyNlIqmT8tCpaOK6qmiRqqoiSoywpZtgj2nGZ25ZjhzLfDkWeEr sKKnyAp/cQuCpS3oL2vBQLkVQxVWDIsYYgtGwmFmNDNMGBEZ+b0mDFc0Yqi8 gdISZKWL/oXfgofu0JkVKVztSTVoO6SCZZcCXblG5CYm4Z4bb8ajP/ghnvzR T/DCf92Fl265D2+uvA0f3H4Lfdkt2PuLW7Dv4Z9C9uQf4HwuDr2703FMrsZM qRpD/NkOSvXaaE0XPsNleorU7+vh7+hH9m8qMFI6jwvjIcycOo2go4Od1b14 8Z7fYd0Dv8Wuex5Awv13I2/VvRCtug/KVfdDfu9jaP71M/A9+ySqH30Cq387 gs36ENoLchF46i70rr4DPb+7He7H2Y188PoysP4dY8MnkbzfhzQyMS2DHjCX 4ioM4Nbrb8Ad19+E//nPR7H7p49hzU9+inV33oK3bvsx1tzxH1hz+/dwYOMW yIStsdkdSSmuSt5LDH40dAxhav54dEDpSsq4EZKDhZDEy6iOOqrDyKB5S6R5 S3SHDyKVJgUhY6mpTh2BOmMcuuwpGPJmYSqImLXW0qNoL4/svuGUnIRbeir8 uFt+Gpp9HpSvaaTnGIKv7BT6G8/Cbz6LQc3pFRjSCpsHDGtPhDe+G6o9igHt Avq0R+DXzqJHMw2feoIiYMXRsOJoWXG0PdGdnzoZLXy+keKogaeq+Erjz1Fh /MsV+B+bs14++Pz1KPgTo5MoSCxFcYoIpWkylKerIM7QQp6phzrTQE0Y0ZjV TPNmhi3LCnt2CzpzbHDlCbOibegubENvsZ16sKO/3I6BCjuGRHZqwY5RCaOy DWPSNoxLW4XNFKQ2tt8TVS18ZGGYMVbZzNeZ+Pom/j+WnoqG8N8eKGFDRaPn pclz5UQGMTqTVdRHNSw7q7Dxiddw140/wkM33YHnb30Ebz3yJF5e9Vu8cs9j eOueB5ngV2PLyo+xc+UalL60CSEPDWD7CEKmHoS0dlysbMD5/CqcTsjD4rYE TL6zF4EXt8Hy9Mc4VVOHBTr9iUI1/NRPU7Z66SL55R7muujAbXW2DoW/l2JM tIALkyEMLy6Ev5P63utYu+o2vH3//Xjj3j9g7wN/QNbdD6PsvlVQPPQgdL98 CJpf/Batf3gBwZf/iLX3HsBz286jNHgJIy88gNEX7sfwC/dg6Pm7MPD07eh5 8tbL16Zdi9GRk5BKh7FniwF5a4qQedfTcP1xDeY3vI1zBZvQsOMVfPDQKrx1 5z1Yy4Zxwx2PY8/Ta1HMHqhIR8tW64erf+6GvymXf4H4AOVyWEHJsNdJaGbQ mSXQmSV4Gb0sJH2UyxCq08bIlknocmZgyJ+LbU/QWnYM7RUn0CU+GaXkDch/ tRH1WwbhKDyNHv15dDefQ6/uLOXwKQZrz1AaQrCW1J1knMBQ3XEM1B1FX+0C /LXz6NHOwKedoiTG4K1ly1PXz/AzaM7quhhsd2qbKBe23Iqyq0jln5eGpa80 AhcRyNPQVtahOLkcZalSiqOa1ktDz6KHKrORZrQZBorClNUCa1Yr2rLbWDDs cOa3h6/y6i7uhL+kE8GyLvRXdGFQ3IVhSRdGKrsoii6My7owIevEpBBs1aaE ULQz7HzcxudsjBa+xorRKhYVKYUiMYY/yb6KegTKdOgproOH3ZAgEmdGDTqT qtG0JQ8bHvwLfn7zg/jdPb/Fy0+sxptPP4U1v16FV36xCm888iu89Mss/Pne Drx1qxjrV+7C9pXvoPAv8WhnNh2dD2GOcWwuhDPsXc6PncWlwRMI9R5ByDmJ kK0fIYMbIZUFF8o1OJtZjhP70zG//hBG3tgF9582IbgnE8cVGsyWqTHMQlT2 /n4Yqhuuiybiva+noeyP1ZisOooLMyFcvBTJVXUFWVj7wK34iOZtPYtN3M8f wdb7/oS8B5+H9L7HoXn4ERh/8yj0j61Gx59exvCa57H6YS8+VITQ1tKCqVce xtSrv8DEq6sw9sr9GHvpbgz/iQVo9c8u159rYaWktW/Go+mJNRh74684lbAO l6r34FJHCY4NmmBtqsH7rGt/vn8VXn3oSfzlwUS8emc9PliZhs0rN6L49QSY s9XfuZoJ20/tHBJWeNczzNSQneFk+KgdlqzEAXY2I6hOH4c6awp1ubMwsMyY ihZhLTmG1vLjaBedRKfkFMQ7PUh70QDV+gE6k9NwaS/CbbyIbt059GnOol9L AdWy1NR+SsEIcZpxCsO6UxjSncCA7hj66hbhrzuCntpZ+GqnKRQaMR2NmJ5G TE8jVh/de0vPzK4zUkRazAS6rzSE/bOIgG66gmwiAwXfQmdLF4oSi1HKrqU8 VQ6xMKFJ2SgyGqGhbOozW+i12mDOaYctpwPtuV1w5DvgLnKgu8QJf5mLFHdh QOTGkMRN6rsxVuWmZNyYVLgpETc/6elq1wrMKJ14CDMqBx918b4T08p2BjVU 3YYJhQ1j1NCIzBLWzQD1E2Sh8ZfXC9ecU6e1sB0qRuPbu9D+diJ8B+rx6N2/ xW8eX43VzJ5/uPsW/M/9t+Avq27Ba7/4CV5+8mU8tzoVq587gWcfHsArdzbi /ZVZ2LQyLlxsyArkskF2UD99x0OYOM3+/9MQVH0h2FkcAtTUBL93hHFi9hI+ nTyPCyNnEOo7hpBvDqHOMYTMfoR0nbgka8L5IgVOJxfi6I4kTFNDfS9vh+2Z 9Tit0WGxUo1JFqkgf6fwe2Obae9/PQOS5zX8eI7jwlxEXCuiqe/D+39GR3cH BXYvNq16AHtX/QIJP/81Upgv5I+/CP2jv4X1D0+g6cln4PzLa/C8+AL++N6Z 8Czs+IEPMPvmrzD71i8x9fbDGH/rQYz9lSJ7jSJ7MVyc0Ms8JH5wDXqeW4PF Le/ifMkWhIxpONurYsVyoOP/o+w8wNs6r/P/PnKSNh3/jqRpGjejbZzdVnES 27ETO7aTOHYcLy1LlizZliXL1l6UOEQtUqLETYri3gPcAwT3AIhNcAIcWCRA gntPSdbi/70YNO0obcrnOQQIggO4v3POe7577vlkchw5E4M3nv4D3t3wGrY+ +xi2U8jueuZH2PHyLmx8S4HXN87hzV+ZsPtnlTi8PpyJ/ATSXB73oFktqx4X QI+7XEKRR4+7Iqc10+hxV7tpZnpdP/IjBI8bhjh2DJUJk/S4aUhT6XHp9Dim qopIB5IPtkJ0yIKGyBvQlqygpfYe9BV3YBR/DBO9zcJUZaWn9dHT+itvor+K KauKHlfNtFW9jP7qJfRVL8BcNQdj1Qx6KifRVTVOzxqhh1Hh1VLh1ZphqOt2 z1LT8HFW6ZX0OPOf43Frl+FcHvc8Eq8mIC0sE5kR+ciJKkNudBUK6G2l15pQ QW+ri9EyUbVAEdcGTXw7WhI70SG0K6fp0ZtpoFN0wSrqgi23GwP53XSabjpP N0aKuzFa0k3H6sZEaRcmyrowKTZgSrByPe930jowIW6ntWKsjMmstBlDdEBH sdoJRT+dz8rkZRI1QBctQsORQLQeCoY9WISxLDGGxMIVA9l49DvfwzPrf4jf s47eQKd78+kf4S063bZnv4+NTz8CfZsaoooV+AbewRuvTGLbUx3Y+2gRjq2/ DL/1hwhJsNMRXJfBPoKu0XtoGl6BfmYF/YsrGL25AjW/rrGtoG1sBX10jjE6 4ixvl8fu4fbwx7hnW8aKiQqucwwrGhtWGgxYEatwL6cSt+NysHQlBtOnrhL8 CzBs84E14DoWiyWYzBRjIMG1FNmnMzr/g8u7Y1D4VhXfn2XcmV7B3VVH/Cks LLGOPvUojv3yCdrT8P3lcwh6+jeIffYFxDyzCRkvv4/6je+iefMbkG14E517 9kKx4S10frQXY6d2YvrA7zF16CVMHvodxg79FkMHnsPAvl8yAT+OgZ3ObIeb EcexUhaIe60ZmLfJMD7Rj8nlOdjn76BHZ0Lsy1mQRqrx0q9fwHOP/ggvP/Gf 2EhnfJPv+Ra+5z3tWud/K6q8D9/Ld/D6G7PY+kwP3v9pOY6sD4Hv+mMex3zQ VB3XS/0msi8kQBTIVMjYKgqiYwbRMYM6nFeHOh0z1Ia8iEEmhxGUxY47HbM2 aQaNaXMoCh3AtX3NSN5nhCR4GbK8+1BX3kMbHbGr9CZ6ym6it/wmTJKbMFM7 WqgdrUx/fXTIfjojSy+64z/w8yK/ppasnoe5mo5ZTcesnkJXDR2zlo5ZRz0p zChqMLum6NW7p+jV0TGrBcfsgccz154a+JRnuoa5Cp4pXPG2tLTkWtT7OUYG hpEakoKMMBGyIxiioiqRH13HVyxjnalElbD5XUwry6x2KOP10CYaqJC70ZnW je6MHhize+mcRvTnGZnJjHAUmTBcbMJoqQljtAmxiZAZ6ZA0SS+mBavowUxF N2+7MFVBZ62gs7KgHJd0YLS8DcN0VkeZzgmKjY7aV6hA8+U0aI9EwBZSiMnc KkzVVrB0LUN7QiG0wTkoYJB5/52d+MVPfojfPkFH/cUP8fLTP8CpAzvczR1/ BYP1DkSlK3ht2w1s+s0gdj4ux/71yfBa74uz6/c5HdSuM/6t+61JKGxAmWEM vXMrGFhewQR9tJ2KUDa4AgNvB+ifE4IYnfCI0Vu437eAlZ4prLQNY0XBA1HT jvtFMtxNK8XNqDRc/MVRlO6sx1Sl6wLTxfIazOWLMZoqhoUJKmPPGRx76jEc +8Uv6XvPwe+Xv0HwM79Dwm9fQu7LLyP5xXdQtvVD6N55H8qtb0O5fSdUuz6A xfsjzJzcjLmjr2Ly8EuYOPI7jBx8HkOHnsXgoaedb6Vj/2Owvf9fzvvLy9Ra 057zBn8Fo86CpNdzMVmxhPt8rbFR0fjJf/0AT//sh/j1kz/EiQM7oW/Xenpp naHuEkPda9PY9nQX9vyklKHuCkPdEUhd7+Jqj9Yf+92/wSDrhCiAfhdIv7tE v7tEv7ssDIzpoQy1sHyzIZcJr5ClW1mc4HdTyArqx5XdakS924WCgEVUZ96D THwX2tJb6Chahr54mX53A91ly/S7ZfrdMv1umfJyGdYqJj7BBF+rEUyY6d9f M4+/g7VmDuYaStCaaXTXTtKv6Hf1rOMa6HeN9LtGC809K7FR45rMV1OBMXM3 HnTVwGf8TvjwXBA4MDDg8rvvoCJHjPSQDGSFUYJGSJAXWYvCaClKopWQXNNS hrZShnZAHqeHOrELOvfedPpME3qyzc696PryrbAXWpnMrBgusWK0rA/j4j5M lFvpT1b6lxUzlYJZMFtlwVyVmbcmzFQZMV1FP6zqwVQVkycr1LFKPUYqOlwF 8t9BG5ID5dFr6AuVYIIF3nSjDIP19ehm0WlILEHn9QK0RoqguOK6Yqa5WYvY uGgkJES7zyt8EQYTIbl8F6+/Pst8ydj8EyE2h1I0HVsVpA/aBN51VuYHqOxf QSvzn5lidcgtVov4OzXMk8YJt1jl94N3xKFitwwztbdwm756Z2DxMysqNbid kIfl4DgcevR3OPTfL+Hkf/0el5/4A+Kf/wNyfvcKSl9+DQV/eBvSXXugeucj yHfsge7wIQxd3I/pj17D0sFXcefUK5jz/j3GT9G3Tr8Ax6nfwOH1nHP9wDPo xaSzIn1zMaZrbuDejZW/8/iLZMXZM7LhlSls+2Un9v7EIw0Or/qLq9b/909d vSyYvrENORcKIbpYTZ+hrwTSVy65feWqxZWjnL4yioSLZvi/rcDltzqQ7jeH kqR7KC65D3nhMnR5i2gtWEJ70RI6S5ZgKFtCt3iJvrIIY8UiTDRz5SIsVQuw Crtd9NE9/pFOMsd7gs3CWjsDc+00euum0F0/QRdhtdbIFCWlq8joKjKLa4il zD0RsVEYYlmBxanxB12R8BntKHx4zi/9o1uLpF5JRGZoLrLDy+gm1XyhjSiK UqAsWoPKmBbUMi1JYw1QJHRDk2xES5oJHZmuPf16c/thye9Hf6ENA8U2DJXa MVJmx3i5HRMSO9OOHdOVdrqDHbPVNswJVtOPecFq+zBXa8VsrQUzNWZM1Rgx WdOL8eoejFZ1oTmiCLKjcbAEV2M8vxnTsmaMyNUwieXoYiFnyKyGIVXY/60Q 7TEiaCMyMDs4usqDmFno7ZvY+LsR7HhCiw9/nIWT68851zrSKRUFHjwLe55u zE8WTL+NsD3xqNmnwlzjx7g1fx8zH69A6VhBFV2mbfSP5ePRF97Byd/uhv+L 7yPs1b1I3rQHBW/tQdXO3VC89y6atm5C87aNUL+/Fwb/oxj3fRcLJzbhzpmN uH1+Mxb9N2Dc+xUM+/8BjjMvweH3Wzh8noXjxM8xVh7j2bW1JJaIvlWO2cab uHtz5UueV1tO+i9+jA1/mMBbv2jDB4/m4fj6AL7ag6v0u96Zn/0R/aP9I8g5 mwfRhSp6QBON9AeS/suk/4qL/mi/LpzYIoXvhhZcPzGNnJi7yM2/D3H+TSiy WT7lzqM5fx4thQtoY+XZUbIAfdkCusoX0C1ZQG/FPIyV8zBVzTtLIwtVmJAV rALyNTPoI/bCfhVWYm+um0RvwwS6G8fRJWWWkA27BoI22VwDQeXEX078m9R0 AddA0P/3p9n37CqxdgX8H91vRZu8GWlX05EVWoScsAryX4f8yCYUR6khjtKh 6lo76q8bIIvvhjLRCG2qBa0ZfejMFvY6tMGYL+xvOAhbySAGSx2sZRyUVw5M VDgwWelg+HdgptpB5h3knVY3iIW6ASzWD2Ch3u5sjJqt76f1YbqOKaXOQqmn Qv3RRBiv1GE0twMzMj2GdR2MEm0ws7bqLVKhm/nCkFMPQwZzRTJzRXwuWmIy 4NB0uM8l/5Vzrpio6D5e37SALb+y4N2f1uLQ+mvOJSxPbrDpjJ9/gA94LsaP 2puMhoPNWJDfdgUPp7hwhZFv4eDmPTiy6xQ++tVmHP71Nvi+tAOBG/cidMMB 5L/8Eapf3IG6NzehZfdmmI5sg8P3bdiDjmDxwvu4E3oI98P3YyXiA9pu3t+J e2FbcTeE3nD5Ndy8+CJGTz0JR8gRzDCPDyWKkUevzdjIYkb+Me7cWvnntY6+ awkbfz+G7U/psO9RYVHzAtE/AJkbfc9K8Nqy2nMFe/aZHIjOVUB0XkoX0BD/ duLfjcgTrTj0WjWOvqRC8P5xJIbeRmrWPRTkLKM+fQbSzFnIc2ahyp2FJn8O usI5tBbPob1kDp1lczCI59AlmUNPxSx6hfW3qlmYqmfXUQnNEEALabfUTrmM xFvqJmBqGEdv4xi6SX2XcwzuEEkfcM9MJfmKLufsWIPcRf54v9UD/loJ+Bnw 1y7RecCvyCxDxtUcZIcw6IcxpIRLkR+hRElkM8qj2lB9TY+GuG40EXpVigXN 6X1oy7JBLxpAT74DJmHHx+Jh2EtH4BCPYEQygrGKEUxWjWKqepQBfYTBfYTA jxD0EQI/jMWGYSw1DmGxkY7QOMjIOsgwNoC+vBboAsvQfakBwzmsWWRmjLWx 1lH2wEbd1Meaxcx6xViiRXehEoZcprzsGhjSy6FPLkB7fAaUkcluNeyJhVQC LzMWPslY+OMCxsJAKoGDq4sEDz0ACNdb+QXEfpAO2bFWLKnuYHH+Npbv3P1E f3x/9exa9Af7cOyJ57D/8VcR8NhWJD35DhQv7sHQe3uxHHQI9/LOwhHvg1a/ fTAEHIQp4DgGLnlhkd+7FfQeFhNO4mbqCdxOP447mUdxL/sw7mftx/1MukTq u5i/+jKWKmuw0tDlWoPIrsTHsTlYvByDyRNXYd99AW1bT6Pr4nUsFFFDpovR Hy9Gy+pZX6EcuwdRmZAIb2Dji0yETwqJMNOZCP3X7/f4xxf/pHush55/XnRG DNHZBrqJmm7ShgvbG3Dw2UYEvjuE6ICbiE2+g8y0BYgTJ1CZMom69Ck0ZE6j KWcaytxpqPNn0Fw4g5biGbSVzqCjbAb68hkYJDPorphGTyUFT9U063JazRRM NDPrBHPtBLOBYOMwUwiZGkfRKxtBd9MwuuQO1zxhpf2TCbNKA63V6R96+sdI n3mtf3gS35/hHymBFEVX8+kfEvpHHf2jif6hoX+0QBLdgZrrXWiI74U8yQx1 Wh90mTa05/C/yRtCT+EwzMJGmsIGmuIxOCTj1P3jGK+aoMCZwDRf1SxfldAZ u0CPX2wUbAxL0jEs0/OXZKNY4KvsL9RDE1COzosNGGJNMt1IUdVuw7CmD0NM FIO1RtgplvroIxZJO4xlLeguUaNL2JpOxOSQVQFDWjE6k7PRHJvsPmX5NzBY 7kNExfram0vY/Lwdux6T4cD6JJxa78Ma/QNPje6hwSUr/9J5BU/Sh6xZTnVi ufkOZuduYuHjj13vpcc9fuJ0j1r+hso951D6zB4YmSVmvT/EnUQvrFQH416H CHN2OYyqCjSe3IvKAx9Bsu8EOs97ozvQG+Mh3vg4/DBd5G3MXN6GqStvYvzK ZgzHvIexuF2YiN+OqdgtsJ97GpI+li/UYtbPLuUN3cI9zzmrthGsKC3uZQIp 7qSV4EZEKubORWD0wGWYdvpDullYU692rqkPJ4nRy/9/kC/3rz1uJLxjwqrG 9hvY9MIQ3v65Ch/9OA1e6/3pRh953OjzbniES0j2vPcenv/ZT/HM1x/G8w8/ jKyQEIz2jSLbp5TuVIdzW8qw/4kKBGyxIMpnAdeu3UJy3DTyrg2hKHYUZYnj qEgeR03aBOozJyDNnoQ8dxKq/EloCqfQLLRbl0yhrWwKHeVT0EumYKiYRFfl JHqqaNUT6CVsRsFqx2Gso/vQjA2jMLKeMFJU9TC9CG7UpRhwuZGKaUbF+kLV S3O7kkLjHMb69w8IEf/1aT9auzDt8qOvIe1SGrKuFCMnuMrVcxGmpB81oySq HRXXDCSlB40JZihSrNBk2NGSPYiOXGa9ghEKnTGYS8bRXzaBAckkhiqmWBhM YaJmGlPMnjN105hrmGYumV6HRekU/9ySbBLLTYLxRwp7oQqoQCsD12CqFVNM RVPtwxjXOTAmHcAI3WmooY81N0t8ulJfdTcsLNGNkjb0lGrRVcRUk89Uk8M6 g+lSn0aNlZACu7blq55MIyyNCms0r05j6y8N2PNoGcvvYJbfR1cllms5+q+d ULy/eSOe/MbDeFa4tuhfH8axDRuQFZmCk48HQOvXjZutrmumXdnp2dVUYyKL Qt9d/ON7nI+N7tuLG6FHcL/wHFbUCbhlroTDwaiUcg1ZSekQvbsN5fu2Q3po B3L3HkX5sVNoC/TDWKw3LEEnMRvji3uxh3Ez5G1MBm/FWMgWDIdugiP0dRrr jysvwHL+aVx9Pw51BzW40c5MeOs+euhfCvpb99wK7EsrGL+5At3IChoGWEOP 87HJNct1I3dwZ/Am7lvmsNI1gRXdIFZkPVip+GS5YOlqHKZOhWBw70V0vuXD FBnrWk53nzcWGpg+734vDJYVV9TatozNvxnAzidcK4un1p9h1PpwNWoJzxY6 fR/95sPYtmkT3njuWbzyjX/Fhm/9KzZ/62E63gac2RiFfY9n48KrHYg8PI5r wfNIDh+BKNiK3HA78qIdKIgdQUnCCMqTR1GVNobazDE0ZI9DJhqHIn8c6sJx aIsmoCuZQCsJbRdPoIORXs9Ib6gcd5706a4aoyPSapi3amlEsJdKqLeRzidj pmgSnM+dw1Q2lwOqrTRqPXWve4ZpKzrlKozYbH+OE64d+OhywseQHphFJ6TQ C66FKKQJuaFq5Ie3ojSqExUx3aiLM0GaZIUirR+azAG0iIbQIezmUMh4UTwO S9kk+hljBitmnDunjrJom6idw3T9HGYa5ijk5piwZrFIW2qaxbJ8BjdovfEt xLoBtsQ+TDIeTbdNYKSDyVA1ignK23Gm8VHZIIboiYP0RHudmVVOLyys/k0V HegRt6CLCc1Q2OS6NCSHgi+zAG0paRhsaXnY44XuyLxRiMxPMDKvz6DAOcvI /OFqpb/O7YXCNUs/JRm/or1IKl775r9io0DGN7+OHV/7Lsr3l+BW5z3nNdsP uVcChH4B4aP6+T3o27YH82c+wp2U087H7unzMDuggLq6FFnhMfD74DROv7wR lzZtQcyObcjcvR2lH+1Awb7dyD7mB4nPaeiC/DGc6AdH4E7YIygIE32xknwY c5E7MMYaaDhiMxwRb8AR/gcMBL+ArG27ID3agluGu5i5cduVlN6EdXYFzXQ0 0/wna3eirvtQDq2gl48PudfuFsfv4+Ph27hrW3Kf2xpl0Oj/pImDznYzmmXV hSiMHQ6C5Z1zUGzxwk1JDebyxBhJEaPwuBghPr2UDIvY/Gsbdj0upWSIp/P5 4uoObzz6ta/hMb6V2+lwW55/DpseEdr4voVd3/k3fPjd7+HqKxcRccCMmIBR RF0ZopB01VjOE0DCQnTUIPKvO1AcP4SypGFUpA6jOmMEdVkjaBSNoilvFMqC UaiLRqEtGYWudAyt4lG0lY/S6UbRWTkKPc1QRWqraTXD6K6l1XuGNA6yoBpg trNDr2QZ43Q0ikYNs51GGPtqco5+FRyukw7X1qTwtGSvXTb9jK/9cQf342iT tdLfRMgOKuerq2dIUSAvVIvCsDaURhpQGdODugQLpMl9UKTboc12oDV3GJ18 dV30NWMpS0HxFPolwt7EsxiunsMofW2ifh7TDQssmBYwL1vAYtMCluQL9LUF GOLboPBuQN/1fkzQR6db6J+dM5jUMkkqJzGtoPBUjGFcPoJR5vxh+tyg1AZ7 gxX9dSZYanpgqtKjh5mvq0wLQ7GCCbiBPldJnytCe0YGHG0t7s2GnnStOgfd xetvzGHLM0a899Nqd3PMSWfaO7V1N37y9X/B0yTixW9+A2/82zfx5iPfxPbv fAt7/uP7OPXTJ3DmuadhaW2HmM7VTct8cg86Xt2DiYMfON/X+8UXsKJJwi1L JQYdna6+wDlXyIvcfQRHf/YSjj37Gk7S2c5vfhORb29D6p7tKNj/NjL3fYgc hkjJOR+or57DYIo/bJd2wRZEB445g+UMP9xPP4TpmLcwFEVni3oDgxGvwBj4 PNovVeDjnnsYWVh06eXfosa+gvbpFfQtrmCEjjZDRxMzG7WMuJTnqEd5jt7F bQeVp/ME1SRWWoewIje5ujny63E7qRDLIYmY9gmFY18gDNv9UL4hCHHP7cU7 3/4Znv2n7+DtTZux9flf483vfhe7v//fOPGzp3D218/j3CvPIj3ZjERfDbK9 Vcjxb0XORQNygozICe1DTqQNeTEDKIwbREnSIMpTHah0zr8aQj3DuTRvGE0F w1CyNlGzbteWDkNXNoyW8mG0SYbRXjGMjsohdFYNQV/tgL6GVjfo2l+MYkkv o+PIbehUuGZRdqqt66Cn53wBBmEMrtN6+bAwCleHYfuAx3/Wnrf5M/ynXdqG jEAWXpcrIbpCwRisQl6Ijv7TgbKoLlTGGlGXaIU01QZl5iC0OcNoZXToZDru Lp5kETQFC0tLW+UsBqvnnftJj9UtYLJhkQXUImZli5hvWsKifAltcR2oO1mP 3ggbxsroX9pFTHXSx5rnsaBmXlPPYEY1jWnVJCaVExinD40qRjDMtO2QDcDe 2I/+Bgustb0wVRvQU9GOLrEOhlIVfYjKsZDKMbcE7Swuh9pb4dol6J+cdahz 1WrnTWx4aRTbf96CD36ch//6CqPolx/Br7/6CF79xiPY8t3/wPYffBt7v/ff 8H3qaQT+/jn4vfAYDn/nexjYuQeLFw4wevtgpSEcnrbL8SkbJpfnMbJ8x/WY K/P9C8y6dhz+yYs4+qvXcJxO47d5C4LpNPF7diDro7eRv38nis8eQYX/MTSF nEdf2lmYgt5B/9Vd6A/dC1uSP5ZzqBuzDmA89k0MRL8B49WXYAg7jI/N93D/ nmfe3OfRNeJqveia/UQnuv7Bx9E55taJk2t04sAN3DfPuRp1tXZkn76CTet/ id0bNuHD19/A4Sd+Aa9f/w5nX38Jfq//Coee+QFK4kKQfqwWWV5KZPvqkH2+ E9mXepAdbHbO+s2J7kderA2FCXaUptghSRtAlTA4i1V6fe4gpPkOyAsdUBY5 oC5xQFPmQLPYAV35IFolg2iroFUNoL16AB21NGGApjA8U+YenqmwEnWLc3Bm Ox2hQyNcANWpFeY9dGqN/LqH3+tEr77H02K6dnHa7Qrf/JOL04IrdCDjYgFy LrF2CpIynVC2hbaiKFyPsugeVMaZUZfUBxlfmTLLAa1oBK35Y+ikKu0unYJR PANrxSxsVfMYrFnAcN0ixuoXMdm4hGnpMuaalmHjO1B+tB4dV/sxWMjvqW7C 0XkD87olLGsWsahZwIJmnq5AqUd3mFZP8zmTGFeNY1Q5imH5MBxNg7AznfQz nVjrTTDVdLME7USX0LwupnwrldEdhJ2/y9AhysFQZ5t7bNo/o7fXDq9TVyDK VcHbJxcHT9Th3T21eHPLNWx+5Qze+sM5vPPKWbzP+x+84oePXj2LQ29cxKmN J+C/6T188IsXsfs//xkrzSm4aa3G4JAey8uTMDNVfNH9NyquZ+LQL17BkZc2 4sTGN3GB1EcyVSTs3YHMg7tQ5rULJac/Qm3oBfRmnIeB1BuDd8ESthPmKKaM tDNYyPPBrex96It8HbrLL+J2330n8Y+sOQXtCWWrTvckzEwbWhZGRmo0x7JL oyUzOny45yT+8Mzv8c7GLdj71nacePZpnGSI3//co9j31Hdo/8HiIxSjlhlC 3oTM083I9G9HVkAXlbwRWWFmZEVZkBNjXR2WVcaIKMmwoSrLhlqRHQ15dkgL 7GgqtENRbIeq1A51GRWH2I5miR26ChtaqmxorXGN22yjAm+T9jlHbbY5R22a naM2W9QmtBLuNqLdLlizyTVyWNMNraIVc7NzHsCF8weeRejPAP7Hi2wC4J3I uFCE7MBqiC43Md5rCHgbiqiTyq71ojLegrpkG2Tpg1BmM2nljqK1YBydjPPd ZdMwls/CWjkHW/UCBmsXMVy/hLGGJUwSblPBEGQBrdAGEMqcJYw03Yaj4zbG W2/ipuYGbmiWsaxlHmDMX9AuYE47jxkNaxoNdZN6ioBPEPAxDDPeO+QO2Jvs 6Jf2w9pghqm2h2WdHl0VrTBINIT8k83TO/JEGNK3uS5EcXHxFeTnq+Drm40P 913DsSOp8KL50PwPp+L4uyHYu+EMPtxwHgc3XMTRDRdw8g1/nNkk7Ep6Eefe uojzb57DqVd9cOIPPgg6kAqJuBtDfZOecQnhH5zCwd8wTL6+Gae3b8Ol995C 2Ps7kHRoJ/IJt+j0hygPu4iOzAtoJtxtIbugD38bXZHboY/ZTeh9MZrrhaHU dzBVWYD791c+tevxGrD/wr0iFh8ajp99/RE89cj38MYLL+LdLVtxkulp15M/ xPu/+AH2PPM97Hn6257tjCsiW5F2XI0MH2Z3YYzP5R5khBiREWFC1jXXiKv8 RAuKU6woS7dCktmHqpw+1Ob2oT6/H40F/ZAV9UNe0g9FaT9U4j6oy/ugqeiD ttqK5lordPUW6BppMjN0wnhNhWu8ZjP5bSa/Oo3pIbRohQtUmyn11So95uYW Vq9uXnsC5c9ht1HPV1KC7IAaBmihrU2LvOB2FEV0oSzGRHatqGPakWUwxWQL u+OwYimcQGfJFNmdgVEyR3bnna1pg3VLZHcZ+rwhVJ1rgeysCT1pyxiovwd7 2z2Mtd5mML5JZsmulrfaG2R3GYvNS1hoXsRc8wJmyO+UdhaTmmmMqycxygA9 zADtUAyR3UH0y2xk1wJTXS96agzoqmqDoZJaX0KtL66HoaQc7QW5GDK0uYdT uTYED7pc4Lw9eTwFJ44k4dj+WPgfT8VFWtCxVATT/HeH4OhG4rnJF95b/OG3 5TzObvLH5S1ncXX7BQRtO4fAzf648IYvzr7qjeg9mcg8I0a6jxhV8UqM9k26 l1q/jLADPs5NRw9teRNeb23Fhd07EHVwJ9JO7kLKqX3ICwuAmhw3Bu2CPGQn VGFvQ02OlRFb0RTxNhTJJzBQrMfduAzcsRj/F4xbVGr8lBg//t3v47Xf/R7v vbkN+3//tLsp+Yd459nv49Kht1wrAd9BRZQeqSd1SDvT6Zq+c6UX6aEmZESZ kClM4Ik3IT/JhKJUM0rTzZBkWVCZY0F1LgNZvgUNhSz8iiyQlVggL7NAIbFA WWmGqtoMda3ZOU9kdZgmKwc1EVarnJNhoSbCGpow7lijFb42QqnqRkenyTOW SNCVnmWh//w0wn+8NvsNBnwD0s+WIvtiLXICifDlZuQGdxDhbpRdJ8IJfahL HYA0cwjKHBbeeeNEeBKdpdOUubMwVsw7O1lsNUtoyRlCsV8zKk9T9cQv8XHW S8LklZY7lNI3saS5RYRp2lvrcKP5JtPycvMNEryMeVI8R4pnSPFU8xyr1hmM a6Ywqp7AsGoMg4ph2OUugi2NVpjqjeip7WKN3w5DdTMpJsESElwmQXthLhwk 2LVA+03npMGcrAb4+6Q7EfA9SVoFO56EMwdjcZX3w2hRJ1IRQ6Ij9sfg9CYf EuyLc1v8EPCmn5Pi8K20bf4I5mPBm/xwdaMvgl73RuKuVMTuSEHq/lzkkWbR aTEyTpRizDrpHlHyZZSnibDvtc3YQ+lx/N3tCGSFGnV8JyK99iI55CLqMi6g 7PJOSK7uRGXoDkhCt6Hk0gY0xfqhnlXF9URh255F3I5mNWw0PrJ6Ct4zWio2 JBI/YUmw/cW38d62t/D2Cz/Hpl/+yNnIu/lX3/28+72QRHcj+VQbUs4akBrY i5SrJqSEm5Aa7R6Ak2BCXrIArwmlwgipLBMqckyoyjOhZs0gnEaxCTKJCU2V JsjdwzEVDTQpTRiOSXDlBFfunv6qcApjpUYIvML9JhUR0VvwoM0YP0Pt2sXM L7kXM9P8S5F1nsReVDiJFZHYwkiBWDMqE/tXiVUI25LlT6C1aIrEzqA0woi0 IzKUH5dBE9mLwmOdUEXNMRjfh0lNiaa7C4eSyld1g8QSTYqEJSHQEtMbtGUd v6Yt6gR1TPVMhTyjE5CdxwQD75h2GiOaSQwJyCpHiKyDyNphoaQy8e3pERr+ aztgqGGBWK0ktvXQiyVoK8rFoKHF1c3wbxh2TJDWFPicTIafVwr8T6U6yb3E 28vHExF0JA7XeD/WKxWJJDeFlkZ6g94OwHlSe4nEXtl6BqFvnkXMW+cQs/0s IvlYJMmNYHxO3B6KrPdSkUly03akIuPdTJSQ3GKSW3CyDI3XFKvk5ifKsW2j P97b8SaOfvAW5coOnDv2HsKCzqMw9RySL+5A2qXtSLm0FbH+r0OekIGPx1yd 7j22FSSlCJsHzeJmaKywedCDNlj9ovuce0p0Bi4/H4CAQ8fw+1/9GC/84ofI SbnmitNfdw5tSvTuQNK5biRdMiEp2IRkaofUa2Q31oRssptLdgvSXAOcyoTx MiJhOBP5Jbc1pSbUktv6CjJcRYbdYyylPDBScttIbhvJbYPCOcwVUrXArMw5 u1i436A0QtdphafRfe2i4GeYXfvqvuT+91P9ypB5lsxecDGbG9KB/MgelJLZ CjJbmzqIxsxhKEQuZlvIbAMfSzzWgSpvA5ovtkIXSamefw+GphV0a+9igKxO KxYxq2T4VC1hXkMxIIgC2lKz0Pu+TEr/mczyMbIqVHSzOoZZmpPZ5jXMqscx qCKzFAt9TS5mjcxD3c5eeDJbR2ZrGGarGtDJAlZXnIPZsWG3C38buZk18DkR D3+vZJw9nYLzp1MR6O0CN5y3EScSEXk0Dkl8PJXwZhLebIKbS3DTDlzHJYJ7 ZasfQhliY37jhSIKhvgdBHibH2L4eOL2ABR/kIqiPako2J2KvHdTIdqZgtz3 Ce/RIue2nmUnxSg6WooJy6Srre//4bWnVTiUv4L2iRmUFOex9i5AROR5HDiw FadOvskK6TJigwMQ8Xoo+pPHcGtiBbfvrXh24jHaV5CZvoI5YROjS5FOKbHu k8D7EFWrBMUbonHpxHG3fnnYWbfEe3ci4XwvEi6bXDNaSGoySU2Lo0wQ5rSk UCakM9IywpaQ0jJSWk5KK0hpJSmtlnx6sGQtKa0lpbWktIaU1pBSYcbqOtQp BUKF+9VyI6Znl9yZ79PLbv8DoX+/mk34jRTvUng+XMs1X3ViWkJMJcS0xo2p nJiq88ehK5pAYdggUn3HUR+2gJ7cRVgqR9HbtABr0xJGZfMYl1OXKqhPVQuY VS8QU6HeWmTmXySmi+vI5yI5Wmrhw7R52mzLAqZ1/DGdQOkcKZ0hpVNuSkdh EyiVD8AsI6V8W7qdneOktJ5ioI6UVtejQyKGtjjrK27hlpkkYd6Px7nTybjg BvOSD9Wrj+v+dd7GnkxE3LE4ZBDSHEKaR0gLCWkxrZSg5hLUEEEP/OYY0n98 EF0bDqNm90nEEdLUXQGoPJSKiv0szmjiD1NRRmBL3ufveDcFeW8nQ3KiENWM tJVeYpQT1KYI2RfcpIlilXhj7xKuG1aweGvZJTf/gtr7Hm6M3kdrbjyuPBeL gcxJ3Jy8j4/vrax2QxeXLCM/y71HUpn4v90rcMKQondfPYBTew8i0MdrzfC9 rzqHm1z36UTshV7EBhkRSwUbF0lUqWCTqWDTGUiziKeIeOYTz0LiWUw8S0tc sx7LPbMeiadEmPNI1SphtJAQT0mTaZ1z3OnnUEFKhXtl0h5Mzi49aDKDG8xv /MlFsG+twlrBOiHDt875dU5As/M2n0K1mGyWJwhsDqAh04Em0QjZHGWIGkdB 6AhSg5dRmyNcMXsfXQ2LMNYMw9E4ixEZw5+c9ZKCNb9KWNyax6xmHvOsoxaE 9V/Ct6ibX4fFlnmW2Av8PEebpU3rKFJp480zGGUEHSabDrI54GbTKrDZ1Ide vh/dQqu2lGw2ks16BfQ1dWivKIOiMN094OcLSI4pwjmvOFw8ncSomYLLhPGK T6rLA/8RcfwyWTDymUI+88hnIa2EjJbRJF5pqCSjVbQaWvQffJH32EEY3zyM pv1+KD94HfXH+Ovqj6bib1B7mE8jqlUHU1FJVMv3paB0TwqK3klGwzkx6oV9 cL1ZmB0vgSqyydMe+tpjpdiTvALNpGeE+xdwKeAulkdWoA/JwFDuDJan7uLm 3XseqgODllGaI2y0NIyV4oIfuGsuAU1hu0EBAs+Un0MbjmE0JA+62mLPvC3X 4sZXUJRsRXRAD65dNeIa5eo1BtLrDKQJDKQplKrpmQyqlKk5lKm5hWvmKpLS okrXTMXiWhopLW4Qxo7SpKRUmMPzEIoajei1udpev/a/Ifq51aUA4RKv+fn5 f3AneA+lbfxDad71yPJXOB8TrkAVKC2KMUPMcqoqxY76jEHIRENQ5Y+guWgU baVjSLk2i6KcRciqFtFcPwtb/RQGG4mWbBqj8hlMKGYwqRKWX2cxo5nFLAXn OlZOs3TnBaK40OKy+ZZZYsrn0KZ0pFs3swbTyVVM+wVMFXaY5MSUPtrd5Lmi gJg2yNFZW4uWihI4jIYvu9+a7GQxLnjFktAEEpqEK74pCPFNRTjtGi2eluKb hkwfmlcSso7FU1Smo4wmoVWdSkeNVzrqaPW0Rlr6pkCU/fwgrG8fQtOpNMhP pa3jnVTm7iZGXxlpljLyNrAyqyO8tYdTUHUgBZIPk1FxMAOyi2JIiWwD5VWt Vwm00TJPm7xBN4jXt04ipHkF87fvfs4dFi+eu4MlEntLo8Pc5E0s3r7tvgjg c7gceQeVucKGSwO4n5/lWjn429Vxb6mpqU5UhT5pARAhoopixUj7TQTuFbhg 8YyL+1v3yrPDtoiCTBvCg3sRzggbwQgbyQgbwwgbzwibxAibmvuAiYWUqSIK AFG1MO9TmHBDq3dNu8nh/a7+KXjGD6xdt3oArO+9957z2ij+6//wmZAqWIpX HcOqAlnnXCE1N6wLhdeMKIu3ojLFxuKU1VSOA4r8IWiLhtFaOoKO8lHnEAGl eBKW2gn0109goJEqUjaJEfkUxhVTmFBNY0o9jWnNNGYI3ywhnKPN62YeIqUz rC5mW/gt2pRuGhO0seYpjGj5azQTGFSPwU5B2q8cgkVJThVW9DCfdMm7KIAF TrXQN8jQUVsNraQQMxOjLq39IxRmVeGi1zVcOh2PIJ9EXPVNRijZjKTFkM8E WiotyzcduYKxyMpjYVXunYlK7yzU0Op8stDonQ0prYkm98lGztYrqP7lEdh3 H4HaN4uWScuA2i+dt+lQ8XcqGablDM0CwlLC23AsxQ1tMqoOpzunEsovlEHG Grb+dBGar0k90+B89yqxK3wFkv6J1dwuXKV7zu9jLA7zYI3qPeMZr8TeRx1l 7a3SPtzLSf13t1p40FzC4eHhNbMLH0JBLN+vHSm431S6OodOiHTCc12a2fVZ pZpkMB3EVQIbwtoqnIo1inVVDOuqOGEKIIFNFKYAeiYASoSRMgyqyZVCUK1s HkSHdcq9zvS/cOpanBKCqnBlkivv/+unIJVcb0HaaQVLKBekotAuFET3ojTO gopklk8ZdjRmD0CeNwh1oQO60iG0lw/DUDGC3qpRmGvH0FdPohrH4ZCNY7hp AqOKCYwpJzGhnsSkZnIdprVT/FdmCOGszmXrWONPsYab1U0y5/NptPHmSYI6 QVAnnHp0QM2crxpGn8oBs8oOo9KKbhaLXQoDDPI26GVqdDZI0VJbCbk4310R PopWtQFX/eJw+fR1XGVEDWZEDWNEjfRLw3VaAqlK9csgpZnII21Fvjko8spE 0XFGUp9c1HnnocEnHzK/fMhpSpqKpjmTj4SX/CF9/gSGPjqBlnN5tFyaiJYD nWBns6D1z+RzM/gzHmpTGG5TSGwy1UESFBcLoQ4SQxlQBvm5EnpDoXN7UOde Fa8M4Lx0BUNLy54tL4RrW5PfyMMZ71tYGOJRm+xxX3PxOQRTNTQVruDjEiNu pyd/fQ2un5UBnt01PEMjP1rvhVH/PKwMWVZxFTgSni/E4H9wryHIeVTkrVNQ tE/hUqoRQUQ1mKiGENVQqtfQAqEDTBig9xCGJpdXwfJcFrd2CepHn2bzj/vp vvHZxWSknJAjw8/FZk5wF/KielEcK+zTaEV1Wr9zW9mmXDtUhQNoLhlEm9gB fcUQuquGYaoZgbV+BLbGUQxIR+FoEs45jWFUOY4x1Tj5HCefE5jSTpBRkvcV sjjBKt5l07pxBlA+pXmcbI4z0fPHNWNwaPjr1AygaiZ69SDMaht6VRZ0q3rR pdRDL29Bp0yJ9sYGaGsksJu6/9GN5ohjDBEXEhF06hqCveMQwiAayiAaIQRQ Ipngl8kAmk00c4hmLtHMR5lPAUpPilB+Mhf1PsVopDX5lUBxpgRq/xJozpag +VwpdOdLEP7Ucah+dxojR06jPaCYVoSOQMEK0BGQj7aAPLReJK4XiOr5bGjP MtCeSYfS14Wp9EQSpBQUzaEs8a6WQX2pFMrzRZDSHa6fUGPb+bso6P/YM67V rOtD5pYSTNfegI/XDcwP8sBNu7de/BzCM1agLl7BnaIu3ExK+JfPBFMh64eE hHwq639xVWMYceWpy7iZXIaVpYmHPgOo8NRn/nfA/qgJZp2rGPfco4zIvNCB 7CtdEEX0ooBKsizBgspUC+qy+iAV9TM526AptqOFyqVDMoiuSgd6a4ZgrmOh 3DAMm3QYA03CecwR5zkhof9yjIFrnKCswwSR+QoBGsPUp2yUj/E5tDEtf0Yz wsw8wsw8DDuh6tc4YFEPwKTuQ4+amVnVDb2yA53yZnTI5NA11EFeWfYl97KI MHox6GQkgk/HINQ7HmGMd+HMmNcY3+IJUgpByiRIub4FBKoIZb7FqPAthfhk PqpPF0N6phzyMxIoz0qgOSdB84UKtFysQGtABdoDK3DtmdNoecUP416+fEmG oHJhijzjlyGoDIYrpdAHFaPzMiG7VIC2QAIWkAvdBcJ1jhn8jBADGf+oWrVX C9EaVgZdcCm0l4uhOl+A6JeTcD5jDLblu+4o9BcoZSLN3S7BnPSWcBkmTh1b xtwAj+JMnzuJfg7RrH10Jfdxt7BN2B/on/6MPO25Tk3Yl6v8lVjcrypfnUnt SaDC855+wDrk/8CVaxnkXyjpbUg+oUG6fwcyL3UhO8yIPGFj2XgzJClm1GRY nDsVy/P7oC7qZyK1oa3czmA1gO7qQRhrGUnqHehrdMAmGyJUQ4RqGEPKYUJF IxzrMKYZWYdx7Qg13gQ/T2iH+dUwKRpmeOKTNEMMUfxBEjRAs2kG0adhyayx o1djRZfGCL3KgE5lGzrkWrTImqCuq4HNYvKEqIr8Gly7wKzpFYUwZtBwhqgI 1h1RzJTXfUVIIknpvoUQ+ZaggBSV+ooh8ZWgxq8CFSwU6nxI09lqqM7VQHuh BrqLNWgNrEX7pVpSUgv9lVrEP+cH/abzGPNjrgmpoVXTqmiVtAp0h5SjK5iE XS1F5xVhL+MitF3KR0uAiGEriyEvg1k5hcRmuDZXiChFS0gxJAfTkLgzF3lh dS6Y/tI5sqloVw0WFB/j9i3XIfM6vIhZAag5u2eztvi8FXSU3sPdPA3Gg6// /Z+RSD0N41d2x8J0IAsrBqX7goRPbzr7ywesGrp58tQZaxdnvuoWaeXRwk4k bUi/2IXMYCNyolh7C5sUJ5mcmxPXZZkhzbVAUWiFpqQPLeJ+tEv6oa+yoaeG aqmOh71hAH3SQfI06DzNN6hwwKF0YIiKaljtIFMOJzKjmqGH+MnB1zTCz8O0 IZLjoA2SHruWv0Zrh0Vrg1HLmKQxQ6/uQYdK6EhsRYtcDY1UhoaqChdFT2Bk cNQ53e/qyTCEMdmFMy5FUAtFUv1HMx7FkaAUEpTlW8ZEJ0GxbyXEvlWo8q1B nV8tqk9J0OhLis43MB418sg3koBGdARJSZCUdEhJiRTJvzmP3u2BGAxIhym8 EaaIBlo9rY5WC2N4DXrDSVZYBbpCJTCEiNFxtQRtQYxFjFUtF11xSnkmFa3h xc7tOjoiSpC+IwnZx/JRfzYHtoZO58Ah8fuNWNTcxq2PVzyC6cT+eczYSNL8 oJuHzyG1aAXdZa7daFYcA3/zZ2Q9T5/EqZ+cwWxoEVbGTKs6bW0J8YsHLKJ8 BqW1/RRfdSeIYdMcEo7rnGcn0y73IjOcODE0FbJcFrP6qKakq88xQ5ZvhrLI Am2pFa3lVnRUCBPs+tFd24/eehtxssEqtTtPY9jk5EIxgEElTTUAB22I9nlK 9wH8HRxqO/OZnVHIBhu56dP2k58+Fz9ai7MrvF3dhTZVB1oUOmiaVGiqb8DM 9PSqFqzMr0LSFZaYXhEIPxWLCO9kApSBKIr06z5FSPQpYyiSIIfgFBKcUt9a VPjVMxQ1otFfilrvGjT5U4QFyNFySc6DrkDnVQUMwQrCoCQUSsKhRObvAmF9 9wqGrmTDEiVfB0t0E6WBJVpGk8IcTaai6mGMrEVvRDW6yZOeLHUEl6Gd0an1 cj6aA3OguZDBKFQAfZwEtT7pyPowH+XnWTdcykb29iBUfajAcssd3Fi9Cukh HNs3i6l+ArQw5AZI2ONuEd7nb8EkvoP72XW4P9jvXkh5cILzUORpVRBWTpKf D2csE2Pt1adtbW3Or576v1H0L6sJzoHE0x1IudiDNAakzEgTchmQihmQJGmk KMuEBhYFTaxfVcVmaMvMaJFY0F5phb6auaeWR75eOGHbD7PQ7SXrR3+TDf1y EqKwkSYbE9yA0vYQBlQ2IjSg7qcc6mcS6yM+fbBqrTDTjM3U2lqzszG6XdOL FtZ7zcp2aCiPmhopj5p1n7QSqRhBw9MRdyEe4V7RiDiViEjvdER5ixBNhOJ8 +F75VCLTpwa5PnXUR40Q+0lRdaYJ9f5yyM4pUU+cFOeb0HJZg7YrGnQGa2AI 1aI7TEsetORCy8yTg9yXr2BgXwhGQvPQd11DU9NU6L+u5K0C1utymGNkMF+T wkSmeqPq0BVZDX14JTpCy9EWXIKWKwXQXsqBiiwZEqtQdkyEfIp9eUg+SveE ofr9WPTnt2Ph1v3VTb+OvD+NyT4ytDjqrtrIkP42zgbdRX/5bdzPkOC+3YqH 1jAkdBM+KKl5ziTkx1ZBtS0ZK7KyVYbWVodPrXnMs/LwGYbWtsV8zb1oV8ao k3iGie1SL1JDTciKNiGPUagkmQylm1CTQ4byyFChCcoSE7RiExkyo63SjM5q Ro1aHvp6C3obiIGUOMissDRZYW3qIzt98j5h4ouiD/1KwazoV1nRR7Oq+TyN hfhYGIHMjEBmZ2+90FLcpu2FTtMDDbOZStGGJpkGLa0dnp6IlJAkBswMqukY RHjFIvIUs9jpHESzao/xLkOCdyVSvWuR7d2AfB8ZSnzlkJxRouasCg3nNJBf 0KKRNKkDSM9VVoYhrTCEtTKKtKI3so0ktJGINlQeyUfJq6EYOhSBsagi2OJa YI/Xwea0ZpoW/fEkKk4FS6wC5lg5jDHMgsLKQRS1VWQV2sMkaA0tRYVPPCSn YlB3MQs5R/k1I5X4YDRkB5OY8bIgC0z1KN/D70xiwrLi3ILN5TR/DUPPPQSE 3Ye9/BbupxbhlrlrNXV9FhjPlOMP13th2Ne1nPBXa+CIj493Pu/J/x2YtcsB D7uDTlmcFQlne5AcZKSeIDAxBCaBwKQSmEwGHRFTV74JsiICU2qChsA0S0xo rWRsqOYBrjXBUCecbedBbzSjV2omOGaYmswwCyYX9ro3K8yMN2YVH1fz+yy5 epmeugmHBxKhObdFa4RW6G5Ud0Oh7IS0qQXVdU2YmJyCR/e0KVuQHpqCbNZk 4cejEHEyicRkIep0Pq6dLsX10xVIJC3ppCXHuwmFPkqU+alR6a9F7TkdpBda oAhsg/SsGs2XW9AR0gFDeCe6IzoZL/QwXdPDEqOHNVaPquOs496IxNiJaIzH lGIgsZPWQWvHQFIbrRW2xBb0JzbDmqCBlfSY4hToiW1CF8nRX6uHkvkr61Ao sg9cRfZHl3mbgnyq9prLIii8spgu89BM+nVh6VSQbZ6Qc/DtcYyZSc3ypFu8 /AXaum7Bhy/B+8gZnPpwP6T5uaupybNqLpT1l5+kLk4oJXGTnvFZa+WyB5S1 Zf0PPw3K2vLrYfdnh3ke1052Iv5CLxKF7itmp8zrhCWRGSrN1XFVRVjqCIuU sMgZXVSERUtYdISllbC017iA0dez5m6gCW0aUhN6ZLQmmtzkXClfh26VSbjY n6DoCUqnxgMIf5/G1U6oUPeiSWlAQxNdu16FqenZL7kZqcwRIzMsFTkRIjJy HZEn0xDplYvoU8WIoe6NO12D5NMNyCAfud5KFPloID6jQ9W5VtRfbKf3dkAZ pIfsfDN0V/XoDO9mHulGb3QPTDE9sFzvgTWul9GiFzVe5ajfEoNJn+sYiy+H I6Wb1kUzYDBFT+uEPaUD/clt6EtqgTVJB3Mi81q8Ct1xcmiom0XHoiA6EoHc Q2HIOxiMHK9qiCMbUHshCbVeYTDEFcJwPQdtUenozqvwMLJ/+yhGTAIj0+6h N3/1wNSTldeE0OgbGJPc8HSWeropnFtov3wd9yvKV2fVec4DCV/9/P/Giuux 76Ak0Y7YiybEC51OQnspVUyu0FpKTsQMKpXkpJacNDALyciJooyslDO4VJCV Kh5nsiKcjWxnYOkgJ53kpJOcdJKRTjLSSUY6lfyeStC4rg5/ncbFhkrj6tyT qYxoUHajtqkT5fVaTE7PftnNR3pwArLDMpBwLhkRx6lXTmSRkUJEe4lx/VQV 4k/VI+V0E7LIRp6vFsV+LSj3b0P1hQ40BOrJSAek59vRdJGlWWg39JFG9DDR GmMY72LNZMOM/gQzY4MZtaer0PRWPKbPxWOIMXUoTTAjrRdD6T1wpHVjMM0A e5oe/akd6Etphzm5BcakZnQnaiC9XIy8E9eRd+wa8slJ/vEM5AXK0ZDYCMmJ EBQdOIfG89HO/a47YxlHIpM9fHz01hCGe3lkbsziQUXSZzPNOre06aLUiUn4 VN/m6sJM0O7r6P0wk7W4anVs1doC6okHrO24gfEksrW1uIvDb6M42Y6YABPi QkxIIjDpBEbEwFLId6uUwEjcrZx1BKaRwMgIjILAqAiMmsBoCUwzgdExsLQQ mBbC0sKg0kJYWgiLTmilJyxadz+yUiW0crra5er5vVpFLypllCdtJkxMz7lA +XeMDgwhM5iFamgOYclAxDFKkxO5hKUU0ScrEOtVh0QvGVJPKSlPNBSSLSjx b0fFuU7UXOxCzQU9Kk4z6fi2QObXDOUlPbRBBrQEG9Ae0oXOsC4YIrrQHdXF 4NKFqpOV0OxKwmxgEmWIgQFGMP0695UY/QkdzDNtsCS0wpRARhKa0UPV0sZY 0cJ6PO9kIkQnkpB3PAH5J+KQfzIeRZdKURmQhpLjV1B06Dwkp4NgSC6CPiEb bdeT4dC0eEqlfVtZZXYLvMy5Jekfl0NCzeLJOV9w89LD8ioxeQXTn3RLrkaH k4/6Yeaqq+BeO83GI3M9vKxdu/kML2tLJdc1ev8GbeMkooXtjchLPHlJde/Q l0cPKyIvZUL7JHmpJi+15KWBvEjJSxN5kZMXBRORksFFRVZU7p51FYOLirwo yYuC1kQupEoXHzW0KqElqMmIskYDZC0mVzXoin//gJzQ/NXus8jjhaSkHNdO VCP2ZCOSTsqR5qWmHNGhwK8dpWf1qLzAyBTYC7GvHtV+PRSxvfS/Bv9uPIKm 8z1QXuyFJtAIXRCjG7NtO1+oPsyMuG3xaN2divngVBijzc6QI3yYrjP0MBsL H0ampl5aTxzTVlwXy2WmsLgOtMe1I/80w8fpbOR7Z6KAZVr+6SSU+MShzDsK xSeDUXQsEAWH/WFIK4UhJRediakY1rWultN7t/RjsIuM3Fxwr+3+6XJHWBf2 nPYV2hEz0lbbET3HVqikE58Lwx2ReHW5b+0piMcfUEn/D3i4Tol9GYP2ZRRm DyIqzIQYoSKKMyGNFVAOw0k+dUoR8Shl/pFQp1RS1FZTp9RSp9RTpzQwlDQy lEjrVzts1zlbbL/o3Cu+rsnVxlgld/aLOTfHKpEakV+rx8TMorvJ9knngcgO ZnUQWoRE/1xEHMlxw1GB6ON1iD0hIxgqpJ9qRo5PGwrPdKLsfBd9tRd1lymn zhgZQmyQBw9AHupAY7AD8rAhqCKHoY0eQUvMCNpiR9ARPwJ94giStidBvy8D ixEZsGcMwZ7p2jp4IGsQA9munVH7s22wZvXDnG2FKYtaPdOI7kzmrwwDJBcL keeXjQL/TBT6EwyfZJR4x6LUJxpFp8NQ5BUEaUgKDJnlMKQXQJ+SgebYWA8X 72+2wG4QuFhaPc3wP+Uaz7KweWAFec4OwHGhA/DhNdWxYiurY6l4dXu5tacQ HnM/JmAnrPM9gIu11fF/uDWsSjGF0FAjIshEDKvixBRywao4K5v6JJfppoBa ttjk3BhazHAhYbioZLioJBNVZKKKIaOKTFQyZFRK3buj0UppRVJhu1sjRHU9 MPSNuwt918U72VdFEIWUsjIvcAWMh8lAAxmQkwENMk63QOTXgaKzBogv9qDq ElG8YiUHfai9YocsfBDqSDv0scOM9yMwJY7CmjxKvTBK3TCKgYwxODLHkLoz Hb0HsrEYk4Ux0ShthDbsbof9a4zkDmIodwCDIjvson70i1i0M7OasnvQk8Wo FlFLBjKQfyZN2LX3TAqZL/RLYP10nXVUBAPGVWgTi2DIqYAhq5gcZKM1Md4d HL6I9zZSE3eu4OOFuT+ZNL7kflsCLi2g5JP+Ok/32gfrT8LhnYsVh2V1c5u1 xcvPHlDlfubAr61yH3EviyjVU7hKlRbGQHDN3b+UzIOezoOezYMu4kHP40Ev EK/pvRP2NK75ZE9jYeeuvHpXP5Ow+Wp6dS86rRPuAuk51wn0q/k80OXO+xGH ChB5xDV9JfqYFHEnlEg+pUWmdxty/TpRdK4b4gAjqi9bUB/cB1mYjd49CG3U AFShVqr+UfTwSJuTx2FNHYctbYKePYHBrAkMZU8g850sWI/lYiEhB2O5ExjP HXf+rbE8Hvn8Eef9obwhDOYNwp5nQ39uHywiC0wiqtUcpoZsCmOqy1x/poSz abQkHu1CyBkFxP4xEF+KhyFPGKRRzSPOdJCVi/bUJOer9YT83TvjceoEj7KX lyfkf9V9gC9F3IEkdwU3nB1p2Z6HhQI14OeBWI4rxb3xLs/C/FoN6TnGa0e9 /uDTx3ht0fFd5+cvwT60DGXLFK7QscOoA6LdG38mUgckUwek8hin8xin8xhn 0LnT6dxpNGFXKaHzJ0FiRLt740/X33kWbTKN67heKYQouMJ1XA8yvR+SuI7r kSbEHVcj2auFx7UDuWcMKD7fi/JAM6rpwfUhNjSF83hGORi1HVCF91Gp87gm jcOcMo4+HlMbj6k9cxKD2ZMYyplCznsi2E8XYCa1BuN5kxjPn3T+rfGCcZpr 89ChgmEM5jtgzx9Af74Nlrw+mMhyT24vukQG6HPaURdVhZyz6bQURpdi1Prm oTWclaQwGqxQCkNBDY9tOdoyRci9ehkZ12NWPfa97WnQq1jv3brl5vtzCLp+ j0XbaueW52oSoYQs/n0M7vMIrh3p7lkQ9xzNtSXkp46mK0QKPakymUxoo3J9 9y8hE5piOqag0k9B08UDS4cNZuYukDmgM055emI0vVOrLHzDrRLbZe5mq6AS iK5WOu+H7y/G/6fsPcAjPauz//ta2wkhkPD9w0eCAQOmmM7aBkPoLQRTEyCE OCGBYAw2uK3b9t616l2rLk3V9BmVmZE0kkaaGdXpvah37Xpd6OD938/MO/Ls frIxe11Hq9Wu16vzO+c893nf5zlPxUM5htWPjKL+sXFym0bHQT9UR8PQnYjB ciYJa1EGgyVzGGEuuquW4CE3d8Usgo3riDRvING6iXT7JmY7t7iybmGBzJaU W9D8pAuLR/S43Dm9i6C22Nysaze3VeGqdg3L2hUsaJcxp11ERjOHpCaDeFcS EXUMITWVmtIPn2IaMzI3JtuH0V81BCPReU7IEDS4MdM1iK6KRjz58KN49Be/ QOnB/Rg2arf9+oNvuhCdoit+87tt515ouorh7A6muNjBlD+4doaNXOhnHbga cG2/1ygU5h/ZoZGTsL1J0v2iyIofYnJ9T09Pdgfcv4nfy4/zUJ4zQnneSgJD 0hr0RlQ96EDNw2NoeGwCLXu99H6A3o9AfyoBy7kUrBdmMciMGWHGuKvp/Zol uCvnEGTGRFvofXo+Tc/Pyuh9xSUsqi5j4MwkDD/VYfWkEZcZ+XS/9hJuxrpu i7aJNf0GVnXrWNatYkG/gjndEtK6BSS1s4hr04hoEgh1RRBQB+BTzmBG7sFk xwjCFjE91IgW9tlPPEiXP/gwZGV1cLQpMKVQE1cHlnwT+XeVZ47OIjwhvP97 qf+5EaXtV+ESO3T02R06eU8/fsdBXDqnxdXVxPZRwsKHuXcWeD/fFl3j/Wt1 779nP34KvuFpyE4poDhrovPtdP4wGvf3o/znNjp+CLWPuNAg3lPu86HzUAiq 4zHoTifp+DT6iucwWL6AEYa8q3YZHjp/vGaRzeIGIgz5RMdWzvHySxQPl7BA xw+em0b3/Sasn7fgstpHZ1+mXcK6fgsbtDX9Jlbo/CX9Gh1PsaJfRlq/iKR+ DnFdBhFdEiFtFIGuICYVk1w6O1F/pg5PPfoUHrz/IYqkC3CVKxG0sGSZHQga rdkrVgNqGZYDk3nHG81XEfQIx/9h+0FolTy3f+X3uf0redkhGo76z5fg93Iz Xnh+LV/ECiXGHQUtab7neCW+H5qB7KQSitNmKM/20/+5mRDl99vp+2H63k3f T6F5nx+dh8NQnaC8YLkxn8/AynIzULGY9b27doVBT5FfS98z4CNtm4jT9ynZ JQr4y/T9ZS7pDPrzXth/YcFWaQ8ua/z0NX0vzED/G+h7A31vpO+N61gwrmHO sIK0YQlJg7h5fRZ+BrymQs9a8iRryaMoPnQBlsZuzBi9GFdPcRkzwHWmE8Ee F/3P5cLM5cJgREAjx3JwKu97A33sdwnf/1F6mnMj6vN7Pbo8WC+qzes4NUX9 8PcoIAbN26/B8jcni1/dvkOzd53jC0X9tuMdk+g8roLilAXKM3T8WTHQwIOa R4ZQ8fMRVhsPHT+ddXyH5HjdmRTMRbPoK53POZ7B7mI3JQJfOD7QSse3byHO gE8x4NOKy5hlwM8Lxxf5MfRILy5X9WFLH6Cjn6bR8UZhl7Bm3Mo53kTHm9Yw a1pBjJXGUNWDpx7ZxyqyB/ISJQZbhjEuH8ekagIRKxPBGkPQyqQ8aYHjtAK+ DjOdT8d30/EmE/w6BZaC20Gv0/0BM6NcjkMD0mORG9HCOh/K7oxwip0R+c7p p7ufwMJeJa4uJLePiRQKrt07iOrrHF8oqr8vtbidx1SQn+yG8vRA7pKWs+No PzrOiHei5iHJ6fsD6DgSgZJO12adnsk5neV9uHoZY/U5p3vqFuFnlQmzvMc6 LyEpnK6UnN71NPqLAxh73Iqn6+1YZfVYpcPXjMLocNMlrJq2WF1WMNHGJeW8 Avse2Y89Dz4OVZkefg0FrzGFEAVgQBfGjMYHvymMiI1Ot8ey9wcOtDrRc7oL E6WtCPYN0/F2Rr0JPr083+JqNb/H1AhLecK1fXnLvqO/knYRDIhdBPmuVojc Ex87iedrDbi6Him8+i2/vr4CnxeK3JzP30pfqiE/Tp+fHMhd9pG9GGcGNY+6 Uf3QOMXoDH0eRDt9rhA+P5uC6UIGvfR5P30+VCN8voqxOlHlF+FjdQkx0KMM 9ATFTIqVPaNihe+6hIGSAMb32nGl2Y5lVpVdDOtLzNwFVnNr9SD2P3IAjz/4 BM7vvwBH4yireQYptnNx8yJipjn6nGKXqsNPn0+zQsX6ZxHpJ4f+ePYGOY9+ kv8+HcaK2uE3sLL30efdZngNshf3/Kt/i/Ghq/hjZkpy+k0I+n+LI2d/j3TB q/f8s0WhRrVfrcYLJst2s1C4sObdXqhG3/un3P4JtB1iqB+z0KV0uzi7f0rc A+ZF+0kvKh/0oO6xGTTtC6LtSBTyEwlo6HYjlUwP3W6n2x10u5OhPsowH6ud Zx+1zu6ZNaZzA3EFVY1yEylq/Qy1fsOj3Zg+YMcz7XbMalbQV9W/7WpTeTe8 nUGk9AtYsKxjzrKGjGUVSUvO7VHzHMIm4fYEvPow3ZlAbIBuH0xlX7gFByM0 P//tJgyc64RXzm7eakegx4gpgyzvdbXyN3AP0gVzftya93rkjzhZ8uI76xdm 49uvjE7fW4PAfRSTPvf/c7RHePnDL+31fG6IJTX/VuA/JK/3NQ5BdoReP8aq fvxFr6uKg2g67EPNnhlc3BtE6+EoZPS6mgVGz6reTa9bKxcwSPnirF/CCD3u rJ3FTOsqAu2rCMvWEJWvsRNeY+e0jphqCaUPy9DwSAkOPvQoHmPh0JdZqA/n sWRep61hiZ5epM13r2CWlu5eRsKyhJhlERF6PWTKwG9MwM/uMuFYQMxBEo50 9hVn0EGvO/wYkA1xuVdgvOwii44NgV4DYqP9ea+rZL/CaD+9vhCWnljR67EX cK7yKv/3v8Yfm5T4Qzq+vc92z+0HsHlag6srie33M/mXd8LLH9pBwu/g9byQ yXn9VvgGIhSH3VAc6afnWWJOjrPEiOtfg1CXxXBxvx8NTwXRcijKdTfBEpSC jmXdXMr1tGIO/dXzGK5bYKnJYLR+FtOtS/C1LyPYucI1bR66Eisblyrs+cXj ePz+A+jZ1451eTfmDauYN1Khm2jmlV0M8BWK43k6eo6W6V5CihbvZphbFhCm 0wMMdS8rTNQ+j/jQAqLDdPownT5Mpw/T6UN+2jQ0RWo4L1xk1TfAR6cvx0N5 pys7folhK52+FMM7805PXkVZ7VWsvvjCVNpykROQNZ8rxu86hYBcz79ILVxO P1ggIPPi/Tq/9/f3X+f3T2AlvYH2A92QH6bfjzpz13mcmWFvHkRXWRSK81HU PeFH08EI2o/FKTST0JxPw1iSQU/5LOzVc3DUscxXJRj1Gbia0hSgvXjyIWqO nz8O+XkDRptm4Gzk8vAE68ixPqzJ+zBrXKZGoZPNS0zuJczT5ujoWTo6Q0vR Et2M6O55RCzsxMwZ+ExJxAco5IdZd0YIZISOH6HjR+j4ETp+hI4fnoKp3gx7 UROmmi5iplePK5tr245vew6DvXT8Skp6THcTQqncm8eN7JvH5uybx/zmKHVd Lxz/1oirA+btGZyFzxnyXi9Uj9d5vVA93iM9KWjda0HnwQF6nR4/Ro+fmmG/ ykgvjUJbmYS6JIGL+0JoPRKjvGeNYWXXF6dhKcuguyIOdZELxfua8dgv9uKR nz+GttM6uFu56MkXEFQsZD+XUxx177MhypZsqd6GeJsfaRO9a17YxfK9IF7t 0cFpWopOTtDyzg5ZqNTNKSQHxXCLFSScLDnOBUScswg5WdSdcelKITp8ZBID CiuMRS1wlZZjskeXfxWsbHkG/RZxEG9WGo52E8KZq7goXtt1X8GvS3Ov7fJ3 Sv1k9+OYe4KKcT65fc6oUL184E87u1Ax3iOVFq89iY59A5AddLK8sKycnGaI BqAqEb1IAobaNLTlKTQfDKPjeJy9bBjlB4w4vKcMTz18HAcfPYPWk72wVgXg ap7FeNsspjpm4ZXNwa+Yg60uDM3pKEaK41iSJbBpiVKteJAwzSNpptGjKcvc LiS75/B6OpptaPcsywmdaclkHZ2iozN0dMrJ+j5KITM6j/Aof3+Mzh6NSbfY +OjwCUb4KLOzHYPnKzHvGdt2dtPT6DPR2Wvz0sPJGxGdu4r27PuvS3j2TOVf FgjFo3edwHNVQihGb91h7Xz/DkLxOlcXKpZ7JLorqU20PtWPzn1OyA+NU7lM S39yN/Q1SRT++PnP9qBorwptp8agLwmirzqF7vIw+mtjGG1OM4bTGG/PYEqW wYycAp6VXVexBbfit1gb+R02J65gcTRJ0TeLuDAzzSIsw0DO0L9s9S2sDjS/ OZk7gUH/pkfZjtLiYyzdY6wgrgxC+SscsrehzNDX4wiMjMJQ1wXjmSokiyq3 /XzxEnoM/LbXl/AeyaHifZKq8yqezb1Pyh8XELJQ/RXKQoNFeiX5KszNb2Fk VBr3NCqNfmL9cnLxGB6K55unwkcD73tpFvmG9plnntnm8V+SaO+pnUT7U07I DoxTvE+j89RU9s+c2tuMh3/xFB58YA8qT2jYfkdzT5vPRqG5EIOhLI5uVnNT WRDWmiiGmpJwtqTgak/B05nCpJycWPU1Tc9htOd3mJ36HRa9zyPt5vJI8S2U 4C4ulGn8PT+mELYwhvlzkBbpSZPDPOZYUGYZ5+kxVnNyiLlYeFyMdxdVpCtB YzV3BbZZ+MnCKjOi/pEyTH/pPjyfim2LdWX9JsxsQV/YWJHcciNOnXga+ux7 nhVc1WvzuyJPUTH6ftyOq163tBH/dXC54nC54ygqNuMCrfiCGSVFZpSdN6Pi nBlVZ82oPkM7TTvJXx83o/KoGbpmFyYG44XbUa7tqK4Vnu+5FlihBMoDW0le QuNjAyh6tBP7HzzP4n4k97j/eC/k5QEGYxKWiylYW9LZr1uZJOK6RW1JFMaK GH/2oUfMSm+Mw9GcwEhbAmMdCbjlSYwrk1A1bcLS/Qw8nmfg82zBr0+yA6IZ k/wX+U1ivpjflOAym0DclsEil9h5Vv250QVkxuaRIiRxYDfqnkXYnb92gSuB myuBO5C7doGwfIQ1MdiP+/+pHIa7HsSzOvM2q7p1GLoEq3XJSzfiTOnvCl/Z bG9/3r0fGydzOjP3tTdgcXETmi4XysvIhpb9uZRMaLUlZtST30XyayK/FvJr Jb9WsmsjuzayayW7FrJrPsw/c9CMnosuzNhjeWkr2rX8bvr3/nkMcwXwr6/Z ufLgA4/i9ENNKHtCjzZpWICiJAY1F3BdbUJ6OP162NtSGOxMY0TBjvki27gy cd3sDAxVIfQ2RGFvimGwNYahjhicsjjGFHG4VXGMq+OY0MQxqY1jSkfT0wzx GzBNcfoGxKxpLIywYxuZJ8Z55tscMc4hzTxLEl+cFvGwPnpS0lB/rjMegdKP wNg0fKO5g2Sh6Ulym0DR7r1I/tt9L6JcgVYpUG5Kq8Wrca7mmpc1qCstxu1v eRPueuOb8E9vuBWGHz8ijn3mHyYtEade60J1hbhdrIYfX4/acmKkNRJtC7G2 EWsHscqIVUGsSiJVMSVVRKo6RTtBOy7u2jJTTdGIVS5GCj5pgt8aK9yznJcR ebSFHcp1aIVmE2pZ/Op72Y9vf9n99cuJy2h+dAxt+6bQcSw3el/GWqosj0Mj TgvW5zbJ9IkjqB1JOFhDnSrW1K40ZEUO2FqYwpQR3Rcj6GuOMCQiGOxg7ZVR ViiiGFVFMaYWm3VcmijTwa2Nwq2LYpqpGupN7cIce5A3ZCfuzkrnLjJjGWZs hqjTSBBxjBYWmLNHLMQ+eS53nhD8xO0j7mmnB27HEJ6+dIkCYQU/230G7s/+ DL+Jx3ZtI1/Mbpt4YeOSpMVeg6LGqxhi9Z0uNeAr77gVn7vlzfjyG2/Bj978 Pjxxx4fxbeIPuV0wasdQV8lCUF9lxj/gYiUR05oJvZW4O2hyIlcSuZq4u4hb S9w6ZrGeuA3MYgNxG5jFBuLWiwp8hH+GuLX7aXvN0DxhZvs3hvXkRuHZhvxD mPfs0CDtgD0v1b+T/fjy+0lydekOTPcuoPmJSbQd8mUxd2bnTRO/ONxXG4fx Yg6/tV064KfgkqpO8s/ZsmgnDWnMcNkcVlIIMKtdGv4ZZQy2zjBGu2KYIuYZ cwJeWsQqltBZWiY7XTmTPW+TyZ6SSI/SxtLknkLCLZgnEaWJcxEh6c4BMWhd 3DvgI3sv2U+PTWVPac1nZvOcv7O7Eoo7H85eZfIi+zkoOq7ijxuXpabn1fj2 d2vwhQ9+Bt/74Mfwn+94J7719+/Cw+IGho9/AP/7kTvwyA/24WKVeRcaq814 Ey7yYxPpt9DayL6TJid/FdlryF5H9nqmu5HszWRvIXsL2XeTfQ/TvYfse8i+ 5xi/RvYWprv5EI38zU+ZYXqcsfGoEUPlw9v9mzjlmddRt+3QPlwXAPn2QbwX /pfrAmCns1mvknSvpSqyrWvbzkSzg5pzuvc9MDXF0cN+zCaO48mp8lQJNJ+y wKVNYJxL8CSX32nqUx91kr+HtbiXidpHrWRLI2pPI9afRpyWGKANprMDXZND NOmQTNKZRGKMRg2bO+fAICk45yCg+7IWo0UxQ/BTLh/GnZMIeAMv1vMpHNt9 ELFv3VcAPYPOVgH9ipTwf4360gv46FvfhI++8x/xrx/6In56xyfxs9s+hL13 3YXHvv5tPPHD/XjqRwdQdLCWf09zjdhi10zyrbQOkpeTuorWRfI6kjeQvInk LSTfQ/K9JG8leRvJ20jefpoBZGfqvxp21no74duY/FYGQB/h94mByKz3fUz+ nj0GuCpH8uwLt5S/u4B9fuvWNexz+wHEci5G/wwPD3+tAP9Llf2ccPiH7EnM hj2T7CCDaDkRQSvzv72UnSTzX8381zH/zc0MgzaGQac4lRlHA6PZKc7UceX2 cMGeEOfqmN8z3VRgPazRfazRVuatLbkLEbsQZ9EBdjsDJOzInXaJDdOcNPYR 0TEapawYLBD2vHjCxbc9fj6OaUbAlCeCCXcQbirr4SEXLl26fIPUmoiq/7+7 z2PoU/ezYzRnv6qsi6O1iRGw+Wz2EeuLV9pm1Usu/t+CBi70d91yCz5xy634 /Ls/hx99/Ct4/NOfwb7vPYC9/3sA+398EAdo+368H60MibaaXEB00hQMCjUD QkszMChMDIpuBkUvg6KPS4GNQdHPoBhgUAxy9XcwMBynhWIYOiWuanfQkQ5G xiBLwwCjo5+RMcDIGGBk9O81wSbO0zzYha34+vaThsIHZ/kZq4XtlRQa+e1D +fZKKL7nn3/+7lewNOT2lX6IyuAZNDzhRdORMJpPR9F6IY52qgI5VYGaqkBP sW5idegRx+Qo7mr5XQypc8ctx7ZDgyLPTH7dZNlDpr3M6j6aLY6QPZ59tREe FFMdxfQ8MZqMJkaUifFPjIuQONDifvFASy4WcgdbJmkTrAoed4StkB/DI5O4 fPlKfpft4Xt1aL5jD1ZPXJDiIYymhqv4w+bz2y+9Cx8E5KPjuucDuYXyTdnn mI98/wF86PUfwMffeCfufsen8e93fQ17/v1hHPjRQRz+8WEc+skh2kEc/MkB dDBOOmkyxomSpmGs6BgnRsaJhXHSwzjpY5zYWTz6GSuDjBUHY2X4vFi5Rs6L 4uNkzIyeLTAxUYrxM0IbZgQNiZFo9PowY2f4sAlDB4wYfEoH2yNqETN/WRAe eQWZryaFe8VuKwyZa5uDf36JlaRwh+LrpVhcTj6L+r0BNB6LoOlsHC3FcbRV SCfkGlhKmqR44Woi2tB+SgaHdLRylPHiYrx4GC8T2SOW5Mx4menLnZrzMVb8 jBU/YyXAWAkwVgKMlYB0sMXP+uFjnMx4pMMt2dgQB6PEBPWbsrPUXW6qUVcI jpEZXH76GWk7/l+S7DT27j6K4N33SYHiR0MtA2Xjly8fKO+85ssiQAx1Fty7 +yk8+bESnP1nE37yyTP4xDv/CZ/b/TV881PfwC/+cw9XmCMsKMdw9N4jOH7f ERz56SGc2XMOcgaLgqYSwULTM2BMDJhuBkwvA8bGgOlnwAwyYIYYMMMMGCcD ZpShMkZznadEdfOTv4GHXxafCXOJuU7nXoyfUcbN2AkTRo8Z4Tysx/A+Dfr3 KLGVWN0pXvIlprCZfJl4+eKfWHrEFvc3Ss5bSj2Huv0hNJyI4eK5OJpKWLC5 7Mi47Ki47GjFiOfGECqP9aKP6sPOeBkUh+UYLyNsGEfFgTnGi8eSOzQ3wdoy yViZZqxMDzAWGCszQzTGygxjZYaxMs1YmWasTLpzV0XkD8e5xuO5qeU3YtQd w/BYGANOHy49/Wyu7v4FfrC7GH3/+HM8Z2Q+102ipuoF/H7j17dIj02uC5Ds z+JhpfhRcm899nz0HE59qQtV9/jRsneDRfS3UOmv4sxFNz5228fwids/iW9+ 7FN48kf7sP9eUUKO48h9x3Hs+0dw4mt7UHmkDipGRxdNy+gwMDrMjI6eSgv6 Kiywl3djoKwbjtIeDJf0wkkbpbmKe+G+0AsPfx4v7t2FiZLshx68lh+7MVEs zIJxRpOH5hahw3DxnDXBc9oE9wkD3Ee1GD2ghq9+YHsZKnzi+s4dutLrYqSw PfncK1iD3iJ1rkvp51BzMJw7HHc+jouluRH24iClkjGiqA+h5EgvLJQmPYwR qyp3oFIclBtijIwYGSesJ2OMDxfjw8348DA+xhkfE4yPCcbHBONjgvExzvgY Z3x4XLl7GMSjNWd2NPiIR9SQEX4+5BLjwaOwjgREcGxPND94rwHVu5/A8uEL jA4nKstfwO/Wf5OLjvdno0BEg0a6XPLhO0/jxOdl2c+bHluFrOzXUHVdhWLo KqzRq/BvXMX8cy9k/+uffOcefP72f8Se/3mSgmQ/DtzLReY+Ljb3XWBQnsKT u3+B0rv3SZFhgYFmrupmZPTAWtHLyOjDYJkVQ6VWjJSwayu2w1Vih4c2XtrP KOjHJH+eKuvHdJmd3+5MuV18sDFEZsqt/GIff7OXf6iHlguXCYbK5HkTJs8a MHFKh/HjGrgOKeG7aN0OkcIHwe/480Lk069g2cm9ZnkbFhkilYcj2eNwtUW5 EGmuyh2Jayz3ovh4P3SUKEZKFAvVa6845kSJYmd4DBivu+GA4TFqzx11GmN4 jDE8XAyPMYbHmDN3zMk5Js5K5kLB4WLZGHSJsiGGc9tGY7AMBbB5+dlXS4Gh rJvBI7tPYPqL9+FXyRjKSl7Ab9d/m9s78dpsUKgZFOfvrcwGw9HPtqD0X125 VvzCL6FSvJD93B7J3bm79PxVad16I/b9bD/2/HAvnvoxVSqD4qAIip8exn9+ pgL/tfs09u1+CFV3H2RA9DIg+hgQVlgrbeivsGOwvB/DZQNwlg5ijOYucTAY HJgoc2CqfAjTtJlysQvVWzm0C75KBz9UDXJt8VUN0Pr5dTtm+LdNV1j5X/Qy SnowXWLB9AUjps/pMHVGg4kTKhYPGa5kVgvla16q5t/eFD7WuC4oCl+K/eMr WFtuk/5ibescKs/EUE0NUidNu26oCuLM0X4oxaEm1gs9g8HEemFhMPRQf/Qx GGwMhv7Cg02FVwc4pOsDRl68PmCAJsjbpTNv1tHcubfu4RjGvJnXSk32f+wu yz1P1ppxoegF/Gbt99K3eBNUxG+p68X9tx/BoU/Vofib+c2/4mX7C1DZrqI/ JF2p91eSGvV5AmzR1Gg424qSQzUoO1yL8sP1aDyvgLKmG/fd3YH/2V2EQ7v3 oO7uY+iuspP9AOwVg2TvIPshOMuHMUZzl49gvMyJyXInpipGSXUU3qpRUh6F v3qU/+NAzeguBGuc+Ft+HEGwdpg2xC874K8ZhK96gP+BnSFhg48Vx1dqgbfY AG+RFjNnVZg6LYfrWNuOo1/yL0sLn2xcFwOFS+td1xWGnVrb3CPdN2Bx7pco PRtDBXVFFXXF+aIpnDwxjLaWayee67heGLhemKknLNQTPdQTvdSefdSeVjGU nwXBxvXCxhiwicNtVlaEV6FvRBxvJGpnziz83MTf0Q5GsHH5+b+R8IrnzxfE 8+fv3odzZ/6IX6/9QVLMr8lKRlMdae0+gH2fqETRV62o+0kK7SeuQNnyR6h6 r6LNfRWh1atY+eXV10rwO8tlbD3VbCu0hK2nmWgWWg+tj1+34v67lfjx7nIc 5/+6+e7TBD+EAYIeImhn2SjGysYI3oUJ2mSFG9OVHjL0kKWHTD0I1HrI2EP4 oTrPLoTr3exHwvUuhLPn8McQqh9FsJ7BUDcMP4PBVzPAaLEhUNkLP+Wqv1QP 34Uu+IoUmDrbgcURb6F2yOvLwpfl+bog8c/vNRb5LwYbi1995BUsDLkta3+f PbxWXBLD8bNT2H9sGHXsPxrZf7R25GaIy5n7Kua+hrmvY+7rmfsG5r6JuW9m 7pvJ3szcN5O9mexNjtzBNcOQ0AT6ITH7VusQZ5xiCGU2C6YlreB+1l/xCPr0 yd/jV6t/lH7vNdc1CaU4989m1PyQvfXhy1Bc/D1UlqvodJH4ylVMbVx9nfSQ wu/xQ17B1M5TrzZkm0plNYlXC+J29g0D0FY58PDdOv7va3Fm92F0fKUIDhIe KXOTuIfExzFeMYHJyglMV03CWz1F2lOkPUWYU4Q6RbhTiFyc4rcY5cf/g2jj JG1CsnH+nofmRvjiGIINowjUDyNQN8hqYEegqgfBChMCZToGAOVASSdlQjN2 eqj9tj9NvrCzuP0lyBcOVMwdnfk7SikvHt03hGJKgHJSr2HFb2DFbyb1Vi7/ HaQu4/KvIHUlqatJXU3qXcz4LlJXM+PV/bkJ3Luys7hvgJy/7rDGEEjnB4zc hO/ursBD7/48Thz9HX658gJcrcelt+Wvya7sOtIuubeB4v88Tv+TBlX/GUDL vk3Ia38HleEqZKNXEV4SV5ZczZWEN1MJtkNRKUh3kaqOZqR1Z3NaVd0PNQl3 VQ1DV+mk/h/FE1+x4KHdTbhw+0kov1qG0fJJUp7CeOU0JqtmMF09A2+NF/46 H0n5EGrwMYV9iDT6SNO3C7EmH7+feLOP5qXNSDaNWPMUos2TiDSNI9zkRrCR wC8y4+sdLA02BBl8wSojgpVdCFTI4StrxdLY9DbsQv2Xh13YRr77pWF/8BWU +ZwceN32yjG3+EuMTm1BblnEBZb4cqZ5NVuCOqZ5Q1dugnUzS3wLS3wrobcS equYYt3SK/SbONHWO74Ib2oLy5vP53i8ClNuFz5481vwyde/Ez/5l4vQlzbj v297O7755jch5HLdVEBbiPsL99bkxP0X5Kj43hSanliDrOI3rDMU9+Iun8Wr 8G1czd//tLawAkV5B5SVShLX0JjXVazklGtKiiwVaaurRqCpHIOh0g1LhQd9 5RM48BUrHru9A2V3nIP26zXwVPpI24/pmgC8tQHSDiLQEEToYghhttARWqw5 RKy0lhASwlqDSNJ28WOAK3uy1Y94K0OgdQbR1mlEWiYQauYq0ETsjcTeMEj0 xM4FK1irpxJQMd/b2Ro0bM9XKnxu/dY/jbxQ8r/vFVT2naYN3iARmF35JZy+ LYwFtuAObuEsV/ciru7FzPeu4cXs2beJ+Fb258XNX/6DJBLufOvNuOstb8Nn X/8efOudn8Ejn/os7v/wO/Bf73oz7nnnzQh7XNeI9F/ccSIr0su+7UbjI0uQ lfwKKhXhOq7CJon0heeu3iwV7qDblwNcQcCVAjCXahZJJeWSspJwmcYCro5g jSzM3UxdW9kMGzYvjt7twN47lai+qxTGbzVgqiaMmbow2/AI4UYRaowyL6OI NsUIN0awMUIVs6+TbTFqjGR7FKmsRZDqEEbo7UFaAPF2pn/bDEKtkwi2EHIz ITdR1jUOMMetNDOBawlbxgWiEc8uLuUZFz6Azu+iLWzrXobxba+ghn92B8bv luq6eFb/0be+GZ+55RZ86Y3vx3ff+wU88aUv4ZGPvRc/ft/bcd/73ibJ6HqU fGsYFx+YR8e556n0XoCynzI6/GIXlT/5KC9phrKsM0eoggW3kulHIausHKSN QF3hgqZiHHoWVlP5DHrLfWypA3CUBTFSEcLJbzhx8ONa1H+yCt3fbYG3Pg7/ xQQ9mSCdJCtoErGWJOJtKSRoyfYkSSSRFtaZ3MUPCa6yaS5PaVkMyc4IEp1h xDuDiHb4EW4npHZCaiOkFkJqHqL103ppLL6NKoJqxerkFHbaMZAnVNhjXUeo sMd6RwGhlxoz+8UdCGX72YIO5W/xkbfcjI/d8jZ84a234qtv+wD+/cNfxt6v fgU/+8AdePTOf8RTn/gM2k89w26MOtd6FQNscYJrV7H8fL4xvBOKLBtmTzkX Q8oKZQXLYgU7uIph2hhUlDNaZoyB2WIu85NNkN1tGEPlUTgrYnBVxXHu2+M4 +mkTmj5XD+t/dCDQlGZZy7C8ZVjmMuQyi0THLJK0VOcsQcwiI6PJM5jNWpqW QkZBblxOkvIo4vIworIgwp1cUDtmEOwgoHaukG3UxG1cHdtYJtssCLYyg5o7 mbW1+Ovr4AiPv+UlY30bTmHz87aXSJ/Cwa1f3oH3TpOncg8R/pqYbsHH3/IO fOkd78I33/Me/PftX8BDX/gaHvvy17Dvm1/F/u/ejYM/+RFaLGPSs+CPIDA2 lUNTSp1Cpacspz4pZ0FjY6ksH6W5oS6bhI6FzFjqh6U0hL6yCPuPGIYqEhit TMFdk8ZkXQbF35vGyS/2ovXLTRj4gQLhlnkWpgXE2heIZYH5sICUbIG5sUAk C5hV0JTztDnabHYsw6wyjbQyiaQygYSCxVARQVgeRFDmR7BzmjZBYx3v5CrW yQLX2UdkzJ12JQLNF19TQCavV9780mTyx08LxzLd8goK29071Mr8y3un9FxJ /Jy/n22EvWSeVu4l1Ktx55veirtueRe+eNtt+MZ778QvPv1P2Pudr+LnX/kU Hvjke3D/p9+N+z719ndL4RIkKGVxK0GpaBSSZcyfsgHaCM1FG4eqdBraUh+M JUF0l0RgLYthgJCGCWmsOg1P7Swm6+cwc3Ee5f/px5mv2NH5tXYM/W8Xou3L iHcsIyFbJqRlpBXLzJNlAlkmmKVdmFMtikEDqnnMqclLzfRSZ5BSsxSqEoip YggrwwgpyEruo7ELUYzTmEYK1jmFncY0kmnIqhXPrixun+UoFJdvug7gDrAK xeXNr6DGfWMHWPnD+vMLm9mZWGq1i2ttSYl4k1tWbEbFhdzD3ZrzZtSey31e e5r93UkzKo+boW11YdwRl14evRr1xeX46Nvejc+85wP4t9s/h0e/+XXc94WP 4N5PvR/3fea9uO9zt+HcQ/fkvpOPEuY0lBdYDEsoI0q5SJVykSplxpUy40o9 tCnC9EJbEmDWhdFTGoOtPIFBghyuzsBFkOP185hqWMBM4yL8zUuo/mEYRd9w QPEvcjh/qkdctsoCt4qUYpUZtYpZlbAV0hO2jPmuJdoiFrqYhdIohVRXBomu FGLqBCJqyhJVGEEVM0/FwqhmYVSzMKqZeWpmnootg5LaUd6JNd/E9nmoQk1x 859H8++vS72dbm76lx1o5kc6izeDZaUmVJSTEq2aVltmRgOtsdSMlpIcyQ7S 7SzKfS47y89JtvOUGe0nchszGw+bYWl0YZJ94h1M0Y+9++P4wee/ip9+68v4 /ic/gP/+zPvxw8+/D//9+dsQ8XryVOVn66AsovwoZh0toTAs4fJWwuWthOlZ MsGvz0BV7CfVEEylUfSUxUk1RaoZjFTPwVU3j4mGRUw1LsHbtAx/ywqXnlXU 3RtDybedUP+bCmM/NyKpWEdatY4MbVa9hrmuNZKkaVZpuSkLC9ql3KQF7TxS mjkkNBnENClE2D2FuqIIdoVozFMNa6qGeaplnmq53GkoGLtYT1UKrAemt88W Fj7nu7nga/lu4F3XUi1Uiq9/BQX1OztQfZ3Uekx4YiRpyu7MrK00i/17aKA1 iU17tM6CTXvih4b5q5XyV8fc1Z2hkbCWudvF3FVJezQ7D7DH+34djn1tL77/ 9W/gW5/9KL71yQ/iO599P77zufch7B2XVO5bIT9DtOflTFo2dRdYeYupKIud NCbrBSbrBS/UF4LQFkdgKmH3WZaEvSINR/Vs9gSeq55dy8UlTBOrt2UV/rY1 SsE1hDvWcfH+JMq/74b2Hi08D1tYVnNnIWe7NjCn2RBjq7XrYrCXdg0LYoqD LjfFIaNbREo3j4R2FjFtGmFtEiFNjBiZtLoAgnomrZ7LpZ7LpZ79gJ4lWMde QKPCesi700S6P0n2L64hm59bwhx+7SsoxP8u/e0incVDf/Gr/L1VYhOuSedC vYBbZRYb9rZ36bXTZGK/FmFrrt2vlXu4/rfoYTb3kHXP2dwmvW5ms4XZbD7G P3qE/8khxs1dBzH98zbIn6rEqSePoa2xGu3N1dJGXKbv6Xooz7FzKKI6LRKT O1iQL7AgF43TpqEq8qOrKARdUZSME1SoKdgrZ+GomYezbgHuhiVMNq5gunkV 3tY1BNrWqSg3EJFtICrfRPODs6j6rwkY/seIycd6MavZwqx2k2m6iXndJrlu YEG/nj1inBsYsYKMfgkp/SIS+nnEdLMI68RRbnYkBqawgUutkSls4lJrYkth YmE2sjAb2NTrurAe9kmjxq59WPfGHXJNgpylkRUtN0m4BT+j0ZjdjiZmnZSX lwu+r96hUl9/78A9O+DOLxJT41HmsCm7JXMXmvjx5tzWPJqcpiJyDZHraSYi 7ybyXiK3MsdtrOJ2aTdWP9fnATIfYI73k7mdOW4jdytzvPZLR+D812pkTinQ e6ALmj0mrCc3cw8nboX8VAOUZ9XZrdzK87bsvBDleVbq8xPZ2x9V5wPEHYHu QpyRlkRvRQb2qjk4aheyB2vdF1cw2bSK6ZY1eNs2ECDqUOcmIvItRBVbiKsu oe3RBdT+aAamH3dj+ikbZnWXmLpbmNdvYcFA5IaNXfywzqZxzrCKjIHay7CE hIGi2TCHsCGDkDFJssxqM7PazKXYwoJtYcG2sGBbBvk1LsMGLdaj/u0pgoWC aqdrhSXa+VM+hb1E/gpl8UPMtRG5/Pzzz7/USMzCGv6DHYpHXuKZdSNorDJm t2DuQkuN2Nkidt/JrtskY64S2yDM6CNzG5n3k/kgmQ+V5DbJDBeZcxuqXoOR s7nNUyOnchuoTA+3ouszx5F5ik3aGQ169zNsxH5cYh8qH3mvVMk7jzPLzxD7 Wcqus2x0zhH7OTeN+vqcD+qiIDQXotAzw81lKfRWitOl83DUifPUy3Azwyea 1zDdugFv+wb8HVsIybYQUVxCVHmZ2C8j2XUZnU8sof4nAXT/rA/eA/3M5sui khsuiUpuJH4j8RtZ4Y1ryBgp04zU3sZFRI3zCJtms+eUgpY4gt0RBHuY6T1e Gqt5zxiNC3V3L+NCh/VYIM+x8IldvucsbHquwf4X12AXJjVBhZdBvFQl/9EO qPPTLruJurnagNYak0C8C+21grYgrabpaCbS7ibpPpqdtAdI20Haw6TtJO0x 0nYVZzew7MpufHotPPzoYaa6Sd1Fk33tBII/qsdamRwOseWSCW8/yKDZxwB6 3IjR8hFp+yTV9ogPylNdxN6dG5Jyhi3TGS7cZ4n8rJ+ZHpKQJ4k8TeRzsNcs EPkSnA0rcDetYaJlHdNtAvkWAp2XqHovI6y4jKjqacS7nqZqfhop7dOQ71tF 4wNh9P7CBv/hQcwbL9MuYcEkjNhNG5g1UbuZ1pAyrSBuXkLUvICwOFzcnSZa FvdeFvc+6rM+Fvc+qu4+LuB97KF6qc0seqzHg9vzAQvV9hv+fOaS+r7puvTe qZzfuwPz3DLwf9GjG2L51qO9xoiOWhM6iVxOU9TmdjnpaWZaD8FbCb2f0B20 YYJ3EvwYwbsJfpw2QZssERtrp4qJf+qC6MkGnmqF/etnsX5Khlg5ZbDYPSkS n7XeIXbaHjDB9oQe7oohSbO9HYFhL5Qnif0UsZ9ip3yaeu001/IzbL7O+Ik+ zAIfy2Evz6C3ap7YF+FgljsvrsLVtE7sG5hq34S34xL8MmIn8rDyaUTVV4j9 CmX1FWK/grTuCpSH1tH8UBTWRwbg3WNApj0jMt4srpyZN3OtN28gbV5H0ryK uGUZ0e5FhHvmiTVDvKzy1tw4lqCNVd7GNd3GZstG7FZi7zFgLRbMUy/UbIUj tPLZL1HPrv5ZiXSjlKKF3ZawlztV8FPpLy7cXvpXUqD1sFVoq9Kio8aATia6 jNAFbJUATjMQtoXWR+A22iChDxO4k8BdBO4m8HHaJGFP0Wb4ubfMfBN8ZaK2 t3/uCcw+2oSV2i4RBdktSqICjJ3NbXp0HmdNP2RkWGj51znyDVjA4YXiOGv7 CWlIzElpgoM41346QOIR1vc49KUpmCtmc8Rrl0h8BSONJN68jvHWTRLfwgyT 3MckD5J2SHWF7fAVNlAkTtpJ0k7pr3C9vgL10Q207knA/vgQ3E+aMNMQQqQp hjkLiVs2kbaQuGUN8R4S7yXxvvnstUdBO+u7PTcMJthP4v0k3k/i/SRutzEq jFiNBbZvbyqcDPyGHci8swD5dWt6fkSpkO42m23Hii6kvJhhd/8Of3VuRXgj ZjxBavEudFbrWM6NzPAcdDVNWwid1l9tgaOKtamqG6OV3UzMHozTJmnTFb3w lvdm95f4aYFKShhaiLYLIf4Xf4OeB8owfk8pnq5QIFGrh688FyRTrAwTxblo cJ81YeykEc4jegzu7cKl1Hr+seZqZhnyo0oojnGVP85IOCFmSohD97lIUJ1j JFDYaRkJJkZCT9VCNhIGG0QkrGFMRELbJiaZ9zOyXCQEuLqH1JfZQjP/NSz7 OpZ93WUqtstIs8xnaJoTG2h/MgD13j5MHbJivtyJldYpZLoZCT2MhJ41xPpW ELEuIWxbIGmu9P2MhIEX59MEBxkJg4yEQUZCvw2BPtP/vS7HCy9kKqzHUhC8 bjvv87dqCyl31113wWQyiT+cP21TWA5+tgP5v5T6fXGzaFuFErIqDeQ1OihI X0H6It01WfIW1ncLyXdTLPWw7e0l+T6MVVrhqbCRuthcJjaZ2eGjBWjBKjtC 1XZEauyI1gqz7eIHK0NY+9WjWD0iw2arFuEaBgaDKcBg8lWK2/hyFUOUhPFz RrhP6TF2TIPBfUpsJVel0vdqdB5SQHFUnMikxhOTXI5zwT8h1QHSV11ICPo3 5p/Qco0fY7HP7QgXP94GL1W8X8mir76EcBflnfYSm7BLiOsvIWnYomTbQppr eobFXdwbrz0UZfSm8Dwb8ae7Y1jsmUWqdw2JvlXEbIRuX0Kon9AHCH2Q0MV4 nKH8pBZCHyJ0Bxv1ATvSk658lheq+fxzy8Le7Z3XPnoR3ZrYYiNk+Z/H+Y2w avuzW9Hk1Roy1kHJ8q7MCjcLhVsPTDW96KnpI2MrBqttZGzHWFU/PJUDZDyY HcbvrXIQFgVqtYPwHIjUOhCtcyBe70CiwSEuxGkYZIhq/+ssQj9twnPNBsw2 Wfj7VkTr+xCp60WI/69AdTe8EnBx7dDkeT3GT2sJW42ZRnuO850IDIYhP8SO /TA5HxnJzTE5wRX+lFTvmeUaZrmRWS5+2Opys8GH2LqNsnVzt+UGeU6xS59R bMCn2kRAvYmQhq0cO/MoO/O4fpPafANJWsokVvEN2CqSMJU9g4jpD/j19O9w eYJ63jaHlHUFCRtrfT8zfGARoUHWeweBDxF4djQP6/2wGFhC4MMEPsSufbAf 6+nEtmgvFHV/99LE839cnAsS/bnL5do+9lL4mCa/kBcqhBzxD8Ln9qGzQp7d g6Yg9Rf3oHVTufUxs62wMEv7qvsxUD2AoapBEh+ChzZZPYyZqhH4qpwI1DgR qnWS3ihi9aOIN4wicdGJZKMTKVq6yYmps3r0frcUl4uNWO+0IdXkoA0i0diP +EVWgAYrwoyAAOn7mPK+ChO8pXpMF2kxcVqNseNyPJ1Zlb79O7GaXoeMwk9x kN37YbZxR9jGHSP6k/7tpV4UeAPRd1fnxsD3NyzD0bQCZwuX+7bcQOFJGds5 xTq8qnX41esIatYR1q4jol9nG76OuIE5TL2eFJrdvAa/ahXdrc/C1/8rLE09 h9WZS0hbl5Fkfsf72cIRe9gxj9AQNf0wl/oRoh8pmFXjZAvv9PD36Deif+7S 1nabXvicNa/2Clt3Cf0/SHpeoM8nvFi+pfe/P3sZ4u2lbdn9Z7ldh4W7kvrY httgJOUe5q6NhB1VwxipdMJdOYqJyjHMVLtIht1IjRvhOjfz1UNyHhL0kKQH 6WYPMsJaPJhtccP0oxqkn+zCr5RWzLaO0pzItI4g3TKERDNrQtMAYqQfJvkg 897POuOvNFAFajFzQY2JswoE221SUX8T2vcaIN9vI3HSPuQicXZwJ0j7TBiq olyi60nbXD2H3roc8cGmZQy3LGO0LTcWfFy2ginFCmZI0adeRUCzipB2FWH9 KqIGVmojuzJ2ZqxTZnETrhgv52XHNmPbQnR0kwm+iJR9EUlW8hiTO+KYKyDN Ds7JDi47LIe0RwM00h5l4z4yCu+A7Y0FaPISPg+6sHGTQN8sLeCigoscFz8I Og+48A6A3GvgD8PnYrEv74Aiu8lQ7FNhSjOdlFyU1UxlXfUgzATbx7Ttrxpj Srso0dwYr/Rgqnoc3poJBGonmYqTTMkpxBunkBS3NzVTx1DLzNLm2qYwT/OW 9GH4f1rwbP0AttQjmO/w0NyYb3dhtn0M6TaWgNZhxFu4EBB2qJHKtoGSj+Ih UKWDv6wLM8UKtvYduDy3In3Xt2fPiHXutbGdHoJivwuKw5NcwdnGnw5ByZ5N zZ5NV56GqZrarW4+l9pNixhqWYSzbTH7a49sCROKJUyrluBVL8OnWUZAu4yg fhlhwzIiRrbepiXE2ILHLUtIiFlfPbTeBSStNPs8Etl7bucQYwUPE3AoC5jp PMp+bYwpPcZW3RWWpsR4s6DFxJ7V2cw1L7/yz16vv8+hgHR+1LhI6WPHjmWf tJL0T1+GtK2rt2BHklbakUTKXJY1XIINLM7dVaOwke5glYfL9QRcVZOYqJ7C TM00/HUzCDV4Eb3oZSr6kGz2Id3qQ6bNT8I+zHX4sEBb7PTB9rMOLJ/ow/M6 B5Zk01iUTWFBNkmbwHznODKknuoYQ6LdiRiJh5sHEGwStMUWMwNpayj2FZgu 7cjeofAu6Xtoe7wXnU8NQb7XxXV8koqdPZygfD4KVUnughdDVQaW2tz6bW+c w2DLPIbbctRdsgWMKxYwqVrAtHoBXs0ifNpFBPSLCBrELKAFrtEL2YcsMUtu klusl2adQ5zrdbx/FvHBWRLOIDqcRlgUa2dSIixmAJGyi+nsplBzB/l5jrJ3 eGR7Z0GhQnvdSxPO793IF+xUKoX7dkj93NOY3VhdWIaspAWK7JYmVmtWRiV7 JCXVc1flILSVIzCxKvcwce0VExiqnIKzagaeai+mavzw1nGtaQgg0hhEvDmI ZEuICRlCpj1EtCFiCxFfiDhDcBzSY+oBLZ4nxg2NFytKP5aVPiwpvFhUzGBe MY1Z+STSsnEkO92IdYwi0jaMUIvAzOrdYGEF13FlUFIPdGK8tPldUtvptSbR /riDlF1crifZl3khPxmEnCpcWRyHuiy5fUiiuz6NvsYM+ptnkb/5aVQ2B7di DuOqOUyq5zDdNQevdg4+3Rwps/AaxATKuexQxIhlFhHK7mgfzUai/bTBNKKO FCLDKdJNIiQK9Fhil0C7Kzs66CZ+ZB67Q1m6YnjQytzcNq7Cx6p5uoVNV26f 1fa+kUI1Jpbk/GM20YL96CVp3w6/axpy0laWyaEs57pcwZJdYYWapDUkra8Y g1nsGa2YxEDFDIYrfRir9mO8JojpuhD8DWGW1wiizVEkWqNItcWYlDHMdcYw L2M3Io+RZoxUY9Dd04SN0lE8Z5rBqjpCC2NZHaIFsaQOYEHFAqDyIqOcRlIx gbjMjUjnKELtbElbxY61PgQvmki9C4G6TuqCZsy7pqSkfheaH7Gj/bExdOyb ROdhLzpPBCGjIpNTjCtLE4zeRHYQm7k+iR4xS6o5hYHWNBztaYx0pjEmz8Ct zGBcncFkVwbT2gxmdBl49WLQaAYBE9dacxqhHlofk9ZGtPZU9vbWsIM2nGCp JmYxIZBlOuASWzWIelf2augbpSlDdBp5J4KRnSZZ/u1Lo37rS6gvIbrZZr0c ZbvSDEVJGykzn8tZrst7s9vg1BXD0JKwgYS7SdhKwoOVfpbsAFw1IUzURTDT EEOgMc7SmkC8NYFUe27r4VxnCvPyFPM0hSVlCsuqFJzHrAg9YcevtD5sGSJY 0yRocaxqGAGaKC2CxS7Wga4AMmovkqppxJUTiMjdCHU6qbrYwbWyfLewfDfr EWxkXte3YHliWqL8QawkLqHlYSfanpxA+0EvOo4F0XE6kp07Iy+JQ1WRGztk qIvDcjGB3qYEbC1JDPDfPdSZxIgsiTH+m93893rUKUxqUpjSpTCtT2HGkILP nIS/m9abRIBFJGAn0QGaGOY7JB0az9+ISMJ+6cbMoOfFkSPZGTMs29Nj03jm 6SvbO5kL5VeedGGLJZHOz7rOyy9hbKtejnBnUQMUxTLGOXO4jLq6zJbdTacu d0Jb7oaxbBI95TNclH3U10E4q8Nw10YxWR+Ht5HfHXMhwlxItGdIN4NZ2Szm 5LNYUM5iiSVwWc1msmYKPf/bhctcvJ/tDWKd+bGuS9NSWNMlsaJLYFnHnNdG MKdlxdcEkOriIq+eQkQ5jpCCGl7GxrOD1bududzGXG5lLje1U/uapD0678BM zxxa9njQuteLtiNBtJ2MoP1sDB0XYpCVkXAVOywxWYj/dgsjs7clDltbHAMd cQzJ4hhRxDGqjMOlTsDDCBzXJjAp5oOZ4pi2xPn383vuy92N6pPuu/Q5aGyU vSTrI1nvWO6ey13weZi/YprIjdkpMl6inXYHEPJHrh/TKfI1v7+hsHuSqN56 ndSS8veHO1DNz1ZanVuE/HwTFywVlCXsmEr7aLntd+oyF3RlEzCVTqO3zIf+ iiBFdRijNVF46Jmpi0n4xFbVVi5G7WKL6hwysnlSnce8ch6LlC7LXQtY0SzA 9LAByeNu/Ko7hg3dPDa4wG3oZ7FhyGDNkMYq82JZn8CinlVdF0FGF0JKG0Cc a3aUdENKT27PnZyVWm4nZeZvB9flNhlmGutz70beC0t5CE2PT6PlYAAtxyJo FTNBqKvbxbXZYrIr01ZblxsZZWkiWDE5qJ1gO+NwiOlB0oioMZYUtzQfRFyn PSldeDtVcHZ/mkCnma7TTNdpAp2Szu1PSzMeZqQbkMV8GDEbZtITRiSU3D5n XPjQ87U7ILqmKO/0NvtFxSXW5P95Gco+5zgpszpf0GSvslKWMHdLhmijFKMe 6EqnYC71oq8sgP7KMIaqoxijm8YbkpgmYX8L24Q2tgsd89mdrhnFIuaUi1hQ L2Gpa4mElxCsD2DggT5cYX5c6ctg07CITYrUTSNpG+ewbpzFKte4ZSMrujGB eQPXcX0EKX0IcZ0fUc0Mwmr2kyrmsIo5rBpEUNmXu6aqU1xT1Zh78fl2mCuj aHzKh6bDYTSfiKKZqSsmv3QwdeWVTF+mrpYBamTqWppJuS03H6qf/7RBpm5+ AsyoPnf/tVu6pnZc3DrKlJ3ov+7kvVM6ee/KTWQQ19LekJ3vckN2ioe43zoU ymwPoigc2P2aP49s/rr5vNoSTzevV1v37FABbpSeHfmdU1Cw6VQW6bKXWymL +2kjNBdJT5D0THYbupWJMlAVxTBd5SLlicY0ZihOA6QcaV9AvHMRafkiZpVL mFctc01d5tq6wgq8gt7H7ZgrDuD5/hTpLmPTtIwtNpxbZhJnO7JunscqReuy OYNFE9dwUwIZYwwprtdxfRBRnQ8hzVRuf56GOd3FnO4SF1eZSbsL/o4WXFlZ lN5zv43NcBwN+4K4eCSCxlMxNJ2Po5kJ3SYG/VRJuMX15kRtlob99MlywzjE NecOMWiBiTzC6uwk6lGiHmMiu5jILiaym6jdQy9eFupiIou5pR6i9ojaPJ6t zZ5xcRFxDEOjYq7CM/kpNYXa6q+vS+0C2NmHmjfmHsPnP8tftlr4aDv/SDsP uXDx3oY8Mg3FWcrp8yzYRSzYFwazO7pUFzxQF09BX+KDRcyXrYhgsDqGkbok XBfTmGgS8/LZXRBwhIAT8iWkxT5o1Qrmu1axqFnN3qc0eGYMY4+P4QoL9aXe FUJdJdwVbFmEEbhlCeuWRaxa5rFsmcOiJYN5cwoZgk6Zoogbw4jqAwjr2Ifr mNI6prSOKa2jxNawcHdpEVC0Y9E7Lu1SuwXG2iTqDoRQfyyGhtMEXhRHUykh S9NWlA0UXazYegI2MZct8tyV01YCtrNS94sbYVmpHazUQ6zUIwQ8QsAjBOx0 5CYAjxDwiHQL7KhLXDcevyE7UeWG7BANX2g++4+5rYBi/rnly5C9/uiC+PEq iZdohQv01ctDnYHijDJ7jYPynNi3xfpcNAZ10Ti6imagL/YTahjWyhgGaxIY qafCbJzFZDPbxrYFroaLiMqWkVCsIK1aze6eXdCsYUlckqVfh+InFizVpXBl QABdJ8R1wlzDpW7C7ebXaOvdS1jtWcRyN1fv7jnMEWzGkkSKjo2b2IMZQwiJ rXlGZq+RK7KRitrAOq3vRVCrR0DViSX/hHRQ7s3Q1SVQcziC2pNx1J6Lo55Z 28hluKWGxZoFWtGUu95XS6AGeW7UQXeXNOrAkBt1IO5w7SfQAQIdJNBBAh0k 0EECFZe3ihEHjrHsrItdGHYLmEP8KCZeTAXnrxnvnBfGeZiFLdCtBd1uwSGh nJgSz6wkMfUfL4nwLfAPeyE/RSF15to9WKrzk9AUeYkwiO7yCGwsWoO1bGYa 2A42sftvWYC3nUto5zKi8hUklKtIZzdAr2NBu0FRtIHBc1OYPOzHlZ41bPWt YcOyQWRiF+1Wj9hFu9W7hs3eVawzX1d7l7Dcu4DFHoqxnllkutNIWdhcmWOI mNlOi/125hkac9MsXcNl4lJrMDA/ZVgKTOQGFNyMxczzqDgayV7MXM0ltpY1 t571uEncvsvltZP0lKTXRXo60jOQnpH0LFxWu0mvh/R6Sa+P9KykZyU9K+mJ +QRW6dpd+xjJiQkVN2RnVIj5FIm5je159IXPGV/9Ssjl8eb3dwp19P2Xy7wh H+Qn2beeFvuo8vcesZSen4L2gg+GkhCxRWGrTmCwLg3nxVm4m+cx2bqYwyZb QVSxhoRqDWkim9OKDa+bWDJsQvPAEFbal3F5eJ0lc4vINrHZs0lcmyytG/x5 HRvEud63ipW+ZSwR3QLRzfVSS/dkkOxOIU4fRsR2ue7C7XIsqd1cNy3iIikj Ajo5nllbkk4lvwGekU2UnYuhnCW0giW0miW0gWtkc8HtuEqWT3WXNFzAkBsu YJSGC5jEcAG7NFiAvCxD2auRb0CPU3ASwyRcfoq7p3+5fSVJ4dPCv9rB3be+ tOrJb7t9KdUjfr3TVvptfevwQXa8C8qTPS9uiTozDtW5aRL0w1AaRndFDLaa JBz1GTgb50hwAZNtS/B2rLCjWEVUuY6EegNpzSZmxbZl/RbUT43AfzaJywOX sSoo9VzCBm2zlyT7tpiIJNm3QYLrWLOuYcW6giVSXOijPu6bR7p3FsneNGK9 CUT+n91vbgR7X7yVym+Q56ZC/B0FyBYuEFwxE61c3G7LMtlADdvELqWV+rWD +lVGUaMgNBVFjZqipovQNISmsedutdVS1OgcL06BEFcZj3gXsUFi+UvZCgfd 5AdfFIpKidiHrpMpYlHLv4fNUyncDJ2n4h0kuaNdUBwnlZOUKKdGcxvVzs6w HAZIJYJuxqaNpdBRP0sq83C3LGKS+eLtXKUWXENURSpdpKIVVLYwxW7E+Ogk Vrq2sDFIKt2XsSao9JJK36UcFSvpWDexbt0glXVSWcUSycxblzDbt4B03xwS 7FBi1iTC1hhC129Osw7n7q3qMcFnlN8hURn1bEHOpuYclUgJpWYl06iWMrOB Za+RadTCNGpl2WtjGrUzjTpIpJNEZOwo5KSikO4YDmW2ti9QLRSP+dF2hZ2C RODDBWtRgZzID94Xm5yEdhS/+toOQPKPcDoOa6A42k0ghHGCME5OME28hBEk jChhJJgiaQw2EEaTuOdEwFiBVyZgrCOi2kC8a5ON+RZbt0vo2jeBUMUSNp3P YIUgVnsIo/cyi9llpsRlQiAQG+HYtrBu28SqbQPLtjUs2gjDtoxZ2yJSVsIQ T7TthGEnjO19Y9M0Sgw7daPNnt03Nm2USZ77KwxPbcHpJRGmWhHzopR5Uc68 qGReVLOvqzGK2K8zc2kRFwDfgOWtX27Xm8Ibp/Oi4GXcv7vA/QXPRfOz9EVP Jo6LFLq/cIG6SZIHbQc0kB/pIQJWqGOS+8/mDtjoy6Kw0P3WWuH+OYw0C/cv YbJDuH+NcpnuZ3WKszolmQfjlPK9+8JYMT+LFccWFdsWVpgHq8yDNebAOnNg g7Yr6/z/D2t2ut8u3L9O91Md0v0Zu3jjO599VRQdSGWHnAYHw9JmLbp/kO4f oPvtdgSsJqwlwgd2WJP/ouBr147N2r52M/+YUazE+b07hTs5Xtprb4ZvIAbZ wV4oDjNoj9JrJ3JeU9FrOnrNLHltQPKai16boNdmWNMDyjWEKaRiGlYR6uC6 B4YRaWRFGH4GCxRQSxRQy1yNV1jH1/pEtdjYxUjdYLav01lrdv5ROyU0bcFO p9lXkOlfQnJgPvtuLeJIZe8CCw3RaUOB7LVUQUd+s5MNfqtZXEuFgzs88cl7 rXC7Uu5xn3RR7F9e/xgv+1WxEUJ47esv6bGb4bWH0bG/F/KDDiiO0GPHc2ku jgBoS4XHkuirzWDg4hyGsx5bpMeWMC1fhl+5gpB6latlGPUP22B93INF+3NY oFPmxXVplJ9LlJrLfeu7sMol7/VYY0av2XO2Si+t0Bb7meH9zPABdpiD7DQd 84gNiXfNKekir/D2fVK53UL02KAdXqv58A4PUW7a4buVnPXR6xYnEWIi1MSu /6/v4OMXu29xNOepXnTudyD/Q3maXjqf85KJcdXLlamfIn2IIn2UPZaHPdaU fBE+5RKMZQG07PXAvGcEkRI30oopZNgkz7GPmu9ZwWKv0AIrWLau7MKKjR9W GT7/Byt0yzJtkYE0T/dkHMzCoQUkhucQHclIL2oLd9XQRSN00fBIdldNfMKF IzssHzcW+CivjyQf3XXd8iFtttjJPTdIa3dhM+u1pbI/y/a7WL8mc56ilzQl ERi5fvdQVdkb0nCwJjlbqaw6qI3l85hRLqD5WACtB+YxWrmOjIGZqA8jbeZ3 LS4k66EHqHcX+2hcm5dsbFuE2YWxC+1fxBJtYZB62LGAzNA8kvRSfISp50wj JF5lb+9IoadGp6T9RyPw0VPPXNo6UpB5+UKfd1ShkJQc9bEdCj0X1q/t4Kj8 zOW8o1a4yIgfHeJt8KGckxTnglAXR6Cn9LSwZbeyZR+ggBluzWCsI4Nx2Sym FHMs/otoL34eQ/qrXAd/xfqxjKRZXBzGb7pHNAMLmKdw2YUF6wJr06KNvZ2d 1j+fs8E5zDvmMDs8izSdk3BS3IymER5LSe/6xW4O8RbYnz2inbvzZwSJmf+/ uGuNbfMqwy+uu2mlKxJ0Q5PQmIQQY5MmQEKwadsPBkgdEhM3iR8ITQI0jYvo j07qtCLt0q2kG6Ptsi6hF6dNQ9K6S900F1drEuI4TpomjuMkdj47TrK0AiY1 GRT1Nzzn8tqvvx7bX39RyUryNfnOed7z3t9z3jNFrzgoxCpa+oKWQo/W0ehy A/5T4rVsFHh7h+Sttl0pan/JXJ30131z1PVWjs4eXKTziLX6Wwv0wVF47BGE yieXaLyjRJOdJZo+s0wdR9ap99wNGh25QQvgIe8C3Ah1E1ifiptACvh4q+pz cQWuBj4f4AM79+HQMki1TKv6XgeExaOIr5JLlB8r0ry6GknfuJOvunUnm5yg NHjq3xsb9KpDlXM2XnoOllyPWeC+JAKfSfpOTSo9UkWlYzuT1LbbUOnU6wvU 8WaeTiNA6Ib0XWhBdI3I7lKkQH87UaDkqSKNdxZp8vQSpaNLlHkfTHCupC+P yvcgFuktUaGvREV1WRRik1K8RMsXS3DG8LmEz9ASrcCwrUBVLyeKtJRUFyAU aBHUyaVMu3NdidSl5pymUjaVphlQKZ/J7LUgZDSonliI1jF43MoQC1lTU5Ni Hxc9DHd9uSpelLSZhoAc32UE7sRrsHyIejvfRkB0yKPYYUStcNcvIoAabPNo pN2jMUS+E10FuhIt0PT7Bcp0Fygbw+r3FCl3oUj53iIibmAeKFIxDvyIEpbg nJYG8XW4AF2NT6JARejowpgHulSuBTBl+Dt0lVbRZha0yYA2k4kUfbyx8bq1 VTLuYqiWME/4VLVlmG9bUsjdUloDVXbDm20lD9Kx3RmKvLxAJ95Q9UyEHQdM tVrVMvuPItqKeDSE0CVh7zqaQPhy5awHWng0A8d5Fo7zHILKhV6VdfAojzBm Me6Rh9DFQwjjwUssIJgsJPA9aKCvRwANFkCDeV+VWt2GMgs6pEGHK9DOa6tr +ywN5G1QbNat0HB7JZkWf8pBgC1W0q4tfkytO6fo6J55XQ6KNJmCX9chU8Xt AQf0HzcV3CFwwAg4YKzLo3F7w5O63SmNUDoD1Oqq1zmgngfqBQRvOaDODQIh 3Lw8HJccUOeAeEE1/k+ZuvysziBndJFgBoingfhyClH+bO6PFq3Urj60j5Yd EtajtfY9q1OL6qcnHPrG5LweoGuFG9TyQqZcK4m8acpiXc2m8NkDDuiPmKLn EMKmEXDAKDgghQB2AhzAVex0r7kMYRYrP4sANqvud7b7E8yeXzyzTe1nKgXP kL75IGzvPlD3HsxTNlvYbxmWwwZ1Dg+mt0pJVifQw0JxOjYCP+kggam03U/X ijfovd2mknBkn0fH/wQSHAQJ3jVVQXVjTB+UwUVVEQQrDIMVEoCfBPxx7u8P FpgCC0yDBdJggTRYYAYsMKMK+LZPexrwp7hPuyoTTWroqlg0Ad04Ng75nyu9 ZWeq9KHyH9RX6eeHK2irc2KbLc3kFo0ayO+2AabqVt/80oJOt7fu9+goTMRJ mIhOCMFZVSDDwvf6imO6U33MdCBPAfU4UF8G6stAPak6kA9XaqCTtvu46jyu O9JrlZfSdVBVRkmML1J6boX228VzHbWtLPvjdUD7Nou6OH6bjXbWSv+h7rY1 asZSH4a+OwKpb4Pe74DUn4HUq77aPQDcB8BxWywajPl6aoPDk9xPG4DHRqp7 aSdS3ibdW93UFgbxaDK7Qpw5c7WAVM6QPYT2hdp4OekgU2ss8jKr8w0HAcye vXspCpf7YJNHzVjtlmaTmm8Hj3dyD2kA7wHwPqz0gCiq6P7RAD4E4MNY6WEA H64UVUIa5mYaxGJfSpn20QOji7T+r5v0mjE4CvedzuaXfNbyS9JrvOWKCm5A 7t9aaFO+33SANhuNt8OS3KQzp9fozxDsd2xuOwL2PgWh7oJOi0K3dwPweQC+ AIHuBeB+1T4TrB0Ha8cBOA7AceizgQTADowq4R3AgvcnTaPkZGaNnWNmZAU1 pIGG/VAfFrpMm+KtlqGlBlNZIsUYjEw62OZAzKfpw7Wb1Nl9VTeGbcYytmIZ j4N/T2IZO7CMXeDfM7DRZ6Ghu6Ghz0FDx7CM57CMMaCKDev2vyGKjXDeN796 nT7auEkmtL7LKZfKqMquByblSE/7/H2V69rsYOSvOIKqe6ycrl4zXU+bsEYH gOZdoGmFzTkG29sGe3MSaNqB5hTQdABNh0mahnTWdBNdmrpKc8smk7mngcTZ xTAtmG1a6Zb9UJsCzv8+O1hi5jqlstdpYv46RRGtH8AqvINVaMbcz6euhiit E4x/FwnGFwWllcviukOCZcQwg23ndUdVIkM9UZPHz19zTPCIxedbz5AeYlPV IEb50PcFU3KhRekc9QeuEd6zWqqehgupAcyFGeUuVgqEThngd1zvPVRPgch2 qiYioB/Yd3A9XRGHqxgy0/12cIE1ve7oh4JHRITGSljGtA85Btx/GyJlVph+ bNdAliftIpdrnjLR9UYwnjdA6CcCj3q7iqzwm64Xv+JfhFocau7oLPc5ksbq Ycd7/+BjS3sQ38WWZkOErc6G/YYgJFadF4EvcpG5mBeDcunPBZdqJX1nDTfT 9nN33UT1QrDlML3g6Rm35eP9IaxW1dh4gWu8nYKlWZXUYOnn6o4pNzQIbcgE lTH37xorFmbq39QdU5biWalJ/4bT2vc7JvF8MELvrDuBrT4XgyvL1sX4vGPc XwYVi111R95mHzP0aDSqRgw70PMhSRncPutTLNzNQrGGfyK7/WzNxzmYvVpa Wsoxhjwz7Rr4Z3WEiTWaFiZji+kX9RWoLI7xcNKh+2mwVTaeGP1KGEnFw2wk bTHpPscAP7oNU2wSNPbwUrWVVHpUFV5cQzAHBBCXJjMCn3NkO6ko5Hrz9xpQ x0YYxuyVm1xINcrOzvr6epk7Xecyv1vPIksaHTJj/bqG5rTcv90xxLeEJmtg nA+b9/zWpyYVIPFy6T4/eRuG+C/m7azlfArRdTL9sWBcGjEv/n0DrcdR3d2O kb4ucDRi13Yz3I6y3H+xvrbb5hjvq415l4frNMNxNUTqOy3Z4YpFrQ57lOwo DneNX+8ahSrbHZWjV2vb/9rmfvf4ZlaxetUBjGseD9bjf+mRxsQ8RC+Sanr4 Z2LW1MluLieH0wLS02Q7HUB6eoNM8V7Hsy128STjsmt6l2NOD9yG0MXNpJ52 W0vXtaauGX5SEJHdW8xOGjdOk/IrpWv6uWByPOgXrMqdvJaWPKftbjh89MrV tERufHDN8bN+Tqwl/saolmMuOYXt5fnyyWwZOfGosqs+P5Ou52eC64YxM5dn yuM+JFSRrHypOYgYXA73qaCq4LIZjOMMDqTUvxqv3hJUuk1BwmZKwn5F6iIS b+QI4J9nzctf9kmZWhp2QMONSc4ClTNvM57R1vJU1V/s3bu3EYsXzV+/amnO 6nrHjh238NmK+VUN9/lbv+cNG5L//tHwv/aULcY/xQOf8v5ILHSo3oM6A9Wa 9v/re/rE/wAcgCqe\ \>"]] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{ RowBox[{"Show", "[", RowBox[{ "Plot1o", ",", "Plot2", ",", "Plot9", ",", "Plot8a", ",", "Plot8b", ",", "Plot8a1", ",", "Plot8b1", ",", "Plot8c", ",", "Plot8d", ",", "Plot8c1", ",", "Plot8d1", ",", 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]"}]], "Input", CellChangeTimes->{{3.582946039016183*^9, 3.582946081822658*^9}, 3.5829558956604953`*^9, {3.582989605014294*^9, 3.5829896073542986`*^9}, { 3.582989837064702*^9, 3.58298984748552*^9}, {3.582990603400448*^9, 3.5829906095156584`*^9}, {3.5829907908815775`*^9, 3.5829908001947937`*^9}}], Cell[BoxData[ Graphics3DBox[{ {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{-2.1523979140000002`, -2.906398588, 0.69919862}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{0.054802054, -2.8572657120000002`, 2.3186938020000003`}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{2.279009556, -2.800573932, 0.721875332}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{1.443750664, -2.811912288, -1.889726}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{-1.2944623100000001`, -2.876162972, -1.901064356}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{2.1523979140000002`, 2.906398588, -0.69919862}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{-0.054802054, 2.8572657120000002`, -2.3186938020000003`}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{-2.279009556, 2.800573932, -0.721875332}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{-1.443750664, 2.811912288, 1.889726}, 0.255]}, {RGBColor[0.4, 0.2666666666666667, 0.13333333333333336`], Opacity[0.8], SphereBox[{1.2944623100000001`, 2.876162972, 1.901064356}, 0.255]}, {RGBColor[1, 0.6666666666666666, NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.8], SphereBox[{0., 0., 0.}, 0.602]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-4.102595146, -3.097260914, 1.326587652}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{0.049132876, -3.0122232440000003`, 4.3709362380000005`}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{4.227317062, -2.906398588, 1.371941076}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{2.649395852, -2.923406122, -3.5526848799999997`}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-2.48498969, -3.038679408, -3.57158214}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{4.102595146, 3.097260914, -1.326587652}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-0.049132876, 3.0122232440000003`, -4.3709362380000005`}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-4.227317062, 2.906398588, -1.371941076}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{-2.649395852, 2.923406122, 3.5526848799999997`}, 0.12]}, {RGBColor[1, 1, 1], Opacity[0.8], SphereBox[{2.48498969, 3.038679408, 3.57158214}, 0.12]}, Text3DBox["1", {-2.7523979140000003`, -2.906398588, 0.69919862}, {1, 0}], Text3DBox["2", {-0.5451979459999999, -2.8572657120000002`, 2.3186938020000003`}, {1, 0}], Text3DBox["3", {1.679009556, -2.800573932, 0.721875332}, {1, 0}], Text3DBox["4", {0.843750664, -2.811912288, -1.889726}, {1, 0}], Text3DBox["5", {-1.8944623100000002`, -2.876162972, -1.901064356}, {1, 0}], Text3DBox["6", {1.5523979140000002`, 2.906398588, -0.69919862}, {1, 0}], Text3DBox["7", {-0.654802054, 2.8572657120000002`, -2.3186938020000003`}, { 1, 0}], Text3DBox["8", {-2.879009556, 2.800573932, -0.721875332}, {1, 0}], Text3DBox["9", {-2.043750664, 2.811912288, 1.889726}, {1, 0}], Text3DBox["10", {0.6944623100000001, 2.876162972, 1.901064356}, {1, 0}], Text3DBox["11", {-0.6, 0., 0.}, {1, 0}], Text3DBox["12", {-4.702595145999999, -3.097260914, 1.326587652}, {1, 0}], Text3DBox["13", {-0.5508671239999999, -3.0122232440000003`, 4.3709362380000005`}, {1, 0}], Text3DBox["14", {3.627317062, -2.906398588, 1.371941076}, {1, 0}], Text3DBox["15", {2.049395852, -2.923406122, -3.5526848799999997`}, {1, 0}], Text3DBox["16", {-3.08498969, -3.038679408, -3.57158214}, {1, 0}], Text3DBox["17", {3.5025951459999995`, 3.097260914, -1.326587652}, {1, 0}], Text3DBox["18", {-0.649132876, 3.0122232440000003`, -4.3709362380000005`}, {1, 0}], Text3DBox["19", {-4.827317062, 2.906398588, -1.371941076}, {1, 0}], Text3DBox["20", {-3.249395852, 2.923406122, 3.5526848799999997`}, {1, 0}], Text3DBox["21", {1.8849896899999998`, 3.038679408, 3.57158214}, {1, 0}], TubeBox[{{0.054802054, -2.8572657120000002`, 2.3186938020000003`}, {-2.1523979140000002`, -2.906398588, 0.69919862}}, 0.06], TubeBox[{{2.279009556, -2.800573932, 0.721875332}, { 0.054802054, -2.8572657120000002`, 2.3186938020000003`}}, 0.06], TubeBox[{{1.443750664, -2.811912288, -1.889726}, { 2.279009556, -2.800573932, 0.721875332}}, 0.06], TubeBox[{{-1.2944623100000001`, -2.876162972, -1.901064356}, \ {-2.1523979140000002`, -2.906398588, 0.69919862}}, 0.06], TubeBox[{{-1.2944623100000001`, -2.876162972, -1.901064356}, { 1.443750664, -2.811912288, -1.889726}}, 0.06], TubeBox[{{-0.054802054, 2.8572657120000002`, -2.3186938020000003`}, { 2.1523979140000002`, 2.906398588, -0.69919862}}, 0.06], TubeBox[{{-2.279009556, 2.800573932, -0.721875332}, {-0.054802054, 2.8572657120000002`, -2.3186938020000003`}}, 0.06], TubeBox[{{-1.443750664, 2.811912288, 1.889726}, {-2.279009556, 2.800573932, -0.721875332}}, 0.06], TubeBox[{{1.2944623100000001`, 2.876162972, 1.901064356}, { 2.1523979140000002`, 2.906398588, -0.69919862}}, 0.06], TubeBox[{{1.2944623100000001`, 2.876162972, 1.901064356}, {-1.443750664, 2.811912288, 1.889726}}, 0.06], TubeBox[{{0., 0., 0.}, {-2.1523979140000002`, -2.906398588, 0.69919862}}, 0.06], TubeBox[{{0., 0., 0.}, {0.054802054, -2.8572657120000002`, 2.3186938020000003`}}, 0.06], TubeBox[{{0., 0., 0.}, {2.279009556, -2.800573932, 0.721875332}}, 0.06], TubeBox[{{0., 0., 0.}, {1.443750664, -2.811912288, -1.889726}}, 0.06], TubeBox[{{0., 0., 0.}, {-1.2944623100000001`, -2.876162972, -1.901064356}}, 0.06], TubeBox[{{0., 0., 0.}, {2.1523979140000002`, 2.906398588, -0.69919862}}, 0.06], TubeBox[{{0., 0., 0.}, {-0.054802054, 2.8572657120000002`, -2.3186938020000003`}}, 0.06], TubeBox[{{0., 0., 0.}, {-2.279009556, 2.800573932, -0.721875332}}, 0.06], TubeBox[{{0., 0., 0.}, {-1.443750664, 2.811912288, 1.889726}}, 0.06], TubeBox[{{0., 0., 0.}, {1.2944623100000001`, 2.876162972, 1.901064356}}, 0.06], TubeBox[{{-4.102595146, -3.097260914, 1.326587652}, {-2.1523979140000002`, -2.906398588, 0.69919862}}, 0.06], TubeBox[{{0.049132876, -3.0122232440000003`, 4.3709362380000005`}, { 0.054802054, -2.8572657120000002`, 2.3186938020000003`}}, 0.06], TubeBox[{{4.227317062, -2.906398588, 1.371941076}, { 2.279009556, -2.800573932, 0.721875332}}, 0.06], TubeBox[{{2.649395852, -2.923406122, -3.5526848799999997`}, { 1.443750664, -2.811912288, -1.889726}}, 0.06], TubeBox[{{-2.48498969, -3.038679408, -3.57158214}, {-1.2944623100000001`, \ -2.876162972, -1.901064356}}, 0.06], TubeBox[{{4.102595146, 3.097260914, -1.326587652}, {2.1523979140000002`, 2.906398588, -0.69919862}}, 0.06], TubeBox[{{-0.049132876, 3.0122232440000003`, -4.3709362380000005`}, {-0.054802054, 2.8572657120000002`, -2.3186938020000003`}}, 0.06], TubeBox[{{-4.227317062, 2.906398588, -1.371941076}, {-2.279009556, 2.800573932, -0.721875332}}, 0.06], TubeBox[{{-2.649395852, 2.923406122, 3.5526848799999997`}, {-1.443750664, 2.811912288, 1.889726}}, 0.06], TubeBox[{{2.48498969, 3.038679408, 3.57158214}, {1.2944623100000001`, 2.876162972, 1.901064356}}, 0.06], {RGBColor[ NCache[ Rational[1, 3], 0.3333333333333333], 1, 1], Opacity[0.2], SphereBox[{-2.1177020355711287`, -4.30596027022846, 0.6943722696301251}, 1.4]}, {RGBColor[ NCache[ Rational[1, 3], 0.3333333333333333], 1, 1], Opacity[0.2], SphereBox[{0.08824119651831053, -4.256862845547047, 2.3155813247664376`}, 1.4]}, {RGBColor[ NCache[ Rational[1, 3], 0.3333333333333333], 1, 1], Opacity[0.2], SphereBox[{1.4766100466923824`, -4.211519593918467, -1.8941588533390175`}, 1.4]}, {RGBColor[ NCache[ Rational[1, 3], 0.3333333333333333], 1, 1], Opacity[0.2], SphereBox[{2.3115698964030447`, -4.200188526487233, 0.7175381519050488}, 1.4]}, {RGBColor[ NCache[ Rational[1, 3], 0.3333333333333333], 1, 1], Opacity[0.2], SphereBox[{-1.261598877177906, -4.27576666385336, -1.9064957953665862`}, 1.4]}, {RGBColor[1, 1, NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.2], SphereBox[{-2.1870937924288727`, -1.5068369057715403`, 0.7040249703698744}, 1.4]}, {RGBColor[1, 1, NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.2], SphereBox[{0.02136291148169045, -1.4576685784529535`, 2.321806279233564}, 1.4]}, {RGBColor[1, 1, NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.2], SphereBox[{1.4108912813076178`, -1.4123049820815325`, -1.885293146660983}, 1.4]}, {RGBColor[1, 1, NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.2], SphereBox[{2.2464492155969547`, -1.4009593375127667`, 0.7262125120949507}, 1.4]}, {RGBColor[1, 1, NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.2], SphereBox[{-1.327325742822094, -1.4765592801466403`, \ -1.8956329166334125`}, 1.4]}, {RGBColor[1, 1, NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.2], SphereBox[{2.1870937924288727`, 1.5068369057715403`, -0.7040249703698744}, 1.4]}, {RGBColor[1, 1, NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.2], SphereBox[{-0.02136291148169045, 1.4576685784529535`, -2.321806279233564}, 1.4]}, {RGBColor[1, 1, NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.2], SphereBox[{-1.4108912813076178`, 1.4123049820815325`, 1.885293146660983}, 1.4]}, {RGBColor[1, 1, NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.2], SphereBox[{-2.2464492155969547`, 1.4009593375127667`, -0.7262125120949507}, 1.4]}, {RGBColor[1, 1, NCache[ Rational[1, 3], 0.3333333333333333]], Opacity[0.2], SphereBox[{1.327325742822094, 1.4765592801466403`, 1.8956329166334125`}, 1.4]}, {RGBColor[ NCache[ Rational[1, 3], 0.3333333333333333], 1, 1], Opacity[0.2], SphereBox[{2.1177020355711287`, 4.30596027022846, -0.6943722696301251}, 1.4]}, {RGBColor[ NCache[ Rational[1, 3], 0.3333333333333333], 1, 1], Opacity[0.2], SphereBox[{-0.08824119651831053, 4.256862845547047, -2.3155813247664376`}, 1.4]}, {RGBColor[ NCache[ Rational[1, 3], 0.3333333333333333], 1, 1], Opacity[0.2], SphereBox[{-1.4766100466923824`, 4.211519593918467, 1.8941588533390175`}, 1.4]}, {RGBColor[ NCache[ Rational[1, 3], 0.3333333333333333], 1, 1], Opacity[0.2], SphereBox[{-2.3115698964030447`, 4.200188526487233, -0.7175381519050488}, 1.4]}, {RGBColor[ NCache[ Rational[1, 3], 0.3333333333333333], 1, 1], Opacity[0.2], SphereBox[{1.261598877177906, 4.27576666385336, 1.9064957953665862`}, 1.4]}}, AspectRatio->Automatic, Axes->Automatic, AxesLabel->{ FormBox["xl", TraditionalForm], FormBox["yl", TraditionalForm], FormBox["zl", TraditionalForm]}, Boxed->True, SphericalRegion->True]], "Output", CellChangeTimes->{3.582946089029871*^9, 3.5829462888350215`*^9, 3.582946495862985*^9, 3.5829491081187735`*^9, 3.582954916774376*^9, 3.5829549538088408`*^9, 3.582955528903851*^9, 3.582955829048378*^9, 3.5829559007773037`*^9, 3.5829896148735113`*^9, 3.5829896710804105`*^9, 3.5829898560811353`*^9, 3.5829901926517267`*^9, 3.58299029734351*^9, 3.5829904142033157`*^9, 3.5829904630782013`*^9, 3.5829905666155834`*^9, 3.5829906145700674`*^9, 3.5829908069340053`*^9, 3.58299090089297*^9, 3.5829909755235014`*^9, 3.582992021817339*^9, 3.582992199922852*^9, 3.5829938456609726`*^9, 3.5829943583402734`*^9, 3.582996130700987*^9, 3.5829961866894855`*^9, 3.5829962494015956`*^9, 3.5829967669325047`*^9, 3.582997082583459*^9, 3.582997206759677*^9, 3.582997411759637*^9, 3.5829975343134527`*^9, 3.583032744816535*^9, 3.5830328113974514`*^9, 3.583032876901967*^9},ImageCache->GraphicsData["CompressedBitmap", "\<\ eJyUnQeYHdWR7//vjiScI85hnfZt9Ma3a+/au15H7GcMDhiTkQARjQAFkBAS klCWQDlrcs7h5jQ555zzjBIa5YAAA+9f55y+0zNcyd/Tp+rb985M9z1Vv1NV 55zq7l8tWPr4wqcXLH3i4QVfu2Xxgmcff+LhJV/72TOL+VHM/wL+1+OUJV+D 7L8HWJv3+P+9J2Qjn0zvl6uXGOhfUj9B8p/9Uam8zJEfpNg+sP2u/EvVe2Xy 4rjRBzc40fW+dqv5k2vXruHy5cvq3T79o2b1Mlf9qKysDHfeeSd++ctf4tix Y9avNKqXD+DUqVPYsmULbrnlFng8HvUr3/zmN7F+/XpcvXp1r/7tuigHlL8Y GxvjN9Df4wc/+IE6SXl5Ocyf1Zg/m30S+bpz1c/mYOXKlRgcHMSaNWvk5Hv0 X1aql3kzTij/Wlpa5K9vMgeWP+K3xMWLF7Fp0ya1v9uu0ZvUEeTcixYtijRQ jiZH+sCsw8g7l8ulmmAOcyhi5m9E+Uq2BjmMGi5cuICHH35YtfEm8yf248tX Ne936VMcjgLO16IofPny5Urh88zvp6amqpPrc+jW2s9knc1SzE599CNRUPuy rW2iGEvdcgo25AO2tsXFxdnOGIO9e/diampKvbN0YOlQ3u3QZz0a5axfsJlo NlXyXtT4KfN3+fn56O/vn3Eamyqt0yyIdCzDpfVPnflfo3yJz92AUQtt+WLy peTdJ6J8Iev3hoeHI9p+TZ/+oSjGdUT5Gv9ouoP9M/777HWgM/3g81G+zJwo RnhVH+9h01b7Sawv9S8RzX3Gxp5oxGJPNPKlG5zQbo5X//9a/xPjjaL1LVuH jXb2uVF0v/19MMydAYO1/5MovcwgH7GpMC+tl3dfjHL+eVHUvU2f4bEoLf3B jb3IN8yfyJEaGhpmnMGuX3OGRyMt/EGUplg9+C+jHPSmKGrbqg+aep3QIFqx ebdvmSN0d3erxus/er8ytuijJl2n4dKveDRL3fIj6zt+8wZnsCvDnCFhFrf2 7/33UQ71wSgq2KwPFXudLyuvVMs/RDnah6I0fZM+2vMRK33TnFiOK5aRoGQB Jz+xvJ68//YNTmJvvTnJsugO5C9uzJvVd+2xJJquPhxFVxtveOKvRAHSimAW fEKT5VujnfUjUXS64YZn/ZJprvhHOwNr166V5n7nBiex6/TGJ/l8lKZZKFve zW7JfzefSZiUcCnvPhpFoetveNbPmrNeP5mKiQQpkX+ztUvOIO8+FkWhr8yG 9ObrIGNizg9ucFy7Ds1xtxp3c708TL7+/0Q55MfNZ+IMLAWt04fcdGOm7ZmY 5bmjfelPRFHGWn2GDTeA13LHVp8V+e8bHN6uE3P4dbYG2NMtE2X/r/nLRx99 NHKGT0RRxxp9tDXGMUb7slYP41miHfWTNhVYXvdlfdTVN8DNHhstr/GLGxze rgJz+JU3Dge/MX9pz2c/NUsF8k5/S/xWXuZMe9h5M4LArl27rL74uyjH/XQU JazSx7V+/f2p+QevR5/6aWFhoTrjjU5nV4o53a2RZsyZdWIRu0edHTwsB2D3 49F0eHMUHb6kT/77KKf8QhQryT/TVrsfl29zvbN+JoqGV17/rJ+zuQw70FZX kdf7zN/Zhx+fiaLZlTZA3u9Tb5T8O6I07l7zmT0B/GwUlb5ow8eWU18X94ei HPdzUZS2Qh/3cRsJ1tc2qQkW3uBQdsWYQy38MzTb49gjUQ79+Sit1y43Mtqw 82od1uJbOorVaR6OcvgvRFHCC/rw828cBf54g6PZ9WCO9sB1mLN6snzJp82f 2/PoL0Zp//P6kPdG8fJRwpSoxgpTf4xyhi9FUYFOEXC3TcOzqYoWpp4yn9nT ny9F0Yk5fLTh8tej9Bj5J++fj3L4L0fRz9LrH/6ravv+gaDJPSz/Fu1MX4mi pyX6TH8X8auOyJ7dm9rzEjudkjVWV1fbvnT0U4ruDh8+rHRnTvnPsxpnT06v Q6xlMXtWHO2sX42i0sX6JNODeAt1+7kcSn0ximdL4auinOAvzGcJCQnqc3n3 3OwT2Gcm/gzdcv4/dy67Cp+7Ph+fikK8levMtenvRs37WhT9PatP+bMb0L3J /Jk9i/96FE09ow/14+s4VuPxZziWjTYlWN/o61EUYw79wyjufza6VoeRdxui HP4bUZSgY5xJZq+L6YPqx3PQM3mWck5Jfu2Qg5thOtCCmmEUVA8jv2oYFR3H 0TPOXxk7i9PnrkZOav8i34yiQu1o8X2bT7YnPDJ0sFRn5QGnL15Fz3F+k4Zh cl7QOCLBpXEUhQ1aHCiqH+WmbpTepah2FEU1lGr+sGoEhZWU8mH0jp5D78iZ v7jB17Sbw3zN/7ixvuwjQsvPW4675/hZFDQNUfgFlKhv2jQaA2cTv66TLfgo XPz+znpKnRF+fSe/vpNf31lFqRhBUTmldBh9I2cxdfZqxO/a2/CtKDbXEQff uUG/ihZJfh9R+xVU9E2ioHmIX7ywZYTfvkW+eMsoEXFx62o2Iu1xs31z4WKr 3A1aXGyXu05a7aoV07isNlVKuyhlI3CWDKO66Zi0y4pW9lHGt6IQpCOdGQPP 7M/SNDHNgxEbnFFfv7B1RElRm3wbZxu/rqtNWuFu5dekuFuUOOBpllZIWzwi 0hqKR1HmZns+pFrkZnvctJJLhC1ysUUuWslVSgkPoW/ozBdv0Bo7aE/ZnO91 XIr8xAocErLuM60TA1UOTLJlbGGbtG5Et04iJbduIw61nQcPt55WI2ywtNXb bBodA6+t0Q61/bBquIfN9tga7WaD3TSfmw1203yu4IDC8vNRWvyXUbB8Urf4 n6LYb7answ1xcY/V6ktXCeMAWzusWmxs2q6g5NZtxNMuLVNW9krDKd5WkTE2 tUVCio9bL/Ug4tO6MGr4kGq+NF5s7mHDPfaGk1t3eBD9g1NW9m0fEf1v22cW s2Zd79tR3In8k/1ZYy5rpHeXaXbviSkUtepmO9tHVINJcYf0vA5ppKdD2swW UfjqYKvHeSwft772cfXq4HZijuxyr3UcH+N2zKhhTDVfGu81TffYmu6hJ/Uo ew+ipmHiszdoth1u02yVo5nMb3Y+ZouVC4x2qgbG2cwBkjykm8qWWQ2lSTvG VGvH4VUywRZLo9on+bGfW9nza3HA3/H+jyeUHvARpQNfy7hp/Zimv0HTrlou ra4Yhqd0ELWNE5+J0uq/igK4HsLhr28cO6yJFvsw6UFLA/1jbH0/W08NdNCn iHSKBjoFXE/nOIUNV8KmsZG0dMcxae/xefB3HmejA9z6I6J+dowmF40ofVAF vtYJrYRmKqGJSmik0OxeNt5bzcZXSuMHUNs0fnOUxv91FNL1wojRyxzlv2wB R//0o+g7cdo0cJANHDYNHGP7xiOt87BlXiXHKMeF3s7jMWzKCbFo10kEjHB/ LgLdJ6XN6qMT/EiJQzX+o6rl/vZjbPOkEm8LFWe1uYFSNwJvDaVyiO3tZ3vH IvPxfZ2jqEsvx4nW0Ui4jKYEO/czlBCjGi//xHk/Zhz91KUrcLb2UgMEvWOI rTca6BqnsPVdk2yxt+uYOKqu42z7CSNsMIVN6zoVw2afYtt7XmfTe04xheZ7 pQoRv9LNCQ0A0zWfpYFWSjMt3zSuW18vrR9m6wdN60et1XNPVgV233MU1c9k oG/VUVwbnc7F7dMzfxOlGzw6kwT599prr6lXkqAnJz6EqYuXqYceRYOrYzBC gkvpYZJ6OEY5Lqo4wXzRxzb5Ok+xTadEAWzn6/BTqAKqJNBzmpteboK9p/l1 An2nEaTwI+jPblb7gV79F1pORbTmV8o9obTlb6O2Wikt1FYTtUVN+RQnQ9TU ALxlvThz7opVrrDsDznY92AjBnf246KzA6PJiRFN2ecp/jZKn9G6MB50noqI 1kxcMBi05oT1FM2nUD3A1Kmtl8FugNoaFsegiNHaOq4U5RU1KTlFoYqUnKaq TouSKFOiqCnaJchtsO+MJXMR7D/DT/umjCZFR+x1oqEu/b30susHyNJx2P/5 6obhqx6Et6IfnrJuSzNP3dGAfavOYLj8LVzsfwOj1eU31Iy9I83QzE0qD5BR gpVeFBcXR2bM9Tzbx9B3/JQCytXez4AxRJcyqtyKW4NE0erxGtX4tFrYn7ql yT1nhJte0cVZJTFUyFnCM3CWpglxGzQS2e8/K79zxiFKw8c1YKJjwZIi/wQs X/sJpTJfyzEFlFJZraiMMFX2opYJ6jyjsxe+txelsadQ0/sm2runcPXKG1F1 9ndR+t0jdp3FzNCZNV6x601H3U8wre9i1tjL3GmAehvWOuucNDrT+vIaffm6 pogTpfsMm0jpOSu0KGX1naMytIjWzjkQGjzPMUuQ29AM4S9R5DU0cE5+1VKn aJN994xiUygVdSo1CsYd7Pnt7KdUpZ+qVGpsGKEqB6nKPqqym/3SrH7ORc5B P0ILA3in+SSGxsdw/PybETdu1+TfR+mXD8/UpJTHdHZ2mnfv1+SDpoP2nTjF QUU3s25DYIcEtgnTOU8qLXrtWuw6Q02ehb/nLFt6ji0+J2qk9vrPswXBgfOU C1TUBSpMv96E0NAFrdmbpzVrabH/rKH3jCJZ/gWk43fatNd6QmuUEd9XTwhr B6i9XtR1jFjJ98Yf7MX5zCG8d+5MZGk+msbs/fUGGpsTRWN6ZvbDcDZ3UFvC 3iC1NWLC/zHD3bS2fNSUdFShjYq6ic07T1Col/4LWkcDoqOLVMdFnjA0JNvw MN8b4b5D7czVHw+JXNBCtQqw5x2KXUZVqlCprkcgp5k6TxvXdxPVR/gYQv3M Fn31BK+2lwlTF86cv2Q62RxseeQI2l6sxXv9p/DuW5ejqfDbUbrvQ3YVzlW5 gwQEeWdlktHg+6E1ar9wFT0TevomhntqK/M042cNngbS4ycJaZeGtH1YpdVK 5Qx/HtXVT1POUOVn4RM4u88RUGpbpJdaVlq/KBoTlQ5e4mboEk8WGr5EuazE gfCILGCFuA2PXDI/u0Tdi5q451Am+JyylxhA2U94pwWU7nvPav3T+ApXwbft hOr4fqYv/gaiW99P/XcT3SHVto6GXhz9VTquBSfw1rnJSC2IfeL9H6L09gUz FS//Zs/CRWP4++aznmNnUdF73JqlalCzVDJDVa/FgUIOK25CIXPrQg6pCplf F3CAUcABRu/YOfSOnjVr7TfD2dQGt/IggzKOpXGkP9APM4x4O6U/TGnDdJ2j cc4bw1ygui4S24tU3yWqkTIoclm0rMygzHJFSXiEr5R5au+DylBiJvmdsPq9 S8qgqovQOtK7NP1zlI8XJxUQLrrO6I8/NN0pOID0N7BT1LNT1HaoNh18IgPj u9rx3sTxD93AHnZfYuxhTenap4odxkYyUJZ/9rmDeVFs9F3z+z3HzqCi7/h1 5uTYMpmUczYYkUlFp7KZNSNXVEWp1DNyMqE4de6qGSd8gYnsJbjEjzGp93Dk KmNxD8da0qGUzTpps052qE52pC7arPsC7XbR2OySsdllsRcVfgXBIRpoyBhr +CqNc1X1p6s3ITx6VfzaqLaiEYcy3RxlajGcsr30TfGNH9eekj5TBRoJOh2v T/ckDoX8TexJjexJ9Z3Y+FIiPPO9eKf+BP50ZSoyFLLPtP9jFNc1/89ZbGY2 8sEolvo34zzVzF3TEAqbRyJTj/xVmXt0GXGoucd5MvuoJuxEItOPYjuXmhCW uUfXjBlVPfNY3XJcpq0+YLpc3/ETcDMF8rQNUBiC2jlE5DDA2yFdjr5QmY5d rpOm66LpusV0l2i6ywj002z9NNnAFWW60NBVscZV8YYjb9A4WmJosjdowjGz q/ZEHOYHNOvnxMLK1truV3SnHbqs7BmSPt1/UYU8y6ABOukAv6C//ZTJidgD qTV/E3tgQzcW3fIqzqYO4L2zZyOlXnZD/lMUV6gzGT2jN2ttLSaKIe31cZYh /8UMZnqOT6GgeZBGHEaRTMG2jk5PwM7Vc5StNlGG9TSzR3pkVllPQxqTRuZe ZSZ5et6VByylPZuVPU3//zRq+phLtPTQmIN68q990hiUwa1jShtU/KdlzB4a s5d67rtijHmVOqcdht5QseoNY83QyDXa6Joy2jX2xbFrgjC3YSPatp9RRgwb Q6qOLB2TnTs424jskQE6hwB7ZEB6JIfn/pYxGnEIm7fl48DiHLzHQep7b1+5 oQHtvtMY8KuzeqJ239O5WSgUMhnYtAEto/6jMaCaZe6fOcscMWCMMqDHTDTH WPOtraORiVWvzKqrWWaZW/yIMqh9htE9a2ZZmZTd01U8jOrGY3rQ8zl2bEbE lj7tWdvGac1jFHZNKk1Zs0N3TV/XRVqTluxht+wVS141lnyDHpXWG7pGg1wz VnwTodE3lSXfpNXGZGRQPP4mwkaKp1+l26rNNVqWhtf9V+HwhurqysLitsXC dOUBsfCMLkrrqmEL/W3rOGLzqvH8PfFwxpWht7c9Uqpot6y10Gz3sTpl1mur jtn2tHLtj0Sx57fNGLr3+Gkzfz5k2VJNJrvUhLK7XXpe+6iaNJ8DX+uomig3 k+RGZKbYYSbKZ9jSvkLAbukqGUGNLO6cueowvXKKkLqbOuBp6YeH7kAmqb30 WsqW7XSzHWco54ybpS2NHQN9tGE/bThAdQ9eoy2vqV75puqVNNPoW0rERG/x KxdzGx7XUmxeHWpvbuQz6/PiMcWAsi8t+ykFh3R4JUMCzxUVmgMSoqXXik1l 2MscOUB3EmiX6aIJLHs2DSkbw/AFq9E+1BfNpP8Sxdvefz2T2nP/j9pMalU0 /p3polX942ZtYIjm1GsD9glz1Sc7xAXSfrJE0DHmUDvz4Gujo6HIO3n185Wf OdQbWp5wCANKDAXa8l+D175GQIfsrrSWRoaUI5bv1nfsOM3NqNo8oL0CtaTN fUqbu53dtoPdtvOC6rba3Fdpbm3qIE0dGmQ3HaIMv0XL0GQio29Lh32b8b14 /G1aUUux7bV4Qu071Js55uO3FB4U1edpauUDRoxPGNIeX2VhytQXpx00U6ZA J03dcQJxhc3Y/EQBvLlN8NU1YuD4yRuZ2u6X7//zGZL1mYw9otX0/o3JZWWN QIw+vUoiq3+yFsQO3EmTdNLQnVK1LOsksjwwTplQMo/p34TM6nGcLXsisj4w zk27LA7R+N+YNnpzlEUhdnG1IFQ8qIzdf4zpU1M3DT0oS2w0MqMtg5m3jf65 jZlvx9npPi2GNn06oPo0+7My8lvayMNv0yZvi5Epf5Ku+SfVbf9EC2qx9hl5 J/5ECMLcyt70zwwUY29b1n4Ln1SeItK5h96IdOxgxFmf1R1bnDXz9kfvPIrc /XVwldZSGz2o6xuI6qitcha7o9artGbNd05kqGJWgT42Cw6x7l+brFit/rT2 07KD9Mp6cUTPYo4pq8oCiUMt/tBBc+vrnNSrOh2y4MUxfAy//DEiy0ij1g8C auvvmuQeRX69M2L09nF8Ra8StprlULMGqPq36tuyCmbW/jr52sSkirmJWjVr FTOfVGb2tZ+ZaWab6w7008QDb1Lhbxkzvy3ue0TZdfRPysLhsXe0jL+jXPU7 kklNvEO7apmrtnP0Z9McOJSRP6VoCY2+pW2sevNM+wZ7ZzruzXuKsX9FMfy+ TgbkXqqAo9XmVsu89lKg/xPFad9rN69Oh2UUKiPQT8yybXNzc2Ruv6pf0t8+ iln20bZ1KKPGcGBP/0gbiUllvesY+2jXcZno4jbQfWJaek4g2KNfHWqPRu85 zj35PVksC3QfwzeV6cXofsXIhKx+0rVrY/uax7SxaWhvnVnxqximf2tAVlm7 zcjMtVrtRj6nHXbXTIcdGDBGNgYODf9JmTg0SqOOvqNi7DvcjL8r/Zbb4ol3 ac132TzZsyyrhRTojn8dyw7Z/fS0ZeNc7Vg6PxuulHYEGrrYZg5r2/vYjrYb Wdbuo6NY1sqhZhe9i2W/ZYZAvWrdoVdbtt2yrFnSNGb1dh1zyGqeQ63Lxeil SrNaJ1OaJ2UCvZdRhiKvsmZ1StYVTsrnJ8Wevdrulp3FysrGxr4+2lc6s7Kb Wt0cjaxubkj0Y1NSGbLKe/TqZ4uxa+tp/g3t2h7Frv3GroPSed+22VXsGRp9 V4yk7fkebfYeLSkr/dzGKKN+Vhk6rOQd3c1HhYi3VSiX/E18cdBKsixrKl98 BkuWFiB5ax0CZT0cHfaR4hFtzdZ2+6U9lsv9tyhu+J6Z1pQRj2XNT0Wx5jeM NdWyZEu36quu9kGz0GbN4ytLUo6LNWWVueukxNRus5LY8zrt87paZQz2vi5r Iq/LrFn/6wgZ4b5DduRnp2hWMW6Aorq0dG92d/Hd1mK9v81aqGe3bdQm3ZgS wObUcmxOrtLm5ADY26LN6bWb08qr+qy86pryw8EhGmHIdNER6aLvIkRbikXf m2XRObKlU56UsYV8IHvqlRKWV/XLlpXfsVvZoTrtR3VqNcvIcZ5ubPijH97C Po59h/hdx9luGrmDRm5rRzQr/3sUb3z3TCvbx0Kzr8kQK3/dWLl6YOT9S6kR C+ulVF/XSbXWrqoL9IqeXjY2q8zz1LJfqH+KDdOvoQHuD0zFyA4bP3BajM+t 7EWML3b/krZ7z8mIzSVuS6HCtL3Hlb03pdLWabR1ajX25rVoWzfT1i3suq1R bN1rT620rR2q437U2Pod2vod1XfFbJFOOvHutEltZtamn2tMPu255e8cyuif NvHb1rmNu4507oFpuz90dzJyDnbQLXXz+5L1nglt984/b3f7de+z7G4fMN0c xe5/Yby4XiNm/iZFB+1DKmvWfvpYZJVuxtK5rJ6ppfMps14+Jb5Z1nxDA7Jg HBo8QzmrXmPMNjx0xnwui1ahwSmZgR+YMhgYFPpe104eX9VlG6pu5bgqWFGl Gi26TGNvfhU2p1eQgRpKHbLLh5X9fS2zXLey/xWb/d809qeYtFr6u+qeOufS 5purgm/YbtoJ5dYn6eG561DJ1+ciITpsEm2duL19XY8eMEbfdKAKe1ZUwR8c Uomov9cYvdsYvb0tqtGtqzolP7Y+u2um0e2DqNmXCYnRvxJx6ZfgbO40i9x6 oVHXGx2LFAXQ4A5VKCHefEot+6nlJ6seQCoBQgNnY9SqNYcdQ+foQs+p18j+ sAhRGOLvhofOcrAXspGgnIM4C1Wa8roO91KC0jVdeuJTpScTSAi2aquni9Xr 2fsbGNSjWL3r/b0+MPimsbo4YJo9xvhkbbMYZb3pBFtepZO/E6Pe3iS7JvP+ U2R0ZRlcp9yfnE7KRmYZnR4+zteH5xbkoyiNnr1lBH76O210evhuJmVd2ujW vIa9avQ7UTz8H2YOp+SflZkx545m9y+bqcPqvqHp5fh2vRyva8uOzywCsQoa lMFpbBGrmmFAihT0Mnt4iK9D+lVWl9V25LzaM+JQFPwllXJOIRAaOmuMrwEI GQAidUiSNUjtUccJNUGYGGrD5oxK3d1T6/jagITAAMPB69PuvsNu+CuR0K4N b2Xhb0VG0tJDpy3/wWmj2g0sr5PT+w61F6N/R/X4txEZb429NTMrFwAGp3v9 4hdcSNjajEAls89u9vQ+tq+PAPQSgB4BoBcDp07dyP52T2/s/01jf6tGytQV zr4KTuz/JePspbjAxcTczcRcFQZ36D7v7TxpClp0YYG/66ye6tHlF6r6IiSi Vj5ldXqOKhQIi+haAnrNEbW54FCm/0bEC+hgcFZZXKpZJGIEVWHQ66qOSlWa tZ+gpdtpad3Ft6TVKktvTmukczeWbjunJ8iizIUG1Jz2NWVt5XdH9BworaKM 5FD2mqcnRN5vabtxZbJMRP/JZ/TU6ZiRUT1NHm3iJM4/gLVPh+AtGtbzDYxr /n4xNPd7mav2DPGr99DQJ6P29O9Gce932i09c/w1+yI/cQ5fiMT0k3C1mIKG tmF42sdt66+nTA2JqbTpPmcKGc6bQgYpPbiozHxRAvjQRVWjIBKjKhfEe15C MUVeHWrvJvPZRSVhkRERwUOQESK+ZmiwapssEqZ0PiG5hSLhuHb0GUIBHX16 vSIhu1JGacSz7ew0BWr2TNL5K2Z0pqdJg7aVjZBZ2QipqS/aMMZMhr9tdeGJ t1VO/7baC2vry8dvyRLIxPTcuVoKGXsTCQ0chyY2vE5FJ9SfQkIdpZZScwIJ 1Sfw7Kowdm5vQnZJD9Lqu5Fe34n0ujZk1DYjo6Ye6dVVSK8sRWVrHSbGpifR 7Cz8RxSv//vrs/DFKCzoSxA+oesnWnp0/YQsUHFU7JG1P1M/4eucMt39nK2g 5aKeJzL1LCq8X1K1EOERI6OXaWq+jqlXampMVtyLx/hrY5oOkuBQGHxFQRBW xUXnI0VuoX6rLEsDoMpY6fTF+FsyapXht6TTBVD2Fnbq/D5i/AuzjC+Odnpp KzislkRGrsm4/Jq1oEH7zdGWnNBC62pDf527NK4l/MVEOp09FePY4BvABvbs Db5BbPAOYqN3ABs9FHc/Nrgozj48sM6NJxeHsf5oM56PD+GZgx4s2u/E+jQ3 duS7cMhbhIPuXBwoSkdzrRdN1ZQqSqUX/e11OD46gIvnzkTuF2Ivqf6PKP5/ Fgn2Ed7sy1yFhM+adFDWm1xNHba1Q7k6gl6BSpeVYEVCpzh/mT/SVTTBXl1B o1bbB/WirS6L0cUWMar0QhZ9r1CuMh+Wygy+IwrjV3hS/YPLWoQXcRsjl7R7 UJVoVsmZKdqzqOg5o6t0+cUSw92KiC1CREYjT7CZ208ju2qCI3x7xi+BQVPh l1qEAVKhykeu6gVPCctm2To0qleoQ2alWsC4xsw4PHFN7VmS2HIKe6rIQZA2 VzKITcFBBzYxB/kiNhGNTb5+bPL2Y11hB15Iq8BzCQH8YWEe1u2qxzrGscVH vVh8xIMlh9xYctCJJfsKsXh3LjYlZ2NnZho66nxoF6nxoa2ar1V8JRpt5V4M 0kmcGBmYG4WM/7TFi6ysLPXujplk2MeAX45Chk4VP64KPlxNTAtbTcGHWlU2 BR8dpyM+wt89XVsVlEKPgcsqTlyhg9D1OXqZX6o3iinhsauqqKN47A2Ol8fV 5qrCQ9IDbsOj2pMoIuxFiKrO87yprjI1hwwQiaFu+oNa5Re2pDcqGjZnMCEM yVLLFMfLZ+nUtH/w9ZCG3kuahH6h4bKO1eaLBlUh0RviIWSjqxXGpi0fY7ZJ JGBjsA8bwwNs7KbwIL3FJu5vDmnZEuzHlkA/NlNW5dVjRWYFliQHsDQpgLuf S8XqdQxmqc14MTmE5+O8WBbrwbIjLiw7VIRlBwuwdF8ulu7JxMYDOcjMcKIm 7EF3nR9dNX50EodO4tBZSSEOnWVedBR7cWp4IFJ9Ymfie1Hixu9mMmEfIn4l ChM3m5kiZ0ML3M298LQaTyGrWO1muVIxoT2F1G5N121dNoU/V9UKoq7VihT1 FI9dk6m0a8y4S9jNio1M77/B/TfUK2FRCx9XlW+5qt0IPY2uovy8zkhs5XiS oOoCSSuYnGTWMAuUTAYSpw4kCpT2c6ZOQlef+VUJ0yUBxaGc3RzFSnBYVweG RqSSaVRVMhmuQ7pgids5xOQkNoZ6iQa9QfEAfVTxAP6KW9Ihwo+3hPqxlbLe 044XcyqwLC2AZakBPJ8SwFN7C/DMYhe2xzbjlcxKvJDgo3jxQrwHL8S68MKR IrxwuAAvHMjF8/uysCeuEEfjnThytBBZaUWoC3nQW+tHT7WID90kpqeCQmK6 S7zoCpGaIV1qaxHz/Six5Tq0yArsV22/LgsE4lk+bTyIq7GdtPQZWqSOwdSk tOsMQyo0VaWf8h66VExIkVGSlGRKydeIrhfS/lgKEWJU1clcFZtLKMVGZN+h 9ubMBkmYUaTJpcHTVYGmjlNqOBUwlmc5a4rBJcb0qkxDZRyEZUsWgclqUIMP 5VkIi1dlHud1mSnTJL8sikt9y4ApLQ0OyU2DgsOmfHTkiloXuKIW9ggQGc5j WNtbNUJKesWZEIy504gY2UpxYGu4j1ZYmVuO5zOISHoAL4gQmReIzMMv5GD3 vnpszW7EiiQ/Xkz0YkWCiBsriMWK2EKsOJKPFYdzsXx/JuJSXIhLoiRQ4ooQ e6QAoUIX+ulo+olNH51NHx1NH7HprfCil9j00NGMNtZGLm76rygBR99wxiwV 6KGoXMFoCoVn3/VAfvxJMyM5dYHZSCOzkeZ+eFpGpssh2nT1i6/D1IdGakMv R2rRQoN66CU5flhVvOiiJJ4qtfo4jmR1IKfyuGJE8v0SSfUmtThQMqkSe25L JsnT5Js2vhQ/16j3YlWOqCOZQmjYKlpTWbHyNzILpvwNA1Nu9YianRBfI/hs tvBpOmUC0xlTlzVdpew3BfuqPIrHDEiVqlSrmorxoClDFoakZDmxeZLcMAAW 08sU9/G1T1Khkj42cQv3txpxqO238FJeOV7IDGB5hhHys4KyYEMmVq0O40he B9ZmlWBlig8rk714KcmDlYkuihMvxhdiZWweGcrBq4n5SEh3ISGNQo4SyFF8 ghPxZCyPrqcx5MYAORogRwPMYfrpfvoltWXA6qPr2fjSi5gYGvjvKLHpNzPx sVaOzc0jvjYLH/FPnzBpbt/kcbgbu+BpGlAXcHtbLXyo8DaNj05kbQ5H8Bm0 Fb4Nv2kqaN5SRVLpNSfx0otBxG0pRfpOD/wtJ8jH24oZNUbktmRaNEpf1yip 0YRxUapMzhRBSmncqFX8aFWvXtQXaYgLUhdUnFYzXnvzW9RId0uEn3okBGW9 1nJBpmq6y1yC0KtH7X6y6CBBF8T3yLGHLiqO6I8YJeeQoUvYWzloseNQ4HxS gbPFyFYRYrWNstHfhheyiAvl8f1p+Nmi1fjePU/if+5+Cj+m3HrXEixeGY/X nA08xUtpPqbBq1KJT4obLyW7sCq5EC8lFuClhDwilI3kbBeSRDIpGRRilJTq QmKSE4nELOFIHpqL3Rhq8GOw3odBpsKDxGiQI6RBuqKjr21BKC0BV85O/VeU gDUDoZnD4m9E4efjBrW+yRPkp5v8cFjcMqYj3c1axx1nI9fxCTpBFauu2tCZ nl+S+b9iysJl5diwcQxpB4fgzulCfqBFZg8Znyb/RG9TcuxPas+ip9giSBzU F0wF3psq6GlqrtnKZW3EyPSrLWjl1gxjc7KeE92cKRlOHeKDPWzUKU1N25Sq CBVqHOrSlY+QGpLTR3L6jUgwHGQnYdodFGEavq+SOUy4k6B0OzQyW0q42VrS S/1ZnGwiJyvIyIrsIJ4gJ9+57yl8/94/4kf3LcIt9z+DW+9fjHseeRHzF63C Xc+uwaoMP7/E6nThZXWaB6tT3ZQirE4uwKqkPOxKL0BqngspIrkUMpOSRSEz KXQ/ySlOJCUWIpFuqaXUjeFGP4YbfBgiM0O1FI6qY3duQXFmIgaKPbg6zYs9 Yv16Ji/2wbOV9Ij7sfD6mEmU+yZPwt0gqmWCI8UiLZMKEFXU1W6uyOmS4dFF tT8zVNmh0VPPxZRHXujC2sNXseXgKax4MAP7lyartYaSY5RJqe+RvbkReoon rde3VWx7W1dxflmFvkgh7rD2NPqaB50Za2amzGzrCbVsujmlXi+kZJCZADtC 40k27BQzuNeZwZ02deFkp5seRwbjPIZfPFb/OYeC5rsMWOfVBXd7K/qwKdSB zeEuQYbBqIfepYfQ9JAZ/bpNhJ8rarIDeJHUrKR8574/4j9IzP/c9xx+9uAS /HLBUtz5yEt46Ll1ePC5l/DbR57Bcwcz8XKmn+IjP168nO7Gy/Qiq1ML6SwL kV7kQXqhB2mFbqQVUPLdiqTUHIpFUKoTKUmFSIrLR2uZB6NNfow0+jBCekbq vIjbtQWlOYkYlkH3THrsAev2mfTYB9jfikLPR83Q21XDwVRDr6ZHSlGaj0Xo 8UXouRCFHkOObfFC0TP+DjLqrmFpwjk8tfV1/OHBJiyfn4Wja90k5F1B5t0Y Rc8cRVKJWcgoVlPd42/zy85gxvgalX1EyW70lfOT2JxUp9dgOASP95GZ+hPk hsKxj6f1lMr25QIRtYwgQ3bFDYXH8vefFXaIzjnsLaf7CLYTmE4FzRbxM0LN PMWL+JltIoxTm/zt4mUcCpav4e5X9uK79z2D79+/FD9+cBl+/vDzuH3hSjzw zHo8smIDfv/EUsoS3PPiNqyhc1qTTWyyfFiT6cGaDGKTXoT4Ii8y3D5kuES4 7/QqfNILKEQnLY+SQ4QYsFL5+ykpBUiOz0NbucehuLkJo/Q7cbu3oCw3ESOM UyPlHgyVuIWaqKOqWdjYx+Czbwsjv/4RkyP3i9OpJzaNQ8wkx6exadXVZ9Gx MQ5nSDuckK4cFWx0JeE8tZy9u+Yqnlp7CnfOb8EL83NwdJ1H3M17snnXoaD5 e7PwaZZEVAnpW4abWcwMXpz2M2oELnUCJ9Tqdk4NY0lSLbmpRZyHCVvdMXga jrMb2Lk5pa5eUNdTkxsfj+HrJT99Imewp6wLmwKt2CzMhCQudRIXxY3CRkIS c16HIuYfsLqgAi9m0b9khfBSdgj3rN+P7xKY/3rwBfxkwYv45aMv444n1mD+ 4ldwz5KXcefTyynP49d/XIU1OUGKBmdtthdrM93YRhiyfEFkeQPI8gSQ6fEj 000hQJlOQiRAGXjSGbnSsp1IzShCKsFJSchFe4UbY81+jJGd+D1bUZ6fhLEa Dq5mkvP9KNHqtuuD87+jgKMvXvkA+iduCI4+0Ienk+KBmUFKM2O5Gu1uHFbh 6eS7Cpzfz2/F8wtycXidRyU476lw9a64HyVkR6+q/fUsdK7pa0VUahMFnR6D Tvck8RnDnpxG4lONOFcn3NWTcBMfd4MUWBt8OFz0qItfTunlDEGo5zRdzxR2 l3TQfzQbdNqITge2hDsj2Mi/rZLdCDafw+p8YpMZIjZhvERZlV2M25bswn/c vwo/WLAeP39iK257ehtuf3Id7l/0Mu5evAp3Pvci7nhuFX7NJHldbhhr80J8 DWBtjp8+x43sQBg5FAey/SF8VmGU7bVQEoT89D+CkE8hlJFLhIhPGsNaamo+ 8clR+IwTn/ykvfCkH8JYvVfhM1bFMFbuxvGWGrvPscKVQUfXd+k7aUi4mnXr s2ju50NmwaBv4hT1TYoaSFGj3CLGoui0cj/+TnNlsgzP3ze+io6Sw8SgSZXY cPvUupO4gywtXZBHltwq3ZEC2GKTBIlEWLrHVLPbWZqdJpvQpW6XQJZ6yFLP McWSr3OIPNUjtrADrsoJuGvIUp2MIynNcs3jCRtP1m0xTiGb+d5Gb4NiabPd DUnokrWJcIQlHbN87RqkzDAe2ZKHh18swsNLwrjj2Vz898Lt+NGiHbhl6Wu4 ddmruPXpTcyOX8H9y9bid0tW49dL1uG+NTuwLk9gChOmoIIpyVeMnFAJciny mhPk+0CxgivbT/GFCFSQvolgEapMApVJoDKZB2VkFyE9g9l1ah5cufkYbw0g P5kwZRzCOHOgcQI1XuvRQFW4cHakL1oQ+5UdqLlqpCVzPfZ76Fl3+bFfxvpB a8Q1TppqmUHXD8mtdqwLqK1Ypq8FvuAwrun9bulNVWIRGXSpa1h0VuNQmfG8 SI6cXHkFv1vQhsVE6tA6l06j/1YTZUulo0e26EjJDRACEo0EqV5Biu6pm0h1 sTEdPTia0wpX6TixmmSyR6zqiVSDXPDDSNdCaT2hZ7bUJbQnscFdi02zkNoS pGsKdumCns9iW7gfj73qxv0rCnHPsz48tKqJ73vx5JFBPJE6hP9cuB7fe3ID /ufJl/HTpzfgl4u34c5nd2Dxsl24bekG3L5kPR7flYh1+SWUYhIVRHKg1IHc YrltQl5xKfLCWhwKq88i10ClgPKGkE2gsglTltMOExPuzHzClIPKgBP5Kfvg JUgTDG4ThGmi3oPxGkqVGyOE6eq5SGCTS0SswHarhklVLMy4Fbj1SAO5euBv o+CkL1L+LHE6qXGqY0pdL9Xdx3QZaOv05Rd6xjnK3OGwnjuUugAp6RDr6zG4 GpK/TWYjY61jWpIrLyumpI7r4DoXnJVyxYjgNEf/TmRs9id9iB+ZS6zejMKV zrIDdq76DFe95KpnlFwNkpVu1HQNwxkcgbNsgmwdI1vH4aLLchm23M2UVvLV dgK7As3Y6K4jV43Y7GPY85OrAF1VQLjqVlhtCfWq1/mrvLj7WS8WvNSIR7f3 4IlDg3g8ZQgPZfTjudxmrM4rxdNHCvDdhavx/SfX0GVtxC+e34HbF7mw4tlk PLZit8rFXyksw7qCUrxCwFJC5cgrrUB+ibyWI1+kpNxB1MoYXhVsoVJCZryX n+JjeBTI3AENWaFA5iRkBQyBeYQsC67MWKQcehUTLQSsiYAx956oE8iYVVW5 cKK9GtHinyHsi7NSp+tdJ/p3UVi7yVRX9I2RtWqyVjtI3oS1SQbDE2qOxWeu 6JpmbfY62BvTV9mqxQ3rQtpIDYJtOog7HyFVbyNJ8daOZxcUYPuCwypeyefF xyKzR+pVlTDIscyIbizKiG7QsNYvo7ApXX7YN5u1LvSfOI6pqatwBshb6QQR n8Vbo+Yts2YIG4qqFWsbPUzPvGTNx/TK30HWuvH4Th8eeMll3R/m0W09ePwg 8UoexMLUfjyb1YwlWVVYnSOOZ3VeGVv8cn4ZFsUW4ftPbcJ/P/0qblm+H79Y nId7F2Vh5YsJWFdUQdTK8QpRSwlXzEF+WSWH1fllFSig5At1mjbkE7a8cFkE tdwAxWf8WQQzNzFjUMzOR1pmDmIPH0DKYSLGwDjRbDBjUNSYuTBW7cTV81PR guIvNVSffp8fs6fq1lKtfbrg76/L2yfhquLYumZA3XzR2zDB5EtYOxW5etC6 Z4aa2O63VtLUzRa0bzNrrlZZg5qN1rPTc9R09U1kidhRkiov4bfz27FoQSG2 zSdnFeMqnr6Fv1HT28VmYjtsJrat6Ul1M4dZU00yKySQpdd1Ib2+Axl1rdjr cWOfuwj7nDnYV5iGUFkh6mu9qK/mmIkEJOc2IbmwBc5qQlZLYeB0EbSd3iZC VoMNrnpC1oRNnlZGP6eKhnf+sQgPLK9lbtVp7sPyOSxIHcAzGU1Ykl7J5L2E yXspVuWUYVVuGRkrJ2GUgnKs4dhwbWEFFuzw4M6NTjy6y49fLirEM4tTsO5Q EdbRoaUWVyG/vBoFFRS+OtRejNovLK8iclXyGRH8HAqUw6uYxi5YqpDLsZBz EbkierUChs7cQo4N87B77z4c2bsNE23ErdWvkTOhc6KOyX4tvVpndWTBzR43 9eNNItUcN7pqVuTbUSjTd4X4CE3dRa/WT682Am+9UCYXUpyakd7bVvcdqtzj A5H6CXVjDrW88YZesdV1ExL9ZJl/8k2OI9QK2zG9ypZccRG/IWlPzy/E1vmH 4KwYs1bf1N/ge5rVsemVk9CMTOwSMhv7kVDehANU8EEmvocCQRz2+3DY58Zh byEOu3NwqCgVbQwRbfWUOh9aa31wMnfZe5gS68PeOB9SXS1IYJK+Pq8KGwpr sXBzDu5ZloU7nshlIl6Jhza0YeHeXiyM78f8lH4sKxxQWl2RGsbK9GK8lFFK yAhXtgBWjtW5FYSsQo0gXy6oJGRVWFNYhUd2VWDh/jYm8Y34ySIvHliUgY0r jiC/okYAqqxhGl1QWYtC7okUmFcHCgncFwhbtYKtkKJAo+QV08cp/1ZG0EpV GNV5ms+ARr/GJH/3/v3YtnUjJtoDGjQrfDbSrzUQtHqGzxon/itK6Pz/hOwf okA215SR9I2dhruKkFUP052N6zStyVyZ1a7vI6PnzS9EbtcUMLf+keV0ZX5T UmSVWoTH31C0mXV/Wcy9xhMmVVzArwnYUwRsy4MH4SwfgSbrZgtOfZsZsyZn 0ZXdNITDoUpKBaUMR5gLHw2FERsKIjbgo7gR6ytArCebmXEWuhv9DnQ3+JkY qDodSmXIi/2H3Nh/lK8E7KEXDuOOx4/gtw+nMncPY/66Bjy8swOPHO3Gg4k9 WJrXh5VF/djiHcQW3xC2BIbwYlox4SJYmYQqq5zeq4JwVWJVXiXDZH4VPkq2 qijVZKtas7WvnWw189AluOOhLOydvxv5hQEyVIeCqjoUUhwo4var3JIzSlGl iOaskBxqxjRn+aWVypnlhcsZO8s4FjCOzKPjZhbjZkZ+AfYc3I91G9ajo9at +bKcWIQvOrF6J85N9EZbsvuFLfd//8NqrGBpTVjIu3+KQpgOtJ9C3yjHlRV9 JIwDgRq5heuxSHIWudy+65xZcteUBawbgg3ppfbQyGWHqtG4Sa/6j1/VkE2Q FKsiaeKamv2Sy/cUaQ+244kHi7BZSCsbURVLYSWm7m1Ulw0l17ThSLEEkaPF lXSJsey/sQwWceESxIfDlADiiU9CwIV4fwHiPVkIlRY40M8B1V+hv9GPPrLW V+9HL0k79NJOLPvVITz080zc9Rjj4MpyPLStAQ8daMH9sRyfZHVieX43Y2Yf Y2Y/NnsGsdlLwvzDWJvXQspKSVkZVmaW04VV4KVsEpZbRcoo+dUEjVJQg5cL a4gZY+zOCjyytwPbC1qQX1mP2+7Kx6q7DyNrQwLtUVhdH4Oi6np8hds6RZoW 8WmGMztjpWSMWtB8MVDKEIBBMsstY0wPMgqLsOfQQbyyaQMqSwsx0RGc9l3N ZKuZbDXRdzW4cLK7OvI8Mvs9IX5uS/ttdxCZE1kZlgmwwcHB6yP1ebjKeuGW +x9Xyw2wbZGxTd+VRd38yrrXnFpLvaDXTQat+/qZCiCrvFFKHcevqHo28iEV TbI2pLCafEO9Syw/j9uJ1GMPFGHTAwdQVDak/kT+VA7j6jmJo6WSd8Ry+xHE lVQivriCUk4pRQKbkRgOUfxIJE5JQScS/XlI8GRiqDngwFBTgF5gqDGAo6t3 Yusf9mDtD5Ow775OJK2/iD1HT+CZ2Ebcu7+GyXox/ngggKX73VgeV4q1OW2q 3HmTe4BIESfPMMeXI1iVWUuciFJ6BXGStKsKK7Or8FJuNaWGSFHya4lUrYNu q5a5w6Nby7B8Xz9yQz3Ir2rA6h0leOjuVBx5ZC8K3MVkqabRAWdNgwDFrbPa knoFlpOOTRxYYUUtszGCRajyS6oYFCt4zHKVfeX4w8iSKVY1O+/CniOH8Mrm DUjNTcdEZ9A4LANVC4FqJlBNdFgNRTMecGcFQwPU12wYyT+pU2loaPhnG4IW RjFm+aZvdArucg4ZK0eYZI3DY8W+ltdnFnP0mGIOtRyv72wqRRwKJblVpEZJ wp9sxi+r2tQrqsI6PHFFBTm5H5bsFxuR/cSyc7j9AaYyDzix4f79KCodUDim 1rXJ4JcO/zuIJ00JZCmRbj+Rw6ekklJKGEnFQSSTpeSQG8nBIiT7c1EYzsUo NRe7hgDdtRtrfpiIffd2EKALyEx9F5ml7+Fo47vY56vGTo7i43JzsSWxAC8f dRImD8VPCWJdTic2Ogex0TVMqEbon0axPLmM6VUFXmT+vjKDIGVVE6YarMyh 5NZiZV4tgapVQO311yO7vBFrdtKH7R2i9fuQX92IA/z9396Tjw33HUbu0QIJ fbVNMXDWNjFRd9Y2EixLGuiviBURLKoiWsRKkCosJ1al1cgzSEmOpebD1OSq LPp4EJeRgedXLEdqfgY66iT+BXmiiTY/o8NEq88gRZyaGP8me9/3zEQB5BY7 UjNvP/avs3iazrk+i6mzV+iaBhjtyFP1GF3TJDzimlos1zQ1fVmPrKeo5XpT ST2o6+ylvCM0clFxpWrxDVfqpjKXidRl9Wrta9x+POPzxNIzuO3+VjxJVe+8 61VmBGWI57DolaRUPP3KBjxL2ZKYgiRmq0kclSeXllGKkVIaQkpxgOJFSsiF lGABlm/YhZW/eZUoJWiUXjEolWiUytqHUNdUj1F6r4TcVCTkZ1PyKU6KGwl5 XmxN9FOCWLovhOVHa7CxaJhojWJ1dhuWJ5UTq0qsSKvCivQavJhZgxXit7Jq sdNdj12eOqSXNiCzrBFZHFlkVzQRK/q0PSPILR5Afk0zCiiPPh9ke1OQ8OQ+ GsdZ1yy3VGymQ+Uux61NSpw1TRovsih42dEqKKthekWsSqzwV6KmWbN8shDk RVyWxiqtIBOV5QU69ImnaqeXaiNWbcSqlZ6q2Ynzx3p/ECXy/WwmVZI7WZNb /8f26zNvgH0zqpsn4C4bZsAjUbUTykt5VIZ+yhRiTunbM3fra0ED5o7WunCI Itf0yFUcIyJywdDoRamkvyRX211Se0z1EkumcPvdbXjqD/nY+4et+M3ChfjB LT9TbvRXP78Fv77lF1i48FG8lpSMlLJSwlKMVAKTWuzHi1uP4I/PHKQfi8NL f6xE0rrzyEyZhqS8cwiNrfVs0SS906eUd68oyUNSfjqSCnKQVFiAxEIXEjgM TCjwE5wgEvPCSMgpRkJWKdKcjRzsXsA+Tye2Z5fjVWbdr+ZXO0hpLQ+XGq7j 16hHWkkDpREZZCWTrGRVNCOnshlrdpXixT2jyC0ZIistKKxtwcHcetx5bx62 P3gY+QlOYtIixLRIclHfIm8VP0pqm5WLcgk9Qk6VSAOpqVcOKV/IUQ6J1IRK kU2HlOWnQ/L52MI8PLd0CVuQTYeUIvGNvqgjIL6ondC0E5o2QtPiwvnjvTMe D2uFt1nUyD/rERz/ZvyOnRoR5YfYWLmvnbt6Qi/pSxlIs6zHmqV8uQ2nKgGZ UiUgaqJ7gKJuda6okZswyGZEChdDoxfoi0jQmLohNbdfVPuypz6nuHuPYWtG DX59Vzv+9cc/xU9+dCtuveVW/PqXt+LO227FPb/+Je779f/FXb/6OXakpGL1 9gQ8tzgeCxekYclzTFK2dOLl2D7Eha4gltxUdA2hua3BgRPsbN/EcW6Pt2s5 xq5XWZqPlMIMSh5SigqRXOSiUOmFfkqQymeYzCtBUm4pEnPKke5qRm51P5I9 FUhhCEwJ1JCgOqQIP+F6MqT5SS9tIkPNyKxoIUMtyKlqwZo9JVi+Zxy5pSMo qG1Vd0huY7bx2AshLL43GanPHICzvm0O6WllbiQMueq0OGsNQ+SnyOKHmXph RR3yy43XYdKdS6+TI14nQHb8ASQX5mt2XLlILUzDRFdQ50ed9DgdIoSnnfC0 ujDWVPi+pxdLIPvp++GxIPl3417sHkqkumlSPRvKXcmEqGbSVgtyIrKQb9WB +E0NiNz/XiYWg4Py9IGhc3JlxrB4HcqIEgHovFxoyK3shY2EbK+unknEl5Ux LSrDU6+sx7/9+A78+Mf34s5b7sC9t/0G997xazz4h9vw0O9vxyPcX/ZIAdYu a8dL2wawJnGMw6ERLPcNIoFKbeloxMnOEE5SaXO5F8RncIJbISkln/YqYocs yqc4yY6H4qMwpSoKUfHFSC4oRTLjZkoeYyQH+nGZ/NxbiRS/cFOruBFmHKSm Ef+M9JImpJOZjPIWctOKrMpWctNKbsJ4Yfc4ckrHUEBihJrC+jZ+Xo176X/2 PET/k+KGq6Gd0kZwrNc2uCmuOpFWAqRBmoaoAQUEqKBCHFC1Clu5dEA54oCC DFsBG0DuPLaT2RBHZRqigIaokx6ogwC1MRtqKYrclt1OxE80QNaFAvYxv/3K d+u2cA4zQe4MD8FVPgZ31YSqCJEsyNNMgOQWThGI6IXkUiB5/oRA1E8ZEDlD kKQgNjgkT2mQGxMEKfIqN9A8p0qmNTKGLof6+NNIZw6ZwOCUSPnOz27B935+ G3708wdx+60P4oHf/IHk3I3H7nkAi+YvxHOPPY5deW9grfM4VgQnsau0EQfD xUgL56OX41gHTnWH5uL17hCb3RXiUD+tIBXpRTlIdxbSobvYMb1IdQYozJuK wmSnhL6IobGgnEIfk1+Jgwm5OJpJvvz0NQEyE6KfCTeSmiakCjOlLeSmRXNT 2YbsqjbkVJOPvQEs2z2JnLIJctNObtpRVN9BH9OB2+/z4sX7kpC1MV1f19PQ IVYjQV/WzChp1Q5IuGF+VFTdpIMWHY9wI0Err7RSBa2csDDDLDoo/BfiuWVL ke7NZ/uY6lTmY6KbzHSRmS4y00VmOsXxkJnWoh9GCVizkLEXfOtL6D8+425z OmBdVTdglcUNVfRRf0ytZgkyXoOMPExIij0cBOZ1uVFg72nteww2wcEpqa8f OqOu8DlDXHSVuF6A+Dw/O6s+E5H9tJp6ZsrFzIApZSXk5Zf43i9+g1tu/x1+ 9duHcf9d8/HYwkVYtOhZPLv4aTyz+HE8vHIdDtFdp5d6kVHiRkZxEXzlRXi9 J+zA6Z5wDE73hvFLTPWE5S0lpOR1SkZRGjKcuchwFTESuVWFY5orQJKYRDmZ TBWRnKIyvlZQKunyq7D3aCr2x6YjUT4PkJxQwzQ9xS2GnlbS02boaSc97cit acfSXceQUz5JejrocTpITyecDZ30PDWYf18uDi48AqevinruUNf5uEiRW0m7 9kL10T3PTIIkYa5ATnEZskMkKMRhfdCnLpVP9xbQ82ShsqpAE9RNgroNQV30 Oh0kqM2JH0UJWz+2IzRzZoj73zVT1/YbaMgnKd5eHCrswWFXP454B3DETwlS woM4WjyIWEoWh/nqYUPdp8jRKVUvElA3Ngr0y72vlAMa1DRR5ArDKczTxZvc E3F1jXJEHmbGTKMnlYaZgf77T3+F/7z1d/jp736P2+68C48teITMPIGnnnkc Tzx+D+5/6G7c88DdtJUfGYodF/yVLs0IiZkS6QvPxZk+MiTvfkZeMshLHnlx khWProh1B8lMmFJCIRPOcvJTQamkkJdY8hKXgX1xmZqXIFkJk5UwFVgivLTy O7Qho6KdvLSTlw7k1HQgj7Jk5zEO2o8jy+sjL52Gly44G7vwG3qcdfcnImdb prqox6Wkk6x0KmaEHTszTuV1DC8SqSp1qpOnxu6GlzBTnTBTnZBf8+KjV/Vm o7KmEBM95KWHvPSQl27hhR6nU3gp+nGUIPWjmbjIcN02A6Tj1Icjj2YNtAzi /uVbsTMrrB7N+mpOG9amNGNtWgvWpbdiXWYrj78uq5VO5hVuX8lqwyv8LK50 CPGl8nxRf+8p/oaUhAT6tcQQHLnH2uBpDqUCg/oJQPJO9uPDHM4UMx8tCZGX kGLm1488ge+QmB/d8Xv86g8P4oknH8Pjzz6GJ555Ak8+/Tjue+R+/OHBu5iH 0uqltH7Yif62ACkpJiTF/BJn+ovn4Wx/sUOgYXTKJC+Zrnxkup0UqaAma276 HXcx0t0llDL2R7Liorjpw1zV2BebhgPxGdgfn4XDaU7NS6hZ81LcirTSNvLS bnjp0LxUd5KXTjy34zh5OaHW8Qvru1AkrDRoNh5bXo7H78tB3BNHFS8O9elX uN+p/Y3Kdtoj2Y0zEqUsXuhjOLTKk8yGUSqnhLwUG17ChpcAefFlo6qWvPSS l17DSw956Ta8tDvx4ygh6kczQ5S9zMS6c1vkkbjNskhV2CyPZ8iq6sGDL27D npwwnPxkXVIjXklrxisZrUJIDNYTlw9jfU4r1mdr2cBP1hOg9Zlt2O3qRnzJ IPE5SZ9zEv5+daM+bm8iPvoeQYGB15HLmJ4g08TFfsWNeJkgPoZNSQn4P2Tm +7/7A35z7yNYSFbue/J+/P6JZ7Fg0XN4/I9PYN3urREPM8Bx0hkBhJSwRWcH inHOyFy1/bn6TH6a5cxElqsAWW6Xmu2QKsVMBY+AU4p0T7mGx13JfcLjqUZ8 lpfgZDDFycL+RI7iCdX74CkXeDoITyeyCI7Ak1vbhWdfo6OpOIWC4goUNnQT nm46mm5i0o3DBa244z43tjyYgIJEv3E4nRqe6zobwkOHYzmbmfCUI7uE8BQz LS7W8CS5c5Dmz5kJT68FD4NTlxtjHc6fRIlNP5zJjlRXWuNxPYtjHqfcPCwP A0Fh66h6jkQMnK3yeJZ0auOBF7filbh8aqYfO/PbsZ6eZ0OG+BvB5QPYyO0G wrPRALSB3kd+voG/R4DEAcl9HvtOOnSCI7eruhnxAR8S6UxlhSGJ7Uwq4RCg lFIWwOaURNx6x3IkrErG4nWr8Yv583Ebg5RcirF8/VFk7EpARn66hQyZKHEQ kRJ+7XODJThvZJ7aflPBk+3MQjaRySYy2URGF96HFTIZ9DXpbo64PQYXbzVf axQyBwwyBxNycDjDTZ/TdGNkaroUMs+8apCRdSrlbzQyDgXNHOVznrkvE8mL json2uV8WYWoaWLaI8QUzSDGuJtyElNGYjgAzS4lMSWamEWLn0OSJxdpgRy4 S7Mw0Udi+khMH4npJTE9mphTw9U/jRKe/mcmMfZB+L8YYnrlETItQ+bBz7Mf /qwfinwTMuiC55OdDfH56pra3WRng2HHoaj5ODaSFdlTQn42GY7k/Sb5jL+7 MY0spbQgu34UPqm/7j1hUmXZ+wxyOHBICHqQECJRYZ9yREkllFJKmRAVxPIH j8IX68XK7Vvx4/s4vHr+eazYk44nN9czta/A4Kt7MVWSFvE6MYLOTbgwJPwI RcNtXuQU2RnyqToJYSjTYshTQXbIkJcM+ciQjwxlC0OZmiG6nQOJuWTo/W4n 3cSsrCphSLudp7dPcnR+Ui1NFTTomOVQGc5chcvavXW4+74i7FwQh4Jkn2Kr UyAy+bGKWTa3U2RGVoVVjRqiCg1RbrlAVD4NUYmByEuIQjmorKfb6X8/ROPd Lpw/1ffTKCHLQGTd48E+ENdLXPPU06ar1DO2p582rRGSx0vrp2W0yXNN5BnT opoFK7diI1nyGpaEi03MgDZlGk6y1P48BdEc/TF/ZWNKK3+9Uy5YPe4wxdBx PrdCJjHopRPSyCSWiASUI1q6LRE7F2XAnedFeolXTx0zqqULUhw7b97UgYGk NpzZvkNhozzOEJ2QABODC8MllFJcHJaaRG4d8pH+6YcVRjnEKEcwcmuMstwa o0xPGTK8BiOfrM+mcyj+GQ50SyPR61BiNlHKRVx+cQQjK1VON6lyFlOfbKbJ ubWdeGrbBIdcJ/UEDF1RoUl9YhRKMbjtPj9euC8VqUsORxByNUg6LQP4dpko hJMIFUUQIj6WHxKEKmYhRGVlWgj5GLlCTJMbDEL9RKifCPUx5enVCJ071fez KJHrBzMRsg/M9WK7PHBlivgMRh5Ybj1sxdUxOv3ABvXwbv2EDofafkwRJc/f yCZVD5GqTaRKHskQH+jBJnqoTRmzqMpSnsmBTcyVPoPNOdpRKbFRtiGxmSO2 EXh76PupqDi/m4f0kjSfck6SJSWoLClA0oJ4+rlYpG4uQK5HFhdTmG9/iOOe ALxVPkwxrNUXV2H/9j6M0Pmd2boNp8PpCiGyNIdUEaiLIyUxssdeIszlFGUa stwUnypQzRYH5bGR5SNZ/ioLrAx/rQ2sHBxKoo9Kyo2kRmklesyeXqHH7FlV HLerMXsHntwyTrBOaBA4/iokNEUUAasTX8eavbV44L487H/kCHKLipHJ8XcG U5yM0gpmfJRixtxwWRSwOP6qNGBVcPzFyJRdXoIsAatUg5UYAYvj9YGAAYt+ qc+nwBojWFcvT5m10ZkR7r+vT9Y/mginnvuiHpQ+HHlQunomPB2LcOWZFnkK CH2VT7yWQPUh5BCrhwWrhHz4+UlO9QD2FnUoVhQzNpzop3Jb+VWELMVSugl4 SZqlZKnt8XkUR5IyxQf9iGfaJHU+CRypJTDjfm5+HArjPRxreJHMz5MZBHvb QzhNhqb6SxjUStBYXoXYXX2Y4ABgij3sZDBdHNMHcWmklMP3i9zmFJIeZz4J chl6pJJe6ClFprcMmT7S4xd6qhU86YEaZARqcSStEAds+BykJDGNSg03K3zS ZNqnopVpkoVPG0NcO57YPMbQdxz5VYKPmfahz0mXKSvmNUe9HsRSbmd2vfr+ BKSuT0C8h12KdMe7KE4X4oqclCLEFhThaF4BkpxeDrNCxEcQ4hC+ogpHPU4c cRfhCIebR1xM45gKLl6xDDvTDuBA/hGEKjI0QgN+g5AX471ujHa7fh4ltM2g Z05kNCazPceOHbOeBVU1MD79vIL2yHPm1dNG5JEUgk2n+Ccftz6S5O+QB8r4 uP2I2pfHBQXa9WsOk4JHXtqGfbkh9d5PL5ZbO0iIWrA51/iljyqSNuVR8rVs Nvsbc0wyZfGV3IzN8QWKKwe9lA+fRlzAj7igSICMBbF0UzL2LMlCUb5HpelV 9SGc7C3G630l5KoEZ8jUWUa9c/RHLZU09v5+nMhowOWMI2wUoXLg0mhpDC6P luLbsqtAE8yKQ0Ss6P2YZYmTsjDTToqIETUiJpjF5/gMZgx/SZTkbIbAkJox SishaqXNxKmFmLXSU7VqzCiPbxpBWvkx5Fc3IJveJY3e56jHRbSIDyWeuUC8 143nt3jwCDPyI48dREpmLjWT6HbiC0hwOZHgLEJCYRHiC6m1/AIcyMrEzpQk rDuynynJYWxPT8LO7FTsyErCjsx47MiIxWsZh/HMsuew6eg2bE/ehkDBdgTy t8Ofu5UaS0RzeYLC7MRotSlhnBn//uv9nNmmiXS9/wdtnJknKdg4k2cVeRVv 8rSieURNLlocV+LvoPA10Dk+lxt54E1uTTceWb0d+/LD8rEDAf7OHCSW9mnv lNcm4lBIfR2bCqZB25irIbMy943pLVj2Wh5e3p9PNfsQ6/Mj1u/HUZGAlMEG cc8de5C+rRCtlU4c6ynGCcJ1so+A0WmdJlxnCNfZIQGsFOeZR7XXVCPnSD9e z6rH1fQDRKqMTbo8WuZQjH1EMdZax8BXlEc35iRfXlUuP5Otcka8SuHKofzX 5xRayc5SPdBLZJKeRMSI1oGUbAbBRqQVE69SilouayZaLfRiLUSrFY9uGEIq 0UoJhXCEXkY8TayXHokST7QcSPC58DW8mujGb+8txIb7GfD3pHA870QSsUp0 FSGRaB3JzcHezFTmIYcph7Ap7iA2xR6g7CM+e7A1fj92psdhd3YCdmfFYlfm YbywdgXW712PHUSrpGg7igsp+dtQnLcV4ewtCGVuRlddCMdHBn4RJQZ+f2YM tFd3/L0hrmpgjGj1K7ScHUNMqDpHGN08XSSrawxeJTI/LSIPGZhQDz/SD0Ga jFE7MQhaz0bqkufuyLs5yKvtwcI1r2F/QQk/n5CP5ZlZgmFu/TASy+SOZZvy 25gsbypow0aitjHfCH3ahhw94bAqvhTLducr1DYnFPFvjnj8Dhz2StXG5n0p 2HfnEbyT78Kp9nwyFlaMnaLzep0yFWFM86Xydbqn7rpqFMUP4Ex2Nd5I20W6 xujLrshG7QlsH9Ww1dKBFeVSiggch4cKNik/LZ4Fm3ZkEeKCjJmpBaQt09BG 6lKyOCyU5RJZ1BfamujMmjj8a0JWZTOdWQsWrh9EStkkqQxp0jwWaXRQlESK g4M2J8/x8BI3nrpXFxglM/Ylk7Sj+TmkKAFbk45gW9JhbEs8hG0Jh0jXQcoB yj5sjSNtR3dh65Ed2B6/C3uzY7En6yCWr1uBDfvWIy5jO89RQd4+gHISV5a/ FaW5W1CStRkd5V60l1E4YDo5PHBLlNg5izr73IK+YO5DzLz0g0Oc6sEhdGqd w/oRXcTNQ9S8Sibk8TCT8rhweeKB3B7bPJZLHvUR7NJP8CF83cfnqAf6xCCv vg8L1+7A/iIZkwW71bO8uicVkYKfQ/BjhyV7X8MeXxc2CGkidG4yR/pSQimW 7inA0l35eHk3fYzHg2CFHw11fgy1BZG2LhYDz6bhveoiTHaHtVPrM8ANGOCG dMRUwKl4WMa4WIa9GxvgTx7A+ZxKXE15dS55K+M4hdQJdEqEuJwCoa2QQjfn 9NO9yUVoxSpDy/AKbRVCm8P4t2AN25jsKlG+7QBpczBoZuLzJE0v7aYVk7jS RmZbTfRtssRbzazLh0fW9SO5dAIp4TCOkp5YD0MfJcFLf6WE/ovvk7n/WoIL d96bg+0PHET6vmTszkhwYHvKEQ4itycfwasihO3VxIOUA3g1YT9lH7bH7abs xPbY17D9yHZsO7IFu9P2ErTl2LjvFeTkbke181XKdlQRtMqCbaiga2vwJaKr 0oeucgph6yJsHSEvLp89E20Qqe9gGrkzqX0e4u/M4v/UpctwtvYoV2c9j0g8 nScC3IRizWce+iYPEQkYwuShIvKAGQHqhDws7KQ8cuTkHIR6T8q6f+8J5DX0 49F1u3DAWe5QKH6S22MKQMstit8LqCeIjdueIKYfFydVHvEZBUhIo6TkIz4h F40VkrcJc5/Bhv9cjysHC3Ghw4dJEne8dxZ1g6WkrhTnhktt1JWq8MngiQM7 2lCSNohLuWW4krQVV8bLoPBj/kYGP8p0jd6NaU9OEb2dk+maU2qhLebo5fx6 VJBmvFxaUHk6bm/Gvth0pmyMq0mU5AzE5fk0e1K+VEL+Shs4WOEgtyAPBwrz 8dCaXiSVjvPn9HBuploeuYChEAmURE8RnZun0IFkvpuLX93jxJJ74pG8aA9e SzuC11KP8LyvpRzGJ7CD2x1JhygHKQewI3E/ZS92JPB343fitbjX8FrsNrx6 dDO2H16PF1YvxaZ96xCiX6tzv+pALan7EKoLt6GSzPXKTVCrKNZNUOnoekq9 6OZ4a6Sx9mdRwut/zuTOPsT8W+Po9HOwutRDU/RTkoYUd+pZhFGfajZHPcpE HmYTVCLPL+uRtT150klIpE8KDriVJ2CdYk4kH8ievOY3DmDxjjh27BaFZ8j2 vDP6SSHSoWL2l/Tj7GyPsovLykdCVgESMykCYnI+8nMKMNgWwIG1e1D8+yN4 j2n0iU4PIQwbCEtwasCCsGQaQsI33FmMRg4oBEIJq2Vs2qEDXajMGsSVvDAu x2+ao0icdoGXKC01HuQw+84plMDL7K5Ibk4hA9RihWIGA246cUzzVzqER8Gw iqlAXI4H++MExXSimI64XC9SmfalqqqoOhwscGJfXg725+fiYGEuFqzuRkLJ mHJ/sRw0xrnZ79wFMiDgJolgzmNQLaDkY/H6XNx7TwZ2z9+L2B37HdiReogW 2ZlyCLuSDypxcHsAX+R23/8j7T2g47quNN1/gZScuu3udme/NzM9057pnnmv 20m2ZElWtHKOzKTEnHPOBEnknDMqonJA5YxM5JwBZlJUDla226P5z7m3SFCW w3qPa/23bhWLAIja3/n3Pvfcs1HAKMzXFFJ5yK/PQV5dJvJq05BblYrdB7ci K3sPevw56PFlo9vLaGQgdjZmYSimlRtiXt9ctUPZXHWqNYApDoOTcYZkxI+P 333nwa/w3T8ajt9Ah/TdCdm4yTeS7OEzNxTFDqhBGYaiKZvo2yU2gAsrYSjb sE2+yaiipt4SSpG9mP4VsWm1K9PMW4glm3XNvMlzpWObs+8sduaT5OZBGaiR qddlgEbUAFUG2qtK503Zte2y7PNcxwjU2DgyWNxzItOBeMiDvIXZeO2oBZ92 2XCJZpwcGscGo+jojOAMM2OdLwC9PwijX0ydN/iDKTCJg5lF6S3yfo9tp9vh rB/GcK0HH1SdghKUfyYjVgTkryirg6UsA8jq8sHqFjceRfgVRAaojI8NwdYU EZEcq+UQyYhsiLbDRFUa7IxLI+PSiBqbX67WM9C0NcFmFFmtKLZbGZOsdF02 LD88irr4BRmTtR7GI+OynmJQep0iKJ3MyGrdZhl/+cYKPLnQiZMvF6H+YBEK +FqhoTwFhfoyDstFPBbrS1HEgCzSFVNFKNQVoFCbywDNZmBmIL/2FPJqTuDg iZ3IPrUFLdo96A3koNfPwPSJwMzCuZ4QznUz457t4kHs1XorZtqDmG5Vdmud pjdPRv0s56a/6tLkHTcH5dzL2v+qrryaO0b6OEb6Rs6pla3azJNBGZTBmAxI pY1cZPwt4ckTsofc5NsMK1XTbzMc31bax8Vm3r4Fsdm3WczylGdKeIpLoTsL NDIslaaCyvgZkU0Exbh7TY6XsqGcGo71DoagvRFaW6MSjnRsjcGJjIw65D+Y g1/rPXifg+NQXxguukadz09DC9DKGIJBhmBQhmBQBJ6ZR4sqK2VjQjZPXm/6 a+zM6kBRUTccBW4Yjhaw3o3h0lhchuVHl5qlZYug7OdnYXMwKJ0MSpe4kzcM s1e92imDsoXfs0UEZiu+S8+mh0dZqURbSUWUvs3aqU6PGquXOV476vnPiswm BqUFxTYLSh2sjxmYyw4NozZ2nvUvB0qPHXUeMW1S73GwhtR4HaxtHahxmRiT 5YxJjobUlqN6LHw2Dc8/8gJ+8eAvcf8DD2HhksXYvGsLA7OUgVlCFVNFVCFf y2eA5jA4s1CoSUdB3SkG53EcOrEdtemb0FS7Fa26PegLZMtRc6bDIW/vON8b wnklQHFWqDOIWaGOG3vBztDEp2N+XOruTFEnfmdY3R556TQsL2Vi6JQeH4yd v+nG+aTB3z43eG+9aRZQJJliy5nm5mZlU7Vvw9M3rDbKmlIbZZ2XbWkDo8rA GlS74smOeGNqR7zxt0UIi/Vc0cl3GILUtKqZdxmq785jzL47X7bB+hfEz74j ++LFZpN6G66B81hzulSG9PUWiWpnNBnOal+8sNoXr54ho6G0dsrqhlaEcoMT +3aUwri8GhOsPWrErKvPx5wswDqAIUwZglQoQPMNwBQOwkxZKKtQiKEY4rBq Zyz/HeyMZrtf0b68DpSXdMNZ4EBDQR29nW+nNw+eiVwfXs8PR2AlVVaHDxan GskcYsU6IRNTUCOj2RgUEst5jeEWfo+GCPOAqKIa/tviGh2qzCyW3TEOhUYU NTSg2EJZTSixm1HmsGDJwUFUR89Bx+K6xm1FbaON4WxDPQt8DcO6xtnAMC5j FBQYy/D/4omlC3HbfY/g8XufwoKHn8RTDz2K5x55BC88+jBWLl+EEgPDlyqR KkSJPo/hzDDWZaJAyzDWMIzrjiOLY2t95iY012+VodxuOUyzL8elgTAu9Ydx kRKbRF4Q4Sy3qA0pW9R2UWcCcpvas20BlO3LQ8XeXOhP18NZ7sHqBzNR+owV A7v8eL3Agzfs7t+5N//q1atfjmNRHLnd7mQvbZkpfPTRR99X43jq6jV4B0YZ x0rTL/8w4/impm/JOFaavsldYsffEXH8DuESu/JFp96VvXpiM0rfHhHE782T 3b3mI35O6fIXV5Qi2/19n7H9roxyEd/61lGsPV0mVzopDd9EsqEkHiIbFkO0 TJNHr6He6YWWQ6DW4b0e0yJTeOHJLBw6oEed2cYawy9jWStimXGsD4nkkLHM 2P1yLNsoO+UIi+Hawcj+X3AwrB0Maodf0eHCDlSVdcFdaIPDaIedw6+VdY/F FkB/RwQfsI6PBr0Mai8sDrHBgthdjQGtDs9GBrWBQW0QQR2iwlSEinLYFoo1 ydmiSmMj6xk9s0oDC2cGs+lGUJcyqBfv70NV+Cy0EdZSLqsM6hTU8TgP1Q4j a6QS5DOgmZ0aSpmcrNq9GT/95S9x1/3P4PH7nscrjzyDF554HAufVu6CWfLM I1izailKjAxmYwGDOp/KZWBnc4xm8S6D+iTH5+Ooy9+KohMb1Bmev0W4thI1 xwpQR4k/Wj5qjxZCd7QES3+wHa/8YB9W/uAIVv8gFWt/kIn1PyrAhh9XYeNP G7Dp54145XYtltzRhpK1VzCr+QAfxl/H5VDLV90LqSyfVJoUyav9yV434o+f n7VY/aS0g/8L5rxn5zQ2O8twZiiz9gnIHnbXEBxVbh4Ji1AeU/sXTlzvXygS XLnIf+Z9BrGiFNm8cJ7sUBYXbarOidfi4s6kuLivhGeiH8C5ZDfL92Rw69vG GNTlHLAvyFxE9rqVbSzfklm17GLIoK53+qF1UeKRQV1mcmNthg6vrqxBapYJ J+tMLJiZWwT49zcF85yBOcKAjNwI5hQRzilwyoMMaSdD2smQdjKcTxSfQV1F FzwFJjiNNhnONoaz1RZkGIfQ18aU1+KB2Sa22iIy7jBMjVE0iHW/HKMNrM0M gQTtgWEd5ngdoaJNDGUhhns0juySKhZBOoaPnhmqAUVGjtEM5yJzA0oYzgv3 9aAiNAtNOIoqh5ljsQW1VJ3Lqn6wP2IQlzDFLUHyz72/fBaPPrQQyx5/ESuf fxZLX3gKK156Eq+8/DhWvPgIThWm4mRxLnYfzcTOoxnYcTQNO46cwo7Dqdh5 8ARevH8vXn1sO1a/tJVheUJ+zXU/zMf6H1cyLA3YdIdLvrbl3jZs+WU/tjw2 jq1Pn8PWl65i69K3sG3le9i24UNs3f4ptu79NbYe/i22pH6BtQfewMKX30VW 4Rfo6/wCb4x+iAsDI7h8aQYfvP/OV6UayhpPtbvSn7S/xb+oS85FX1Zv/wh8 g2rDNjFcq837xHAtblIIjYpGeW8p8T3GuB4Xm8JzbJ5SezTKBn6y6Z7s0yj6 rsXPKt224ud+dSvD+lccuM9/gP8qIlwGeFz26nwP5cFuNawvMqyT+YvSrlGU jBGm6o7WIYZ0EDpnACc0TuyptuO5TRXYu9uAU+Um7K2yoF6Gsx86NZyNakib IwGGc0AJZ8pOOSJKMM+Hi8H993AxpF0ioKnKOj+2n+iEtqoL3gI9A9rK2u1G QFvMfjg4LpstPpg4XpucIQZ0BA0MaLGQ3aAGtD7IxxCDOhxnzhGJ498ZyzFo xeZUDQbkVmro7YxnrU7Gc6GRMW0yothsxMt7OlEWmIYmFEGl3cSh2IQaqkAv pqqK5KdbwPS3QK+c//TBR3H7L5+S5489sQgLnl6I5S8swIqXF2D1QnF/0AK8 urAeqxYZsXqxDauX+rB0mQeLVgSw6JUIFq1MYOGqZmx96iw2LWnBhldNMjbF n63bPpGxmdwicmPxF9hQ8QXW1XyBNZovcFB3kTlMO/MlytyOQksbCqhccysS TMWPr4nhVNFraIxeQ9vwVQz0tqCPlUev2oxuSmlGd7uaWn/++edyX1iReiSH 6z8ttufOVyix/fdKU8r+Mdm8Xmk/pzQjDIguvyOvy7FbxHVIxPW40pAwMiF2 Bv5AielpxvCM0vIpJnRWaUoZPyc7yonh+sP5svHgrUhcuN6CkOdKU8q4uDdZ hP1/uj7Olwd7sDatguF+SaboMtxF2i76WrMWdbQOo4zj5J4aO/bWOrG3xoUX X63CiXQLjtZYsL/agmyzU4b6TSN3RIS6OnJH54Z5VJTcLh5dfMmtSpy7xGju Zuj/kwz+Kn0Yu9O6Yajugk/UtkYL7O6gknEz8M0WPwqLXaipZ+DbQ2hwhtHA wDcw8A0MfL2fChIAoTBHdqGIUBQVNj3qQywAG/1q5Gs5kovI16OIH1pRg1Ed pW9FhbUBVTaO7MZq5GoKGPGFykrOAl0Rc1Dx57YHn8QdDz0tz598ZiEWLViL pUs2YuWKzVi7ajM2rNmEDWkfY332Z3g14z0szriCxTlXsCj/MhYVXcSCknNY XfmJDOLVueM4eCybOd8Z+fVqbR2ErUOea5rPqqtIxQ2638HVoQhGW/RoFle1 XOLKVjZaHFlotVPWTLSZKWMG2vTpaGHwm8troQ/3Y7hb9KEY7hL7uA+pLfcG 2ynWl4Nqy70P33tHXTv79ZsoEOO1GOVFIq520fr/CsRfwtMrOqxNqF33zqld 966oQDCRGRF9zG5050zCILpzChhET0YxyMuOrGeVFlfxc2LPhvj5j+bJbotf Q0LtuygeE3P6MApCxHskN78S3cxJhuAi25YgE5VwSiaUNp2CCTEr09A+iT2C g3o31Yglx7TYvEWP9BI7DteRh1oLTuptHPb9jDr/9WE/RQ78t3DYD8wd9iUO KRKHeXDHCENUUYo8/vt1ONw0BmELVQ1R7M/phamuk1TUwWEww9YYlJZgsQdR q/Hg4HHWfhp+b1JhdEagJxV61p96X5RUUEESIhSixNIGl4VjZpUc3zWko8bj Z91nQn6tFvmCCh1zHIMeL+xoQZFnErWBsPyQK5i6i+thOXX5yNPky9fySUeB rhArd2y+fl/gA08twsIlG7Bhyw4s27gVyzdtxsr1r+JVasFxDdYU27HLFMYO 6oRJR9Ky+P3SUWc4hg7bbrRbd8FUshVVmbsx6Ve+z6Qnj6V9DsZd2cq3mSdv Rp5sN6DDm8Nv3e7NSUEb3/E3aCcaHUSjg1icsVLE4kxDBs6wBGhnCdDn18jN zMaJhdzOrDPZejCEEWIx0hqUF4pHmgIYjvnFdTt1V8FbvxINIpEMeqfTielp pefcbX8SJnOnFJW9pNVGYX3DajNCpYmtbBY2LFrMMecXuw1IVJR8SLQujUzc jEl0hnjMUmc/FiXqxyLoxeHCx7Jn7cdEQxHPU+TJvJteTpHcfJvUfKT6yofC bkQ+JfOqbFsToamikVy+Dk1xYgxpgQEBSwr2kZY/x6Id9Thy3IpT5ORAnZ2y 4CArAL3kRUmTTGqaZI0KVgJyb2bBhyMagjMWIich/sw8SmQUUh5SSCElVWLv +oJeWDQd8OVXwSYJ4VdzMfGyB1Cn8eLQCQeqNHQrexh6V0S5L91L+agAnzPC 9aEwCQmh3KpFmUULTTAMLQnR0kN0VJGuAbk1GuSp3vHctjgKGsdR7VPoyKkt RnZNHunIQy4l/uRp80mIEsE/eeAp/OzRRfJ8xeadWLFtCxavXYHFr7yI5Stf wIKVC7FgxSKcKjnOQjmP2VgufSmbmVkm6oypjOY9aCcd3a5DCLGIrc3eh6mg UqxO+fIx6SUhnhyFjv+ErkAuuqkufx46/Xz05aLTm4sznhycISadboqQdNkp QtJtykQXvaOL3tFBSEaa7JjqDmOqS9mFTXZaJCTjhERc3BbdFsdbKEIyFg/g fF8XPnrnnX9RORHd80SB8CVOblWjXjwVGP3/4eRvMHX1NXIyqrZhPCebdgZE 007RFU3c4CxaMY7c3Oz5envf6Y9URj4WjFCfMLZlK1/R9VL0cp1PEGQnV/mY uMifPnFJefmT66xIfOJiSyFBx/dUNppZU5CN/stwDl1DemiAGsKhhgix8GBj oRXLNmiQVuDECS2hEH3D6q2UGZUeD8EIXp/bURKqEGyUPRaGg3JSrnhYWAiP 89GYCKMxroivpPAklCKx+S+KwfBrVNliOFrSC5u2Dd78Clg54FuJiYWYmO1+ pOfYcTDViUpNEHqHwCQMncSEj36hEDEJod7jRhELgQoWBpqA2KVfYBKFlumW Liwu/DDFqq5nsazFs5vDSjh+lxTUILMyB1k1OfSQXEmJJESTR0qU83sfWY0H Xtggz5/dtJUl1ka8tGoRXnzlZTz/Kh9fXYLVO9fyIyoiH99AIQkpJCEF9I6Q fgfaScig9ySmo4UIaU+iLme/6km3YDqQjymiMOJOoxfsVdOq3lAeU7qeYB56 Aqr4nm5i0u2hiEkPMelx5KCXXtJLTHqJSS8x6eH37LMVY7YnjBliMtMVlh0B kxc/xfX4SXrJpOwuGVS6SyYCGOcY9+bstNp462vST34PK2obgXny6qj4+zmw 3Jg7Sm6+PHej5aSPdExMw9c3Dn//jNpw8pLKxzXZgObLHnJz++uPZJvjJBux c6LJqGgeHL/wqfSKzxj/yua1JOLSZ7fw8GmKZOMWpYHthY9VfSTSM5G4sW75 K0nHK6cqcayxU92sfQRH7a3Yz4F6xQkjdu+zIKPWTRooVtuHNA4cIh0FNjeM IUEGK94wI8sSCYtbVaJhghGBIx6Bk3IJJSJwCzVF0Ui5myJ8jPDHbuSr/yKx cccVZ3HFlIyryhFDakUvHLo2NOaWwlifBETpUZKWS1BPOlGhExMBBII+om3k ozdEHxESkJmYPZWh3huEhq8JQISPiExLQCIBYQ1STC95Zl0UubYRGYkZlQVU FrKqsukhOckMJ4dw5BCOA1trru/6fN+r63D3Sy/jl0uW4LHli/D4iqV4+hVq xWIcLz1BKPIVMEwEg4HqzHwFvfrNmAjnYDZejJlYMXqYIJ0+tA3T4UJMhwow HczHmCdDrJozbGc51mHZj/5IPvrCVCgf/VQfIekjIL0EpNdHEZA+AtLHr9Xn oGwUE60+Jlp9DekEJI1Bb8c5AnJWiJDMMuGa7VTaZk4TEtk2U16MDSqtM+kl U7EALvZ0qvf2fe16wlVfXy8BEa1ZBRA3mkZ9JSDyWtnXlLHnhq+IS1+iJvno o4/+u+ohYlsPX9+Eyojoqqm28h1SW/mOvK0ykixHmF9NJf1D2fA+dlbsDE6r EDr/mfCQC59JRj4nD4rmEY/PU2TTVXGq9IAWjyniKA6f0rUVw/lEcRjBznm1 ny+LHNfom1hf5cazJ6tw3NODdNk8YwT76714bm0tTma4cVrXSF48lNKR8nC9 HWlGB7lhsczU3yzElN8ajcIWixIaoRjLdLH1grtJ3FXY2ByHuznGR9HERxz5 WlNMgiSUItF6QELkEm4UCaHaGUNaVS9chhZ4azWwegmO6GzgUvpDnc6zY/8p O7Sir4uDMLjpGo0891CEpbC+DCWGOtSxtKn3UAIevwCI8DBB0wXVMoZF/NrD Z1iyXEMVv7b4k16RKeHJrM5GZm02supzcDA3G+uX1ECXN45I21so90/injXF +OmLy/GLhcvw4JJleHjZMmxO3YOChnwUkBr5aMxBviETmpyNaNu/GOdIwrlE Mc5Sgp5hZlKH92zGTLQIM6Rn3M+Ku2GHqD94/GtW39sxGM3HIOkZoAZJ0CDp GSBh/bSgPpLTR3vpU+npZwbWzwxsgNYyYMnEgDkD/Q1ppFWDC70c4873hhnm 5wmQclWN6lIhYiE/Q4Bm2gKYEReK6TDTTMQu9XZ+7yvYEf4wl53vfOnCxBx2 5qmTYclMbO7jd9W/++CDD+RzcQEuecniBlJDRGpSbTQqkKLlDKp9jofeREgi 9e7vIqWmYzeQ+kziFD8vm19fkO2xL/6acFCXZGPjS7+WvY5vEVwpWP3n6wmb 8Km42ohWNDMWTWcyIsPYUENeTtXguLdXNqDZVu7Huu1mZJb7cEx2cvXisJYM aRtxmP5zmN5j5ODdEI6SnZjcDMoai8EWj8Eej8ORiMPZlIBL0uNujjMha4mn SI7+SZIkbMidiEpuhD05VWpqXHFGbB/chmZ4a2ph8dJqaA8ml5fUNOJUnhUn 85zQWEkCczKNi49uipTk15ahrKEBda4gqRF5GcVcrZ7liMZPwvxKaSMKf2Vq 638gt7YQp8sykUZixC0f6bVZ2J+dhVWLq1GZOwRv81U08MN7bKkLLxf2IdVF izKw2DcK5SmPDepzQy7LpGL0hosQK9uHrr3LcMF2AOebS3CuqUQSM8KIF7TM xoowEWRBbt5Jb9mJM5YdLMop03b0uo9jOFrAD3MoUoC/wBCJGSIxgyRmgF4z QGIGSMwg65ZBJmODJGaQydigjbJmYNCSjn5TmrwIfamPxFzsEylx8lq0XF7R w2xYXIy+FWfPBK9fjp4VM18JP670df7dl4D58sSXAOavfj8w8+dYzJzS5bt/ YGrY2z0CXy/Llr5zCKjNVSUjg0zLJCO0nNEvl/aK5cTmWI7CyOeSjvgFhY34 RdGo+dJvBBXiTHYEb7qstGxWntGL+N8VW8Qnc7i42kKlrG0KmdFhiHbso8w3 Ntb6SUsdHacfiw/ZcehYI7J0fmZkAZLiJyk+ScthrRtHmKkZgzFmZzGSEocl mpCb0tjiCdgTCThIibOZpAi1NAlaeLyFuDTB3ZrgoyI3lSJIEhNi5MeVEIqq 7DDVY+KXWR1Dbn0fGg0JeKurYBYbQDV6YXSxfnK4kFduRXZpI+rJTr1d7IAZ RLmhAXlVZXJxpVjnW0ue6shTHdO4Og/Z8UaYtpEbv5gSiOJg0SAqnK+h0moi a1UoN1ejyFiBPF0JDublYc3iWlTlj8Db8hr0nYNYf6gIj20/g40Nfcgy1/L/ l23IY0wXmotRbqugS1bD7a/BcLwMF1tKES/fj+79y3HBLrgpvc7OSFDhZjKc jTPWXSnotO7ir6mLx07i00l8+j3HMRIT2IwQnu9ghPAMM5UT6AwxTRsiOoNE Z9DD88ZcDLlyMOQQysKQPRNDNqJjTcO5DrEc6vKA2A3lUn9EWc/RN2c9R4/S cvgc8TnXGeD7KcIjmsaelfCc+e4fmBojPH+nUqBOHstnP5mTpOHmRkVf1W3h L78CJKXG+Z4yV9Y1ejNM/YRp4JoK01sKTMl5MlHfzMnfYnPMJiZAOq+ApBiN 0iotISX6XiUui2MTj0RLqklBTOXsn6QxCbpEzpfkSt93mUwNkagRZMZH+ThG TZCtEJ4/pcGijUakFwSRqguRqxBdJ4gj2gDlozyUk1zF6UAJctVErppgjTfB lmii+zSTq2ZyRbU0kyuxUtnd2kwDEgd3axN+LDkTVLnIlPApQRRTPjhEDhiN wB6JYG9OGwq0/fAaYvBUlsNEooyNpMnlhsHulPfOltY1os7M/MwaRKmmASVi WagliBobaXKEUOskTS7S5I6QKNJEorTqNPSBwgFWJdOoatCglDSVmWtQbmHe WlqBdYs1qCkchbftNRg5NOY3lOHRhSY8n92HI+42FJkr5D0+dY1asXqPxz+n E2rg9tXgcmsZLpGmS62lSFTsR+/B5bjoOIALfO1CS4mkapRYHN69if+2y7aL kdQtJtJ4Jp6loNu6k7lbn/MAxuKFGI0VYoxQjUV4HlawGg4SLbrZEJEa8lIC K7eC1TAdadiZhWFHJobt6ZhJaHF1MCK25hVUXebx8k0rpcLXyTpPqi50BXDh TOB6U91zTT5c7T/znT884fyPf4Sq+bgxeZZEKelgvzuV9o+YuvSaglHPtIKR 2kJVYjREjIaTGL33p2F0IYnRb+Zg9B+3SIJuUQhS+8c1iUc+n6diRIC+JxGK q9aUGRlAVmwYWfERaowa5/NJIjSFBSds2L7HjezaCI5qBT5h4kOEeH5E68cR HRHSiYmDBPFpginaDEtM7H3VIrcxsjeJNXmO5hb+qp381bpaWuFqVeQWamsR DLUIhtpa5BnZkpS5m5vIU5PM/ZzMAVlHkSfmhaytxMaP+wo7Wej3w2eIoLGs BEYvWXKTJacTepsNjX47nGSsxuxHfkUdqg1+VJuCqCZb1ayTauxh1DjDdKmI 5Km+UfAUpTtFsS+fvxJNP2oMNWSpWrKUWlyODUv0qC0Zlxxp6EgVDg22nyjD wxvasErbh0J5H7pO3FLt1tGZ6txaMlSHkXiF5OgKdZkcXW4rRRNZ6j+0HJec B3GRr12gzpMpwdL+HevQbd+dgh7Hbv7meuy7qV2KbDvRTYeaSBSmYJwsfRfj URJFgxolSSNCkiZS5cvHMGkaIU0jNKkR5ncj7myMuLIw4swgTWl4bTiK14ai uCoVgYLVn81BSukyfIE4XewO4iKRSnYavqDidKW/41t/eF46ucB77vUbFaev /QFD+qqLN9dJ6iZJvV8iiYYUuomkD36XpLM3kZQiMZqvgHTpOkiKFX2Nx98S oN/+DkziXALFgihpSWI6Qt9/GVm0IsFSdpIl2cR1mkzN4JXDXpxICyHTEMYx YxsO10XJU4QskSsdbUknmGqkHTWRp2aVpxaVp1byRDW3wtHSRp5a+XE5W1vn w9XWijtIkASKz6hWIYUkl/AuSZLws4SsquyxmLI5nSCptBtl+gH49EE4c0pg 8DaSJAf0Djt0NgsG+j3o7fXDYLSiij9glTGIKrpUFXO/KpJUbY+QpIgkKUmR 1h/Dntx+1kIk0FiPElKUWliOTUtZU5VNwtPOvK+V39euQTkpWrzJgqdO9WGf sxtVTi2qSVGNS0vH0yARqpLuI8iZhyttZYzPK23lqN22GAOHV+CSmwS1KQRd aC1hUnZE7pnWS3h6nXuo3fPkkz9HLw2pl3Y0mSjEJM1oggCNR4swHinCWLhQ IjRKfEaIz4g/HyNEiDkgIfp7jHpyKSLUmI1RdyYxSicOTlwbiVFRFaWIxEhA pLQEUTEiQrIxbo9AaE635VYfDVT2NL31T5iy/i+/n6Nbr09ZJ+uir5qynrp4 Dd7OUfgFPT3nrjdhDsh9a9+82Ycm5tKjzhvMfvon0JMiGfm6Qo2kJUnRb29Q dEV5m8zuxNTcHIqSjpTNZC47PkEpbZCz4jPYb+rFq1udyCqLYz8TvGVZdhys jeFwPUnSUrowCRIkeeQC2oZwCylqgTnWCku8DdZEG2xN7aSIamlPEfuDkKK2 dv7GXDy62tqk5snjzyRawq2Ee0k1t8iE0E6Y7EwQbYTJIjbqI0wmpnr7KnpQ UnMW/gp+n9Qi6D0u6Fx2aO1WuAJWXL7YiemeRvS0eGF1+FEpYSJI1jBhiqDa ocLkjqLeE2XBFMUupmmnyglSgxYn8suxZZkZ9eXTaCRENT43Sq1M+WwanCir wS9XNWFpdT9yXATVoaU0iAWrZLp2UaRywoKIkMCIMLWLY/32xRg6SpAaDzLa L/JvbsVMPFeAI0HqI0R9rj3od9GSxJOvoY849dGW+mwCpiLCVISpGB8JU4rE 6TsEilCFCiVQowRq1C+Uj1FmeaO+XIz5cjDmzaayMNqYgbMtWrw+GpMrD1Ik Ut+WUF0djt4E1SU5FyGAouhJlwhUskHwRQJ1bahj3p8wvf3fvuJiqQrT977C lJSphe/Ae2YM/i7i063i06t2BxP4DP0+8/lYXu1JkfB8bU4a9+sbaZzKTzKH mwPK9fMUefbPClRqhRRXwTF8yXoENNnCdghNVmwWGwubsP9QADmaBLLDZ7Gm yI9lGRamdIRHEyMwEcLDtE7vgz7YCkO4Vd4NZIq1wRxvJzgUwbEp4FAdcnsm R1uH4Ee2s+RRMCRoSpFn/8JzOlWrcCvFsRzNwsGYGdKUbOTISoYsTO/MZMjE 1K6BhrQpbxplVfzVljXBeCgfOrdovWFFnbUB77z/Eaa7GzHb68Nsnx89rQFE IiFUNFCWMCrJUJVgiGZU2xhFnZdGlNWM1FIf0gu12LbchvrKGbjJTrXHnYIS cz39pMSiwcvrdXjkUB+2W/pgdtWiJ1KBs82lLMbLOFCXKfi0SXwUcr6BKx3l 0JCe4WMrcJn0XOKrFykBST+JEfSk8GzvPPl0PvqJVD/Z6acRTSeKUjAVLxYt 51R0BDhJL5LoUGPEZywglE/lYcxPdPxExyfQycT5Nh3eGIvhjdFYiuTnbxQ7 kpak2tHQDXJu9AYVXY/nkNPmxRszo793Rvu/f8XVIBWXf1Qn6JKz1uLZZ599 phDz5/B2MF0TxHSRmJ45xAzcICb0JcNJkcna/C+la58p89TzlemDS79Wg/83 8yUJf4AZJVf7/nVYsiJ9hELAknSYKWoG2QQlO3YOL64343R2DDnWDuSEzyEn cg5rSgJYXeDGziovdtV4sLvWhd01LNptPpQ6fCh3CvlhIizmRAcsTR2wNnfA 1nKGsFCtlNiQihIbUznblfN5kp6fCpDkZlVCYjM9e4uS68lN9SgLaTHTdUyk pYHpm9gERB8JY2vhFCqrLyBQEoHJ2CA7GrmbetA5cg7TXUlSAlQQs/zwZxkE Pe1hRGKixydpYfpW7YqipjGGfVk+bD9iw44VTlJylj/Za6hwuVFoqEMR07ii Bg2OFpTj0Wfi2Fw1jmaWANOJUsw0lRKVsuuoXGI6JlggJawo2ss5kl8lKgIX 7fYlGDn+Ci57FFwmwqeFsUg+dm9bh06bct7v3oMB994UDPDJPAw4+JT1z0yi mB/pNKm5VbIzFSsmOcVzsjhCRXR4CObzPWPBPIwHczEeyMG4PxvjvkyaTVoK 3hwnLoKbv5LQXBtVkaEkLioylwUy1zvRB/g9LHCXnkT2tmVI27x47hz2v6qE iOxNkPMVhIgptpUrVyZvrlII+Qd420lIp0KIv/vSnHbgb9xMyE1TAx9fnxqI JqerRQ/lC5/J66NyBcElpceyCPv5ybnpK78mF0q/73ny+H3VS9QZbBUr6SdM xLJlIjau+gkRiQtEzuJAwwA27fQiu6oZp+ztOOEaxGFbJ/Y2NGNRphZL02qw tdyKLeUmbC3TI1vbgGydCbl6ITNyDWZ5XmoTdxQGoQ83wdraCRtlp1IIS+d8 UtGZIjH5HwpAckNAuhAtxUZIrITEQjjMlImW0sD6xhgXu2LGoGc6pg+FsKto AjVV5xEs8qHRHUawawKBM6OY7mzETA/hYG0j4ehT4Jjtj2B2IIqzrInPD8dw keEx2BPD2hczkLfUhw7TGxiZ+hV8QTOc9jK4HOIeqmFmO99C4e4KvLxhDEXB KQzHKjBNMGboIWeZfp1rTcJRzsgXuwKQjBSCIfItgYaOaIyeoJN4FTT6nXsY /m7hG0kySISwE0HFXkEF2RhwCjJ288vNJEoUNP5SwUJcF4oqErNtMh8TV1WF WOiMh/Ip4hEiHkGiEcikoaTjrYk43hoXW7a/OS523haQvD52A5GrIyI/E4B8 QxY44802NFanI2fPq8jZ9Qoay0+h21lNZ/HgvUtT6jYrN1/auYkLZepZ3DAr rnP+q3qd09NGKDqm4O9kNt118SYoAkkoRhUowjdV+crSmqhcVvOJCsWnEgqx 7FKYyKXP5ifXClz5XJ6JxxQJx/+tovD5DakYlbXSKaKDDH+6RmxCplcChxw6 RnbsPJYe9uPoiShyDM3Ya2rBPmq/uRkHzC3Yo49haZYWKzJqsL3cjH2VBuRp xR5ylMEib8KzzEeh0cLfeCFfqPOGYYiw7G/tIgldfJU8sCARFmJTZaVlWJlm WUmEhUSYSYOJaiANBlqFgTToYnFoo2IFmVgsE8C+4nHUV80iWOBE0N+CAMvB qM+CmW6S0EOb6FVJ6PsqEuI4uvAkTAs8eNPzEX797hcYP2PFAFOTAXFVUczn MroEC8/e3YiNxVPwNTexOijB1HUSyuaQUJa0CQIgShHhEt+AfscSjKW+gisE 4VxTHgZduyUHIvp3bV2LuEGsCWiz7CQ47Ty2iyufQqYdaDduF/PKkgam2tP8 1tNJn6AmCEXSK5jMRAr4nvEIQYgQhDBBCBOEUBa9Ih1vTwgIBA5/KVGgZcyB ISZBmOhworE+EzkHVyFn/yo01mRgPME6r0fxC9EV+3KXFxcIw/+jRrvICpNl xY9vBkF0bUxeg0mC0DF8Dr52gnCGIHTS6LuTILwuQQgmL/gn15hNJdeYUbOE QawxO/exCsMn8pqJAOFTCcLc9TKX5TPleOVLr8mFNGI3IB6zQj3Ijgwx6Fln xFRfoCekBSdx2N6NJZucyChk0m1qxQGTmKY6aG7F13FIdKG2EgpjFCtyNFhX oMXxahMKtRYU6izzUGQQ9/MVG60oaRCy8Z+Ks1tRwteK+beVNg+MLEusbd1U Vwo56OJHyFOedUpZKQvpsJAOc5vYi8hEPv4dRvqFkQmVXrSPFF1J4woZmnAY dYEAysxDWH1kFrrqaQTzzAj44gixLJnpIhnd9Ah+pLOsOWd7k2REcHYwinMk 49jCU7AtCeLtwCf47L3/jQu9HvQzUe9nwj7ABH5QXOVgMl+wOx8vvDKCLM80 +ps0JKN0jkeoZJCKi5KMcpk7CWtIkWR8U5qFfsdSjJ9U6BhoPIQOyw40NWxD WL8V27eshbd+S4p4koKIbqvYAki3DVHNFkTqNiNqSkekIR1t9mz0NOZKPKao yfh1PFIkH1+X08oT0QIqn8qjcjERyWHCJqwiIwVvTybEHYaTccUxqDcIyUBM D3PZUeQfWYPcw2vg0RCmNseNDrnJZGpO2/hLXR58+sHb151i7mWXLwHyu3uE /AWmLrwJb9sk3WJWAuLvTnZYfl2d1XpbbQufXKRMSKYJiQIIa42zH/F3K1aB idVgYlWLlFyH/KlsxJ24pDzGL3/2dcnEPyqX91W5x99CVriXUDBZijFZirGe iM3ghGdAOsHydC927g0hp7YNR4nCIXM7YWgjDK04Ym3DEVsrjtroFA1hLEmv wN4SLYq0jHidLQXFepuAwmAjGDaCIJ6VNtgJRSkBKVVfK+G7Kq1eRn1PCg/d KbC2d/OdlvYuPu2CuV3kVCZy8UM0kAojMykD63h9i9JUVfTp1cQTqIuytGDp 0tg9jdDAZZYF57A+9SwMNcyayKxFo8FMpxezXSSCNeRsj0qE8AvhFSTi+MLT cL8Sw7uRz/Dp+79Fi78Ds3Et+n0kQqw6CYgVKIUYIhHP3GHEquxpOJvbMR4r wQSJ+B2vYMZ0Uc2aLt/kFX8GA2mYOPUKhq27GO+McMMWaisiBoUGn2YrwoZt fE4KBBRRQjEPMe0WxAwHETOni2KTWHxTghExpKPFmoUh/niivphIekZMmS2e iNNaJmL5tITJWB5LDwFFNiZCmXhnKiGZON/jxhlPBewVx1B0fB2Kjq1DwJCN qU4XrjCHukLbEE1+L8vrLcygUmSf+/k8EglWa6Ib+ftXJv8EGubO8f6req3x 7fc+greVNLTP0DLOM3cSBcXVOTQIy3hHLtsPiWX7olH0VJIIcTvkhxIIBQdl cbHoPR9TluMrCygviUX84pC4/CkDUTQeT6i6fn5JGsynrG/EPzH0XSAi/Qoi 0QmkBUawzxynmpkktWLZ/kakpjUhy0iPsLQTjXaiQdnacMzWTrVSzVQCB40B bD9diDQmUZUWL2NfLLMoMdh5MNr5SZYRj7IGB8pMSdnla6X8W/FmcgV9rG0e qehh6W0mKSZy0iDVCSMdxMBqQ09GdPQObXMbNE2tqE80oy6WgKG5C+ERcbHp NYQGr5CTS6jxncOmtBk01AzDn1nJ1FyrMNIVUFbmCk76ItI5Uhekw7e6Be8n PsfH7/8GhrIwbOVkKq5Hn2RErM6iawQKkb/rNJ5d0I9UxzR6E3qVESWfmmbJ nawszrcpziHyKYWRcsU07uBbSmBkSjV5+hX06VcTAwUTV/UW5KZukJhU52xC xJjEZBtiNJMYSYlpt0pO4pYMspJBUjJUE0nj+9OJVjqaLVn8UQukiUzElclg eYUlwdcS+XxOUGK5hCWbhnUcMVMudHm7UZa6Hrrc3ejwVOJstxtvTDC3Yo51 TeydyfxKwHI5CYt6NUVOX/XTPvrJSh/to9eLS92N161j7qWRL8Eydzb3f6oX RLxNBKWNoLSrHdW7b668lftb3lFAmRCg0D5kB+wP5H3DUXkf/IdJWFKU9tfi 3q5vKrCoXdUTl9RO6pckPASE3nL5OkjiJhe++x9IyXlSwqo7PIIT7k7sN0VZ PsRlCbG5IoK1W93IKmvFKZrGYUsHCemgcbQrhLAKP25vo1qoBLJdHNGZ4e9M K0JWnRX17ihKDQ6SUmp0cLgplYA4mfcIOVJQzpNviFOeOeRfi7cLXiosPoLR S/XASKXw2I1nYWAWpqe56AiMlsBoWjpQz4G8jrAY2/vQOHARYbF9xugbCA9f Q2joqty4LTR4ATWBWWzLmIK5ug/jmUU45yAwnYSl64apnFqYgfCGDvyq9dd4 /73PcHa6Ew25NlhLCUvMIBf69osljARGROAzP6nAstQppnY9GBWzQnMMZZqG MktDOStgEaZCM7nYrpoKOTnbXIK+YC7aPZmkZSlGaCqByvXIO7EeO0jIlo1r UZqxEY6qLTi6bx2NhaSQmKhB0EIxzZK0mI4jbs2QxMTNN6iR7mJMIzFpCOnS 0Mz3TDaJyyWTTYX4Kx4LMJUQ/w/+fd1WmHOXov7kc9Dn70aXr5IpZaNqMUy2 xDbGTLheFzvMClrGVFpGoykSl6/fyLcGgqr8Shv5XpFrvZVcrRJqaMGFoQtq qfG7V0T+KEPfZfr1FrwtM+RI7SLP9EvpIn/DcMQaf9FFXuydEp58jzWK0kVe bJwSnf0AMXU/iRRx572wZ3lPpHJ3seTpG6Jj/Dz1rsnMwBkSMoDDthgJCbHG ICWmOKuMZqxO9yDzeAQ5ujaFDkqhoyMFxx3tLGFOOFqpZpwgJKW+NlgZLfpA K3anFyOn3gZbohdaT0zCUSolunOUWVyko9ziRLmVwAjxvNSsvodIlZCWcpuP 7zWQlV9AT1J0bT3QkhINKdGwlK9rOYO65g7UiEZfvdPKRjKiEbqk5E3ayusk hbYyJDbgvEhSzqI6OIUd2WPoM03j07xKzFi0ykZmXSGkL8pEfGs3PjrzG3z8 9rsYG22WE1YN2RaYi72YiRkVSrxisW8+/JWZeOapLhzk12pucmAkUnzDUlgx i2JktkVJvc4ni5F2xVZmm4vRRjqanOlw604gdcNK7N2whmSsga5gI/wsMqJG kWIRi++xDtmK3duVDCwq7ISQxKWlbJGAJKzKrtFxqQyZikXU+iRMUEJChtMI 6U/JdcuDQQ4Gmh3QZiykFiDMr99lP4QBz3GInnFiC/h3RWMCAYloUiCaFUyq kNBaropdIAnK5Ru2IqaxwsxfLg8SlEFCMkhXGWAG1u/B+1cn/0Jdjj87dgH7 Xs6GbVEZetcX49NzF6/DMvd6iArLP6h/9bt7Df+10uq8ibC0iKKesHQSlp7k Ffi5pkOJuFA2GqLpvKcAM0udFaIBnftA8PIrycuv5D3EsYsfSl4+lNDMF9DM l9D8o/zrrEAXjlgITIOfwISwrtiERcdLsfR4BZ5Zno+jp1i4m9skNEdtHQIa Wgnl6CAxbZKcVJKTahdXvntgJyn2pl4Ygm3Ym1mCPC1txN7cR3fRsnouM7sJ CWV1kx+ri8NSmc0lz0pJU6nZhRKhBicrf6fYGSOFoPTiYdQTm7rWHtS2dqOm hdlY5wjs/bPy/ms5dogxZOIdovP2zdgMX1H6YwydIzrTqA6NIbVoBu9438Wv 0koweyaInEW5aNnVj497foOPiIyoWOTs1ggrnywTGgo8xMaEXtbH/Y15RCcf p1Zl4ZXDQ6hOjLFqKZbYSIMRtXNCqeFn1Xne8+rslqjhz3iyUF9yEKePbsfB vZtx9MAWFG1mtUJzibJaienVasWomolxu3wsTtuI3dvWEqk53Oh3I2HLENMx VpbfApvvyE3+I1SY4IRMafDqjsNYtJ251SuoPrUUYe0OdLmP0QHzqFzWNNnS AZVeeQKXbyiwUDdgieM1FZZkDqbYyi080laGScsQaRkiLYN+xRa+amXxN1V+ XJpO7H3Qh/j2brxd34/LOtMf5+fmNrp8TG7X3dF/Gd5m4tOm4sOcTfbrlvNh 6mLKUQWh8AQ1yTiZelciJO6lj8hNugREt8hNW8RGFVIXPpAcpcjdXeaTJTJ1 QxIrgVryJflW8Q/+BodNjdivd+OA0Y+HNx3Gzxduwr0Lt+GhRbvw3JLDWLj6 BBbuyKURkSUhccHE0S6ZSnW24aSzlWpGbmPrdabEusk+fj9juAP7ssqQpxN7 vTpb+vmjOVv7YY6dgdafYIEeSpFXUR5CCY8lVjeKCZcUjauIcBUSrmKrHzWt vahu6UFJtBWViS7YmG2W88tXhNpRQYQraILlvmaUeppgaR+HuXUU7u6zpOs1 Zd9d0TJk+DzpmkFwYBw1wQHU13+B971vofKpNHQcGMan/f+BX5EqUefELRXQ nN6L9Xf8EK/edgSGPJIVMaPosZ+g+NHbULbyZWxa1IB0bRgtUT1H+CIMh0lX tEQxpcSNeWORuk0liukqqUg/th1bN6/H0f1bYKo+irgjDZ56FhQbHoNnz2Pw lq5Qydoi5gFSBF4pkq1bkHtiA0rTN15P2RKWE+LaGLn6CyVts6YjRrQChlQ0 lO5CWdoqlJ1eBWPJDvh0x+hMqejyZGCqOZ9SoUpksxgxig6UTfiWtCJBlui8 JNh6cyouO+cItl6jrswxInI1EsHXeCRXI+RqmFwNk6shpmuD3jnrjG9G6+vq CpeRnkkUra7E3l84cGzjB2h3fIG3+j9jTdR/HbG5F16+ArE5N5r9L3WRi9Lf /Cxd6gJ8HSyLulTE5BzC6+rtzcmdShXMxH4u4el3xK67M+/yFx2dJW5n35Og Ccyich+82Pn36bexC++ruH1AjqiL8lyQJyyNr/xn+bo4M3X2Yb/OggPk6+GN +/HzBRvI1lY8tHgHnli8H4tXHsXyzal4+pX9WLgrT2GLnpVKvlKd7eTqBl/6 aBecZMtJspwtfXCRJsGSKXIG+7PLUWBwwdUmmlM62wbE2rAB5hQOvsHON9YT tjohXwK1Xsoj4KPLkaxSsxeFJi/9oTsFNfEuVt21sU7URs+gNtKB2nA7akNt rHlaUUPAqvlPq/hPK10RVDhD0PJ1S1MPASNcw4RrcIIZwQD0tR3IetGM7qPj +Gz4t/iAYMUbypC6/AVsvPNH2EOdvPPHOP3vd6L8kfthef4+6B67DcbHfor9 D2/E9gNBubVAW+VBCddQWLGuMTXjG40UwVV7Avt2bsKOrRuQlboDTu1xRO2n 0dKYica63Sjc9xjSVv8U+a/eCd3mn0O/5y7YTz4GX/kr4rM2bBN4bWeCEVGL IVEs1eZskhNtTeQqYRcdQjIlY2HTSfi0R2Eo2obK9DWoyFiNhvKd8DWcQNjK 4sh6GmHLKYTNJxHma8PRbEy1kLDmHPpsFst9g0LZN2+mTPQ6IGmvTyYkaa8x 3VMpS5GYsR4ajVBhRSOEbISQjRCyIe/cG/3nMqZsHPkNyVj+qjKUPqZHa/pV TLf9FrvTPoHZ/y46ScOnn3z+x1m7eepa2fDmb9HRd5Xp4Hl62SX4zggvI2R9 1xQvE6Al9zET2wJPEDYB2RRhE3voEbaI2FNv9l1C9q4Cm7Kl5HzB2XyJ2WaC 9L4C3HlFDZ0sb5qbcUBrxYLDGfjZy2tx94IteHDRDjy6dDeeW34Yr2xMxaIN R/HCmgN4ds0h7KrySsM66VCBcgm1Is/bRph64WoWMFFkxS3UNgB3+4A0qQO5 FaiwB+FqH5RwiUdnm9AAHJS9ZQA28mVr7oe1qQ8GOlKV00/3cqDYaEeR1sYS ywtNE8uoJpZR8U5oCJeWcGkIl4ZwaYKtqA+0kM0m1HniculXjSuMamcQ1Q4f qmyN0HrDcJ3pQZUjiP13pKH/5DQ+H/stPrn2OfxrV2HDXT/Eprt+hANUxl0/ RgnBKiFY9Q88CA/BctC13E/chk3P1SK1Mgz36f1wP/kzeNY8xZywCH2BAtiq j2PvDsK0ZQPMFUfR4cxCwsH6xpWOhDsDzUIEq2DvYzhFqLJX347iVXejYdtd sBy6D7Yj98GV/pQAi/70LeK1XU7JRfTMCylvrcKXrngPucpivXQK7tqDMBZv 57+pzlzLwdtSsQdBcha1ZyBiY3poJ1dUROoUItaTiND1IiZxb2iWylY23psV fXEEXLfIhoFfhitFojXvJgu7ia4xIVrYqBAJGyVdw77fR9d81ceyVxWj4OFa NJ24QCP9LYYvf4ELHynv8Q18+PdfMQv+o5vBmjsLroD199LBPPFz8LZcZJ11 Gb7Oq6yzhIMlL5y+fmOTQLFf8QSLiMm3bsA1I/eIZ7IoAHtHAezcu3I7Yj5+ gyS9h43wjV+GtikBXXMCBzQWPLxuD25/aSPuYfL3y6W78OjyfXhJGNQWhaeX NxzB8xuPY322ngbVdsOgXMKgWmRDCldLr2RJ4UhhqbFdaJBMDcLC+D+QV4FK xrG7Y4hSmHLxPYIrwZRwLlNc3MkfQJn9xnSFmAyXk+A6GzQhcS20G3pmgnp+ TT1Z1ZMnPXnS0ax05ElLnjT0Oo0nhnpxH6c7iFqnDzWORtTYnEgrrMaq59Iw lHkWv5783+jq/w3qskew/e5HsPtnt+HA3YKlH6H0rp9Ae+dPUP/Du2C691GE Xrgf/qduYya4BFu3euW9oolNTyD48l2oXPosdqxZhe1kyFB6lB6SJc1qktng cKQQUWZ7cSd5cmWgyZ2J+szlOL7yZzi96g7krv05StfdA/OuX5Cl+2E//gAc lKdoMQMlrN8+T6L0t3BWbML+XRtQnb0Z1VnroM3fDFfdIRrPaQlWwpEpG6lF HYTISRHiML9xxHFagchOiKyEyHKMIB3hDyau+2elSIq+LSl6V9Xb0003DEpN BQVDcj6CuixSwbGo4Ic4jYnLQWNigy7Jz4iyC8NXAZSi3nTjKw8i+4FyxA7N YCLyHxi79AWufvrF//XHwZn71f5NHr+Njl46UuICvK2E5sxV+LqoXhWcwWus rhRwQmLnWLEp8QQ1+WYKyXlLbPCtshOZJT9CZ9+WxdY7YnHDuXfIzzvyUfnm 31eZUl7TJGKEKQZdUxwH6s346fOrCNNm3LN4Jx5eegDPrEzFs9RLa45j4fpj WLblOJZtT8OLm07j4GEjdh/QIbXCg+MlLqRlW1CfZ0dZnuO6IQmIPARFgOQh NI0dyqOVABzMr0QlM7FGApUikZqvGBVVzwyq0uVKYarmwv30MicqGPsVFgcq THZUGETDXCuMTaKfURcayJKRLBmjohdSOwxkyRBsgd7PBJS5o87L/6JHbG8T hMbtQ73Lg4xSLda9lI/q9Dh+M/MFrr3+Jk4vfgaLfvwQVt/1FA6Sp/Sf/QzF d/0Umrtvh+3uO2D+yb1ofPA5xBY8hOjzt2PT40U4kudFWcYx7Fy9ElvJUOWr LyC85Bfyly0qq9E5030h2ynpCVGn6k/kqT5jBY6tvAOFG56AZfOTqN58L/Q7 fyG9yX7sAThT6YXFiwVJYo3BDo7f/votsJethjF/OUlajcqszdi5dT28+pOk KJu1lSNLlM10wqgrExGX2Aknwu/5dR4Jk+OUClQqgSJMlqNocRzHlf4GBaZ5 c2ASJiRQulXC9MaUmu1RV5SMj+yMSz8apxeNh1XRj8aZ7Y1Ro74bkxXf+vKW AvKxsdyP0/cWIbxnAuP+X2PyAj+OT7+43rJu7hWmP8DTvyeXsUVoQs2X4G27 ovDEDM/XJ2YrXpM8KTsOvq7sxCyamIjd6yfJ1JTQmwSKUnvmJKG6RWJ1q/x+ 4iwpZ/8otGKrGR0p+jccqDPhtudW4/YXt+GBJYfx9No0vLQtG0+uy8Fz67Px 0sYMLFpvxor1RizYWImtp7w4revEaU0HTtc0s6Rugbcyyg/cC3euDc7TRliP aKDfV4uGHBPcGg/sNY0wlzdCUypuXY7gkMqR5wz5ouwtXagWt0VS1Y1uVLkp l4sJHkWQqmwOVFvsqGqwoVJvRbXZkwITgfw5/asTJjJkEg1zRBdF0bKEDBlZ gxnEdrS+CPO7RtnM4VRxLTYuKEddbgd80UFMnZtFtKYYW37+b9h25w+w9LbH sOuu55F/15Oove1umH9xN7z33wP3nb9E9LHFaFn2NE4sXIa1a7Zhw6YtqNm8 HK2v3IcuFj2dK3+OzlfvkL/tXu0hpYCKFiNBWwhZWavYhSWko7H2CEK5O5FI XY+Bo0txoXA5Xm9Yi86KxdAfegiGfQ/AdOA+WA89wV/lS/DVbYatdBU/rZwl DCFr6WqmctuYuqUj5shBSfY+7GEqGbZkCI747YSyiGoWYm5KwOQWoju5mea5 6E4u/ihOwuQgTPbj0p1CpkMYbzORJdFqi0SlSJi+KdsRJn3pjaQvSZTU/I5I XZ4QF5QmImJ1wgRRmiBKE0ztxv0p12cmlLi/BSfuzoF/2xBG3Z/x9/8F3iA0 X3XHmgpNMrGbO0uutHX/M7z9zqfwxC4ye7sCbzsNqZPQiOwtCY7cglCAc010 TkmhE73OnyAs2XkdkSmFH8GOmI54U5gPj5HZt6RoSDyeVPjhWVR9XbRl18Uj 0CWizIyiWHO4Ek8szsA9S4/ikXVpeHpbJp7acgpPrj2EZzan4fnt2Xhk5zSe 3NyHpzeE8cJGVlQbtdiYFUB6VQfqwmfRED0LGxNRd+wcfLGzCIRnEApOIuwb 48c2yI+pG5GGVkS0EYSqPAgUWeDJ0MN+oh66w1Ww1hpZIWuhLdSiKleLvBwN aghRDSGqIUQ1hKjG6kCN2Y5qeYemRbZCsSQ6mSmeYQXWATMJMoXb5H4BFfZG FJrMyNTWUTXI1FThYE4Rti6uhba4F/7mCdREA/DqsnB8xaPYxqpn6yO3Yff9 t2PLnU8h++7FMNz7PJx3PoDA4w8ha/ES7Fy1BtvXrMa6BXuwL9UNb10p+lbe g77Vv0Dv2l+gZ91d1M/RveZ2+TsX1ZLY6SzAKt+SsR2xrB1I7F6KsVOkpmol rjo247XYIVw4k42uwEnYS15F1b6HoTv0CDSHV0B7YAeM+1bCtO8lmI++CHvG EgR0O+DXskqyZbPyyWHyliMxyk/bi/LcA0SHr1EJVzbxyZYIRamIECuySGMG Q6UxDV8jRSTIqRAUth2VcDf7jbg8FJpL0NdvEDQtMjvFjKYGgug546U4kDn9 Jr7N5W/gmREuH+U1wOnRobvdju5WK8a67PPUPM5R7sXhn2fAs6EPI7ZPMT37 Bd765Iv/+hVXZb+E0NydO36YXBQ3+y4LIPpOKxHqIEJdX0JIbIczLDaGFl0A rsn2goIi4T+hyddFPvc6v3RkmjhNE6WZN0R/Nx73yI9QnAk5eoehjYWgjYdw PEuHA6vMOHAkjsz6cdyz+jjuXXsc9688iIdWHcDj6w7hiY1H8SSLocd2VuOR 3W48eGAaD+8YxuObW7F4YSPWvMiB/KVi5Oe44WnrQ3FwHLWJcRhaJ2Btn0BV bAZl8QvQtV7g84twn7kIPxVqP49o21nEm6eRiI0jERpG3NvLj70DcVMcUY0P 4Qob/HkGuE7Xw3SkCobMGphK6jj+VqPmdBUTJx3KDRFYiY2V2Mj9zI1GSo9c gw55Bg1Vhzx9DY7ml2LHCh305UMItM2i0mNDeU0azPm7sfeJn1C3Y+9jP8eB R+7Eicfuw6Enn8OBpSuwddUqbKFKFy1GfNEqTK5ehkOLWQFr/OjatwwDa+7H wPr70LfxPvRsugfdm+9Gz8Y75e+8LWczzBsWo33fEoxmL8dZ7VpcaNyF800n MdxOQ2IaVXh4KbJ2Po3iQ08hb9cDKNx5D+oO3IP6gw+g7jgztBO7UHt4G+r3 r4Nu7zIY9r4Iy+GVcGXuSJHc3CqpEfTs2LoRdSVHaDg5ord0isTmf5KRbOo6 NFS65CbiFt7DqshxgqnlUSZ7RWgOGtGXsMo8bm4WlwRnqNuH1hYnfCEOekEL Gil3wAx3UIgZRrCBz4WMcPsNcPv0cHu0cLs1JMnFrP4CKtKt2H/7SThXncFQ w8eYmfwCb3/yxT9/xfWlm7C59SZshMR1Jr6mZG5/hfae1+FJXGYYkp6O164T JLO3fmowaUSCoNdkK7rQuNA1OhE1KaSS9N9kU0NBU3haeRR/xLlorq2JBHEg ox47l+tQlzbF/9tHSG3oxr6GFqzJb8BtC3fhzuV7cN8qkrTuGB7ecBKPbDqF Rzefwq5qD07YW7FT140X06bxxLo38NzSKSx6uRWvvmzB+pcrcWSnDvl5jUxA ++Hr7Oco5uscmMfabgAboG8ZQXXLBOpbBlHHfKvMHUY+s9Z6ImXuOg9X93lm recR7DqHSMcMYq1TiCfGEA8PIe7rYYncjmhDFKFaD1wlTPWIVVFqCXIPFeD0 3mwUFZWhIK8QuZkFSE/Lw4ET+di9ygRjzTgCZ86jyqFHQW02zLoM1B1agUNP /QwHn74H+597GDuWLsKGVSuxYfUqYrIUVS8vgO2lp+F55nF0LF+H7kXL0LJy Gbo2PIOB1Q9gcN2DGNj0IPq33I+eLfehc9Mv0LVJwaf/2BOYMG7CpO8gRpqy cCZWyGGiEEFbBtPYo2jYvQfxktPI2PMkTmy9H+nb7kHurnuhOfIQtMcfh6t8 LYud7XBW7YSpYBcqj+9G0c4TKNl4EFXrNqJ+/XJYDq6BO3sHfye58JkysWPb RugqjxMduhHBiXoIj1QWwhKiLwHkOokwk7eAlVUQoWgONaA5YBDwKKZzC97h cbTXj1DUimDECn9EtHXyhcWNI56wGY1CIZOqBrHJJCn8Fo96NPp1aPSRH48G 1Sw5c2j61uVNGNB+iJmxL9B5/lNMXPsE358DT/JWti/BI2azhR01Nzdf7xXG 5z9Q1zko8FwhPK+xxv4SPANfgmdEAUj0VQ6OqxBNvEaIqEmha/MI0TVCJKHh WaW7Fft36RlfrajWXGS2dg31PTPIaozgQK0FB+udWJ+rxyNbM3HXq0elFd2/ LhWvZmhx3NyME1bK1oxcfh0XMyU36/Yj1efx+M738PSaq3hxyRCWLQhjzUI9 Ni4sQ2GBG3p7gsT0Uf3wd0mIeHwMrvYz0Pld0AVcqG204lRFoey1peFrolWs xutEtqcDpSFaCvnSinmBaDvKmmaga5uBoWkINd44ysQFIV87y6QW1DoTqLOJ xs8B1OndqKuzIOdUBfatdcCkmUag+xLqS6s4xO9H3tF9sKbtQsaSl7F9xXKs Iy+bXl2Bwy8/j9xnH0H5Mw9A88JDqHnpRVjJk3vxs7AueBFB1juT+zehd8OT 6F35EIbWPoS+9Q+gbzPZ2Xaf/F1372D2tuMueR5jvHrsVMMpeM2n4TKkQpO3 DcYdW9BbW4heXz7qCreiMmslUrc+gJPbH4YpZykcpWvEvHUK08Lt+A48dTsQ MJ6Gsz4fusIC5O7LR8G2dJRuOoDqDRug2bgM1sOrYcncjmOHtsFvyyQ2ORIb jqU8fptH4uPJkPiEiU+Y6ISJTlDUPY2laAlb0Rw20X8MmOxulOSM9bFmicSs KZKcW8iOhexYJDmeiJCJX9/Df8Wfkdx4QkZ6kkFRQAddTR7KN++CZbUevdXv Y2b4C/Rc/BS+3mvwNF9gtJ9n2fMuksYz90qQyo5cTzT/xnzefFn4zNnk88fq 9df23jf49a7C03qDHq86ceBTrcc/9LsECQuaJ/hJkQD9s8Qn+efgPhuOb4ui ovIsdNHXUEkcS1p7oU2EkGNz4kC1FQdrnWTHI/cePCJ3A4jgqDGOo6YEjlma cJzKcbbAyRRJcNPY3I3G/0PZe4DXdV3XuuMDpTi248Sxk5vkpr08Jy/lJY5T bOfasS1blmVJpCRKFKskiiIpihUgCDYQ7EQHDnovp/feK3olQBBEr+xNhRQl WbJk35f4jbX2AQgqsp3L75t7H5wDgAf7jH/OMdfee61ORtcg6nwTOEGGVqTd xcrNl7DuxbPYtN6D7eubcfyAHhXl3hSEBobwb/AKZMJuGQZiY4i4iY4NJyqL 0Oy1QRdyQ0dsBDpaH8PrgsbjhNbFcDhQbdCiqLkGxU3VON3YRJwjKHCHUeIJ ocIbRIEnhlxvO7KbAsja4YfNwMbr3A0Y4m1ottlRUFKMQ4cP4VhGOnL370M8 PwcnVj6N0089hcInn0Il9w1PPwU1y4xzw1Owb3gO4Zeeg33NKvhefRHte9Zj bNMTmNz2OGb2/hgj6Y9jKP0xDGY8hrP7f6h0xF+ES3cSdvUxNJXvRWXB6yg5 tom07MLZJhUGAqUIOYsQZmsfYmsfossKsTfxafbD15gKfxOJ8TXtxZ8hZMhB xFKMiJVhUyFiV/FXl8FQWYaSwyUoT89FzZ7DaNy9nfEy9u54DXZVGgkpRpS8 xAIiBDEFkpooiYl6cxFhnxP1qdAZd6Ej7iA1VrTHTIgEtEgIUBKtDjGky22s xU5sbIgwwnFxu2IwbsUX4E9YGRbCQ2BiIghNzAi9pgxVaRkw06S0V1oxd/4/ cZ6wRC7c5s8GaNseZnN/BYF2Rutl/o6L8pTNwqQcS2+RUzqaxVmhFgbZftmw +NeT55WmL74H3wJDPbfkGIJk6JxkKEWWoYcf6IOUFdGUVa5vsWQuFKTG4BAO 7Lfg6I4gqitmoQvfQhN/VX3PMLSJiGx+UiRHf4bD9XaS5CJJPmRpxOydETm3 xjFjC46bFZJqvB1wsQK4W3tJUR+8HSSp8ywpGuCxYfQMItg7iJP6K9hW8Aae 2fUmVm2awksbOrB1gxU7N9ThxEE9ajRWGImQMeJOkQx9XhJV5zTiZEWRXIlG LAutJ0U6v0tSpCVFjXYzyg1i0nOVRsxioVLTrDWL1fOaUeu08OfNDBPq+Xu2 7KrCiT3h5DFehrQjmdi+ayeUUVTx78+RSMSgL8zDqbVrkLN2PUo2bEDdxg3Q b34R9tdehPXF5xDYuBLBF5cjsflZRPdsxEDqGpq1Z9C98XGM7nwKI6lPYiSD JB14HMMHf4Rzh36I/kPfQ+++f0Px6c0oOPEKW/ltaCjcAwMLTm+TWHRDzNDp dxTy7w4QJT+blgBR8hMjr/EoPPWp8DakwdOYhqA+m1WnGGGzWM4mbFXhj2my Smj+GM4SRGnY3EYyVUOmslQo35+NYzv3IHXba2hIfRGWU5vhKk9DlBxFAwXk ihz58xAmRyF3NlqjRnQk3AwnWbLD4myG2lqHECtJolU4tDi3DykgMSRICRs5 SlgJBBH6MrdmBOImGLTlqCA8hp2n0VZhxbmw0iXFx27Tt1+hixdX5TB6rkiU JEisQAFWoEDiEnoHb2Bh1GDp2Z8kSF/6FGg+7RKjbyycSr33sQTJlwTJ38cQ BWlwEaZFSxdKFiRlyalbySVhb2FvuhEHt7hRUcw+w3sLzYSxsfs8G59wikTo K9C0RKEV0RrDoVorMhtcyGzyEiTmcE2EIMVYjhIEKcG60AFHrAvORLeEyCsg alcg8ned5VE5y6MzwKPE6BtEqF/EOZzSXsGKA/ew8vVrWLNxGK9sCGPbBi12 bahCQYEWtVqL5Ig0hV34HuodCklqj5UUuSRFOq8DTSREpatBCaNUyyBHJZpq lJCkKpNarlHZwO9pJEVbd9ew7EZQVhrG3v2Z8hCfKTqFsqZi1OpL0GBS1ucQ E17mPv1txiOMx1Cw8nHkrlqNxlUboFuxFu0b1tKWrUFs+7Po2Ps8evevRv/h F1l7XsDEofUkZz06d67E9IkNmDm9DrM5axirGM9iNvsp1qVv4fy+NPTu3Inw 1q0I7d6M3qx96Ms+CM/RdNgrj8NjL4TXUQSPU3gtL0vTV+AlUc5acbfQAQS0 2axGLFZGFivSFDKrECJLIValMEkKk6SIi+FhlfKSKv5NLnMpaktLcTDtILL2 7EdVegYa9m6Beu86WE6+Cmf5HoRZkYKeXMRCDeho8S6SZHFrobE1kaR6OFmV UiRLX5YsxVtsJMkmy1KY+xD3wRYrw4IAw6CvQNneDGi3n0RrmRWDoTB6e32I tJgRbO+gE7lCG3+Fv1PcM/pZhEhVKElVsOuKcu2buDSn5SL66B3u3PlwcTj7 U6hamKd3KUEiksPb35Jf/AF6LrwtQRJzd/mWgBQ4l3R3S0AKEaQQIcovj2Pv y1aUZI+h2X4TavZUVr5mELejRUPQxCLQxMUqZ5pElMAKkjQtMRTZ/DhcS4rq vSxJfpIUkiTlmeOwhdphjygUuSRFPaSIJHX0wd/Zh0BXf5IiRu9ZHh1Gv4gB HrCzAyzHjeEJbFOxOu19G89vmcP6l3qxeYMTOzY0IGtfPQrytaxOLolStbkZ J8sL0eziB+N3cG9GiUHMm1Gqr0lBma4aj6FMyxqkqURZc4VcFbPBbsCOHaew Y1s6du3KYM3yo9qik4e42VFHJ1eNJgu/N0nQuL8E+U//OyqWr4B6xfOIr1uL CzvWYe7Uy7hSsx1XLJkY02UhcvAlhNI3InFgM7oOb8bwkVcxdWg1RjNXY2Df c2jduRx9xzZgpPBljJe8hMmyDZgqW4veQ9/BVCKMuagfl9jcXWaTd4UZ4qqx Edf4nq9U5eFi0VESeACjGWno270DLcfT0Kk6gFDmZviOpMF8ZC9rURGChmIE SVGQ9ShoUSFATxckQSESFHKTJA+DBLFW0aF9CWH+bWG/Crt378QZqq/oWBFK DpxEZXo66tJeRVPqapjzUhFhXW8nQe0tHlg8emjsagYJsjXA5G5SAPpd5J3Y jsITr0PXnC8hihCckIRHAUiVtg/N244jobJgMBBFV38YsXa+FtUjENZRFuIi yfDgFW7I0eckSfLe6yRFIVIU6rqMUAcJar1IuziLO3c//PNPOR/0awBKjtJ9 Ozmw8Pa7H8PbeRNetkU+VhEffZifAPkJT4CVKECAggQouySK7ev0KDh6Ho2G G1C3s+IQMvPITYTYGzWFglBHWH3UMbEqvToeRbOMGNT0M9X+MA5Vu3C4juzU B1iNAmhyROXKxtZgG+zhdjijnQo7LT20cT3widumJTuMbvKTZCdF0vOSwg/R ERFm2OJ+mMK0i/UXsCX3Mp7ddRMvbBrDSy8maPMMtHlVyEqvQ43ahGpTE06W 5aPerpOLdpeJIEDlhmpkFp7E1n27sT19N3bu3YWMzAzsTtuDbdt2IGefGjYH fcHom9BFfdC4muUR1jhqobZXM7OWs8s+Kp9zf2ctxp5di+vpL+Ja2RbcMKTj mv8MpuLsqM1FiFYdRXj3Svh3vQAXM3j0wBb0ndiKnqwtmDi5GbPH1mBk/3K0 bH0Mvld+gI70J9B7hHH0cXQf+T4iJ55GXV0VHA2NaPWb6JkM8MQT6OhMYLAn gfG+Fsz0tuBSdxxXOyK40RrAzagbN/1WXLE2Y7gqF+dVxzGYcwj9x9LQtX8n EqmvIXYyFYnSg4gWZSCQlwFnLqPxFIKsPjRYvhJuiM5fw+UowN60HWhuPAF1 swpVJSoUZOWjMP0oCtbS9K3ej7rVW2HKPg1NdQkPkJpBeOwNaLbWYs+rj2Pt o3+NVxk7GamM03zOqM6T9DQV5KBhaxZiBSYM+KLoG4gh2uuh+I0MA4IxPfwR HSJDVxE5d5UtKfeDYmobUYYESL9JYSwBSUAk7qrrvIRQ2zx/x8wCQEvPBv3T ktGF/96Kof8ut1/A1NX34ekhTKxEXoLkI0g+gnSiKIzNzzUjO2MAdU3XSAUt G1+3XhDNUXBCNE6uoRk2RkE0hUNojkTQLFcSb4pFuSFEv88fiuNAhQMHq9w0 Rn4YHWGY3cpa99ZAK2xEyCEQirMEtYhxuG4iRIw6eliCeolQH/MMo7efJq5f QpQiIXqIR4lGr1tcD2CDOcRWVXB0DGXihsDaYazIuIOV2y5h7cYBvLLeh23r m7BrfTlOHa/GoVNnoKLDLjdWy/XCl7+0Ft/78Y+xevUabNm8BVu3bMGLa9dh zfKXYDg9jI7Wd+Efe0PSo3VroHE3yUOsOpWLotQslG9OQ/v2LfK592v34ieu bNxtbcT5Vg28JQfRfOg1NG99Ghb6Ng/pCaethGXny/BmvYbo4a0Yyn8NAyfW YuDUVszkbsb8KVaiw0+jZTsp2vIoujOfIGGPozPz+zAfeAH1u/chXMtOh55L q8mBXpsHvS4fekM+P98CNBjFEgx6+OgFYu0xtHfGEGuLo7WrBVGPAe1eI7q9 JvRzP+jVY8ijxRCzwnl7HYYslTivL8b55mycq83CQOk+9OTtRvvx7Qgd2YzW psNI1GbAW5yOrLTt0Bbshd9XAI8nn0C5UJQdw9Htfpx6WYeCNYWoWL2PQG1B /fGTaK4qwmsv/gBrf/jX2PTo32DHD/8O6Y//HQ49+XfIXP43yHrib6HZys4q x4CzlMnZgTgS/V5WDwtLkpmAmdgsmRCIEabubkTPX0dExNB19utD19gERsR8 nIKnAXEX6lXJUpgchXsvIyw5ukiO5tDP7164nGfp+aGlIw0PLP+29NLt78rt 52Qh6pq4gxrzEA7t9uL4jm5UVV0hE7egJk9WFiP/6C02qGMCFz87ITM7noZA EI20oo1hgUtjRBi2Bm4bIjF+FYOrLQaj28eP0wuDOQCTndS4ROER1LSw8LSS mg444x0sPJ3wtHaxO+tOUtPD4sPo7iU5jN4+UtMnoOkXQx1n+2GLeQmMlUFw wqIvJTkp9Gl27EWptRVb8i7h6dRbeG7zJNZv6MCr682sozXYtzUXJ48UYf2m jdhMRLYwNqxbj1VPrcCap57AS8ufxu4XXkTh0Xw4z12BJuJF9pkSVJ9RIW+T 0vaYjh+Co/QoXE3ZuBSolM9NtDsw2k7H8cwPoVr1Y6g2PIXKTU+jaduzMO18 Fo49z8K2exXMGdsQyn4d0aPbMFT8Os6feQHnTqzB+bytmC9k8clehaGs5Ujs +iECjM7Mx9By8BHUbM+Ar6oYDrYr9Q3ZaGjKQWNzLpqYs/XGCljZXrjY3vlD ATqbEIIRRjSMUCyMME21z6GFu6kQbnURU2EdjOZ6OJz18HrrWVXq6WbN8MXN bEnM6Gg3o6fDjLPtRKuVaCXUOB9twHCwGhfcpejVn0EmsemuzsCl0jO4dOwk xjMy0XPmJDyZNbDvUMG4IQdNq44g97lcHHt6C1Z/9++x4fv/gNce/SpSn/gq Dqz4Ko4+8zXkPf9NVL70CDyFRzHQn0Brvx/BNjEyF2qzUrghYhPiexLo+OPG FEQv3ORm+CZ+G5HhG0SHMSRCTJZzXWFHzD0oplrrX2DmIsKdcwi1z6L//JU/ /eXILCxDsvRS7O8mL7IbH5yGersRtpfb4K17C/HO91EcuwEzC4qHkHjp2Lws LN4RUVy8bGz+GMbO86jzBVFPG1YfiKA+GEUdI9EdQ6IrhksjcVwZTeDaeAJ+ TwAGE0mxhWB2Rmh7SYq/BbZgK1sc2rRYO9ykxUNavG2kpYO0dHYjIGiRU9UG e3pYeYO9vaQlGf19MAUsMAetCi5hqyDFRlhFpTGGRNhgEPugHRkV/Vhx8G2s 2n4Br2yuxWtb92Lr1m1YtWYDHnt8JZ740Qo8++QKrH56BV5+9nmkbdiEw9tf Q9rWDdixZifKXz8B7aFjsBacWlid0Mq0XM8Gw+NvTg60/RPmY6VsPkqh3bEG pauekKyUbVqO2q0roN35DGxkxb33OThpyGI5mxGmwx8s3Y6h3DU4d/I5DJ1Z i5Gi1zBf8irm8lZh8NiTiO9+FJ7Xv8emaAPTuw4eep4mdRWatTVQ6+tgd7ng cHvg9Hjh9vn4fvzwsuz7QiH4yUsgEmZKFhFheo7C0VgAR3MRXBoGS4mLTY6L TY7LqoLLLhoaF1ucz8HlKmFrX4kmbwPMkQbms3r4E/WwJzRwdhgR6TGisi5H +dN/D3cuzuHdmUn8ZHwEH54fxE/7OvFRaxg/DdjwgbUJ7zaqmCY2YveP/w0H nvomjj3zTRxd+W0Uv/QjVG9/AjV7HkP+5m8QEQcBsS/jxobPkBD2NAwxACey ZWxETFLBkOPU0QviRArl+VvE5SZRuSmREbiEBxliZh2JyiV5DUi4cxbh9mnM Xn5r4eLrpSeBHkBFsWnz8/Ny3kN6M6W/UW7oq92mhn5NEAPV72Bu8BcYvf0L XP5w4YpvAnjjfUzefB9Tt8S931O332dy7xsZYycXZKkPY7A3hPnzor7MD0fZ WF28EH+AmLH+KAxspo2WEEwOEuOOweJPKMTI+tJGV0ZqWkhNawddWSf8HV3w d3XJ0ftuQQuZCfb2kBYlnC38XQEziRFhIS3E5s9JiVWaNEGLMWiDzmdGo02N I2eysHPPTry+cxd2Ztbh2dSr+NcfPI5vfH8jfvCDDVjx+Bo6sFV48bk1SH15 K46k7sT+XZuwZc2TWLt6NRy6KthcOjkq1yDCb4PeXQuds0rO3XQ5Uc63eile zsMuFt/05G5F0TOPoXgdsXnlKVRtewaaPXRi6c/Dvm8VAodfQMvRFxA8tQMD FTswWLAOZ08TkdPP4RzxGSlhmSl9BdP5K9HL0uLd9l10VaiQ8HtgNBhhMllg srCm2pyw2F2wOd2wu73ExgeXLwC3PwhPMAQvsfGFw/CxxPhYXvxExhfk9zcW ws4S49CxVBmUcmW3qGC3lcAusbETm78ijvzaXQKHRwUH+xunV+z5/Z4i/h81 ijMtLUJxbZ18bO1uh7+/HbGBdvgmr2Dw2hXM3r6CG29ewZ03rsCprUL6xhU4 zhSSv30FSl77McrSnkbhtu/gzMtfw4mX/znJjIN7O4LtdrkPiGi1MYmKUx8x dpdfQnT0TfkoOvKGEhfekCBFh29LiiJM9pKhcyw75CdCfiLkJ0J+Ij1zCHfN kKHJ/yY7otSInuaDDz74X0vYqdhSj8Zn7OhVvYnZnl9g8tYvcOOjhXvR/wRv 3yCgA4HkrK9LpkUeji3hJE5OlDucAu4gjCZq20ZOXOTES06EDwslOYm1wZ1o VzhpE6x00Id18sAwurpEcenmWwv2drOJ6YEt4oQ5YGIoqJgYyt+zCacKz2BP Wip27NqJY3lHUaYtQZWpglGOSsbXH30C//qjV/G9J3fiiadZXZ59hdbsZRza swMH01/DwV3rsfXlp7Fuw1pogk40s282+Jph9DbC6KknHzXoDFbiamsFyaAd MR6BJedFmLNF6k9HS9U+qNY9idLNT6Ny+0o0pj4HLcOy/wV4M19A9NgL8J3Z gd6qnegvWo8eWq7enOfQl/MsevPWYbhsCyZLX6I1ewoTulrEDQ3QNWmh1xhh 0FtgMDIHmB08lC6Y7R5YnD7YaHUd3gAc5MPFsuImH26WFU9UWVhbdDFiHWGb oQYWcZGQthhWlhUry4rVrILFWkLeuHcwnAzyYXFx71axhDLc/D53EUuWFrGW iDzScaaqvel75eNGqwYNNg0a7SLECLN49Hk0sAxu3fAjPL/8e9i4+lHseukx HF79fZTuehxHX/4GTr7ydZx69V+Q9co3KdVgu5N5sV3MzOcnGD6CER6aFXcc jb3Fzehb+B2WFkFGMkhGZJh0nL+tUHGOVAySCpqvSP9lEjFPIlhNuqdwduQy Pu1eHuVKG2Wt6k9cRv2t5FBatDaByh9r0Zl9Xd5aN3PjF3jj418oC/sewtvX icJZoiAnQX4QhUsXYri8pGQIFMZF2dAHWDaIgoMouBNJo9UCR7gFzmgrjVYb jVY7vK3tCg4dHUSB0cVgwx7oEdFFKrqoSwNMfubOgFEyoePXxTXF8nPZd3Cf 3Jc3VUDLPF9hKEWlsYwsMOS+XO6/8eiT+OaPnsH3l9NlrdqE51atx44XX0TG 9g3YtWsjXt+6GhtfWYUN7PKNPg1DzUgyQQuvc1ThLDlw5L8Ma856dOkOYtyb iystZIRxkXUkmLcHJa8wN76+EpW7n0N96iro2Yk7s1bDTyac2TvRWb0bXar1 aM95Hh25jLyVaM99Bi25L6JHtRFT5SqMndoLj6YeHptgwA+t1gydnjXR5IDe 7ILB5obRwf7M5aN2/bD5A7CzXXSwbjhZM1xkwkWb5SYTbjLhbuXnwbphYt0w 6RisG0bWDSPrhsFanAIDwfgdGIiGyVnMYHfBvc1XAz/TUCQRQTQRloc5mmBp Crjl4/xKFeptWmIhcBBwfIE4aCQSBw5swcpH/wlrV3wdm1Z+iyj8CGd2PIpM YnD01W8ga/O/obL0AAIdYp6xQIeYpTLQ7oSf4RVl5Ow5xMbvID5+Z5l88BtE 5A7jbVKSDLE+58hbwn29yawdOU9UBCYSketJRFgw+uaIyTTCPRO4++5P/vjX E7J0AOzfkoT4ayMolPfOzWMq8r8xd+UXGL/3n78tX/6HRULmxPSv55ZMjnye xWKYxYIF48rYfUJuTrail5+O0cim3cqm3clWxEtCSIkjREIiLfwEBSWtpKSN iYLRzgqdpMQvKVFI8bbHqFA9s7YGxVWFyDyeiZ276YIO70d5Y7n8qIx+E8OM GlMVKg2sFsYSORFiKR4hIYKYUnz9B0/iGz9+Fo888zwJeQ4r17yIHa+8jD07 NmDTq8/jlVdfwLpX1mPdyyTEr2XQfJKOSm0hThTthyZ3ExvXQ5iPFOF6ewWu iWirwFXGZVFJWspxkdFvOIHizcI5PIsyEtJIQkxHXoCDhJhJSKJmNxIlGxAm HZHc57h/FoHTy+E78QRM+RqEykO4WNmMkeNppKSRshmGp32MRESg0duhNTqh tbihs4tL8bysaH6Y6KzEQopWVg4bCbGzGbGTEEc8mgIHEflt2EIuaAmJjv2I Ts8gJFpTEX9VMTRWho1f2/i1XdnbfVoEYxG20aw+n0M4HsbSfxXaOmQcOoBq QyPqrFoJSr1Nk4I6EvJZ1Dma8epLy/H8im/g5eceQdbWH+Pwtu8h41W2JZu/ hbRXHxE1osPNX+0nIz6Gl2z4ulsQF2toMhb3Yk7n8XforsbvcjN2V1z4JqaG GmWICdAviHhLEhIdosUiIdHBa4iepaXqZwHpnyUlEzg7dnGBjqWnXX4FHf+S HOKanbgC/XEdmp87g4GGEE5/txSR9AlMeH7G1uUXmHvvF3j74//8nQVarpGW /oAyYbKYSnxhwuQhQcvSpl2xVjenWnB7ugVBTwQmM2uKPS5ris1He8VWxMFW RNYUEuNJtNIHtJIYRnsbDx6js511pV0uAF1WV0nvtEcSknXyCGr1NawbGvof eg/WGLGXxPhMqNCpFFoMKnovwcyXsSVjD/71iZX4d3bnP1q9Cs/QV72++RW8 9vo6bNi8Gi+8ugFrNq3H4exDKGrIw8nSIzipOoSK5jx4vRW41VmFmx2MTrE+ xY2OSnwb17m92q6QcqWNPUmrIKUM84kynNm4CXmsJWX7V6H+8Cpoj66C+sx2 +Kt3wqfaAEc2+5KclTCfWgFv3lZcobKvDYRRlx9CrCKESxUNOJ+VCq/drSyq MngL3o4ZGFwJqFlL1DYP1KwlWpefdTXAY0AbGwjBTH9l5u+ysP+wUttWFgBr i4gIX3OiqamI7T9DV4iKxmOoaDqG8mbum49yfxQ1mgLYPA74+fOBqNL6Bxnk JRZKnr2rNjahxtzM41yHPXtTeawbU1BLUD6PWlJS69CgxqFmNGHfzlfQ9MpJ nK+h9X31e9i56bvIOrwRGos4jN52Dz8gH2nxJsPX0/abBOQeu424mPtfQYRY vCMBiY3eJRp3FtGISjRuEYsbChoDl4jHnFwCItI3JgrH//z1aCwd/f2X5NVl R9dUIviqGSOvV+Nilg6j1o8wP802nUjc+/kvlIvV/hJvEYmZviQSA+H7Myb/ FyQS8j5wBYlWeZ+4UcePykqb5aTN8rRILBy0Wk5aLRex8CzBwitWSU/EUKVu Qtq+dOxO3YMi1vFaTRUzm7D/Ohg8+mUwsKJ8lluD/KQarLWopHOooqOuJA2C iEqjCFFHKk0qfBHLN76Cb5CKR1a/gPXrDqBybyaOHHodz27agOcYL+96FafL jqGMCVbvbaCja0QoVIfbJOJ2V1UKbnVV4Z8JRhVuEI7rIjpYQhgCjssE4xLB cOUX4vTJGD1DHL6qNDRnvwLVoZUoO7IWTXkvofbEs3BU7kA9/7veHAMNWhTX hiLKXOJMNg1FYbRWBnG5vAZnD+5WBmcGbhIM+ochkSXvwJYYhj7Qjkax5ojb DzXB0NBk6YIB6ENB6CMhGChjowjC0eCh6/FqodKcQX7pHuRVpKYgvyKVoiyt yUJF7WlU1xegtr6A+q4roPxra/Oh1lQynanh8rBFjtK6BdzKKNZvo5pPH8uj 1Pemyavtqu06uXpbDZGoZjR5dVDlFyG+pwCXvIXILc5Eo7k6hYXQi4dJgBee Do8MtyCip03cRT35nrgkRqwNM/EuKwf349wLPMbuSTSiS7EYflO2HdEhUS2u M64wLhKNGWIxjrnrtxdn+1x6kvETTCwd6JXXmi1cILhwaab4J//shZmq5kav o2DzOQQzL+Oe+w18PDiBuaFzeO9//yJ57v+f8MG7dzDTS1z6g8nJk+/jMr/g t2RzvgSXKQWX6cE4HTAzm42ei1nQRmTsflYRVhJnhHgQGXsoxqxGRNKJyJ49 KK2tpb+iPe0QA1904E41MyirhksLg1srkJF/iIH46D3KlSflmkLpjSqZISsN CjeV7EYFNxUmleSmmJ/1iq1b8Y1Va7BjrQo9Jytx4th+rNj4El5Oe12eQzQG tOx81OSlCaFwPd4gJre7yQuhEbOsdFdJcm4yWFBIz9+SGRYUxhVyc4lFpXRX MctXK4a7TJhLlGIuXoKZmAole924yKL4xjkb7AdzMFBk5s/FcFVOcxlNrgEW lgtUNJeE0FEdwOWycnTVaZPM3Eb43FsIk5nw8DuIjNxDZPQ92NpHYe8cgy7a hXpar8ZAAE20XnU+G8osVSjSi9kJiwwF1GoNU0tJ+RFUVZ1CPamoJx/sJgQq jXz4R2isLWDky2iq4b46Dw0VuSSKvtXQxKPIMGtQZdUh88xJHCvMQRV5qSQv VQ4tKsmLPmBBXtoR9J86g96YBu42H1ztIrxwEZYUYuKlAl0sJJ6eDkLyvozE FPdTi/uHxZMpxOc90adzGxMAEZ6oqCuL8LCeDCfryRDrydBVWi7Wk3OsJ4OT TDjDi+AsPUPyCXDEP7HMjfjqK0k0PnnJy8LX4t9n5aOHcWbvNfhMP8cb9F3v XHkX795amIP0TzDd48dsX/D+9MkDC+u3KGNal1lhri4gM9kip8cSyLw124rZ cy0wG9mq2FhlXKwybFes7hjKapqQujcdu4iJqrqWhizCloWVprU1hZ29WBjI FnRBz6bQwGJucGokOSnQu7RKuvtN1JurUEHDUCFw0QtcaCqITIXEpXiZJOUz zIrF9AvFSFtbgv6cSqiKs6BqOgVDUCxHLjhZRkrUpKQBb3RXM/u+ITkhId+Q nAhGbnSxrjCudSqMxKuOozZPizi7znlhulpKJSOzZKQkzYX59hb0lhfhfJkN 17qZUuQ6ebH7fAwpdWUwYkFlvhvdNX5cUhXjbOwcGSEfg28iPPQ2+bi7yEd0 7H1Ex99HbPInjA/gosXQhj2sK17ooz4YRMT8MEb9MDMsUbH+uxUNVblorMlD E1FoFlGXnyK+SIG6tmAZNLVickINv6Ew7yAKcg+jSHUKpeoaVJCNCpsOO1nu T/GPKScb5Q4d9xoWNity1+3EWHU+utrowJyE4zfgJB7ODp/cO4iJu1tg8ROq f+onYmIJbuNTH3D/weJ+mXhtmfguicf7EpTY+HtKfRlN1hdpuZK15fxNeXo+ ep61ZWieMU1ERh7AY+G2sk/BYwGDr3zKc582zehvJkeFL175GepNt9DF9DV9 5W3lV/4VprpIR08Qc30hhRBBx7nofTpGSIeYD3gikaRDmQtBzInwtiBkqAUG fQiqkkakppKI3fRWZTUws21xskVxRZItSnyJH2ObYhUXC9vUEhG9SFZMWjqx d4pxFR1LDAkxVS8SUqEXdBQtElJuLE5hRSnGb0knVkVC0k/k4yApiZ0pR3PT GYWSgE4yYrxPyDK82VON73JbhTf4aCEkK4u8VEkvdpVRm3oCBpMJoz11uEgv Nt9ahjnyMpsogSrNSVZ4dMJWXO9LyOkqb4gQE8GOJOcYFxPyk5epTjf8xkbU FrnQW+PFXeaQ/uig9GCLrFxgPRl9l6y8J1nxM43qQuIWIA+5YFsf88IU88HM sDCsDBuZsTMc5MXqsUDXXAE1cRBgqAUvLB9qESwp2tr8ZdzkkRhtbS5UBYdQ nE9i8jJRmHsEqhoVyqx6lqomhZrqUpSKa+pITGFeDtRbDmDaWgRbqz8F9jax afdTWzbCE75wnRBILgQuHzI3J7iNT3+IxHRyL76eur8XCKXIH/qi5CdOegRB CwXmgeIiTpcMs7gMixUlWFyG6crO05UN0ZXdvLUwyczS0yJJeH4/WSOEIRPL C4p7MheWU/u/PwWYT7va/y+Sv/DtqzOY6SYtvaEHpuO/yHpyaTguB4UlLckm /layY7kxzk5FXcrWIB3pbMSryqqhN4Zhc9JaeWjDFqxYKElMsrF3J6mx+EiL RQ2dVS2p0dk00DGdaQU1JEYMApc15dN+KbSU036V65nyDJIUlC0l5vOSlrTj +Ti8rgSOM2Wobz6NMv6YnrQY/BoEw42ylggsUiQuPHy9NfLRm718vnfhtVuE 6P+R6NzoVkrMBUch6s40y0s+LnbSirWX4VygAIOBfHToj6I4zY65Nh6ecy4e ogRuMW6MK9hcXygxw8kSMxRGm1uPAHvmRpULE6Zx/CeTTX9kYIkFU0pMlNhY mFzEBdWmiBumqCeFnIge2UpqbCTFznDEfEz2fPAw20QfD7QPnghhop/SVovV brRE5yGo+VhAJFghKcxIfPD7qC07DlXhIZQUZhKeIyjOy0JxbhYKs7nX1qGA 4KRlsgyZ1Kh0mwhNAUL7T2AwWAVLawBWEW3ktJW8dnchSDUrtIgy8lOS8VOS 8lPmvgS3X04+96ECloyfJAl57xP9y9vyFErswm3GDYZYRuIyKZklJWwlbt3G UkQW7iD7BCJimEvccLnk7OH/ISL/jg/v3cF0V5BFhYj0hpW5+AfuN/WXLyhN /cULEYz3Mp01lSDzYDoy0vcgQFt8YzSKu2KCxfk2xIIJWOwtivUSHYuPuAQU TGRxISYLI8ZmjwsaHnYNMdFaNNBaGcREQ0w0Th0arQ0oFYioC9iNEw9tEcr0 IoiHYRERhtKpCPe1+3gB0ter4MotRW7NUZTy5/Q+DQKhRT4kHil4q1fUFWLx hxKO26KeLKkp11lP7Nn50OvNONvViFZHDloc2Wixn4Gv4RDs6VtRnGqTYFxo MyHktyDgtcDnNmOQJn2SLV8SjhRZUP4IgzEry0kT9KXNUB1x41LgZ/hPjQt9 4bPJcnIHvrMXWQEdMIWcMJELM7kwR90sHR5C4SEQHgLhIQ8eHkfaHYaHZcYr IiI6BF/YKwaZQgTI1AhdTS75IA0aPvgDWUK0dbnQM2rLSUYRySgiGYUsJQUk Ip+45x5FEekoKDqDkw2V2MnmvtFrxYFVW9FTwKMQZ5PXEmCwinV1SyJikz+V VPxUbD56iCx8JOYomv4YiZmPFr/6SPDBrWRmkRHBx08ebFPIR2xEOXUSG3mD cZNBPkbEXN30X2I64aHzi/5r6UmSf1zKx4PDwH/56RcUf5oFUxD6X5jqCGKm K4S5nrCca3/Ba02zmT/f4YauXoXDB9Kxb+8eeM01RCUivdZbSa91d65VThBy j2ic62ohGolFNOSwcEA5kSKHhllFnETD5HZBbVQraJgFHhqoiYaaaKjF4Iq+ ipWDSDQrWAiJl+kUJEoYpSKIRBmj3KSgsetYIQ5vUMFdUIrs6qOoMlRgvK2W ahclQRSGzyRLRQ3BSEYfy4cM+T1k5A9wm9tLHeWYYNcR1RxD/YkGhBMW9IaL 0ebKQasrG4GmQ3Dtfx0jRLco1YpZeseRdjPCQQuCghKfQonXybAZMdDixiQ7 PrF2WJgK8VO2fmMzdOVanCn6D1wLfIT/r9GK3tBZ+PrmaA7txMMBc9gBS8QJ a9TFcLNeKHgoaLBBjollTryynviiHvhF0JUFIp5lzAcesVBxkD9ibICuOoeU MGpzoKnjnlFTfkzioSomHkSkqDCLQTyISVGeKCBHkE9EDhfmYndqKrJfTMUQ PxZXzAxLRxcC54nFhMRi8iNZLD5ifEwAxLqtAg2BxM8IiBLLxFZ54fckK5KU 6Z/KirJAS2zBcyVHxJSG/o48JR8bVdaMiI1eZ7BTGSUpI+xUzl/4b4CydFD4 K4sXDC9bfPRXyVfeujyLmY4QZrvCmOwMoDtgQmn+SRzav1dS0OrTYeZcSPop 2X0w3qCnenOmBW+TijuzChGiWAgq3r3IohEhGS52GF7RZbTCFmiV16PYI+Ka FBoEpwtNBjWaSUUzqWg2a9BsFc15s01LVVaTiJLGApQ2kwZ1IUo0RSjRkga9 CNUnqCiWVOw8WoijL5KIohKUVR3CBW828z7rQPdCf1EjaRCFomYZYajGVyUK bzCu0CUNhwvR68tDD8Nw8ji0zRb0davR4clFuzsHIfVh+A6yXyWe48SjcI8Z M60tGO20IBKyIhwgDj5RNMxJHEzw2hlWA1pZSCZ7vKwYNuLQDB9xaDBMIb/8 P3Ez8FO8W1UHl74S5qAdFqJgZdgiDnk1jj3q5EFzUYduVge3wIBFgRQskwQE GMGIICMY5gshcvCHCAbdCCUjGHDxvRhgN9WRhWxo6rNRVJBB7R9EUfFhFJKH wqIjDDJAJgrzj7CHJwvZmaipLEZq+j4Ubt2Pm8FmJnNKdvzDFAnCwxKEBQwS Uz+jwn8mUUiKn/FzGQ8lUZj5eKFgCBwWMJhagoEsGkkMFs67j725uMBDbIxt xxjbjlFicOF+w7705Miv4OAZuX0E77x5G67mGpRkn8SpI4eQe+II4i4NxnsC uHheMUhXxVkPsdi6WFVaLPomNJ+sBHdkJWj7L7q/dKEVsRi172X4W+T18FZW A1u4hZ21Cw06NRqp+ybqvpG6b2IlEBf4NFL1RazgqoYCtsyFUFH3KnURVJpi qFgJiql7FXWvEvo3qKh96p6xM4uVYnUe3izJQqxxl9T8jW7F9wj/I3K8cEQL 2f/tPrlPkWXgrzDDFrrfny+jj9Hrz0P90RrKyorzbaXo9OYgojmCYOZuTBC3 iZgKLc7TKNhtoPJbqXwromy7IywEwi5J9XvM8LtM8DkYLAY+qt9n1mMw7pBe SSjfL05xuN9EedUs+gwejKoOw0PkrSFxebiNZeDzTBUOOKMO+ksn/ZCTfsjF pO/ie3NR8i4EGaGICHE3dDjs5ibkFjfNU/LhoCsZTiLAoPkKEqlg0IFy9uEl lTkoqcqDqpLHu6oQxZVFKK7gcS4rQlFJESrLSuHSOHDimUM4tG0PglbPgvSl 8mNC95MfSYe0kPaF9heU//OHheCXScF/KZn7k13EVLKLWOqQ5ElCOqTx5EJ0 4+wgxin2cYp9/BIFzx57ZPTTTnp8QutinqOFsdvlcvtH+NnPfia/XaPRyKai WlWICLU32uJjDx3B3Fll7Uehe9E/X2H/fG00LnUvlm0Tuhf5Xiy+8/ai9kXO Z8y3UvtiEWqh/r/EpZFWROMtMFP/ZmrfEmRQ+3UaNeq1ajToGdR/g7gFnTm/ ntovZItXXF+A4gZ+DtR+cTM/A2q/iNov0opQoVhH7csohtNyAltXZCDx6EH8 R8VBJJr2Lub6W8zxtxlv9MpcnyJF/xBlXy3z/bWuCoxGi1Jwls3wV9HPdrgv kAdveTbUdWYMDBjQ5ctFTHcEkaNpmDKrMJkoYft7Bq3OU8jfpcMU29uxLhti lH00ZEkmfbNM+n63In2/0wi/3QC/TQ+fRUfJq2FvapCy97aMokZrRWVFGOeM bowW7odTU8nqaKNntLOlouQpfQ/Dy/CxAAQo/wD3QQYlL9TuWoZI2M0/LULN RxkRthaMFG6c4hsc9Bwh/r7qpjJGNaqa61DZVM9olCeYyhuaUV7HqGmGle/H o3cg7ztbMHK0AIcO7Ic2eP6Tan9Q7EzsDKHzny/J7kvF/smWIGlyxBrHE8n1 5CYo9gmKfUI4K4p9gmIfp9hHxz7tRMUnxL7U3j+RPNGwIHbhi4TYBSs3b96U HumDd+5gsjVEsxPBTA+F3x/F3ICyjuOlZFd8leIXq0ndFEl/Qlnt881pIf77 ZufubFL8c23LROZXxP9FDPZR/C0tMFH41U3NqFGrpfBrmfRr9RrUUga1FH1B dR4KawtQSNEXUvSFjUUobCpehoLmYvwOLMaTiFozcdaZgQFXBtZ9bRe6Hz+E /6g9wByfikH7MZnjbz6Q45X8niJlvkwOAg0G8zEQEHNZn+Wjv0N/UKg9H/WZ pXBTbUOd1WjRH0X85D7M2ErlmsHt3jNo85ym6z+F3F1qqp9q73YgHlYSvXD8 oSWKD3iodjfV7qLanULxOvgtWjSUVMBssMNs17M7MpJ5O+prIhiu78FwWQk7 JCucfA+usA3usJhS0U6lO6hyR4qU+UMUr1PonAJ3UeDUe1SoO8Zn/pz20ono YjgQZZ2IcB9m1FDwNepqVDfXMhoo/EaKvomib0ZFPZsQjYGNnQOl6SdgWL4X 88U5sBlDOJ5fhcDQnSWC/1hx91M/eyC9PyQNDSmY/fmivUn5VACm79ubRQAm kgCIhfMmxdJEBEDMxjjJfniSAEwSgIlZRMZ+FQC/9ylX1D6ePFP3qwBQbhb8 Mi6d68dUW5h9MEHojWKWFWBuMJYcQY0lK4CyDvRNMTw4mVBAWFIFRC8sYEiR tWDZA07oIbn9M4x22Fg5axC21cDEpqyKMFTpNKhiFcipyENeVQHyagqRV1uI msZsGLXHGSdoEw6jy5aBbnsGeh0Z6E+SsPFruzG4/BB+1pgBX+U2jPlzFkm4 9cms/49JCPIUEIIFxKBAoiBA8FYcR1OlCb1nLWjTn0Db6QOYc5bxsJShg8Xk ARB2NmBCgNDjRCJCECIWJfWL9jdgljAEfSYEvUYCQRjcesLAYGvvt6hRUXQS WvJvIyA2t4np34fywjGM1HVipIT9ZdAmgfQyfCE7/DQqwsyLqa1EIo8kI0oT EyUVy0iBICRO9QsS4lR/LEpwYjEHk2OU22jMjghDa6pFLWGo0Yib9BtQ09xE IJoJRDMa1VqaM5oyiwOVGWfQvjET442l8OqcMPrOYv+RM2x570oYlNT/0Cdg kIn/5ykChWX/lQCFggcImBRnHkmAXKuYv1msFyRWZxBzkU6xBExdUwiYZAkY XyRg6fmETxCwdDDoh8krZn8JAcpp6i9gIh7GlKgA3VHM9FH8AzHMsQJcPB/H 5aX2Z0yxP8L6p0gDtEypBEnxi3n+W6X6hfj5SHihv8DtER8mAiWYDDKjhkox GSnFRJQRL0ObehfatXvQLtadMuxFu2kvOszpaLfsQ4d136Lme6j5Pmq+n5rf +rVUjD13GPesOfBVvIZRav76gubFKGfyVMCCvRkIiowvJP9VDITyEdVmwKba CEfxRjQcyoXdZ0Ncm4O+vJO46C6Xgu/0i8W0hOizFdG7TyN7RzXG4kL0LiTY DsQiyQpA4YeCFLyIAEUfMFL8IgwIiNMELh39zEno6nPZUJZDb9TCRk9kZ1tQ p/ejtngME3VtGCvKhidohY/i91P0AYZw6OEQhRzhg9+k3qnrsCg+yYg4pObj tEOJGF1OnEr/A8TZWMTjdsSSEWVYnfSbmmqW3zrUaqh7dROLQROatETSzv/N Rt3bnDjz6CaMHTyJAWM9sw7bZIMTFfqwov3hd+7rfvqBIrBgeGbv97kfy/hl BMQWCXhPWaV7KkmAWNBHrKUgZ+IlAdOsAVMX/9sEPLgEZUdHxyO/AgKWAOXG it+nFbqLiRZxPjSK6R6C0B9TQBiKKyAkrZDsfxfs0OT9XmDBEr0lx4BaJBDL BBDcsBx8SZaGMZ8K40RhIsggCuNEYSxWipamnWjT7E5ikIZ2IxEwiSAGRKHT RhTs+9DtyEhBLzn4Lez4Whpm1h3CPUcuU/c2jCxQsOD5e5Xsf62zgt4+L0Vi 8MfEoAB1mU+iaNvXUfHa11G3+1k0FhvQ0WdDZ/YBXAvUYKq9DF2BXELA8OWg 3ScgOCMhqDxey3fMv6TXjQRlFY/ZmP3Z7zLCYYIQIgQhQhA0iYwdMNAFBn00 /Y5aOJoPwm4s5IfThCJVBQwmPewuM0GwIDs3guaScUzXtmA8/wR8ARsCQQIQ tNO788FvsKV2KAAw4iEFgIRwR4moqAsJSr+Fwk8sRELUjHhCVAE+/A0ypxBQ TwLqNI2sAk20Rk0pCDjsPKBBhwP6shrUrdiFy3RAbTRtATO7axPD24biRjeq zC3JAZ6Pl8lBzoXx/6VaF0boE8/xfcyIZoHa/6I857xIwBQJmHof0el3Gffk uqfKklafIGCaBEzNIDw+9ml3TXz1QQLE+I74l5yl9Du/moAvJj3QxcGzmGgj AV1RTPXGME0CZgYfJODKSEL6ILGCmBwFSnohScG0QoG4BiNFFoWH5NVKb9+P FG5asAqXek0YJQtjZGGMHIxFSjBKDhLkoEWzB61iuWl9GlpZEtqMDHLQZt6H dqtgIYMsZAgWMODJQtrX9uLKRpYDdw6shS9jJq6SINy3QdW40kEIqGaCgB7P KbQ7s9BwYjlU6d9C5b7voPnwD9FwZBt0TTmIkD/z0ccQaXodfk0qQoYMxCyZ iJgzFRJYEhJsf/U1doxEBQletFBgMZoLaTKiNrpuK9tS0hAx07WbkkQYyIMe buNpONUH4TAVwsnSYDTRgNTUwWA0kAYLHB4r0tO6YSobx1xNDOPZxxDw29lk sBT46Xu4jxKFWDCJQlggEBEKFyAoGDiVSIgQL7c4xDy6Dhb7GLeChAaS0KCp Jw2N0oqFXVYEnXaJQcDpQEXmaYRePIhr6lwBstVFxIIWokAkwmevY+/Bo2jy nJX14CNZDz6SRAge4kLxQvz/U+heOT2WDOVrlgAZygUY8WnluiUFBgWI2PR7 ChQz78j13cRKVcryOrcY1/n8Fb4+TyimMffWW78WigcHPb+dJOLOnTuyk/gE Eb+32BWQiPYoJheIOCuIiNMcJYkYTtwnIjkuqnQHrAtLaoMgQ1qlZbI8fFue KHiTJAx7VbjgV2GE9eBCmBEtQaxhJ2y5LyFB7SV0DL1YRjAdLawJLUkOhDXq YE3oc2dhOlGBg19Lx63XDuMdatNSQAZixbQ+SQaSg5+Dfhpa+xGEDakIG9Pg qn0VZfu+jar934X6yI+gPfIYmvOO067kIFiyCo6TP4S3fAPC2jSE+F4CajHB 7R54G3eTi3QETMdgaAhiONyK8V4fWloc0nhEGcJoh1kZQrRJKdxa8IdJFozw OErg1B2GU3sQTnMhXG4dXMIiObRobGqEw0EGnFY+Z8OBg/1wlk/gcnUY4yez EBL6X2SAXp/+P07nTw8kyoBoAVpiS7XPp1tanMzIrU7hi7gVFAgGGjRVjDro Dc2Iutm68L8Luah/l9C/E8WbMjDEhvicpRFBuwshm0tSELQ6KZk2+AbflAxo w8Ny2P4hmd0/K4W9IPD7+w+l2JW9vDhv+gPl6r3fptIVtcdmaIJm7knFR2fF urxvybUGYrO3+HVS8TPziDyo+KXD/J9QvBj6XLje+5tLmuFfovrkNPFfYNM7 gHHKfqI7hsm+GKbOxuWV2rMsBPPnE2yIEywGicXTAdfHWhbnmhXSv38pOcW/ TKr/D/EGJX+bkp/tMWGIsj/P1H8+VEI5n0L9nqfh2L8SxvTlMOZsgJHyN+a9 DFP+RpgKN8JStBFWunUrXbu7aBdOv7IbJ762D2/tOoxLzfuhO7JeuXz1L9BV dwhdjQcQqd4Jc/Z6aDOf58vPQ39kFeoPPoGyvY+get8P0Lj/UWgOPsb/Zj28 ZWvhPv04PKd/BPupxxHTpbFJSEVEZP8F1Tfsho+NuDqPDYXDg7E+P5XlopzY gVJqEUouTOWH5ETLobiYR0HoPhQxwWPLgduQCZfuEJzWYrg8+qTqtXBR9V6X EQ47Fe+0wUMJZmYNwl85iWvVAYxmHZGKjwao9iWKT9D1C8E/KHcXWvmexPta hhaK/YtS+FL2rQ4p/YbmKtjNTYix6xayj1D24aTsgy4nSla8jrm8HAy66lgK XPxTqP3PcOuUHUJk4Bp8596QQ0PBC3cWrhGa/nCZFLiw/h9IiScUmXP7JSW/ T/9E6j1OtceF2pcoPjYrFH9Xqj5K1Uep+ujsTQab39nLC6r/k1+v+KXjn/+6 RPFXr179VMX/STLRj8QjGKPix6n4ib44JoXiB6j4cwnMDyVwMal4keyvjrZQ 9YrKFy6ou5m8SFtR/a2pFm6o+v8Xt6j6W1T9TcZIvJ5JWEULXgLN6X1Q79sK ZxZ70LT1qNi1DhV7NqAi9SVU7t1IU/IKqjI2oXr/q6jes582/Qj2P5OOgn/K wL30wxguPaLc5HA4G4Yjx+Vj/alUGM/QvGSnw5yTDmvuPhaSfdAcW8ck/wTq Dj3FRL+cODwB6/Efw3uGkfNj+LIfh/PME8KpUvh/j5gmKf1mSr85A0FDHrR5 5ejX6dBnL6dM6mko3MyiLkQorXCLCLuczDUkJ+i30ro3wWU6QrND2euZ7Ckn F/vhRek7GQ4Netv4e4JuuOk8vJTgsRPnEKuexI0qD87vz3xQ9hHRdzNijDhl LiLhEhlebFpd/DiF6BNLQuDZ1+VFH99XnL143G2k9C2UPlsWyj7kdqDy6ClY 12XgWmMB/zZmeKdLSJ/hRIghHFEw2ILYxAewtE1jfxY74QtvC8uykMgp84cV 6U8L6VPmIij5FCn435U3Liiyf1eJGWFtlkh/jtKfe5vxJuM24wbj6qL8w1NT ixMKLD3ZldT/lz9l+POfPzH8KU52Cf2Li7jFCKrQvzIz4e/i/bt3mdkHMNoe w1gXPWdvHBP9cUyRgZnBBFuAxP3MPyI4ULR+dUxhQXCg0PeQsqrjdDJmxOqO 1P4jmB/2oN+jQj/zvqMqF5pTh2HN342603tQejIVZafTUJa9F2V56SjL34fS wkxoKsvgV1NxunKc2X4Mlf+6H+8fPowJ2yn5n7kbM2lFlMWtHI3pcDWlw9O8 D151BnwMv2Y/3LWvof4wk/3xJ2A69SRMJ56Ajfbee+JR+HKfUAgofoHtxl60 sOWI0+4IAsJUf8yUj4gxH7rccpzVanHWUcHfnQufqQzhkBFRai4sgwQwwS5Q 4PNWwG2m+kmAUL/Lb0yR8v+SBMBNt+Nh7u9vd+HKmDjSYbSGPPDRdp/OPoe2 2kncrrKjhx2odDmKw5H5Pin+lEXli0TvElPEuugl+ru9uHIhijvMRZcHg4i7 9JS7kLxZkbxbSN6O2qO56Np5DFPWCiH5FKn5z3JLxfNNhEijaIrl+Pzk+6jQ B6n608z4b0mf85OHhaxTpKK/JEdv4gu6nl6a0mndH9A2U/scU/s8Dc3cdUXf c5cRob7n3r6zIO+lo/ufkPfSsc1//BR5C+kvlfdfJsd25ijtkY4YRpjexyjt 8X6R4hM0NQnMMMXPUdrzw+LiT0XWl5niryRT/FVK++qE8vgapX2Nsr46LQZA rzK3/w9cpbqvzCYwEK1Dt7cEQW0+1OXHocl9Dday1xFo2INgUyqCahFiZfDD GPSVYChQiuFQOUYj5SjPOI6mbx7Ah8cOYzxSBHXuSsXPfAf9rgMI6XYhqt+N mGEPWujeW+ne2xhisNSUvRJacTf+6Sdhy34K5mOPI3F8BbxM6u7c5Yg1vi6l 3aqjvCntuCYNCdMZxOm8Y6YC6KW0dRhwVtLf5MKjyYWrOQc+JvkIk3O4jUm+ zSHlHWq1w2U+SmlnSWk79EzufjPDRHUbqW0Di7Oe2tbB69Qod/0lh8umz0Zw viOI/Pwh9DRM4q0qM3otGnn2SiT2+JLEnvKJtP6QdDSTgyF5M9w7U2KMebIV n5cy74sws7uSEmf7HHHT0FDiuSu2YuJUNs556N/dTtHDMrf/ljQ5IVYagUGQ PW+4Y0i56mDyPRQ3iVXro1T0e8zY0qQIucvNu2IhAKnwe0rMiLv8Z++mSH1/ TlH4PBU+zww+zww+TwMzr6g8IlU+h7sffvh/qPK//yUqF68vqPxvkkn8J/fu Ypgqv0CVj1Dlo1T5+ECCB46HnyqfocpnqXLxb54J/OKooupLVPjliQXzclkO 61+mwi/PKJGCS9T3KlycS6A/Vo92nwrtARXclTvhrdkFX90e+KlyXwObVcNx SrYEA55SnPOX4nywlI1tGcoyTsD8rQP4+Mwh2byKfz2O/ehzKNk7nJR4XP9f JR5p2AbtySdgoMQtOZT48dVoyVqHrpxn4S1eg3Y2x236dEqcDbKQufEY2qyF aLEUUuaUeA69i0aHS7Zj8Ovz4NNR5lpacnUOPKZSRNrdlDgzOCMobki0HGMc pdSz6FPK4A5Y4PYzfCa4vbTzlLmXMvcxhQ8whS+eF2TGuM14Y6wVTTWjGGye wJ0qHWXeLM7ULso8TpnHRQqXeXxyMExlXbsQw73pVhnvTItTJ1OtFOtdboXI xzs9ishdSZFTuKaaGjSuTsOV6gK0eXQIuNnsBpWNg4IMylxvZc8dQzR5k7E4 1bT3YBaavF0UuBh0f/ch+eAhJYvLMfh7Yk9tT79D4cVm7ipJXHjzZCKPzCky p/Tn3xBTFomEnpR7ZF7I/RLOXru+MPXk0qH6T0h96ZjM3/43TtcqOPwB3qfU Z0YGcZ5SH6Zfv0C/Pkqpj1PmE/QqU+cVmc/Qq8wmZT5Hmc8nZT7PYzpPoc9P i2Dyn2ERYMxS6CmY4fZZdMbqEKfUPfUZlPouuKt3M5kfQJshG702FfqcJTjr LmEyp9RFMg9S5vtOwPPdg/h5gZB5hiJz+32ZRyjzmE7IPFWRuSFNjm+K8f4O EaZ0BKrY+J5ZDvPJtfAc2YD+k88o5wMo83YhcxEGHhd7EdpshWil1BOUuiG3 DH00KddcLNQ0Ln4jpa6n1HU5cGmy4TVT6h00K2Jqn0A13NYFmR+F01FOmVsV qfvMUuoejxFeuhWfWws/s/l1IXMey1tJmb/J4/nWRCsMjaO4oJ3AO5VNuNtu oXLbKOG2z1HLbfgd8VAoWoaUMw973GmglNmAOkW+tqL6+GlEthzBdRalgMcp pLyQsz3iwregh7naw87CY+XzRGCc7kLOuHKP3egNKWltaECeRU0RCl7GzTvy 5Ow7ydOqYlj9ToocSnw4KeakI6GQI1LMEYr5M4hcvM24xbjJZyho5u/w7CXm 7p9iqaIX7lV5QNG/8YCihRsXiToUCn3lV5+J/efky++/exfTY4M41xfDeWp6 eDCOkXOJhflFJ9iCTlLSU6OJ5Pyif4KZCWb2yWRMMdOLoKSnRFDSE4zxmTjO Dbnp64rhbs6Cp3If4k2n0aErRKexCN2WYso0KWlm7kFfGf1JOfatPIDI9w/i P0oPotOSgcZTK5T/9jMIaXYior2v5oQ+dXG0PkXo9SEp6D+FJXMD2rNWord6 UzJTi286hC5HETodheiwFyoyZhhzS6WEr/tzELIUIGCmjE158BopYz0ztlbI uETK2OsuhMd6XMrYaaKUxSUDAYZfDDm6fWJJOA+ztY8y9rHjDLg0mDobZKZW JPwG5fsm5Ssk3O9rQ+6xCUzox3GvogZ328QEf9TvQ3h3pi0F92aEku/NtC7N 0Uk1t+LyuTBiTqFms0zMpdsOYDjzNM65mhQ1exyKkrnxilXsgl5mZUbQY0Z4 YJZyvity6cRdfsS+wWs4nl+OwPBNcVXD5F3KX1HwnfsxfUcKOTpDCc++rYyZ iMaRApYyThEqTpEyfojbG0khX8HZ6zcXJqNfOlL+D4qGv/ApoygLCx0LsZaV lS0uG5lc/O7/+tWnlpRRx9/Ce9T11PggBvpjOMeecugctX2e2qYdGaWoxyjq cYp6nGV0Ypx6n5jgZpySXoYxCnpsit/LSMEFbv8Uw1MxXL58gUa+DfHaPLQ2 5qNNTTHpKCpTMbqsKtqLEvS5SnHWS1G58rH2azvR8dgh/EfVQXQIMZ9czjy+ n1YjlWreoahZuwdx3R6qOU02g8I5txmU3PsQVb1PTD9Wug2hzFXoK1qnvGY6 jG5ncQoVXUwv1kldtzPamJ6Fnnt1WtwM5SNsK0DQSj1b8uA3ix4yF16WEo/2 DDVNN0UtSz1bjsPlqqSe7dQzw09N+6xS0R5xGb3XCL/XQFVpMUQObko9t1LP rVLPb08Ky9CKs+EuFGfPYMY4hnvlFbjbahaKlmL+zH1Z/74i5WlFym8zOfeK 62oclLLTivLnd2K+JJ9Wro5J2Q6/mB5FBHUc9NoQ9Imgkr0WBtXc0Y/o2B2h 5nGRaGMTd2BuHcX+Iyfhl/eKiNdik/K1SSpXXO4yzf00FTwjFn6Pzr4pEjTb xIiIeRG3ZVJ+SOp5mdRzeP4ak/LlT13b59eKWXkuKWD8GgUr504/i+vX53Hj xkX0D8YwQPUOUr1Dw3Gcv8AYoZpHhTqH2c1/BsPjfI4xNKHEuYkYbr01j5sM 5S38DzoHE+J1+WhpLECruggdeirXTOXaStBN5Xba8hBWp+Glr+1G/xNUbf0B dJj3ybOWPVStUGtIvRNh7iNUbUycKdKlsWGiZB+SJkGIs82wT4TIyBnC5NGi 2zPXouvYM+i0nkxBj0uFv6N8VehibehkdDipXYYprwQ9QruRAoTtBQgxAjbq 15pLDTNMOUn9itOZe6nfE3BSu26fZol2GT671K9H3BFFa+Fnoxjw6ljHmxXt Mg+/MbFUu23MrG0YjPWgonAWFy3Ub1kJ7rSYU4RsH8a7s23/f3nvHR7ncZ19 398CJCUX2XKL7Th2Yidx4jeO4cQlthM7bnHv6rS6bEmWxCaJpGiKvQLsDSDR e9vF9r6LQpBgJwEQHWADSbCBlEiJkp2m9z4z8yweQEua798fruvsLtqWOb85 beaZ4xgD+B3KLiuAZR8eIb5IidZXI2/hErgenoMzNAqE1wE/Cb5dM0x2A17D rk9v3pS9asJv5Kji8KicZth1keZ3U7nHADxMI01Qe0RobnspfZR+kfOqbO0Q bMUG0/yGj41kGBscZjARFm4ZTFx+400LW3sl22D7TrnLTF2WNKGm9/Gbw/od s/5/6swQhkeGcPrcMZw5dywDZ84fky2wvD19nr+iTFF/+lG1A3hvXTFZzEay kG64lOqvXIvmmnWMMNerpC5UNAOPZ01H+8/mYrTgRbUCuYMc7qp9Ef6CpxEs IoclzyFSMk2tm8RKZ5DFmRQmZCpiJYBC4mTevsCnf0Hdl81+CE0z7sXhrbME xPWM7ncRx1YjLYSxWY7AJIitZSU4G8uhTcpWvWUD9QSxfpWBcYWC0VexDPVb n4BLys0MKjxBJ0GkBCh+pwLRQ3vloc4FxIDaolVOT1ysUzcaUAHxYo8BsbdR gSgB7MFkG7ZvHMSpuk5cWZeDi/FqwTCDN80c2Ku85bdKUmg20gRdGYdlUp2w l79gOfbMWIR+52YGJbSpIgxu/YZJB9+ZNAOQywiD/mq1lSzUsodQdQpZRyVI jfI22nUeawuqsaXKTyz5fQ+lVxCM9p3n/wuSkYFzWgbPEcWhkUkCJd+w4pEx wd7T58wV0uPLynYYkb59p71K8ec3X06/X/36wzhxeC+O0CzsrNyGOG1eonwt kvTW/oLZirNA4Qw8nTUDvfe8hOPkrLHqBWxf+GO01kh71af5+2do857VnJXM IGczES+dabEmto+gJQnaJN6+wAxsMTxr5sP9zIPonHs3R2a3e72DkK1nstnq JmKUZjcRW03YxdYl1zGCy0G4gb7aRcQogXoiVkvEahh7ls5H/bYnULP5Cfri MngCLuJF8bsUYh6fSD28xMwnF/74q6jCCoT8JTdAjLauTyMm2dKh5jYUbxvE 2fojuLR6JcdaiBK+mt7OVxPjqiu8VXz1abMnmw2yf/kk+phuH/Lm8wMIX3XK 8pExmkCiNUVdnRoQtOT9KbzaEOk4h3CHnKAf6TynOWNm33UOM2fPQ4EniUjP OfJFlvrk1/3KFQ8wTxrUQns3NDLZ8BUaOoO9Z/TKs8WXveJl+FJ77xw3ourP bmHJ+kGDVk8yhP7mMDqiTrTU5TKgWw4XE3bPjmnEawamZc3EsQfn4ljRi3Sr 05C/9OdqY4Un/3dE6xmi9RzN3DTlciP0ZtESSuksIjaLAeHzsjT2PDFvrJqH VtodcZsipb97Avtm3IP9FYuFLexyb8AuD+0VpcVDuChV2XSqhOtM03pEPYSL iUvILUtNqwnZSgJGuGqXo6HoBcL1G8L1DFyqzZ7g9R4Nl881Hi4mOUqBAcIV KEX/gSDOdVtwNdHeNCm4HAqt2xRcQsyRnW2ozB/CedchXK/Nt8ByyIMMhdeH BC/1tyJX+hvH8XUwWImSqbNwOp9BLhMqv7NOM+Yes2F+wuX3i9DG+unsOQH8 njKH6tr7DnKmW2BHbC2wvQcGmcPPQ0moFZFe/qxvxEIsTMTCg1oUYpMQMoid JWIXlf4/+f+CmD1D/8BN1oit8uojxsRdODaA3sYw+sxO6Za6tbRaL6BB+mzS er2YxXF5/CUMlryAQNFz2L745+q+YfvT/P2z/Nvn1E4CWQwQjxomZuGSWbRm s4jb82isXsTIb50KxjKUP8xE5Xz+7tkHcHDLLLJF2yVgfRI7vcTLS7woldl0 2IJX80ZEvcTLY/ByW3jRftWtYIz2Amppu+q2vkRZBLeT9ssvWGm83IIX4zWv 3+AVqEaI6g4FS3Fkl8uGl3ZnxEvRlUFQmmlwO3btgbN4CKMN+3G9ZpvyjA7l GTPV41fHbNg469Vv6KL4tq5D4qmXMcL0qb6mEjuKSrBhRwE25BdiQ0GBgzf5 eB82FuzAxvw8bNyRq/ZylpbvQH5sEGHThjNs62cbNg3W3QcHsSB7A7ztxxHu 48/7SRjZciA0KDdDI5kprkbI1SWldOswK3sF8ybphSMNYXemKeCvXbt23DLV E4awEwf3oacpggN0F83Vqxh/ZTMsz0FZzu/xctbzOP/0S+gvfQGeguewddHP 1U6sutyn4cx7Bu4dNHb5sk9lujJ4oZI5iFUsIFXLmUusUdVCSVBbSZdEWdoN fgTutS+j9pmHcWT23YSLkRfRErx2+tajmdLkE8RyaCxLcbplE6I+IkbMQh6N WKCBUZiT6SytWL1CbBacxMu5jelAeS7xkvUcgezd2orRTXoZA/gCskmAEY5C rAxHdjdoxHrSW7ArllUyGHW1tcFfPoRX3HvwRtUGZcG0u/yk+httvcb46tgX wNJfPYHOl5fjkL8AvnANSmtKsSm/gEAVYJNIYT42F+7gPaUgD5vzc7F5xzZs zNuMJVXtWFLZjvXubhQQtpANMGmWHO4ZQWXzIbwwfxG8Hcc1YCED2GQEh4St PacvpWC5CVtWs2f7eZ133MJy55OGo9cvX0ZXIsz4fAuD7VWMg7JVqW3d7IVY mjUNR++eiT2blvJnK7FlwT0Il82Dk5bMzTjMWzgX0coViFeuRJL/21idjaaa bDTXMkdVHDFNNBy1pjiaojxf4TO/wc7p9+LA9lloJTstIn45lbbJvw6fQEVO NvPUUnVRRsS/BmGyFPIymvcw1CJLPporLznyMe9wblsIl3C0ZRGj+kWKIGHJ kzJVhqOg7BOXPedSZ53IUeMEjjLGceRQhikTm5fuQbT6GK56duONihxtr1Se mULpVEcUXfuDElzH6uiUt979LE5sysGh6Hb4I8xsKXVMIDcXCEIFFN4XyePt /JkIUcrXKGVgaXU7zd9S4rSk4ggK48SJGIWIUYgYSafTDRUNCiVP53GhCMEB 5pJBMVWaJD5EgNJ2+iI+naYI8g/jSbJbqXfeYJ1Fwi5rneUZkx1eODWAeNFK ZnCraJGy4dqyEi98ixbjq/Nw6hFG6c/NQXMdKXr5PlLCALl4IQIlSxAqW4pI +XJaoJVIkKJklUUS4wb6zRZS1OIUkqTwIH6NEH1Uebeyl5+H77mpOJT9hIKn WSSwHo28TwbWoWzNagJbhpO7tmqI/DmMYXMYYhAghlQeQuRiOBUNeJURahBD tHWxAkkZJK/LoSzR+1TIrhmiLZLrFsITGBrv7lKhup2hVwaaLYy2retAU90x vOZtweulqzOMq+Mf3Y59rW4kEnWIU2LxOmxfuRTux17CSOU6BKN8efLD6Dxa I2fMR6qRX1mk+SnaoUzS5kKao0IyVLAVOaU+LK1pd2BZTTsxFZiW0TotraCU H0FBYkDKzT1SdwgSpZyiKmyq9SEgFikgHAk4GfIQ/v6zGL3+B7OEnBYh7cDG zqkzV9Wo2tmUW1iye1j+JsOWOtq+9CGQn8foSD8OhAqRLCEmldmY/vP1yPl5 CLuea8IftsdwscKJA/lLGbU/ikT1CngKF8BfvATBkqVkgbouX0nUVtForSZq 2WisyUFTrUat2aDWQoO1kwZrJ8P0ndKouXQlSp97FHtfvEsx1iQSEMbWI0Ep XbsKgdIynNi9jfnbWuZKa1TbTB8587hXwUXjKdf9RoPkbOtC6ZFG0u5Uzq+e rHm8DXB7tbGSOpgCLURNhw1o4TIMHLxR2C6oZY6BpmHTEXom8rZ1MUo8huve RlwrWukwgfvpzhgak/VIUhJJwxpl7XMvYN+sxRj0bVEbsgMUf4wBeqyaxIlU wekrR0FlIXmjrSoaxxo5qzawvUMepmBbVi7usAvVe08gQNBchwcxg1F8nj9B lPuFP79iTEv/6LXPpKl7TcBMEkD5sq0xGG5uuHj2xJ+o9Fo/m6Ruv4O+wz4M tgfQWruZxGVjxo/9WD/9HPaX/yf+q/0NnG3twwHXVgbwj2K/byMaChbSLS4m cUtJ3HJFTpQGMVaxmsRlI1kti7Br0EjamkhbM41as0uqC5IE0np5RTZg27Qn EZtxH/bumIlGIS24HnHexyjF6+j6SstxrC2XCdMaZug58FE8DLNcrlWkRS6y 9SEa8sFduIa57WLytpj32j2668o1bVKFCFCCdYo2f4q2UpztakzRdsEexY/B doWhvAhDeseYaZuEHQU92O85jje9MVzZvhwHdsnhOgLbFINbPeIUhdtdT2Fg 9SocieSLHSJo70LA4BZQUkUEKZFKYldK7MTMEbfCrcgW01bdnmmjbWnKtFFK DyM/3g8faXMe0rTlR1od8PWJReu7dC2l7D+J2vhaQ8ZNEKMVe/IWEdOk/geu X7uEgcN+hdlQR4gR+FZsmd2AtSvOUoVXcaJ9FMeOHkesMge5Cx9Vi67O7QsY gS2Gr3ApAsUriNpKGrdViBKzGDGTHVsJ+s8kMWskZo3ErImYNbkpxKzJK9H6 etRumI+aaQ9i/4K7lCGLE7MYJRJch8K1y+AqKcNQWx7z8zUaMUZgLhq0UKSO wU2AmPkRCfvgq8xTeLlyNWY6ot+mk0WFWb3BrEZjFqnQmNmL+vZovk+j5hDS VAqYqZxjJopKe3DEfwx/9IYwmL2AYDXWU/vJxjplx0Tqyrah9NezcZbs74qX qD3GwTjTh3g1nVq8Wpobkqug9BmOilQQ+zK4vMUor8nHRneXQznKDEXWUiP6 Z7drxiq1+1xSegjrnJ3w0oHWMmvM3rQFp0dfNev848uk44C6fVzedwOQ8DvD iZ0aq0Kh3elfYPRsn6JnqD2o6BnqCGM/P82WnBBWVAyjIXEIjTTYtZvmoHD5 02hzbYSvaClcOxaToKU0VitorFYiWLoK4fLViFRkI1qVg1jtWsRJT4L0JEhO ku4w6RGRGD1Jdj4AX9kK5E17HE0v3E0Xuohh1DqESU6Ikr9uCeqL6Lb2bIfP r8lxMm6PxGo580lOzI9olPREvPCQHue2xQ6Fz50KHqd05BVv6BuDxxsWeKi4 SDnNfYmBp9EGz1j4pehRdkqDcweGO6PYWtSBruAQ/tPjxWE+g7CTFBFyaI5y V65iHLEa5xvWIkxqSI5DoXM7gglSG6/SEjPURMv5ZspITykCATl+TVq8Z6Ku ZQiFkT5LHFhSLRZK0sKCYB8KAhRfLwqYHu45cEYpUtQvmR3V/tk0Bapx8OiN IwVMQicA89xN6gxvd25kZ6QPg4fIzhGy067ZGeqI4OguFyKlaxCvkJr7elRv mIMdS59m9L1RWZm67ZzlOxiUFqyAlxG/n+wEyU6QlidMyxOhg4uSnRjZibnI EdmJk524V3JA2SeViTizvPxFM+Gefh+at89k6htYi7/iB16L7esWobqwDH1t O6j/bEZDW5BsCnJuBzQ6cWIT9Sl0ImGP8mmuXEoeueF9fe5C+jeziEN2vHKd PEN2P31bIFyOg7vdemfHRB9nUkCHmB8O2WUTvotkaEN0RaHUmKwlOnXYUd6B vvAQ/svjxKFgkTJCSWOElvzqGZxZnYv2cAEiiRqEEjVEKZFCKSEoVWqUYuNR CjFizkDkwEnN0x2qB21IZA+ljbKb0krZeQLB5uMIJocI0mml1cbGRgukf/hT INEL9vXhU5/6FC5evIgZ/09+67voO+AdT097RNEzxPR3qCOGloY8hj3rULl+ DnKXPM1QZwN90lpUc5LXbV8KZ8FytXtYdhH7SE+AlidIyxOi3wqTngjpiTAY j3AyRt0ULx9TouQnQindOB8F0x9Cy7y7GAathZ/o+OinctfOR3l+Gbp271Cx RlNzkPgEkGgkPklanTjRiQk+Hoqb72GNwkbhI7JN8JGF6Dq1z80TrIGX+PiI j5/49O4f2xh0boLvcghAdn4u92vRxYSPYv+uBoWOWB6RkuoOHIsN4r/l7Kut 83D/t/4Wj1GmfT0L83/weTr4xYgQt7BGSHX7DiZrbAxpjkI2hkJtHQ5EDp4S iA6eFJCUaJrehfC+k5qoPYakXScUSaHmYwg1DpKkYaVhQYaGxaLIXnuaUDHw er0q3ZM0blrKQzlSydwUY3X6D/gwdIhRzmESc4S2pl36Sg21R5mQDLXHcIzU dLe5UbpmNrYufgrJ+g0MjjeighO8Km8JavOXoZ7+ykVi3LRDXkY7PhLjJzGB ujUI1q9ByElpoLgpnjW0K0Tm08z61zJOXou1056Ab9Y9iOXPgJewiH3ZsmYu Kgrc+J+T7cxWgwQmQGD8iDf6CYzPAENbE/UgHHMj4C1HPSFRsNDWCDANtcUp YNzBagJTRX9FYEJlGO7QmyEtf3Vugs8SaBodtpjnstpCtq+1IWVpRJIGmU0b erCzJICZP/sXPP2dv8Mz3/wMFnznn7H+7i9hzvc+jRVPfF+uKuR/flyhEkpJ NRGqolMT0cgE6Ep1I4dhRA8NI0KJHhxWzeKFoMiBU6TmVIqZ8B7TOH63MENe mgfJzAAGjl1SgIhDOnz48P+5MTPWbt6rV6+q/WFtbW34veFjwOLjkLS3Jh9H rBbX31TnbqtmDpSEcxsKsl9AtJbpNxlxl65Gae4SVG5fhmpalVpaFSd9kotW xU2f5KFP8tYySSIjPvLhczE9JyN+MuL38HvvGjK8hjFKDjYsnImSafcjlv0o I0Km8MGtqCvdjtod/fjvU51obgkQED8B8REQnwYk4SUYtCZxN8OGBj52oWbz AmVVnHkCCB+Xb6ZVqdWbwwPVtCoEJFSB/a0eBcjpDgNIyqroLYcWJBd7jXXJ MNblJE1tkhYhmZQ9jATEoXzPHVi9cBoe+OF3MOOX38Win38Vc777Oaz+6Vew /oEvYeHP/h4LfvZpVJdlK0KkPbq6T9Y4FCCZRERjoqzKrt0Zql1BJgk5o0iJ HCIth047FCLvJiDDBpBTBhCB4zjCO4cQbhE4+jD6yvUUHOKLLDrsBST9s9Sh FELH4sWL1S5CZvUvqR9/AgP7CcjBoAZEejsfNg1tD5tua0csQHJRuXUBs9gk Bvd7kXRvQ+GWRSjOXYqyHctRSSNSTSNSI8EMjYizimlNTQ5chKShjuJk9Omi EJIGQuJy53CMXZ4c/C3Kipdg7TMPo/XZ+9DWGsBuyq6dAVRvH8B/DR9VgDSO A8RLQAhHgnAkCEfCxennRG35JlQw/VJwbHsZzrJNaPDK1QPVBKSKVqSS0Us5 Th5J4FR7wliRRCplsqyIFK8JiUPWXJUl4fCpnaZ0xwlOdTIySZHxDtxHx3Lv t/4Jv/nJD7Hgvh9gzf3/ho0PfB1rHvwiltz9WSy95/9gzYwfZ1BrdRmKjQxj NZiJ86kyEWsfoY5iR5iZWnL4LCJkI3KIcvC0auEa3j9sA4Iw7CYMrYMEoh97 208pZQoQO3bsEAA+c2MePjTBw0iFZ66JXgf2M/Y4GBiD4ZDVuzWqDlxIB4M+ k7BR7VusL92q1s4LdyxDCYEoK1mFSgJRRSCqq1ajpppSm43aOko9xSkNrmpc 2fgbuo6tzH2L0Uy7vOreuWie+iiO5q/C7p1+wuBHRa7A0I3mZh9h8BEGL2Hw oMZXg2pPDbZIyVZJIaUAmyvysWnpC9iy7EVsXf481q9ZgZzNO1BYXqIOeq5y lSHGzOkEP9dJfq7hdrEYdrdirql0aBbk6/0Khj0t9cSgmulNDaXWJMn8WUJX Yu791mdwz79n4dHvfg2z7vsplj/4fayf+q9YPfWLWPZAFpZP/UcsmPoFIaGx XpEhKwo0GRLLhtv2ysbjjvNMqWMd51TvBmkIHzMN4aOHRzQgh846VFf4d9la /EoX7GO2vvC9GDh5YWIy9PdpSjOGjT8zvxoaGkp5kklp4tXp6vYHGNjnw6Dq hD2RlzHjcVJ4cQkvC228JNV+rLirmtkvfbG/Hs1BF1rCbnic+fA2FMDnKWBY QPEVMhYtRDBQiCYmkHta/NhLHvbs1Pd7W/2oXJuL6nufRv+MB8mKD62Usq0D +M/hHvLihZMhRLm7Erk1JcitLlE9BbdStlQXUQr4OB9bqnZg05YV2LxMmNG8 rNmyHWu2UrblIWdrHsrLyrGbYYs6le1IwniZ8czI17luHcOm8CE58hWPViJO cuLMf+P8LEJP3soVKFyVg8V3zcW93/gafv3d7+Dpn/8Is6f+DM//4vtYfM83 6Ge+glUPfQHLHv48Xn7oi0JOk5PepUm2s4ea6hAkQ34+WazzAuKdcjUFH2Wo 5h/vUTBJo5yYdGITjEwH9ajVQZ0OJ6Ia4B4f10U93NqdynVtOVBqtcJeijEA fdjmbAQgqe/RwDhsEYrYHPlO50YfxsBeMrRfut/a+kVbHXCtA4A5NzVD422O 7Ik5SgaSDYzpmF80BYShBuxkDtLKsHJX3OPA7qScS97W5MEeoiCSQYh8dOt7 iMleSqi6EhvunYWDjzyEA8SutcWLki39+OPpXtXgPr9eNy3OqyM+tcUObKst wj/ytgDbakTyKdtJUR4258zHlqVy+TTp2ZxnCMrDjsIi1FVVob66Gk5KjMl0 1+6QJqhzzA3Jl3JFhh7LHclXjPTUlWxB8YolWPnLp7DpvrnIfzwPVbP9cOd2 48Gf/AAP3/MTPDn1B5j+62/ihanfxEsP/BDLH/omNj7yFax47AtYOec+ctPs khunhCZNTgSJUYAAhfYecCB+9JJsDuetPIqrBuMXeS+bcqVXxh20SBd01zLB SZrFpjqNn1HnUyiU9tAMtVndxnsweOqCxYDJgdR31tKpPZ02JH3ErG0JMnZX JT+VyrHUaGaq7z6G/j1+DO6j25KW41YT5QP6GN1jh+J/wgzpDQp7I0wNPETI 70RLkAjRFO2MEiMGoLsYZwhFbXQ3bU1eB9qavcKQF7eTIS/a+GjpvfMQvv9x tOetZBBag6JNffjD6T4UOqWIJb3g30OGislQEXLrCo0UUPIpO8jVdkKUh62F 67Bp8SysWbMeOZsI0Obt2JJXwOeorazi1KurqkY9xUVpoMQ9TpxSECWVGZIv uynaL9u/Nq9Vj9fd9TzyH85G5QxmW8v88OQm4K1JwulPIhgLYsnCWbj7e/+M X//sS3jy7i9j+gP/gtkP/RvmP/JDmqA5cN43FZXr5hOdBgQpoRYX70WcCBCk QGsig9hczuTNqJy6oLpGjGqKpPu29FpRLSEvKHLECNGPaQfGiDey74Tpwt1P gnpIztGUAbKlQjfD5s9N3mMhIx7MWmiYaVbV+9pocfYGdLdUe4Phg7FUyy5l cd4W5ciBs7ogepKeLtlAz8V53BxoQEvIWJ2oWB2FDC1PI82PGB6an2Y3gSE+ LbJyI7fvRvkaRkr3Poue3/0apa4S5G/oxR/ODBCZYhRQ8uuLsb2+CHn1harx c269YJBbn4/PppCRlqG51duwpWANVq/djuz1ecjemMeQuoxheJWCpq6SyFCc FjaVDIn5fbexP/LVsHEN8me8pB5vm8ro7elC8/MYPOWNDNSTCIQC8MQDzMnq 1Xk7ETl3J9mA6b/5Je4hMo/cw+x56r9g5sPE5rF/xfP35SL7vjmou38qQlXb ZTWqxS0WgOj4Kd4mucRQWrZnINGlm7eL6J+9nxBdEZpUl+q4tOsRnDpGNUo2 jFR30YNndGteGp/oPvoxq2P13i4MDp97G0aCzt+mSakNRh+b4MekMxwR0gR9 HMNH2zC4hwTtlX67tgaiqu8uDc5hY3Asgo6O+SyLINnXOcxYqbHBiSafSxkd iX/GfJdleCiNlCa3wCQ3ZOld2M3bJCPO7HtfxO4HH0bjlgXYsb4Xb54ZNAQV IZ+yg5LnLMwgQgX4HG8JTj2lzsBTsw1bK7dgZXEAqwhkSUEZaksrmcdVoaac AFVUa4CqBKAaAlSD9XMXI2/uUiz+yTMKkvzHc1Ex26keuwppT5za9ngiTOIj VQhHa9RxZGE5lox5msrXVN5GG8KPt3rFi5g98wE8MfUbeOqhr+P3cx7GxnUb MZMArbp/LmoJUKB6h+zQIEBTCE4DIkdOINH9iurfrO9fUfeZqsk5bc/RVxRA MdOOVsCJjgPH9HM+aNqcHzhBoe3Z36d6Ou/rsS4WyrAnVqZHTVpo/mJCpm1c 1gxraWC4HwPSqHmPrUugMj0xE+zYkisq84wFjZQtaHosaGQLzDADoyZa/mZ/ AwNnt/ZWBhzLY+1KymQTdP5a4MEuSpJTt9xVjNXPLUfDvb/BgYXPIXdND944 M0RoisagcRVhu4smh4F4rkuEXsopQmrqKXW59FbbmGRtwergYZSWuFFVUIHq 4kpUl2pyakjOqhcWYf2LizH3e7/Fip/NweapG1E4rdq6oLa2KolQOIndu5Kw GuAGg+V6N1mYWXKESVGUkQnBCcUYqcQbmCkl3Cpf8iAg0igNyfxN0rLYz9iu rMqFGffnYiWDo2r6Kx8Nj1dOGDhy0kFArgogvJVH5l43MX6/Ikm6gCsxXfTi Nnpi7ZfGGhqn6KHJOXjSNDUeUE2NI/s6UpudbWlXihy5ctnKyXWeDuuiUHvV d7op0Fx/dRQDu4lNG2PkPWGDTnTMY5lToj0lOfCV5qijEOzrvxY2comW7CeX Rr1NHhcDHY2OZXN2GnRaE2P4OLCL+HwLTm+Z6lhcTi+1ccl6bL57Jtqf+DW2 5nQTnWPY7V+OAiKTb7DZ3lCIPAudBmLj2mEMT55Gp3Yb1jcwL5MQkcNXW+XH 1mUbkT1tAZbQnr383VnI/lU2tjxRhoJ5VOq6GCqKE6iqCaO23oe6GifitJsn 2pPqLKR9O+lR/KXwk51AqAqBcA0CEdlqw8iW3ARiLgT42fwi/Gx+guNPeuET afTBK9Lkg48A+Zp9KCVE02h8lhKisnsfQLS6SXoBCUDXMpHouYYP6Z7Y3Vqk T1Ci66pBZwyfcehYRuewrRf2oeO62e9BeqoDnRg8M2KRY0+4/jpNNceQY13K Zs/YNTmfRF9rQDXxHZK2pNJYzvRcPHZAh8VCjbs4G15FjSmBGWMj2bm6AstQ I9dTnWZG3+R10ei4NTkhCslpiY6np5Xk1HtKUU5DQmPjUNhMwqK7XkbT/b/F ltVduE5o9sdk6VKQ+dsxYNwF2uakoNlug2YrNm8twqqF5fj9vesx4wursOzb 6xjVMv161oX8JWEUbolje1kc5dVeFNURFHqr+uqalOdyMSSKEZzjBGcvofEG SuELVsBHaGRLsi9Sp7o++KKUWIMDPn6mSfAlPPAmvPAmRXzwkBeH6px+OzzN DKTJjIcpZRG5eeaebXjxK5tQmfUs4s520vKadGjoeT3Detj9muq1o8DpEvND au5INYaOmcaEY6ZmxFSKh3Vz6MP2FrfnrPKMPa2y9jbbKzyGl79Kn6DrZe6/ ZCaxB/2tQQxKm06rH6EyNgyLTWjsLs6BtyQndQq3lNYVMmmMjeycE2wOJPzK 4DQxyGmiwWk22LTEGPTEGxDjuJfXFxEVJ3kpIy/vwJLfz8P93/gbbF55FK+T ly2/+3csnfModjQUGV4UMw4FzKc0MrQxKxbNwdqFL2HJr57Aon+nvbprHwqf P4fKTX9AbcNbKHAPobjQjYJyDyoZ5FSWV6OKAU41o+IaIlJLXOqqLWwk6JGT GuvQ4C2C218GN3HxhKrhIS4evm1piyPdoDz8KB7S4olLhO9OSJmhgay4KQ2N 0nqwoclPXhrIi5si99JevLD6GH6RtQ8zsgpQoZjpkKOEe647BBrll15LGZm4 MTKxCQZG90K+oMo7sXb6pXb6pXbTD1l1e2U2dfBwqphnz6ZuQsunJvglScCf NSHPxRP96N8ZxIC0rtxFVNoiKb90TPrX0C+VbXwZSec2VeE4ezSRWoW5aBLv UQuX/jEr88pAI3rbwmgMuNFIC2Ph0hyTtkJ1KK0tRBkzojL6I2kNXsZwZv2m Rbj/W3+Dx76ehWnf/yZWP/htLPnFZzH7e3+LBY9+h2OfR2g+QEYKsXzJPKxZ Mp9+5jdY/9CL2PH0epTNK0flhmbU1vwvqpveQvWBP6BBmm0fGUaM4t/ZiVKG NuUMbaRZawVDm4oqhjFVhOTdqKkhNjWCDWPlainyVKKCeb2LuLiClWggLg3h WjRE6lUnJWkg5lDN86bARVxchMWV8MGZFPHDSfPiIiwZcPL2Nrh3tVL710nB dZQ4LxOX/ZieVYjyrOcQc3U6pLNRpvTy0si8z5iYazrK6dItveIp+2IFwhd0 gbljhHKaQlza6Y/aB/m5GcYcOjI5TdJkXetlL/4ZWiw3Jfm2xL/iizQtH0Bv c1C1dBxsDdO4RGyNToWUGEpJSqJ+m6qmnrUimJRhSaqTESx/RFrUJja5sG6g SZ3dtJ8TLMkUvDFMiTagRrpf1xY6UMr8+cMoJSfrNi3GfWTkwW9/Gk9844t4 /kffwbrHv4fV930eL//s77CAsvR3j2Ptc4uw7sGXkPdUDkpfKkPNWnqzkhDq GyghLzyMVzyqoHEGcQrvHaq78kd4y1l35DR1vBulxKSMmJTRhJSRi3KSUkFG qmppaig1NcytaiqRs3W9cpT1gUrUB2l2QrWq65Y0m6uPNMBJK1kvQk7q4hLr 1pGUyagjK/Vkpa5Ri/SODh85I8GswkB6IZYqVvZhWhanimZFUm3poCuN3z7A 29cVMYkem0vqNnFMl93EmEa5qfaf/NydnBudplluB+OXIx1T0uRL6S4/tUe9 GToTePsKtr4G4kO4eHwAfc0hDLSQnF0Rpk/j7UzpBk2OtZg3ouxMIpU2jW1h G3NNiiC9jULMjRDUw1Te1VCB4uoCFNcUoqSuiGNdUlfM6fT7OY/hgW99Go98 +x/w9He/gNk//z42Pf0jrL73S1h115ew7r6vom5+HM61SdQXhOF0RVEZjjBU YNjQWK+3CLSEmHlw7D6mRjCuZt1ZLe1nFUC+1i5UucMopicqJi4lNXKNVA3K aokOkamsrSI+lVi1bT02FOWixs80PUCvFaxFTagetWEnaolMDa1lTcSj+jlX x7wOVMelsXk1uakhNXLv3dtFBb8OhYsEJgoJYebZB7rwbFYJSshLdFkDkr3S XtZiRhuYO1XnkDGfNAEWq1fsUcJy9JxpkklYjpp+sapRZqe5+mB8jvSXN6ZF G57bJu7cnFggtgo9cr2EVS/+jbr9oG611qy7TKk+g3ujKSNUQozidcSoXRrO x3FWoWTbODDOECVTKDmU8/pz9bauGDfWlKhAOFIBt68MRTVFKK4tZjRajN/P foJu6h/w2H98Ds/+OAtz7/kech7/IdY+9kNsJk9bn/seU5wqckMfwJBSVnbC TbUIy5aCRqY0yRqmC32Swh49r27PEamUOJQt/5Dm6chZeHd1oz62B4WMagrJ UREZKqGUkiNpebhs6wYsz92EwvpSVPhrUBmoRWWwHpUhJ8VFcaOC3reCLFVE yVFlTIKaihiD3T2d1Kc6X7frdZvNuY230nt7TJ55oBvPZJWhOGs6og9kK5Qy lPl5n2JpPElXDUmvqKKfbrd60daBkh+si66q66RuuXq0T7pQ3p4mZfqEzRRZ ZZrP2FYW1A7gdEubGRMKyJKKq3/j15PGmV00lyKrtn00SQN7dMcyiZKL181H jJnKKVlSFpOUcmgTzZJZe9D7lBr1u/gIevZ70ZioRGOyilJNqVFblqSdxdJ5 T+G+b38Oj/3wn/Dsz76MZVP/A5um/Rirn/oWsp/6Vyx/JAsvP/xFtS4YFmkW qVMcydaDYGuUaepFpbWLquh6gY8uqHtZ+bkgaS3Jiiszz3sVHsj680hqY0Jd rI2yGzvIaT6lkAZpIX3Yom2bsLooD8VeQuarRYm/HiUBERdKgsykSkLSHLI4 7EHD7g7495/kSzCjFooylS2SCEeJMkY9b0xS/EwmQT34XVY5irJmIPZAtupi l/JhFkSWDxvzX9KzV7cxHR1rY6o6OxKi7mENUdcxq7vjO9LkUR+/MUSfTINO 5oTcSrwYv55SP34fuuMh9DaRmJ3S7FG3+hrcF0PR2vmI1GxVGxE0NXGzHGhR Y21dUuQ4VG7+QfXKl8z5JvKViJUjGa9EMiEbVDQ4skdFrg/JXvQM7vvu5/HI T76A6b/6FnJ+91Msf+qbWPTIl7DssS9gyeNfwKq598n1/npVkOAEm/WqYPTw ADXRfYm+MsFhjFOEISEofvSiosasOHecVzGQtU/hrN68Ilve9p9AdaQFiwoq sLigGosL61AYTCDPzbi5eS9lH+qaD6Cu5SAtyxAihy8znHiF3L3K0OKqgKI4 iXW9Nua1+GZJirI6IhL/vulQba4mEZlePJVVicKsmRoZ48TsRieelpfL6oys cZ1AVSNEGp1u8tJteDma4sWeSaU72+3vbXUah65wpq0SP2kokYuHuxNhBswR 9ElDuDbdC6tgzXyEq7elCjfjSOkcy8T11oOkQxkZTYnwIm7LoiQRIyXxKiTi Y/tXpDeB9Ci4h5Tc/5OvYe7DP8Ky6T/GnIe+jPmPfQkLn/gS5j72b4w/Nsnu gxZp9RFscSJAXsL7DxKQy6Sk5zKNCsfvExzRUYWKWkQWEy6odFwwexHGEFEF 1AOy9HccqypjWF3ViFVVzdji2c+EdZhyljJCOc+M5CJl9MZ4HH3dhkfmODyM 13kzQxGSqQh5MosmLGuWEDLRmIyDw+qQKSde9oym6ZJJOHoIRw/h6FZd0t45 AQ4JZz7+J+CYYEwsp2ZPvS3/c2z/PtUrrWdnFL1kpG9PDDty5iNYuY2xTNzG SGLCBoMxP2Q4sXaoJM0OlVi0HHHyEY9V6V0q5CNOPqRlS4x8rFvxMrIfnYnn n/wRZv72m5j1yFfw4mNfw6zHvoHNG+eQDDelQa31ycnRgWYXAruTHNgrSPZc yVQPMuSheqS/Izz4C1qVUY3N0VGFjYohOy5oXKwiGJGI0nWsqopTmohLC+93 or5lAOEDZyjniMoFWp2LCN8QFY3LeEtyXWEinWQUJ5NsluS3WdXYkfW8sSTX 5Z+IyHuNFbFBIk0kewwk4xpJnlWNJGO9J00rvT6B5F1psiXrhFN7LebvbZU7 ZUEs0yN5tuVnNBrvx3FpItYYQTfR6Nkdw/bV8xGo2IaB/XEbGgm9e6ldt046 kzpAOWG2QWozolOkOxENlyAaLVP7T2KxasTIRTRBz5CoR5RcRJMubJ61CJ2b 6IFc27B+3Qt4afZUrN/wEnOXrQioNe9gi6yDB3a64W+x1n4TPa8KDL2vclxf VfcO9cj8jOOZVEfK8pHU3q/Qv+hF4suKkpjZnRJrN0ZFDIpspqXPEWMihsQi pCRyFOF9JGQ/jcn+8yRFCLlkI+SVFCE6KpkyMSpJEWK5kzczhRKHikg+RFT6 8JusWmzPelEi3bG+6gYTOeU8Pq7XqMEk1W2RmPQRkz7BZEhj0n3UOunEnial a0VhMLGuk7MHIU+ayOXYwf3oaooSjhhyfj8DyYZS9O2LKzhUT61DusWEfX+s 2A61t+So3uKmNkNQ5CL9cLgUkUg5IgQjQjAi8VpECEUk4USEUFRXbIdr+ioM R5xo2dWAYJMHAZFmLyEQ8Sg4/Ds98NFweJrc1IOs0/VenUwErqq5eFU9Smg4 OH6fNOu9VxQRwoLkCXFjLRQLR4y1ODSM0ugRMkAOqnfyfie2uPdrDvYZDsRS HLQsxZUUB9HOq+MsRbzbsKAshbpXJTdB4LoUbGkYpJwiFDyRVYfcrNmkYLVD qf89GgB7q03VaFDOkr2oAegnAP1MlPtp4PpOpHqr7Tt5wpw9Mj6/sdpP2RNl Q8DnbAGGzXvo45LvUN2ljhKC7JdmIOEsRc+euOow1a8gMP12Die0lZAuU+1J giB9REjBnysOzlD/LcxP5HLTkFx2Gq1GKFZDke4zUu9wUlxYOXU6juaXo2ef S+ldVml9Ikb/PpGdXnjJgLvZg0j7Ker6Gsfxmrp3INn3WiZvmCfI95mp3yQ4 lGTBoVCwjILdbdgMwuHTKI1ZELTyvlUZhPBeGwQHLhCCS9plpCB41YBwzaS6 En5OVnUyBYOVd6jOea/frh58QOn/sax6bMuag8gDq7WD6DWKV70LrijlR1VD Pb7V/vOmqZ5Rfv9xKn/Qaqz3njRpSbo+3Eb3n0+zkPwbsyakmsxQ+dlzZ2E3 0/uju+PokmZLe6XZUiLVaEZZAQVAkgDoBVar6dIwNe8PFCEQKlMXkAei1eri 8kC8jsKEgZrfsnoVgnM34ARNfHKnE95Gapha91LrskjmbZEqpjzKRAN/Hm0f 5ti9Rr2+fht1/brSOt1rUv1M02D0nZr54zyAihHOm+3znPVHTonldyhtv0uH B00MD/YyktzH8GC/Tdec9NFUePCqTHqHmvUZOtcwK3V6Ek/S0WGvVnnCNEyc pN77B9W7lC5Dov9Hs1zYmjVX6X+c3vtF79bB0RdS7eViA3zXA9Jt6Hiqxdzl 66/jPbYIwcox0jXgNcr/pzSm/7dm88nql+dhp9+FjtYYOkXxqsNQAr1G8QOp NixJ1YblOJUubVhOUOknqXRvoBi+UDl8VLqPSvfFain18MWd8HGqr3toNror qnB4bw08jZzOTVIqclPlk3nrQwPFu5uzjspO6uGTiU3zmey/niFql6MM+l5T Wk9M0Lrs7XEonX/Q+Hxt5+XSCSmcCkGrKvT0XlW9iypvRUmoE+E9lsqNnT80 Zucj1hTvfFX5e9kYElP1J1OL6r4mYaHc9F5TfkjrN6G+44x2KGd+p1L4I1kN 2Jz1EsIPrDKKvmI6N1gd1YjowDndVU1a76SUPaiUfecERcvM/siNFf3PE1JI c0mPVfqUvQBWGvGw2Qsgz3px5CwOmwYl7aZBydF9ukFJL/Xfx4nfT6s/SP0P Uv9D1P8x6v8Y9d9A/buD5fCEq+CJUMfRWniofzf1v2z6bMSX5GKo1YWGpIfi hYuT3kkGXCLUvbPJB/eunbp+nGEhIAQoK399snDAHCnZ/7qCQctranJpHAwK PWMGQJUHjbXXK1lST6fLj7cTgV3EgShUWyjQ2u+dYO0Pi7UnDu1XHGThFZn1 pCF6VNZXFRVdrzpUZH+7jvF77KJj1njv2H2G+un79Hukj3/mgX48nOXGtKzn sOmrMxG5eyXiLxaMnRcvzZgGR0yzseFUwzHTkOl9NgCs/MCCwr6HSG/Hxxcn FC6t4rd8PWqsgJV72vt3HJb+HSShg5bgqK1/Ry9J6CMF/aRggBQcPhCA018C FylwhargCtfAFamDK1qPgpI8bH58Abqctdi524n6hAf1pKAuqRasyMIU1PBx +MiwLvgav5mUoKlPErBk3xtiCtTNdTk/1tJ/n+UErprw76Nv17+Yg07qv5P6 72Qy3skEsULCPW0KigMdCO0eRojmIERzEKIHCB3U4b/FQLSdXr+D0klR5edX Ms0mNWncIhDoVFndUM+ZSs3v5+0V1eYirlpcXKbS/Xjs8ztQ/5MqnF3gxKmN 5WhqOzDWWU41a7EUzkh/8LhS+OXr11MXctpD/Q+nKRsYjX/JmAFr74/RvFb2 X4/7D5Frr14xzS3iODTW3AKdVHYXlW11t+ihwpvpt2up7NpAOeqCVagL1aA2 XIe6SD2WPjcPjTkF6Npdh5q4m+JBDRVenfBSPPDu6zCLz6+poqz2lsrIG02L opU41C0j237rZ8oc8PbOlCVQBPRdG28FJAwQAkzMJ0VIvdREAo6SgKOnaAU6 +FyrKlo5rGMEnEGIViBEKxBSVoAUHGYSeIQUtFPUJlHS0HnZLEBc0VWRLnPf rXYnd18xxRqlfFXC4K1gcVn1Y7s8rk3E1s2H8ewPe+Ff8SquN72K4WQXDrQl VbsI3anKEDGkiVDte06f+WCaqN+6PsteHjAwfHlC8dmYgEfS4KOXOP4KVwlE T/cB7CcMBwjDYdUVIoF2wtBhukLEW5yo8Jagyl+OqkAVKoM1qAzVYmthLvKe XoF2OVCk0YXKaAMqY27UNTfDvaddOVTLlWoQrLBJz/ikEllwnEiApuK6QwHw Mf6x5QgmqL9bl/bjVmm/i06ga8SsD52Ca08PVpXvpNAA+Kn+1lNE4LTNCJxX laLwIY1A+MglQUAcgWonJrsk1PLTqCFAKsMMOrv1vabhssAwyhBHSj5xVRuU nqxWm5BLDtU3ezKqA8cxb/pZ1Fa+hr4DVzDYdULU71D6n2yaN2kCpE1IhKHB 4Ohl60pNe+z/oRsT8JU0FcOH06h/snEGp88M4fRZaakQx/5DROAI7QLVLpcE FbuLUeItR6mvEiWBakotZtz1LJKbSvhWnKhKMiRoPUSzeVl5TvGb41SexsiL uicrBWeicYCqHkipXM/5jyqV6/me3uuLFuKp2jwV3k2Fd0ttnp6z+zi2NOzB qrKdKPZ1ILjzFIJUeFAUnprzlIMc9/DhCxyVyJGL1Dml45KcLMnIMkNd+RQ1 Ss9QhE0yyh61ySXVRuOSag5zySTxF1WDdB3qnUdF6zlUtTD27KIwuZc2Grol zCTd20i1hRk2bWFGUlPbHutbyraXeYyyvzpB2RLrP2QLDiyjr2uFH8Gps9KS 4Bh6j3ehOh5FbbIRtY0tlF1YtDAX9U9X4NWD/djXI9cey87D0Rso97W0HlyU m2lUOaAmtKVh9Z2o9y+MetPMZ0u9MrlUdZ1j2UP19lC9PcyLe7R6o90DWFnS giJPO4ItJxFsHaaKz1DFIwiqOX1O1KsWC8Lq+iLVEaL9ArmLSJbYKXJRiXyp JhMxtRSq5zhftltd6MbbSbrILzXcPi1yor9DKXeSid3OqQmsOqQMjZgOKZkp 1YYHT+DyG298eIJmJbi3jLs9hTea/VqaLO7BNJp9t7EHwT2dNGh9THSG1Gkk 87+6DlcqB3HplJw3cUGtmoxp88pNtHndrs1MY5iTA2+m9Kh0q5X5sZsrs8e2 VNLLUe2lMnupzF7O1V4qs4fK7BmAk56isOEIAk1U5k4qcxeV2XbWKJRz9gDl ICfQIennQW3ewTlLvTL3k6+IlHk69WO5j6odJ+eNMnWLhphuzeBQ72Gy6s0g JRfdMOSc0uFYd4bxHW72clra020rCP/AjZX3r+kX96beTH9t1N9erb81LzvR Nr0Fb/WfH1vKkFWvG87Ga+Nmo827WtH0wBs6yPqUUpsKqm5mZFXDNtvyhapL U3F9RnG9WnGR7m7URDsRSJ5EoHkYgdYzCOw+iwAVF9irlRdUyqMcYtolV/od 5gc6wuFuPwfrAhBLgyImthalZXCqUzem44F01Dgnc66fgZK0PBgYUXmTbnsQ GdIdNUZM27gRY2bHumyEaGKtirk9tH6/TbdWhm30+PU0dbQHbqjE92HP0WOM LHpRUJbEmm/vwHX/KQwOntWrDWKNRImH7ZPwFaPEq3YlOpQWM2wR0nXcZiok 1NpH1IRLqLTIFhCnOkdaJeWJawqnOYDMNPqOcTj7qTt9RF4bAfM3nqL+TlN/ Z1P6cyjtZZjJp/XnUBp8B0HkELcb6aAaTCeBqMhRCiOwaPcINUbTPUU1E4gS H9Gc9BOwGlaELc1NtjVECTEjuvzGm6k1MHvg+74bq+obtqqHZS/vv6GqPoCB YWZ/u3sw954t6F58AP974uzYwlBKVZd0VphS1at6H223zWaqyoTs6u9TFY2+ 11Oza7K6/YDqSJ7sf81obExrcaU1zjZTC9aZgo4f9EIAtdZPrfVbCwFKaw7z OfzRE1TcafhbzsCvFDfy9ol3wEw8M/kccjy/Q+ltitKcvf+DnNAfocJEXQ7p /iAxiqWucSoLj+9hI31GRGXWxgd7pGqpzB566gt38e/qbsrEixDUT2VRU1pB 3HVDFd6J/pPnUVAcQ9FPq/GfLWfR1TuI8N7Tupx/QFR4Ia0KZcapGl/3VZXE W3U9pUrVLV5uM7TOKHKfmbrl31FUKioLEom+q3iPnnx9IlSnVfWzSvup8i7D +4FhrU5V3u1X6zoOQ+To5Tfgi52kTqlPfhz/rpG363T/2w2qNFwIt4+18whr dTqUPienNBrR/RaURlXLhbA6f5qqVM0WRMaaepzB6Bt/UO/LvoPOCkhvotNv pSk/WQdyptOlXtR6D5beX4BTGztxWd5KmxxuI3oUy2nc32G7+5MCjdkf2PUq dHEuQxXktCVURaK+qw411TK1wizF9cuP+68q/V5V6kv2qTVF3r7XKPKVlCLj pnwbsxo8DpxXzieqavXDY7X6vn5Zp9F7v96PNr5lrccRzs0RpUt/m9ZjwNLj wTE9hmw6DE/oaeBQXQ0436hE0zQDIa1EqL4GqltGhq1xRpAuR/T3yQm6k0jF qjHbM0eju2+bqMXauC9zknr7VRqje4eZgjV5IXh/HcD/MDrbe5jOT04vaxtm JDNmSSOWJW23qirmctyuV9Q2zzH16RpqQjVCTqhW36KaRP+rVJW6n2S0JH4u kdLQeC3FBi+OVdkGz471uB/QFTZqarKJuXbznfmazo5pibPNb2ZbgO8+cEBr KWg0FKSGQtSQdJ0IUUMhoyFpFyA6Eg2FpGlOSDXNkY4BVI+SyamOAWdTU8ve e8IKKt+bJtcz6vnOhIxAzuW+sW7ejzlfycGl0n6MnmBELSfKtVI3u08xQGEs pKJqPbXCampZ+hnVm7el6iW7JqXGqqtdPeqiahn4MZkiWhDXd0WUQhcmilCi lDFRIRPr3FL21HXufaeG9VUDH0Tf8VfhbT4LHxXio0J8nDY+KsS/TyskQIUE qJCAUUiQCglSIUGjkKBRiBy6H9IKkVhGHYQelB4OgynJMErRLRxG1RuwTgOw R4jWApw90jdK+a4t0rfZvF+k0cu7jalryItj5+8a8RZT2517u5jCDlE/1M0u 6qZNdHNW+W0dhRjTJ1eOmvLEqCxRSU1Kyl66FqVrjuLFdBU6odou81Z+pH4h uqEk+qTzZ7x/lJTEU/qx6ShtMVL3Eo/0D0p5Wm9cfC8uvfIH7OLb8lJPXurJ y4njo458nDh+6sgvOqJ7ClBHAaOjAHUU1DqyeiPIkfVBqijQP5LqjZBpeiPI ufWjb/zRFuaNDwfvuLFevpcmcv95GqXo3Vd/hqMH+rDqm9vwmvsE3nrjNYxe uc50lIppPoGgHAgripGysTVxDum6QuTIBVU7kjNNpHIkdaOY2cEmNaK4arUq NcEMVRFM9OrKoEM9mjzuZ9Z9XFpkxxk9UM90OXFKTM2fCxlKQVPepiKrWrhv +IxpLHInLr36B7QSEw/nj4fzx7tfOnxRP9SLn3rxc/74qRt/h9aLnxKgbgKc P36qJqCiQH8fteHvt7RhOgjAOrrUHum9O83wGm18P00x42c31EYGVj2Rj475 e/HW8RETHr0LbYeYWzYd1xWfXTRpbWcQ3HtWV3tUtGeqPaoycMGhyjyTzIUD WnTNUCqx8Z5LYszkjKN4H3/Rb0StxqtdzIOqLHset6u6TvSYCAd8QskuPHBM tSR/txkBGfTe09fUgHs44B5OBC8H3MvB9nKwfRxsHyeCj4Pt42D7lH/39ZB7 Xy/tkT5Bf/fwKEava+4/axsmK/66yUj/YELlwawJ/8T8hzTwk15F8t07zZ8K +nk/rMAfk2fwP9evWOM9euUN5vXHmRfaK2xnJxZkrEqMVMxVxm4VYNTFBHI7 SdVp46pWy/sekYvK319QHkVX1eJq95MUaAbkaWLKWWhjpOrjGWmKpmHdS9vE NLfh0tU/ovfsNTTw7bk56h5i7uHIezjqnk6OseeomBwPB97TnRIH+i5e+6cJ wywmxRpme7yq3QN+NMG8SJj74xuOcQY2/7YcJ9a0460Lr5jrA25j4s2crfEk Ai26cKIqXqpCrQbYoZK2SbpWIiJXYHRYNRIOcYYqbt2mSlvxbl3iiqty6XlV 5YpLta1PRrRfjegAM8pBXeoSOzIyVqc8a+/mbFWgL137I3rOXVOSgd7z1/4l TbhiTVh7JmCGyBoO+/bUdFdl/UeaYXtHCs1B1N/nwX+Tubf+681Jlik4KCUL jhoz38AujiJNnIxccL8t4zWZUUTlux1Si+gcUYV9DoGsEXadU3zK5VLdMiJq H7ds0+1Tv+iXmC02oEtNOmwZUTY3VSHMTFWWTD/he9KEDhYA9nDbDJCek5PH GUX5iUmXvnfDccnA819ehQsFvXjr8qhZx3mnSh/9caaPTafHlQNSA6O2z+tS gCoDSN2tXdduRNQAOVT5Zooq4MiqitRvpGIblaqtqeA41JBMStXeIkNG1Py0 VwVOY2D0FdyXxnO/48bD8lOTQdojKjl3STJIa0zsDv92w4ozL4rkb+P4Xxqf //nP16YYizx6+U34E8PwN6epktiyaatCIqUtXSC5TZe2Ok1pa6yspUaFI+JQ Ra0paQuSYTMoE8ske0+fT1UQ7c7T2udvj/vNgFhhiwyGfMnJ8jceiAws/fpm XK0/jjdHT5uf3WlGgWAwsJZMZ+IohNLUFGQMJCe1SkQOVSTKHFcmio61CH1b hcgko5KWmtR0rGPoaX0cqTUSdud2e5qPZkbCiqrtM+Y/0vz5FINEzLkTBU9s wIFn/Xhr6Jyeix+hZ3sTvuSZ8Wlf29uRsAZDJedpullKymevrqjKSioxD6dL zPnZ95y+mFrIsXub2278uX85wakbj6OWiDJ1ufwtc1EA9Kq+9STW+fBRZyvW /HwD4j9dg6uLNuKPe1qMe3svdjP383EorIRLMmCVbO23Zb9mGKzs11afSFee UCUKqzyR+uwjVg6c6p1nZcIP2cbDci32q8itIMeMx122GWEF918zn9S6eMZ+ b+/UMXFknv9FMbY/cgjHNgzgf5o6cKqmMFWU2sWR8e7U6Y1PRkXSUFMXCJj0 JnhEp6AhWwoaUlGdJKGTUyloyFRt7G0E+fJqVEwXwT1nRlUbuEfT+JHJNx6N u82v0p3Wa98DaG0XtF9e9CcGZ8v8DhSseAXtO9/Clc4rONt9xCTDd+r8j8mo R3K/vSb3O6BzP5X3HRmf+wXHcj+V+gVVfiGpX6ZO/gZS4rD3xhvQGYfVXszu RaxBsUcf+ngt3GObMrbacrquG1+Y8LMbDYo1QYvrRuGOj6Dr+KiphN7BuP+P aGXK57YSrYM60fIdHkuy/CYBtpKsgET9AXEjtiTLZxIsedrfpvETk278kS0/ a49J0/WoudXP+wkTbamc5sw1uPfpfMZj8hlf+nxGpTOZqjkYM5lTo6l+YE+l MfbWx7HHAebj3G8+r31rg3Vw8D+b0GkCyjdD+lMm6u5hftA7whyBn8ItuUF7 Kj+Q9MAh2YHKCCTovTjWyeyZNCbbOqTL7rTNu39gAn/yKebOnfuFlKHOuJHJ LkpjCy1s7b7BvNDUm/iGCf9hPbPdrjhu/MyWk7Jb2a+m+fNiowz7zJSfGFNl rJRl4u1W6itpxq/EqN0OvWX0zFM9nH5uf/kmz2ZnTk0tpnTm2R6d8DFl2nwp zVOVTngqGQJrFpoRe8z8m/3kmy+mIbzMfABLxfI0/J15lsfNf9ijHEtN8qwW kZ9L88zlNhXLZ5Sf20GxNTib9LYzleXr82metMQo2GqmZm/Pzk8/gfgJc/I2 2/DKl7xYuhcpMPMz3YuIGkx35U/f9MVuTzN0WWleLFePhbzWlFQf5zSvZh3p eYOXs9LUCcWWf0zzipvNz+QlJaOTF3Wol8yc+KKfu+lrvss2npbiPpvmBdeb f5cXlIVUM54O9WoZ43rD/vNNX9Cqgtjz+H9I84I5NgXaXjDVHtt0UvuXiTS+ Z8Jslufnh0rXOXLlTRgRI2AGUO++gT7MLv3R4dI+Vz6+Ve2XNyhqke+W3tqr 6NVrc8rimJsS+2adNJ3u2RfeGud6scecjv+2A4jTPfG8W2VaF2PNMdhvcxx/ k+apZ09gyXRUTMeSrvrg+TS+I93xlbPU7e03hcZ6ap0H44U0juRTaZ562k14 FOUYHnX0jBfT+5S/SvPEv7s1PnT8gjlp5utfpnnW397as2qnrDMgNX0+aXt+ y+ekK7N9NM1rPnqryGgfCavAZbcQf2lzJvYqlnxZu63sBVQrqrgFQ/gb+6u+ rVenehvpzlq+wQvff+sQP2174bFgbcIH/7ht4OVL/vnP07zu3cYM3Qxxx1iP yT/xqtZ2DPtwfzTNq/7i1ujX88+8x5umhuP1/Taf9+E07+Ent4b07IlIv62a Yb1+unMo/yzNC//g1mzsPJsrmvAprVeyR3IfSvNK37nVGbRAv9YDqY9mmfB0 UZ7VcVu+s1/8aSX+37z1ObREv672aZPf5gvllXn/3jQv8m+3Pl9W6BdZPkE9 8nVnmmf+yq3OiGz9vCvSDFW6d/zFW+NNR0YmmHgbyHekeeLP39oT6xgPq9NQ mm7F7rO3RmmuftZsG5HWINjPS7QyA6smYl82+LtbpTRfv1aOUVC6jXniU+Tf pqR5HcvD3wKXOmnEmhtwaV4l3YtYBugWAludDWGd+Q/7agI/kvXk9lz2Y7dm Nmv0E6+fAGZeXh7SPeuHb40fp37WDWl8GsdkUpon/sCtPbFHP/GmCWDKMGWm edb3TnjWG9Ci/ziV2djjsXT1infeKoQR/bxbbgLh+JLcLdmohH7Wbepu/P5E 69kyb9UuNevn0jPzXanQa/Pmzep//gQ8u/V/r5W7jLEUeeyTzps3b6IGsc/O xnhfZRFnv8jzwI3/vPtP/mpdykn12SfQ+L/ttU0B9bfmB+q3T///8zH+v/8L iuyJ8w==\ \>"]] }, 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", ",", "10"}], "}"}]}], "]"}]}], ";"}], " ", RowBox[{"(*", " ", RowBox[{"Bond", " ", "c\[ODoubleDot]ouds", " ", "between", " ", "cores"}], " ", "*)"}]}], "\[IndentingNewLine]", RowBox[{ RowBox[{ RowBox[{"tvc", "=", RowBox[{"Table", "[", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{"vxc", "[", RowBox[{"[", "i", "]"}], "]"}], ",", RowBox[{"vyc", "[", RowBox[{"[", "i", "]"}], "]"}], ",", RowBox[{"vzc", "[", RowBox[{"[", "i", "]"}], "]"}]}], "}"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", "10"}], "}"}]}], "]"}]}], ";"}], " ", 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", ",", "tvc", ",", "tpo", ",", "tpu"}], "]"}]}], ";"}], "\[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}, {3.582890410109203*^9, 3.582890473351714*^9}}], Cell[BoxData["61"], "Output", CellChangeTimes->CompressedData[" 1:eJwdxTtIQmEABlC1h4VQoUlDSVgpiUNgQeFguZSgmBk5iEgKDomgQ1umREMY DlFRFCUIZQ0thVYKFkERSUhXjMBAIxFCSvAGIRXS/zUcjtDq1NuYDAZjgGi1 RDXJ46LyglrSYRGneoeLJu/cA5krkCxTZIskdokDMWsBayuDNG7wCyvY+U1x UuReO4+Lw59RMQ415RR4ymTo/yC7RNsqvFDvmsDDtNiG1UPtHmwW/G5iX8KX LZHdY1vhMjllkUdxj0PApMk6f1CMFeadPrxOZ/dZJ0VldPX1CAc22Nc4buSX 8OO89AebmLeNNWQHI9+MD2TpDnwuz3Rh7XRBjlm83VGsHymP47W9qxS+Z1ff sDsUOa0lH75QX1hVMqTryC0rhmdsf5Llcc6Q7a4ne6STajyjyRkxX+OdxUl2 YvH/QGekjfx+5ojjbCZ4g/8AvK7f4g== "]] }, 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["61"], "Output", CellChangeTimes->CompressedData[" 1:eJwdzE0ow3EAh/HN2LDDahi1tcyy1ayIXbbD2IVlyqa11UpJdpBJlou8x0FT Di40zcHLwdoBMbaIRPLS4o9dtrZpaFZbbWqUNL+vw9Pn9oh6h7qsdBqNpiDF Yr6OwG5S4zDM6+Fxaf4aesNTY/dEt0DmeCDKt/2ncEVpfYPjX8ostLHF35Aa fWRT+HyUc2H7p18C7YtRNRSFTU0pIqt2VQurmMMGGMxIrZB3xJ+EOcHvMqy+ cUTSxLI2536G6HpR+eDxgJCeJSYW1iUw2O2qhz326FbBXlKjX4p7YD+v+AIa Lbw0tE3If6B05qqEQWTQXjlQ3fgsgHx/qAbuRN9V0Mlda4XCs0wnlG2eU7CP lU9ArcTrLSQ2x6gcjKXMT0XEEMccggGTIg7dwYiYSayoM+qg4i5qgR7d9Ajz /3c7CxuEooNK4tzh4AlssWxcwj+hm9/T "]] }, 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", ",", "nj"}], "}"}]}], "]"}]}], ";"}], " "}], "\[IndentingNewLine]", RowBox[{ RowBox[{ RowBox[{"tv5", " ", "=", RowBox[{"Table", "[", RowBox[{ RowBox[{"{", RowBox[{"0", ",", "0", ",", "0"}], "}"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", "nj"}], "}"}]}], "]"}]}], ";"}], " "}], "\[IndentingNewLine]", RowBox[{ RowBox[{"tv", " ", "=", " ", RowBox[{"Join", "[", RowBox[{"tv1", ",", "tv2", ",", "tv3", ",", "tv4", ",", "tv5"}], "]"}]}], ";"}], "\[IndentingNewLine]", 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}}], Cell[BoxData[ TagBox[ RowBox[{"(", "\[NoBreak]", GridBox[{ { RowBox[{"-", "2.1523979140000002`"}], RowBox[{"-", "2.906398588`"}], "0.69919862`"}, {"0.054802054`", RowBox[{"-", "2.8572657120000002`"}], "2.3186938020000003`"}, {"2.279009556`", RowBox[{"-", "2.800573932`"}], "0.721875332`"}, {"1.443750664`", RowBox[{"-", "2.811912288`"}], RowBox[{"-", "1.889726`"}]}, { RowBox[{"-", "1.2944623100000001`"}], RowBox[{"-", "2.876162972`"}], RowBox[{"-", "1.901064356`"}]}, {"2.1523979140000002`", "2.906398588`", RowBox[{"-", "0.69919862`"}]}, { RowBox[{"-", "0.054802054`"}], "2.8572657120000002`", RowBox[{"-", "2.3186938020000003`"}]}, { RowBox[{"-", "2.279009556`"}], "2.800573932`", RowBox[{"-", "0.721875332`"}]}, { RowBox[{"-", "1.443750664`"}], "2.811912288`", "1.889726`"}, {"1.2944623100000001`", "2.876162972`", "1.901064356`"}, {"0.`", "0.`", "0.`"}, {"0", "0", "0"}, {"0", "0", "0"}, {"0", "0", "0"}, {"0", "0", "0"}, {"0", "0", "0"}, {"0", "0", "0"}, {"0", "0", "0"}, {"0", "0", "0"}, {"0", "0", "0"}, {"0", "0", "0"}, {"0", "0", "0"}, {"0", "0", "0"}, {"0", "0", "0"}, {"0", "0", "0"}, {"0", "0", "0"}, {"0", "0", "0"}, {"0", "0", "0"}, {"0", "0", "0"}, {"0", "0", "0"}, {"0", "0", "0"}, { RowBox[{"-", "4.102595146`"}], RowBox[{"-", "3.097260914`"}], "1.326587652`"}, {"0.049132876`", RowBox[{"-", "3.0122232440000003`"}], "4.3709362380000005`"}, {"4.227317062`", RowBox[{"-", "2.906398588`"}], "1.371941076`"}, {"2.649395852`", RowBox[{"-", "2.923406122`"}], RowBox[{"-", "3.5526848799999997`"}]}, { RowBox[{"-", "2.48498969`"}], RowBox[{"-", "3.038679408`"}], RowBox[{"-", "3.57158214`"}]}, {"4.102595146`", "3.097260914`", RowBox[{"-", "1.326587652`"}]}, { RowBox[{"-", "0.049132876`"}], "3.0122232440000003`", RowBox[{"-", "4.3709362380000005`"}]}, { RowBox[{"-", "4.227317062`"}], "2.906398588`", RowBox[{"-", "1.371941076`"}]}, { RowBox[{"-", "2.649395852`"}], "2.923406122`", "3.5526848799999997`"}, {"2.48498969`", "3.038679408`", "3.57158214`"}, {"0", "0", "0"}, {"0", "0", "0"}, {"0", "0", "0"}, {"0", "0", "0"}, {"0", "0", "0"}, {"0", "0", "0"}, {"0", "0", "0"}, {"0", "0", "0"}, {"0", "0", "0"}, {"0", "0", "0"}, {"0", "0", "0"}, {"0", "0", "0"}, {"0", "0", "0"}, {"0", "0", "0"}, {"0", "0", "0"}, {"0", "0", "0"}, {"0", "0", "0"}, {"0", "0", "0"}, {"0", "0", "0"}, {"0", "0", "0"} }, GridBoxAlignment->{ "Columns" -> {{Center}}, "ColumnsIndexed" -> {}, "Rows" -> {{Baseline}}, "RowsIndexed" -> {}}, GridBoxSpacings->{"Columns" -> { Offset[0.27999999999999997`], { Offset[0.7]}, Offset[0.27999999999999997`]}, "ColumnsIndexed" -> {}, "Rows" -> { Offset[0.2], { Offset[0.4]}, Offset[0.2]}, "RowsIndexed" -> {}}], "\[NoBreak]", ")"}], Function[BoxForm`e$, MatrixForm[BoxForm`e$]]]], "Output", CellChangeTimes->CompressedData[" 1:eJwVzE0og3EAx/Fn3sJELUYZsdVaWlFW00S5aLIa0iaUkR0c0PIeMTlYHJQD xSg2O5iLmZUtrRaaVmMzly3bYqKZleegldb8f4dvn9u3dmSyR82gKEpEMqvs Mu95vE3h03VB3UbmHq4OahcfiTP6ug0fMSVwOOHolfodSuckNBRv8lJwbCHA 9OMzVsaC7CkHH7YUR1thYkDZ+E30G/elsCJP0w2PNQI1fBVzlqFLn96FiY7N cJIYvtuz/uA/3HwFdV/VDJp4wTTw4dHLQT0U0pGTLEu8jcOKnUHRTv4NrAmy k7ApLfyDNOUuyCY+rMRKYKHlmQMr7SEuXBr6kED19mE7tDppOawzuvywfj3z CUtNNlsOkal6+oXm8b5ALtG0pQxBr0L0BmcVEV4eMXra2wkpWbQfznu007Bh 3bMG3VXcy3KiXDxxDYuChlv4D/AO4e8= "]], Cell[BoxData["61"], "Output", CellChangeTimes->CompressedData[" 1:eJwVzE0og3EAx/Fn3sJELUYZsdVaWlFW00S5aLIa0iaUkR0c0PIeMTlYHJQD xSg2O5iLmZUtrRaaVmMzly3bYqKZleegldb8f4dvn9u3dmSyR82gKEpEMqvs Mu95vE3h03VB3UbmHq4OahcfiTP6ug0fMSVwOOHolfodSuckNBRv8lJwbCHA 9OMzVsaC7CkHH7YUR1thYkDZ+E30G/elsCJP0w2PNQI1fBVzlqFLn96FiY7N cJIYvtuz/uA/3HwFdV/VDJp4wTTw4dHLQT0U0pGTLEu8jcOKnUHRTv4NrAmy k7ApLfyDNOUuyCY+rMRKYKHlmQMr7SEuXBr6kED19mE7tDppOawzuvywfj3z CUtNNlsOkal6+oXm8b5ALtG0pQxBr0L0BmcVEV4eMXra2wkpWbQfznu007Bh 3bMG3VXcy3KiXDxxDYuChlv4D/AO4e8= "]] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[{ RowBox[{"ow", "=", RowBox[{"Join", "[", RowBox[{ RowBox[{"Table", "[", RowBox[{ RowBox[{"-", "2.0"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", RowBox[{"bc", "-", "1"}]}], "}"}]}], "]"}], ",", RowBox[{"Table", "[", RowBox[{ RowBox[{"-", "18.0"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", "1"}], "}"}]}], "]"}], ",", RowBox[{"Table", "[", RowBox[{ RowBox[{"-", "0.6"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", "10"}], "}"}]}], "]"}], ",", RowBox[{"Table", "[", RowBox[{ RowBox[{"-", "2.0"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", RowBox[{"2", "*", "bh"}]}], "}"}]}], "]"}], ",", RowBox[{"Table", "[", RowBox[{ RowBox[{"-", "0.6"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", RowBox[{"2", "*", "nj"}]}], "}"}]}], "]"}]}], "]"}]}], "\[IndentingNewLine]", RowBox[{"lw", "=", RowBox[{"Length", "[", "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", "*", "nj"}]}], "}"}]}], "]"}]}], "]"}]}], "\[IndentingNewLine]", RowBox[{"lc", "=", RowBox[{"Length", "[", "cnv", "]"}]}]}], "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}, { 3.5828868523460503`*^9, 3.582886867836878*^9}, {3.5828888755189075`*^9, 3.5828889644390635`*^9}, {3.582888998197523*^9, 3.582889018243558*^9}, { 3.582889462532338*^9, 3.5828894640143414`*^9}, {3.582997171940416*^9, 3.5829971744676204`*^9}, {3.5829974047552247`*^9, 3.582997405597626*^9}, { 3.582997495828185*^9, 3.5829974969201865`*^9}, {3.583032723413297*^9, 3.5830327243336987`*^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[{"-", "18.`"}], ",", RowBox[{"-", "0.6`"}], ",", RowBox[{"-", "0.6`"}], ",", RowBox[{"-", "0.6`"}], ",", RowBox[{"-", "0.6`"}], ",", RowBox[{"-", "0.6`"}], ",", RowBox[{"-", "0.6`"}], ",", RowBox[{"-", "0.6`"}], ",", RowBox[{"-", "0.6`"}], ",", RowBox[{"-", "0.6`"}], ",", RowBox[{"-", "0.6`"}], ",", RowBox[{"-", "2.`"}], ",", RowBox[{"-", "2.`"}], ",", RowBox[{"-", "2.`"}], ",", RowBox[{"-", "2.`"}], ",", RowBox[{"-", "2.`"}], ",", RowBox[{"-", "2.`"}], ",", RowBox[{"-", "2.`"}], ",", RowBox[{"-", "2.`"}], ",", RowBox[{"-", "2.`"}], ",", RowBox[{"-", "2.`"}], ",", RowBox[{"-", "2.`"}], ",", RowBox[{"-", "2.`"}], ",", RowBox[{"-", "2.`"}], ",", RowBox[{"-", "2.`"}], ",", RowBox[{"-", "2.`"}], ",", RowBox[{"-", "2.`"}], ",", RowBox[{"-", "2.`"}], ",", RowBox[{"-", "2.`"}], ",", RowBox[{"-", "2.`"}], ",", RowBox[{"-", "2.`"}], ",", RowBox[{"-", "0.6`"}], ",", RowBox[{"-", "0.6`"}], ",", RowBox[{"-", "0.6`"}], ",", RowBox[{"-", "0.6`"}], ",", RowBox[{"-", "0.6`"}], ",", RowBox[{"-", "0.6`"}], ",", RowBox[{"-", "0.6`"}], ",", RowBox[{"-", "0.6`"}], ",", RowBox[{"-", "0.6`"}], ",", RowBox[{"-", "0.6`"}], ",", RowBox[{"-", "0.6`"}], ",", RowBox[{"-", "0.6`"}], ",", RowBox[{"-", "0.6`"}], ",", RowBox[{"-", "0.6`"}], ",", RowBox[{"-", "0.6`"}], ",", RowBox[{"-", "0.6`"}], ",", RowBox[{"-", "0.6`"}], ",", RowBox[{"-", "0.6`"}], ",", RowBox[{"-", "0.6`"}], ",", RowBox[{"-", "0.6`"}]}], "}"}]], "Output", CellChangeTimes->{3.5829974120248375`*^9, 3.5829975343758526`*^9, 3.583032745081735*^9, 3.5830328114598513`*^9, 3.583032877120367*^9}], Cell[BoxData["61"], "Output", CellChangeTimes->{3.5829974120248375`*^9, 3.5829975343758526`*^9, 3.583032745081735*^9, 3.5830328114598513`*^9, 3.583032877120367*^9}], Cell[BoxData[ RowBox[{"{", RowBox[{ "6.`", ",", "6.`", ",", "6.`", ",", "6.`", ",", "6.`", ",", "6.`", ",", "6.`", ",", "6.`", ",", "6.`", ",", "6.`", ",", "26.`", ",", "0.`", ",", "0.`", ",", "0.`", ",", "0.`", ",", "0.`", ",", "0.`", ",", "0.`", ",", "0.`", ",", "0.`", ",", "0.`", ",", "0.`", ",", "0.`", ",", "0.`", ",", "0.`", ",", "0.`", ",", "0.`", ",", "0.`", ",", "0.`", ",", "0.`", ",", "0.`", ",", "1.`", ",", "1.`", ",", "1.`", ",", "1.`", ",", "1.`", ",", "1.`", ",", "1.`", ",", "1.`", ",", "1.`", ",", "1.`", ",", "0.`", ",", "0.`", ",", "0.`", ",", "0.`", ",", "0.`", ",", "0.`", ",", "0.`", ",", "0.`", ",", "0.`", ",", "0.`", ",", "0.`", ",", "0.`", ",", "0.`", ",", "0.`", ",", "0.`", ",", "0.`", ",", "0.`", ",", "0.`", ",", "0.`", ",", "0.`"}], "}"}]], "Output", CellChangeTimes->{3.5829974120248375`*^9, 3.5829975343758526`*^9, 3.583032745081735*^9, 3.5830328114598513`*^9, 3.5830328771359673`*^9}], Cell[BoxData["61"], "Output", CellChangeTimes->{3.5829974120248375`*^9, 3.5829975343758526`*^9, 3.583032745081735*^9, 3.5830328114598513`*^9, 3.5830328771359673`*^9}] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[{ RowBox[{"echarg", "=", RowBox[{"Sum", "[", RowBox[{ RowBox[{"ow", "[", RowBox[{"[", "i", "]"}], "]"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", "lw"}], "}"}]}], "]"}]}], "\[IndentingNewLine]", RowBox[{"pcharg", "=", RowBox[{"Sum", "[", RowBox[{ RowBox[{"cnv", "[", RowBox[{"[", "i", "]"}], "]"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", "lc"}], "}"}]}], "]"}]}]}], "Input"], Cell[BoxData[ RowBox[{"-", "95.9999999999999`"}]], "Output", CellChangeTimes->CompressedData[" 1:eJxTTMoPSmVkYGAwBGKfOw3VFza+cuSZo911EUhP0NizH0Qft0h/CqIflFl/ AtHnulR+gGiGyqvcl4C00ktRIRC9rmiPGoi+wvvQDkS3REcYvwXSZipzPUD0 BtaiQBBtWaiZCqIrzWXrQHTknH/TQXSLZ8+9d0B6ldvsLR9B5ifa7ATR8q/l GT8BabHuJWog2uLuPH0Qfejjg6VMm145bhJ8ugZEn5nKeQREb78p/g5En/+j +xtEhzac5GQG0mn1T/lBdK7hdRkQvWnnHSUQLRL/wgpE/5k43w1E++z/7A+i Dy4+fAlET2JjfAminZbu2MYCpK/dv/wNRDvlRl5hBdJ2/RG3QXRKmOljEM0X 9kCZDUiv0Qr1BtFnTj+IAtECpxtLQPTxtjPNIDpOVnmrOMgd2/L3gugbkUuO gmgAoWXTrQ== "]], Cell[BoxData["96.`"], "Output", CellChangeTimes->CompressedData[" 1:eJxTTMoPSmVkYGAwBGKfOw3VFza+cuSZo911EUhP0NizH0Qft0h/CqIflFl/ AtHnulR+gGiGyqvcl4C00ktRIRC9rmiPGoi+wvvQDkS3REcYvwXSZipzPUD0 BtaiQBBtWaiZCqIrzWXrQHTknH/TQXSLZ8+9d0B6ldvsLR9B5ifa7ATR8q/l GT8BabHuJWog2uLuPH0Qfejjg6VMm145bhJ8ugZEn5nKeQREb78p/g5En/+j +xtEhzac5GQG0mn1T/lBdK7hdRkQvWnnHSUQLRL/wgpE/5k43w1E++z/7A+i Dy4+fAlET2JjfAminZbu2MYCpK/dv/wNRDvlRl5hBdJ2/RG3QXRKmOljEM0X 9kCZDUiv0Qr1BtFnTj+IAtECpxtLQPTxtjPNIDpOVnmrOMgd2/L3gugbkUuO gmgAoWXTrQ== "]] }, 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["61"], "Output", CellChangeTimes->CompressedData[" 1:eJxTTMoPSmVkYGAwAWK+B7t9zm185bgroCsARL/mZDwFojdEN1VfANJLZut0 XQTSGhp794NorR0ZT0G00zebTyDakEvtB4ieUXGN+xKQbskQFwLRrkV71UC0 We8jOxAtHR1p/BZIn1Ge5wGi3ViLA0H0hQKtVBAtYC5XB6I/zP4/HURLe/be ewekeY7N2fIRZH6C7U4Q3ZSlyPgJSLt0LVMD0RfuzNcH0VEfHy5l2vTKUWzi szUgOnkq1xEQ7XdT4h2INqrR/w2i39Sf4mQG0if/PeMH0SyGN2RAtNfOu0og elXcSysQHS+40A1Er7P76g+iVZSPXgLRWmxML0H0rSU7t7EAaav4q99A9NI3 UVdYgfTVvsjbIPpPqNljEL0s9KEyG5DmXxXmDaJTTj+MAtHLTjWVsIHNO9cM og/NUdkqDnLHtoK9IDo/culREA0A9SXelg== "]] }, 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}], 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["1113.1199092791455`"], "Output", CellChangeTimes->CompressedData[" 1:eJwVzU0ow3EAh/FtthULawckKbTVpKbMDorawRpTxoWN07JclM1YarWD9S8W cqBWQ2tednFgsZBZyUpTa5YVpm02tC3WTC3Zgd/38PQ5Pk2a6WEtnUajiUl7 8YuB4FFWSoWsSuhZogegKbpgChGFdZ3WO+K3y+uDD+65N8jX9xWgkSn+gTJD ihMmBjR8HvR9BASQUZnqge9Pqo5Pom1nWw55lGEIbuZbtfDZ02iGi3aaDbrl q7Ecfr1bx1/EiUT3GXzNNNMLRG6FSwDt4w4RLOSTewx3VjrPTR/A33XONXSP 1ufgRqm9BJV/t+VlxDZzuhpOHj42wMRprBkaY5kueLXmlEHeZXEQ5p3+MFym yjJQt3vuYRJZ8UgR6qbG7llER5U6Cm8ikhTUR15a2MSocEQBRYqkGs70W2Zh kQpa4EoD/6SWWCPReyFbte+H/6+e5q8= "]] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{ RowBox[{"(*", " ", RowBox[{ "half", " ", "cloud", " ", "with", " ", "other", " ", "common", " ", RowBox[{"halfcloud", ":", " ", RowBox[{"subtract", " ", "WW"}]}]}], " ", "*)"}], "\[IndentingNewLine]", RowBox[{ RowBox[{ RowBox[{"Vee", "=", RowBox[{"Vee", "-", RowBox[{"10", "*", RowBox[{"0.25", "/", RowBox[{"(", RowBox[{"rpo", "+", "rpi"}], ")"}]}]}]}]}], ";"}], "\[IndentingNewLine]", RowBox[{"(*", " ", RowBox[{ RowBox[{"MC", " ", "clouds", " ", "with", " ", "0.6", " ", "electron"}], ",", " ", "approximated"}], " ", "*)"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"Vee", "=", RowBox[{"Vee", "-", RowBox[{"5", "*", RowBox[{"0.36", "/", RowBox[{"(", RowBox[{"2", "*", RowBox[{"(", RowBox[{ RowBox[{"a", "[", RowBox[{"[", RowBox[{"11", ",", "3"}], "]"}], "]"}], "+", RowBox[{"u2", "[", RowBox[{"[", "11", "]"}], "]"}]}], ")"}]}], ")"}]}]}]}]}], ";"}], "\[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}, {3.5829923292782793`*^9, 3.5829923949231944`*^9}, {3.5829942645373087`*^9, 3.5829943339262304`*^9}, { 3.58299440746476*^9, 3.5829945319685783`*^9}}], Cell[BoxData["1111.7803900153426`"], "Output", CellChangeTimes->CompressedData[" 1:eJwVy00ow3EAxvH9Z1tpiXYhW8nGajmwJqRNTWh5yUsWppAslGy0k4XaTiNL oVxkJebgwNgilhIOSzaLWrZmtmT+sWzKNCm/5/D0uTzf4mFdl5ZiMBiVZPpB d+vtAa0U+BY7oMtCeSAvaDb6iAVr8oU74pfdfQ4Z0pkXaNK1paDNVPMDJ5Ov XD9+EQkPHtJeMWTmxOqgQ6ORfRBHRJsqGGYZOuGYvkwLd6uK5mA3n1qHDpU1 nCAGGjeOkugiihO4Py6iUsSQxS6GoyFbOUx9RreZDlrZsBzfg5lV7iWcDRQm 4JBR+gv58zfZWcT0XzwXyioeBTByHBbC+gG6FlrztppgWJFuh2fCaz/sZbPe oLzk1MUisp8evqH8vf+eTZywaoJwRV0dg3J1VMQhBiU9LTDjiWrgdLPZAC/Y XjNcEpQ684nPzik35PTtXMF/xFnh9g== "]] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[{ RowBox[{ RowBox[{ RowBox[{"sc", "=", "0.3553"}], ";"}], " ", RowBox[{"(*", " ", RowBox[{"core", " ", "clouds"}], " ", "*)"}]}], "\[IndentingNewLine]", RowBox[{"For", "[", RowBox[{ RowBox[{"i", "=", "1"}], " ", ",", RowBox[{"i", "<", "bc"}], ",", RowBox[{"i", "++"}], ",", RowBox[{"Vee", "=", RowBox[{"Vee", "+", RowBox[{"3", "*", RowBox[{"sc", "/", RowBox[{"u2", "[", RowBox[{"[", "i", "]"}], "]"}]}]}]}]}]}], "]"}], "\[IndentingNewLine]", RowBox[{ RowBox[{ RowBox[{"sw", "=", "0.3553"}], ";"}], " ", 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]", "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}, { 3.5728738759937162`*^9, 3.572873909440175*^9}, {3.5728752341233015`*^9, 3.572875237976508*^9}, {3.5728755831427145`*^9, 3.572875644357222*^9}, { 3.572875681594487*^9, 3.5728756838096914`*^9}, 3.5829467362906075`*^9}], Cell[BoxData["1179.2314565547276`"], "Output", CellChangeTimes->CompressedData[" 1:eJwVzE8og3EAxvF3jCxKLeUwJTNzUEaEtK0mSVH+ZFkvbYsWBzIllzFldvFn rTg4EDVmpMkyJd6RWGtpZi3JRLZkW0x2QNTyew5Pn8vTt6hvpFPDoiiqmkyr Ylp9+3FZgX+uHU5z0ryQGzLo/ET7kmT2hugqdZ3CM/vUCxwf7kxCDyX5gf0f b9kBdFTlXLgVDQqhbz4ihQ6arnonVljWmuHOzFgHHNSWaaCtplAPu3isZaj3 mB4TxI3L1YNPokgtPYITsWJWEn+OTQgHHtZFkNFGNtMccVmjOboL3Xk5F7BZ wUtAta7yD76mrjjpxPPJWC5M7d0XwN26Jz5sUMbrIW22NMFt5rsNnvDdASgw smNQLDg+ZBP9ytsvmDXUG8wgsk09Ibgor41AsTxcnEm0bne3wF9vmIZSr2EM LhivDVCxUuLMJz47RxkYuLNewn9pTeOk "]] }, 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[{"-", "2219.573773797275`"}]], "Output", CellChangeTimes->CompressedData[" 1:eJwdzk8og3EAxvGNTVsWS+JgtczMAQ0jEtMUrZEhhzVrB7WklD+9NzVlK3/S 1HIQJWY02sVihTYldljRLGNZvSujbPE2O2hZyu9xePr03L6VY1PDJjaLxWom 64j7+u+OU6p37eogHFjOC0Jab50LEffs3Sv3RH+N/xKe1y+8wZmPkQy8mu/K QjvDFIaJZXRDCXSMP8ngpuBVCc3PesUnMSfZUcMjKzUEFelaE6S8YjMUb7E3 oEa9RjPE6Z7tky/iT1x5BtUTUnaG6OK7ZLDJsCuHS+nEfp4npRIKk25oXxdc w9JoBQPrco056DHf8vOJtt9kMQzKYyLobotLYBGdaofVQmcvpDqzWrjoCIRh msNNQp7zwsshhoyP35A3aXjgEjm20Rg0RloTkBd5qSogKg91fTCgSej/f9BC QR03ZIFSkey0HB0tsz4Yjh7cwD+dleE0 "]] }, 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[{"-", "3053.0918214470726`"}]], "Output", CellChangeTimes->CompressedData[" 1:eJwdx0soA3AAx/G920I0B6Ud2NZEK2VIDmur0Yw8VobZUmpumhoS2YEp02ol yUHziEhKnhGzC1aKzRo10ybjsC1r20GLWv6/Hb59+pYPGtUGKoVCqSWxB67b Hg9j8mOPrRO2W2n3cO/VMuUlsriKhSeipsLlgjGx5QuuxTVpmDTLM9A2nMrz EYv0Ei70DgVE0GD7lMIWbb/km+jeXFfCccZYF8waxQYoqy8zw5lS+gpUKe2h BHGkyXGSIv6GpRewOCqkpokm664IZoMb1XA+GdmmHcXkb/boPlxcyr+B7z28 BMxM1vxBc/aBQydqp2OFcPkgyIMT52E+DOjjjTBp32qGMmemA6r5bh+8tDCj 0C+4OmMQV0MvP9Af1/mZRE+BLgiruhsikP38IWAROZV9rfBOFdHmXmUZhcI5 72xOnui0hKioMzmho3fnFv4Dq2biqg== "]] }, 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[{"-", "3075.702968255017`"}]], "Output", CellChangeTimes->CompressedData[" 1:eJwVzk0ow3EAxvHNZvnHWomUHBhWpFaYlrzNW17DotiLRa22KAoXysVQWslO oiy0FnbxWjR22bz8DzNrGqalth38ZZiSl1Z+z+Hpc3y+OYMjci2bxWKVkiVp ztrcu4xs/9rYCTMpDg23HwxTHqJ+qWHhhii0Ohxwcmc+At1Mbwwy8bpveDL8 mewlVqskqZCOBERQawxXwWaFsuSVaBKuN8Faw0QXpN+KtLCmLHsatq9wlmH6 5WIwSqxwrR18EM811ccwqMtnx/BDbYkgrdwQw+7RsCVhj5FZBYwNqtP4Tmjz Z0Wh87f4D7ZMuykOURRnBHBA/JgF66VPQnivfimHdoGlEaZU/nRAufDCC+e4 vGdo3rQfcYm6fv8XNA+pfYnEa74qAAt7pCFo9oVyeUSqoK8VmuiQAt5eGcZh 3qxnBr6vig4z0CEZO4X6O6sL/gNJAuDy "]] }, Open ]], Cell[BoxData[ RowBox[{ RowBox[{"(*", " ", RowBox[{"nucleus", "-", "nucleus"}], " ", "*)"}], "\[IndentingNewLine]", RowBox[{"(*", RowBox[{"For", "[", RowBox[{ RowBox[{"i", "=", "1"}], ",", RowBox[{"i", "<", "n"}], ",", RowBox[{"i", "++"}], ",", "\[IndentingNewLine]", RowBox[{"For", "[", RowBox[{ RowBox[{"j", "=", RowBox[{"i", "+", "1"}]}], ",", RowBox[{"j", "<", RowBox[{"n", "+", "1"}]}], ",", RowBox[{"j", "++"}], ",", RowBox[{"Vnn", "=", RowBox[{"Vnn", "+", RowBox[{ RowBox[{"cn", "[", RowBox[{"[", "i", "]"}], "]"}], "*", RowBox[{ RowBox[{"cn", "[", RowBox[{"[", "j", "]"}], "]"}], "/", RowBox[{"dc", "[", RowBox[{"[", RowBox[{"i", ",", "j"}], "]"}], "]"}]}]}]}]}]}], "]"}]}], "]"}], "*)"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"Vnn", "=", "Vn"}], ";"}]}]], "Input", CellChangeTimes->{{3.5688982251756487`*^9, 3.5688986440675845`*^9}, { 3.5688986873108606`*^9, 3.56889871560931*^9}, {3.5688987970414534`*^9, 3.5688988526711507`*^9}, {3.568898887147211*^9, 3.568898888644814*^9}, { 3.5688989206248703`*^9, 3.568899041759083*^9}, {3.5688990876855636`*^9, 3.568899258349863*^9}, 3.568899300267137*^9, {3.568899351326027*^9, 3.5688993831032825`*^9}, {3.5688994370481772`*^9, 3.568899468217032*^9}, { 3.5688995813016305`*^9, 3.5688997165538683`*^9}, {3.5688998495129013`*^9, 3.568899932364647*^9}, {3.568899967667509*^9, 3.568900024529609*^9}, { 3.5689000794261055`*^9, 3.568900136257005*^9}, {3.5689001767858763`*^9, 3.56890020149632*^9}, {3.568902068726*^9, 3.568902074139209*^9}, 3.56890216040736*^9, 3.568902344113283*^9, {3.5689024237982235`*^9, 3.56890243907065*^9}, 3.5689025770684924`*^9, {3.568910195129884*^9, 3.5689102262831383`*^9}, {3.5689126851126575`*^9, 3.5689126875306616`*^9}, {3.5690878255169816`*^9, 3.569087857185037*^9}, { 3.5691452963224173`*^9, 3.569145370484948*^9}, {3.5691454640695124`*^9, 3.5691454653799143`*^9}, {3.5691523784970884`*^9, 3.569152451988817*^9}, { 3.569152629610729*^9, 3.5691526609667845`*^9}, 3.5691527650033674`*^9, { 3.5691528050174375`*^9, 3.5691528220994673`*^9}, {3.5691528694611506`*^9, 3.5691529180864363`*^9}, {3.5691531888249116`*^9, 3.569153192974519*^9}, 3.569153245359411*^9, {3.5691532970111017`*^9, 3.5691533046239147`*^9}, { 3.5691708905147295`*^9, 3.56917090235515*^9}, {3.5691714357512875`*^9, 3.569171449775712*^9}, 3.56917197825784*^9, {3.5829962299483614`*^9, 3.5829962395423784`*^9}}], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"ratio", "=", RowBox[{ RowBox[{"-", RowBox[{"(", RowBox[{"Vne", "+", RowBox[{"2", "*", "Vnn"}]}], ")"}]}], "/", RowBox[{"(", RowBox[{"Vee", "-", "Vnn"}], ")"}]}]}]], "Input"], Cell[BoxData["5.071808992623834`"], "Output", CellChangeTimes->CompressedData[" 1:eJwVxUsow3EAB/DN/oxmbS1FXtlkpJCmJTRRmEd5tNQmUzSFww7YRVxQUqQl udHm1XIhW5SZA8UOZmtM1tjaFras2WHN5uD3PXz68EfVAyo6jUarI3aVlp6H k1BLl22tDwdXGFY8q1ieeySPcaWrdvK38NqCHRXrQRz9GIlhTaozgXmhX5aD bJU38vCg3yfEtdlBCc55HRJ9kysFOilmU5p+vKWuUmGWqWQB5+VT29jbsfEW ITPbds5+yNr35gts+Cyjx8jPmQYh3nLranBJNLCfdhpqkXDCx7hik32DW11F EaxIilLYN2/LYpCv/sIcnKj2FGLOuVeA9zzhBizjHLRjfVOyF4f4dw5cTDG/ sFhvNlFk0ZsrjsVTSmc6eZw97MZxZ70fT8oCpRlk55G8G2utfgV+ul+awVHK vogvC8qNuWSucdqMJ14Ob/E/4k7icQ== "]] }, Open ]], Cell[BoxData[ RowBox[{"(*", " ", RowBox[{ RowBox[{ RowBox[{"Data", " ", "for", " ", RowBox[{"Fe", "[", "Ar", "]"}]}], "+", RowBox[{"8", " ", "from", " ", RowBox[{"Ar_a", ".", "nb"}]}]}], ",", " ", RowBox[{"Kimball", " ", "params"}]}], " ", "*)"}]], "Input", CellChangeTimes->{{3.582994567521041*^9, 3.5829946511059875`*^9}}], Cell[CellGroupData[{ Cell[BoxData[{ RowBox[{"Vee", "+", "371.35494"}], "\[IndentingNewLine]", "Vnn", "\[IndentingNewLine]", RowBox[{"Vne", "-", "2824.0645"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"Tpi", " ", "=", " ", RowBox[{"2.296", "*", "nj", "*", "0.5", "*", "1.125", "*", RowBox[{"(", RowBox[{ RowBox[{"1", "/", RowBox[{"rpo", "^", "2"}]}], "+", RowBox[{"1", "/", RowBox[{"rpi", "^", "2"}]}]}], ")"}]}]}], " ", RowBox[{"(*", " ", RowBox[{"pi", " ", "kin", " ", "e", " ", "added"}], " ", "*)"}]}], "\[IndentingNewLine]", RowBox[{"Tmc", "=", RowBox[{"Sum", "[", RowBox[{ RowBox[{ RowBox[{"-", "1.4"}], "*", RowBox[{"1.125", "/", RowBox[{ RowBox[{"a", "[", RowBox[{"[", RowBox[{"i", ",", "3"}], "]"}], "]"}], "^", "2"}]}]}], ",", RowBox[{"{", RowBox[{"i", ",", "11", ",", "20"}], "}"}]}], "]"}]}], "\[IndentingNewLine]", RowBox[{"Vtot", "=", RowBox[{"Vne", "+", "Vee", "+", "Vnn"}]}], "\[IndentingNewLine]", RowBox[{"Ttot", " ", "=", RowBox[{ "Ttot", "+", "Tpi", "+", "Tmc", "+", "1226.3548"}]}], "\[IndentingNewLine]", RowBox[{"Vir", " ", "=", RowBox[{ RowBox[{"-", "Vtot"}], "/", RowBox[{"(", RowBox[{"Ttot", "-", "1226.3548"}], ")"}]}]}], "\[IndentingNewLine]", RowBox[{"Etot", "=", RowBox[{"Ttot", "+", "Vtot", "-", RowBox[{"2", "*", "1226.3548"}]}]}], "\[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, {3.5829489399348783`*^9, 3.5829490963407526`*^9}, { 3.582949130645213*^9, 3.5829491318308153`*^9}, {3.582991866191466*^9, 3.5829919704620485`*^9}, {3.582992007605714*^9, 3.5829920103045187`*^9}}], Cell[BoxData["1550.5863965547276`"], "Output", CellChangeTimes->CompressedData[" 1:eJwVxUsow3EAB/Bt5t2sOEiRRo2LHPa3sgPmIBt5pTCmLFvLwRzWDl4XVkOa dhA52CNLWkJoakOayMFsLSvLkE3tYWVpMZLf9/Dpw5GpeuR0Go1GEcbhs/bb /ahQ7F7uwns5zBssfNBO3ZHTbNGih2y3np/htNUQxiWK0SQe++74wgLlX76X fNrXVIhnR964+Hcp3ICfB4Z47+SUydyKWUxNN15V1cjxfR1nFofWmWvYdrUS TJC9rs3DD7LhqfEEa5RcepJs1u1wsWzQUovjqvAW4yAqzNPHbPizqMCFm/1l CcydpH7wy4w7N4O8MB1nY9fuYylm258r8IQ0LsDlemsLHnekO3GUc+3Fkbns COZbnMdMMi/oT2FGbNiXSVawpAF80Vv/ivm+UGUW2VgtacNScUiCTSKtGjvm PXNYt1F1VEwOUGonpvq3L/E/jEPlaQ== "]], Cell[BoxData["945.7403583556434`"], "Output", CellChangeTimes->CompressedData[" 1:eJwVxUsow3EAB/Bt5t2sOEiRRo2LHPa3sgPmIBt5pTCmLFvLwRzWDl4XVkOa dhA52CNLWkJoakOayMFsLSvLkE3tYWVpMZLf9/Dpw5GpeuR0Go1GEcbhs/bb /ahQ7F7uwns5zBssfNBO3ZHTbNGih2y3np/htNUQxiWK0SQe++74wgLlX76X fNrXVIhnR964+Hcp3ICfB4Z47+SUydyKWUxNN15V1cjxfR1nFofWmWvYdrUS TJC9rs3DD7LhqfEEa5RcepJs1u1wsWzQUovjqvAW4yAqzNPHbPizqMCFm/1l CcydpH7wy4w7N4O8MB1nY9fuYylm258r8IQ0LsDlemsLHnekO3GUc+3Fkbns COZbnMdMMi/oT2FGbNiXSVawpAF80Vv/ivm+UGUW2VgtacNScUiCTSKtGjvm PXNYt1F1VEwOUGonpvq3L/E/jEPlaQ== "]], Cell[BoxData[ RowBox[{"-", "5899.767468255017`"}]], "Output", CellChangeTimes->CompressedData[" 1:eJwVxUsow3EAB/Bt5t2sOEiRRo2LHPa3sgPmIBt5pTCmLFvLwRzWDl4XVkOa dhA52CNLWkJoakOayMFsLSvLkE3tYWVpMZLf9/Dpw5GpeuR0Go1GEcbhs/bb /ahQ7F7uwns5zBssfNBO3ZHTbNGih2y3np/htNUQxiWK0SQe++74wgLlX76X fNrXVIhnR964+Hcp3ICfB4Z47+SUydyKWUxNN15V1cjxfR1nFofWmWvYdrUS TJC9rs3DD7LhqfEEa5RcepJs1u1wsWzQUovjqvAW4yAqzNPHbPizqMCFm/1l CcydpH7wy4w7N4O8MB1nY9fuYylm258r8IQ0LsDlemsLHnekO3GUc+3Fkbns COZbnMdMMi/oT2FGbNiXSVawpAF80Vv/ivm+UGUW2VgtacNScUiCTSKtGjvm PXNYt1F1VEwOUGonpvq3L/E/jEPlaQ== "]], Cell[BoxData["13.17857142857143`"], "Output", CellChangeTimes->CompressedData[" 1:eJwVxUsow3EAB/Bt5t2sOEiRRo2LHPa3sgPmIBt5pTCmLFvLwRzWDl4XVkOa dhA52CNLWkJoakOayMFsLSvLkE3tYWVpMZLf9/Dpw5GpeuR0Go1GEcbhs/bb /ahQ7F7uwns5zBssfNBO3ZHTbNGih2y3np/htNUQxiWK0SQe++74wgLlX76X fNrXVIhnR964+Hcp3ICfB4Z47+SUydyKWUxNN15V1cjxfR1nFofWmWvYdrUS TJC9rs3DD7LhqfEEa5RcepJs1u1wsWzQUovjqvAW4yAqzNPHbPizqMCFm/1l CcydpH7wy4w7N4O8MB1nY9fuYylm258r8IQ0LsDlemsLHnekO3GUc+3Fkbns COZbnMdMMi/oT2FGbNiXSVawpAF80Vv/ivm+UGUW2VgtacNScUiCTSKtGjvm PXNYt1F1VEwOUGonpvq3L/E/jEPlaQ== "]], Cell[BoxData[ RowBox[{"-", "7.896660337262696`"}]], "Output", CellChangeTimes->CompressedData[" 1:eJwVxUsow3EAB/Bt5t2sOEiRRo2LHPa3sgPmIBt5pTCmLFvLwRzWDl4XVkOa dhA52CNLWkJoakOayMFsLSvLkE3tYWVpMZLf9/Dpw5GpeuR0Go1GEcbhs/bb /ahQ7F7uwns5zBssfNBO3ZHTbNGih2y3np/htNUQxiWK0SQe++74wgLlX76X fNrXVIhnR964+Hcp3ICfB4Z47+SUydyKWUxNN15V1cjxfR1nFofWmWvYdrUS TJC9rs3DD7LhqfEEa5RcepJs1u1wsWzQUovjqvAW4yAqzNPHbPizqMCFm/1l CcydpH7wy4w7N4O8MB1nY9fuYylm258r8IQ0LsDlemsLHnekO3GUc+3Fkbns COZbnMdMMi/oT2FGbNiXSVawpAF80Vv/ivm+UGUW2VgtacNScUiCTSKtGjvm PXNYt1F1VEwOUGonpvq3L/E/jEPlaQ== "]], Cell[BoxData[ RowBox[{"-", "950.7311533446459`"}]], "Output", CellChangeTimes->CompressedData[" 1:eJwVxUsow3EAB/Bt5t2sOEiRRo2LHPa3sgPmIBt5pTCmLFvLwRzWDl4XVkOa dhA52CNLWkJoakOayMFsLSvLkE3tYWVpMZLf9/Dpw5GpeuR0Go1GEcbhs/bb /ahQ7F7uwns5zBssfNBO3ZHTbNGih2y3np/htNUQxiWK0SQe++74wgLlX76X fNrXVIhnR964+Hcp3ICfB4Z47+SUydyKWUxNN15V1cjxfR1nFofWmWvYdrUS TJC9rs3DD7LhqfEEa5RcepJs1u1wsWzQUovjqvAW4yAqzNPHbPizqMCFm/1l CcydpH7wy4w7N4O8MB1nY9fuYylm258r8IQ0LsDlemsLHnekO3GUc+3Fkbns COZbnMdMMi/oT2FGbNiXSVawpAF80Vv/ivm+UGUW2VgtacNScUiCTSKtGjvm PXNYt1F1VEwOUGonpvq3L/E/jEPlaQ== "]], Cell[BoxData["1619.9947080612208`"], "Output", CellChangeTimes->CompressedData[" 1:eJwVxUsow3EAB/D/5u/drDhIkUb9uchhs7ID5iAbeaVkTBGSgzksB49dZjUk 2kHkYI8saQmhKTNpIgeztZBlJpvaw8rSYiS/7+HThzeg6BhiURQlIPR99uab vbBY6lxsw7sZ9DUWP2qmbslJrmTeRbaaz+w4adYFccHwYByPfrd8YdHIX7ab fNpVl4tV/W8M/l0I1mB/dy//nZwwGBsxh55oxyuKiiF8V8VT4cAavYotl8u+ GNnt2Dj4IOuea4/xxAjDipON2m0GD/SYKnFUEdxk74fFWUsRC/7My3Hg+vui GGYmBT/4ZcaZmUKem45ysWPnqRBzrf4SPC6PinDxkrkBj50kW3GYd+XGIXV6 CAtNtiOazPfdJzA70udJJQ9z5F583ln9ioWeQGkaWV8ua8JyaUCGDRKNEp/M utRYu152mE/2CpQ2TD1sXeB/jiPltQ== "]], Cell[BoxData["2.415230605116349`"], "Output", CellChangeTimes->CompressedData[" 1:eJwVxUsow3EAB/D/5u/drDhIkUb9uchhs7ID5iAbeaVkTBGSgzksB49dZjUk 2kHkYI8saQmhKTNpIgeztZBlJpvaw8rSYiS/7+HThzeg6BhiURQlIPR99uab vbBY6lxsw7sZ9DUWP2qmbslJrmTeRbaaz+w4adYFccHwYByPfrd8YdHIX7ab fNpVl4tV/W8M/l0I1mB/dy//nZwwGBsxh55oxyuKiiF8V8VT4cAavYotl8u+ GNnt2Dj4IOuea4/xxAjDipON2m0GD/SYKnFUEdxk74fFWUsRC/7My3Hg+vui GGYmBT/4ZcaZmUKem45ysWPnqRBzrf4SPC6PinDxkrkBj50kW3GYd+XGIXV6 CAtNtiOazPfdJzA70udJJQ9z5F583ln9ioWeQGkaWV8ua8JyaUCGDRKNEp/M utRYu152mE/2CpQ2TD1sXeB/jiPltQ== "]], Cell[BoxData[ RowBox[{"-", "1783.4460452834253`"}]], "Output", CellChangeTimes->CompressedData[" 1:eJwVxUsow3EAB/D/5u/drDhIkUb9uchhs7ID5iAbeaVkTBGSgzksB49dZjUk 2kHkYI8saQmhKTNpIgeztZBlJpvaw8rSYiS/7+HThzeg6BhiURQlIPR99uab vbBY6lxsw7sZ9DUWP2qmbslJrmTeRbaaz+w4adYFccHwYByPfrd8YdHIX7ab fNpVl4tV/W8M/l0I1mB/dy//nZwwGBsxh55oxyuKiiF8V8VT4cAavYotl8u+ GNnt2Dj4IOuea4/xxAjDipON2m0GD/SYKnFUEdxk74fFWUsRC/7My3Hg+vui GGYmBT/4ZcaZmUKem45ysWPnqRBzrf4SPC6PinDxkrkBj50kW3GYd+XGIXV6 CAtNtiOazPfdJzA70udJJQ9z5F583ln9ioWeQGkaWV8ua8JyaUCGDRKNEp/M utRYu152mE/2CpQ2TD1sXeB/jiPltQ== "]] }, Open ]] }, WindowSize->{918, 829}, WindowMargins->{{Automatic, 397}, {Automatic, 2}}, 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, 2022, 37, 72, "Input"], Cell[CellGroupData[{ Cell[2604, 61, 677, 11, 31, "Input"], Cell[3284, 74, 583, 11, 31, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[3904, 90, 3601, 94, 232, "Input"], Cell[7508, 186, 2928, 76, 341, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[10473, 267, 955, 14, 31, "Input"], Cell[11431, 283, 532, 10, 31, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[12000, 298, 2817, 81, 232, "Input"], Cell[14820, 381, 598, 10, 31, "Output"], Cell[15421, 393, 322, 4, 31, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[15780, 402, 1560, 29, 31, "Input"], Cell[17343, 433, 955, 17, 31, "Output"] }, Open ]], Cell[18313, 453, 1419, 23, 31, "Input"], Cell[19735, 478, 1592, 29, 31, "Input"], Cell[CellGroupData[{ Cell[21352, 511, 1234, 18, 31, "Input"], Cell[22589, 531, 1972, 54, 52, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[24598, 590, 697, 14, 31, "Input"], Cell[25298, 606, 792, 16, 31, "Output"] }, Open ]], Cell[26105, 625, 908, 24, 31, "Input"], Cell[CellGroupData[{ Cell[27038, 653, 5843, 125, 172, "Input"], Cell[32884, 780, 880, 17, 52, "Output"], Cell[33767, 799, 880, 17, 52, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[34684, 821, 519, 12, 31, "Input"], Cell[35206, 835, 955, 17, 31, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[36198, 857, 1585, 41, 112, "Input"], Cell[37786, 900, 824, 16, 31, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[38647, 921, 827, 23, 92, "Input"], Cell[39477, 946, 528, 10, 31, "Output"], Cell[40008, 958, 528, 10, 31, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[40573, 973, 2049, 39, 92, "Input"], Cell[42625, 1014, 547, 10, 31, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[43209, 1029, 5104, 125, 212, "Input"], Cell[48316, 1156, 5335, 97, 375, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[53688, 1258, 2100, 42, 72, "Input"], Cell[55791, 1302, 11611, 174, 356, "Output"] }, Open ]], Cell[67417, 1479, 1331, 36, 72, "Input"], Cell[CellGroupData[{ Cell[68773, 1519, 4837, 84, 72, "Input"], Cell[73613, 1605, 4855, 84, 356, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[78505, 1694, 2570, 53, 132, "Input"], Cell[81078, 1749, 532, 10, 31, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[81647, 1764, 2598, 53, 92, "Input"], Cell[84248, 1819, 663, 14, 31, "Output"] }, Open ]], Cell[84926, 1836, 9726, 201, 232, "Input"], Cell[CellGroupData[{ Cell[94677, 2041, 1947, 43, 72, "Input"], Cell[96627, 2086, 548, 11, 31, "Output"], Cell[97178, 2099, 941, 19, 21, "Message"], Cell[98122, 2120, 677, 15, 31, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[98836, 2140, 570, 14, 52, "Input"], Cell[99409, 2156, 849, 17, 52, "Output"], Cell[100261, 2175, 602, 12, 31, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[100900, 2192, 2767, 54, 72, "Input"], Cell[103670, 2248, 845, 17, 52, "Output"], Cell[104518, 2267, 605, 12, 31, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[105160, 2284, 3698, 81, 152, "Input"], Cell[108861, 2367, 910, 17, 52, "Output"] }, Open ]], Cell[109786, 2387, 2072, 49, 112, "Input"], Cell[111861, 2438, 561, 12, 52, "Input"], Cell[112425, 2452, 2148, 49, 92, "Input"], Cell[114576, 2503, 2452, 56, 112, "Input"], Cell[117031, 2561, 1759, 41, 72, "Input"], Cell[CellGroupData[{ Cell[118815, 2606, 1117, 25, 31, "Input"], Cell[119935, 2633, 549, 10, 31, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[120521, 2648, 1020, 27, 31, "Input"], Cell[121544, 2677, 548, 10, 31, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[122129, 2692, 502, 10, 31, "Input"], Cell[122634, 2704, 545, 10, 31, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[123216, 2719, 823, 23, 31, "Input"], Cell[124042, 2744, 545, 10, 31, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[124624, 2759, 204, 4, 31, "Input"], Cell[124831, 2765, 545, 10, 31, "Output"] }, Open ]], Cell[125391, 2778, 1975, 34, 72, "Input"], Cell[CellGroupData[{ Cell[127391, 2816, 4537, 108, 212, "Input"], Cell[131931, 2926, 660, 14, 31, "Output"], Cell[132594, 2942, 528, 10, 31, "Output"], Cell[133125, 2954, 3058, 94, 341, "Output"] }, Open ]], Cell[136198, 3051, 8797, 140, 152, "Input"], Cell[144998, 3193, 11359, 295, 1352, "Input"], Cell[CellGroupData[{ Cell[156382, 3492, 135, 2, 31, "Input"], Cell[156520, 3496, 2421, 52, 176, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[158978, 3553, 133, 2, 31, "Input"], Cell[159114, 3557, 2397, 52, 176, "Output"] }, Open ]], Cell[161526, 3612, 3127, 59, 92, "Input"], Cell[CellGroupData[{ Cell[164678, 3675, 939, 17, 72, "Input"], Cell[165620, 3694, 3179, 73, 132, "Output"], Cell[168802, 3769, 528, 10, 31, "Output"], Cell[169333, 3781, 528, 10, 31, "Output"] }, Open ]], Cell[169876, 3794, 10330, 235, 192, "Input"], Cell[180209, 4031, 6604, 104, 92, "Input"], Cell[186816, 4137, 11794, 270, 272, "Input"], Cell[198613, 4409, 10215, 234, 192, "Input"], Cell[208831, 4645, 5925, 93, 52, "Input"], Cell[214759, 4740, 13808, 274, 172, "Input"], Cell[CellGroupData[{ Cell[228592, 5018, 15202, 286, 292, "Input"], Cell[243797, 5306, 16119, 331, 391, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[259953, 5642, 8898, 125, 52, "Input"], Cell[268854, 5769, 49087, 813, 375, 7885, 135, "CachedBoxData", "BoxData", \ "Output"] }, Open ]], Cell[CellGroupData[{ Cell[317978, 6587, 618, 14, 92, "Input"], Cell[318599, 6603, 82387, 1363, 383, 9282, 162, "CachedBoxData", "BoxData", \ "Output"] }, Open ]], Cell[CellGroupData[{ Cell[401023, 7971, 644, 15, 92, "Input"], Cell[401670, 7988, 98564, 1628, 375, 9378, 166, "CachedBoxData", "BoxData", \ "Output"] }, Open ]], Cell[CellGroupData[{ Cell[500271, 9621, 615, 14, 92, "Input"], Cell[500889, 9637, 113277, 1872, 388, 9166, 166, "CachedBoxData", "BoxData", \ "Output"] }, Open ]], Cell[CellGroupData[{ Cell[614203, 11514, 966, 20, 92, "Input"], Cell[615172, 11536, 118473, 1987, 386, 11563, 235, "CachedBoxData", \ "BoxData", "Output"] }, Open ]], Cell[CellGroupData[{ Cell[733682, 13528, 4980, 115, 172, "Input"], Cell[738665, 13645, 532, 10, 31, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[739234, 13660, 2499, 47, 92, "Input"], Cell[741736, 13709, 532, 10, 31, "Output"] }, Open ]], Cell[742283, 13722, 1841, 29, 52, "Input"], Cell[CellGroupData[{ Cell[744149, 13755, 4159, 89, 172, "Input"], Cell[748311, 13846, 3808, 116, 941, "Output"], Cell[752122, 13964, 532, 10, 31, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[752691, 13979, 5726, 113, 132, "Input"], Cell[758420, 14094, 2114, 65, 92, "Output"], Cell[760537, 14161, 168, 2, 31, "Output"], Cell[760708, 14165, 970, 15, 72, "Output"], Cell[761681, 14182, 170, 2, 31, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[761888, 14189, 462, 15, 52, "Input"], Cell[762353, 14206, 544, 11, 31, "Output"], Cell[762900, 14219, 514, 10, 31, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[763451, 14234, 4670, 80, 92, "Input"], Cell[768124, 14316, 536, 10, 31, "Output"] }, Open ]], Cell[768675, 14329, 1863, 27, 31, "Input"], Cell[CellGroupData[{ Cell[770563, 14360, 2963, 56, 112, "Input"], Cell[773529, 14418, 549, 10, 31, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[774115, 14433, 1596, 40, 132, "Input"], Cell[775714, 14475, 549, 10, 31, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[776300, 14490, 2787, 59, 112, "Input"], Cell[779090, 14551, 549, 10, 31, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[779676, 14566, 499, 15, 52, "Input"], Cell[780178, 14583, 565, 11, 31, "Output"] }, Open ]], Cell[780758, 14597, 1381, 21, 31, "Input"], Cell[CellGroupData[{ Cell[782164, 14622, 1709, 32, 52, "Input"], Cell[783876, 14656, 566, 11, 31, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[784479, 14672, 1415, 43, 72, "Input"], Cell[785897, 14717, 565, 11, 31, "Output"] }, Open ]], Cell[786477, 14731, 2659, 53, 92, "Input"], Cell[CellGroupData[{ Cell[789161, 14788, 230, 8, 31, "Input"], Cell[789394, 14798, 548, 10, 31, "Output"] }, Open ]], Cell[789957, 14811, 357, 9, 31, "Input"], Cell[CellGroupData[{ Cell[790339, 14824, 2656, 57, 212, "Input"], Cell[792998, 14883, 549, 10, 31, "Output"], Cell[793550, 14895, 548, 10, 31, "Output"], Cell[794101, 14907, 565, 11, 31, "Output"], Cell[794669, 14920, 548, 10, 31, "Output"], Cell[795220, 14932, 565, 11, 31, "Output"], Cell[795788, 14945, 565, 11, 31, "Output"], Cell[796356, 14958, 549, 10, 31, "Output"], Cell[796908, 14970, 548, 10, 31, "Output"], Cell[797459, 14982, 566, 11, 31, "Output"] }, Open ]] } ] *) (* End of internal cache information *)