(* Content-type: application/vnd.wolfram.mathematica *) (*** Wolfram Notebook File ***) (* http://www.wolfram.com/nb *) (* CreatedBy='Mathematica 11.3' *) (*CacheID: 234*) (* Internal cache information: NotebookFileLineBreakTest NotebookFileLineBreakTest NotebookDataPosition[ 158, 7] NotebookDataLength[ 283865, 5678] NotebookOptionsPosition[ 280671, 5615] NotebookOutlinePosition[ 281006, 5630] CellTagsIndexPosition[ 280963, 5627] WindowFrame->Normal*) (* Beginning of Notebook Content *) Notebook[{ Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"SetDirectory", "[", "\"\\"", "]"}]], "Input", CellChangeTimes->{{3.764181122949832*^9, 3.764181135056229*^9}}, CellLabel->"In[1]:=",ExpressionUUID->"bb7c7b01-0cfa-4c90-a2db-09590ed14465"], Cell[BoxData["\<\"/home/alex/Programming/esp/uas-ugv\"\>"], "Output", CellChangeTimes->{3.764181137613065*^9}, CellLabel->"Out[1]=",ExpressionUUID->"d714e440-83e1-402e-946a-6ad01a10cf86"] }, Open ]], Cell[BoxData[{ RowBox[{ RowBox[{"data", "=", RowBox[{"Import", "[", RowBox[{"\"\\"", ",", RowBox[{"HeaderLines", "\[Rule]", "1"}]}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"acceldata", "=", RowBox[{"data", "[", RowBox[{"[", RowBox[{"All", ",", RowBox[{"1", ";;", "3"}]}], "]"}], "]"}]}], ";"}]}], "Input", CellChangeTimes->{{3.764181138593279*^9, 3.764181180255095*^9}, { 3.7641814517144814`*^9, 3.764181455934593*^9}, {3.764181490536357*^9, 3.764181494963828*^9}, {3.764181657781171*^9, 3.7641816705271997`*^9}, { 3.766446368924687*^9, 3.766446374406006*^9}, {3.766446739338746*^9, 3.766446746824625*^9}}, CellLabel->"In[40]:=",ExpressionUUID->"9d982e0c-62ac-49c9-8fab-0efac1e57ee1"], Cell[BoxData[ RowBox[{ RowBox[{"plotdata", "[", "data_", "]"}], ":=", RowBox[{"ListPlot", "[", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{"data", "[", RowBox[{"[", RowBox[{"All", ",", RowBox[{"1", ";;", "2"}]}], "]"}], "]"}], ",", RowBox[{"data", "[", RowBox[{"[", RowBox[{"All", ",", RowBox[{"2", ";;", "3"}]}], "]"}], "]"}], ",", RowBox[{"Transpose", "[", RowBox[{"{", RowBox[{ RowBox[{"data", "[", RowBox[{"[", RowBox[{"All", ",", "3"}], "]"}], "]"}], ",", RowBox[{"data", "[", RowBox[{"[", RowBox[{"All", ",", "1"}], "]"}], "]"}]}], "}"}], "]"}]}], "}"}], ",", RowBox[{"AspectRatio", "\[Rule]", "1"}]}], "]"}]}]], "Input", CellChangeTimes->{{3.764181183734476*^9, 3.764181194453432*^9}, { 3.7641812278125753`*^9, 3.764181258624784*^9}, {3.764181292610927*^9, 3.764181311588319*^9}, {3.764181372869302*^9, 3.764181404947816*^9}, { 3.764181593568303*^9, 3.764181595326483*^9}, {3.764181673887734*^9, 3.764181742499264*^9}}, CellLabel->"In[6]:=",ExpressionUUID->"9e6d0196-dead-4dc5-9762-497e415abc3e"], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"plotdata", "[", "acceldata", "]"}]], "Input", CellChangeTimes->{{3.764181745429572*^9, 3.7641817495884113`*^9}, 3.766446750132367*^9}, CellLabel->"In[42]:=",ExpressionUUID->"55fc2693-bfc0-4284-878d-723d16de613e"], Cell[BoxData[ GraphicsBox[{{}, {{}, {RGBColor[0.368417, 0.506779, 0.709798], PointSize[0.003666666666666667], AbsoluteThickness[1.6], PointBox[CompressedData[" 1:eJxFW2VUFH8XBrs7UJHu7oaLja2YmAgGKnbHXyzswEDBohuRkhQu3d3NFss2 u9go+u7uDL584XCO7s785sZTo+x2zHnfMBkZma3DZWQkv5/f3T7SuKYYwg6u M5vseg0Nf5hpGpoUw/qBhSUX/h7DNtnmmaZ5xaC82evmnpyTuPyT3VvdFcXA /rx+6Q6ZQzj7TW634f5iuD7/78jrMgcx7MsqQ+MXxaBydI36cMczuGaJzgP9 EeK/Bz5+rfc6i3NGbJ6kn/j/zx/6/8xnM/MbZdehy/21skbviuHjcRfvSpkt KK/+ocpYSXx9IfIVGjlXcYKKc71BeDFAj5+eAK7jz+uzphllFMGm1VPOKF49 je61p8+aWJVA4JyC0Wd/a+KTmhentOOK4OMdLY1jVw/ilHNfdUxsSsBzQd9D ZZk7aHsy1NSovwgEZ7PMllw9hTYO294YVxQDR1V4O+DvLnCu3frLtr0TWnT1 0hSFPuAr6jM1kC+CtWWhtyxktmNFqkOs5aFK8H+7pG9jzkPYoppZZ+JcDhcj j+RrjQlHTg37guWsCni/2v2SPisM04vrbhtEFoP/0mf3jePf4XhuUaaqex0E zjXsVBuVj/fOXdXU35EBU0vUH9lNicIV9YEeCjmJoFIoc1djXQEOHgyxmV+S CKM5z5dZ5lUg/fdqrcU5UTjL45yTsWMGKk2w+65gkIufT8dpqY/IxdvtQXuM OUVIPB8XOMG4VqKyuhaJ87gLyVvvMXSvNeHztY+PzDn+Ak+9XbpN51gj9kw0 +jz/dzxWJA/q6q5uwguqn0sUJySDaPL2i2aNbUhddPeF3bsKuN7bla++jI4P jJakm11pA4W5s0LizHvRPflRtMademh4q/kuyZuNEWdvRemfaYKQ8tf5H9s4 aO53i6rqVgvE+fBQf8fmPaY5xZCAvHd2egKMiVtkru5SD9XZ/Ur2SwT4+u+W +dZ15fDs5HdrhzYBHtCQqzKvSMO45i+BgRuFuPjIvKULhFW4L/9VWbCRCBOb 1h0yDG7B6W/3zQryE2LhmQe6Bo+a8fnq9LzMHQLMvr3ykW1YJ9ZF5pRaCDl4 7zREKCEFVY6lDySUsjCgAgY0Vovvq/lTdNI2NupspXvaDOvEK5v9td8DE62m ecRHnWKg0y9F1/dtTLSUmTdF2YCCSjX+yVE2PUh/ZPlT36YZh0kKLrEH389q cVcJq8Vs07ZoNRMaOq7K87a7XomUlqReE/M2lJH++MB3puUqM6dyjB32Uc5u VSYox73JMm0rQbU93WtU8mpBZkuiu+qUCBhrdVPH/FI77L+ZOlpZqQbu7DO9 HTqLBkvrjn4xVmwB1RWXbhiu6gWzd2Nodm86ob3D7138YhYM+F/sVImngrtg 20IHlgBmp0fE2M7qgpO3aOIr5kJolPihDnTDxLkDmmlbeZDwY/WesOs0yAh+ PiVWhwnd9wpGmF/mwMSBuvaA8RT4+eMm79NDARRs7+02+NUENbyMVBVjEcgp 27VZuZWDXJJ6jIq8CJS0VfJ1uhqAOH8+WI+bMtI0vBVku490WWnzgJgbrRCi TF+vQ2XAqiLjp/YLu8k+pUKt0si1ylsoMPGh5nWryR1wLjtgruHOXsjObgpb ykKwgD91wVdEINKWKTL1SMPrkb9kQr+J4FDYFHEnFWD0cuEtMx0O5H8q9tfw rMe53bNfRpv1QJIr7XFwFQXHnNY4En20B0Z5oZ++CxOJ62uB67Riv8xZAqy+ qXFXvacOGOg4RWmRECPeT821SkuDwS8B5vCnD4fm059JS645TO3DTbc7JlhS MtFi1NspNh583MtqWaAel4stLerRqaN4mLG/v9LCsh2rjg93gAd9mLPj/qzA IxTkixba2I0Q4K1ovxVA7UaRB/3Ox/McrLKwDNfUY+CUpJdHIvQZOHyM4opk BhunztN7E/qTisT5MrD/opG2g0M3Lv4eezhZnoP47oOLwbwWVPTmrk97x8OU SZO+adyqw3PXB5vTD/Jw1L65qw2KmjH1Aj3U6BgLWwyOWOlNbMSGjImH8GMf XnBsfa77qQmZLst1s4ME6BTWUmvVkElc1w8OPgtfUGt3NQs/b+pPyHQUIPtN AM1KWIYHncdlZKn14Zd17bfWT3mD3wSPv0dv+oqVw/iTtEc14qaBsQdSX3DR 4FSGnoZFLmRKvm46F8U3UWLXX4385rcCO5EA8/KWv4Lwaoy37bxAsxZhz7Lf 98x3tJFzl4uTNQqLNfemQmyU3rhMLT7KSQ+wCuc1I9e0l40OlaX3V+UEwNF7 xUs+juHioriGJKXnudgp6HGwHsdHj7Emw3TkPwL3d/s+FPThjEseiro/CqFe PKWP+X/HLx0Lt6isC0OXO5Ouqcr2Y8Dw8qkmPhFYeHJljLJIiDP81nAtIt+j /jPqeYfhfZiS1flUPj4ElJ+kiDR1GPif72WewbpoIM6tHfdn3wiwuvoIRhk8 Nle9UYfZN8dNMrwTCRzluZ0LeN34X6Jbmo3MU+StpZ3SbEmClWdkDU09P5F7 rACME36mWWyswOOV8wcNm1tAITSiRJmWh4nph96p9lPh0oqqu/bJ1diQWsFO lGPDl8Ku+4ZtTRinK54Ut7mQVD+Zo+Jdh8HatoOBcUKYsPnNIf2KRhQtZT4B vz5IXeI/0aS0BV/9pxBi95kPmocbFplltOK9uPFgpciD0f57GXq8Joy4UKxt 85QPitOyv1t6tOPyVpWDlgNcsHAJUQiupSClf6upiRMbUi+rqdtP6MKfXxd5 xgt7QdofT7rRUlLOoh4IPBqYY/uzA7nOql9Mv7KBqs1YYT++G81Wt1wxKWJD rMXfDzYnq7BhyqYfpnYcUJ1lzDPSKEYxqLDWotIhOGViiNL5HHx+a663WlIt bPtMN9TnFKPnrkYX/Xgxrvjgk24SGYfR/9komK5Lx/mP50Q+8DqGEzds5yh9 qEHvC49NV7fEYUfgt+2267tQ3n/ZH1fKXdxKffE4VI2GuY/+Dltw9Q0ecwoZ ptlOR5XIuVlzA0Px7Gwt7firLKxYaBvhEvgQp4+/vCR1FxepY7P+qDnk48IF 2tvSZ/OH6gHFS8Jc+YgQlXZ6btMeUYSP7/21DR4mQnreNR891yIc7dZaoRwl xOvztLer8WvxXFD6GtUjImQNOMirLa7F816ftrxfxUTzK1RftepanJ2yX9fw Zy8eHUhS1FZpxC2jGkdpqtDJumjG2GOuJ0OcqDjBpZNjzW5HHatPSiofKXg2 wnat3YEuFF90p3JhDZbayO8Ms6URe8qkEbtz18o7YjdmLJ8wTPd2I26TtL2Q gnLjWiYt5SE2Uf7bZLCxCYVd690XVlTjpGwjfx25Rpww0nO06rdaTAgeVW90 uQUFtfMEqqm1aLphm9dKmTjMfPmLoeWYTM6TQvC8lKlu7foSxgtG2xldDcT4 +Q9aNK/WQ6eKUZOlkT9uSDD+oPqIClK4puSPtCfnL9hs6QD/5qm3PZUe4lRa WattSCeY7bVboW6XC58UU3c7uHRBepfFBmWFGqhUmbF9QX03CHMPv7SQL4Mz dvsDTf60grpdUHPAYgq8frJAoFJBhfn0e/dDxH2TF6yyRrO1Dn6ETh8bPpcO p9WHNcKdKrgUOFMuMYMFP42ZceqMfHhGo09PPCWu67SiA4leR7H5O1VJuUwI 766sm639vBAzTCItrJ7w4PuHWDPtkQ14aLrmd9vnfPjw8XuUjlkTHrt+7JVD Zh9oCdc42Kd04c23bo1Kq4Rwd2d7u35pMxbs0nK1lRPA+CUZARt8AuDkz8ns VEMeeNhf9tdaWATr/gjmm2twYExl3CXdaY0w/Px4Na0/dJg2a+YJm9JO0HrT uU0jvw4yDo/9GdhLAebTaL7Gj3AclmF4ICWGA498/Q6ov6/Hke13NDPn8MF2 U/YBtTwqqsw56Wm/SACifcFjotoZWG2sdCnrkgA8ytZA5H0GLlUN2GL3lQ+1 qkur9b8w8bEY3WVM5sOUESU1CTdYKH/FsjNxERukx7WJj9/2ZK3XXdVDfP7C fsRrpQ9VDlPh2vmd6GopxKwj4QvtpnVBR8brCBsGD8c3uAmN+C2Q+NnCwtaZ jwT+rQaDYt0p9toCJOoii8CP27h4v3vGZp3ISDg9fuddx699uLb3nvPC+Fco qQLjDhYxf0qKcfIEpcta6xlos/Vvr9HuFgwRw5jolz3YFNVvr/qEiszzI4M1 e+i4ffv5XToWPTg6aayRnlcTzlo//T+HMgH2HvE8G3qRhrfXT7HLtu/DcwYP vgSfpeKwPRFbzcX7ZPcFn3cqt2sJPGDFwxPzJlL0fQKJem3m4ayVTy6r+yTi 75L3y1PVudjiNO2mbmARaP4IZyfdYOPr8om3bGI7YYxCd5c5i4MmJTtvapc1 QJ6Jxekk4OC5zF2vVHKosGuGvdC4hYWJ3kqj1VfR4CzlzdQwexou2xh51OBK LzhZSiqYinvmifZaJnFJftKBsfLb9tp286Ep1jTb0KAF5Z4fNEuX48OJso7L qhk1qPclV/xNXNjxOO+r1o5ClNI/WTYk8ZPNVeTy0fLX8J6UQQ4M7b2VT3vF E6kPXOPnpeiXFYB07nVxoYme3WhzohPUtK48SOfyIP+zs7iDW6F+/5tbkXkM 4KeeDVZTK4CrKY3iK2mFsJxhfibH07CL5e6gVFMDOaMW39E90IRd1s+DdMIb Qdontt2ocG/Yfypra+CGp0u2QX4z+ZwaoN1c+b0xqxWHXXmotiAtGmRObPmg okrFwZBjdWZawagxN5SivbcHB1JcowwovmAmht2Jj9nYcbV6surNfDznsfVB xmY+Wn2OsXY0QnxTeN9bOVGI0a4bnTUDg2Bjz6WlKl+ESFxvMc4Ws8xP6QK8 0z9SX801HnXmyESnibgkv01HxsGf12LsmDj1kcs3tfjaf/O3eOphCSTF3tnq LMMvaSgmgVnGI1qQ2OOfwFcQl6TsRcFXi5zHqz+rJ/cvi+SlzTAp9P5q3ZFM tC3h5ob+oEIZ9dkaNTka2k0tuGB1jQfUmu12nw4I0DtR+PVjHAfULt18pewr xDIx6vkwlQX++i4zqeFCYh8a9cLc34NuKXu56LrlWURsOBP+iHZ9NKGyMNi1 aEaseB8zOjQ6dE8xsR0T60Kf02DthdOqejpMZAVJFi0VTA9lr3A4243HL/P9 1WXpsPbZnGO6WY04kX50yntfJrgWe11TcqxFz/MXw/TymUDw16d44PLuHdF1 DJjTe2yh8rAcEJOP1tiBHuhzafawrqkE8nmRuKkeJOxB34EJtG38PYYzmgm+ bMQGaT/XNgDJw+C/p7aeKqa1YJfl/EL5kRB66W3rjKtKYdyK2rIsxz6Q8q3E fFi8zvyiuSMXVMyuP+R2e+NdV/kdNkwetMaHJ2rx8tCp4LlT8GwRbLVRfKde UoCXZsQto2YI4YXLTTddj2hoKp1zz3YXH4b6uXaLz369V0y4/3tA2WJrJFYd ycsyOdYKXjPOMBWm5aD0GG5VweqcD0/UxuRigP3LqOXCF+jbMNZDxTOH3Psl SOCpQhzTu6FYJ6yR5CkVqF2j2a/GpiGpNyDF4NeZCFs6Xvr5VsO0qwwNg/l+ Gbp8kven4JVYSqryKNGQXoIHFXJUUMxLCB6eiPo7cy1oY0VowU5ZbGCVBJWb d/XDz76h/Qy5ZUFLUk5xSRxVB7LT085YVnOxOyK6xlEPoT1P0tAsnHh8QYre 7mZwu+H9zOwvG89PeDyo96IIjjuu3BI/kYU9OrNQO7YRsvL5NfF+LLzqtcJX 61IDjJMM+gw6jp33bpd2eT0QuKQTv65wuWXV1AGvdn7frKZRR+pNLeDjzZpi Na0MxcM4W39rE0h5+vEIkr80kLgTwVuls1q7pBAiIx7nKF7JgfnR2mJIUwmU xpMHNOTC4ezDF8PtG6qAwN3hJI+vIHF0GhL4tBp+caId9UcVIrHn68DHY9gS PbdGVK/++p+VUxUs81mRECKiYtk8V6btj2oY4ktrtBbnKG+sAee3k/bamwsw R4ldrzPQADN9vkFOWx+6oL+fQUERlE8pzkibyEPn/ySTIBcOnh6dYOrNRlJ3 A389AZi8ZaF07FGisfDpye/W2Tx8+bDqp/ajfCyak/8mcLUQVfV9U1Xf1OHh ZSce2WTwcUTspkyN0Hp0kABSIwYSeKcdTeLSrHQsG7BfA5dormxALTFr1jQq xPSCJ6NV7teQODQFTzwOm7xzXQAO6WNO6w8IlKm1sG9z33Fbs09I4JY06Nzx +8haHz+4EcJotB5VgQQvaQXNTyMiHHy6UIor9Gkwy0w/weQVG3/MvU43OdoG Kx+HXzTxYuO7UROeOrzvgnPt3kybiXwkcHwLDPQP44VM78dLEtqq3A2cpyce 7F3bj+5jZB7ZX+qGlSNnbsK6PrS9O+avikct2JTrLUzwZWHxSsu7C1zfE9eZ zCd1yUJ8bZXeHRQpRGLfleKW+IfnE1+zUTo3/YJRDF7/fLTj4jGDPymaTgX4 9gBvpcU7Lu6//eO2vn0zJg9btDn1Ihflx5QO0zhOx9VTKV8MunrxXeKrOE1x /Z7s0J4f+7cH+fo9lxO+s3BdsfsoHToDxxZurklezMEQh9L5Fk/asVVj5sOP yEEdhdmNKsFifhKINapLaUjiVWx7wrFFrT60bio8YnY1FdLKpo+xLeRjwYKF zw090uG2ue+SPc1CgpfJVcGix3L2qeu4WLVh/knTjhJYy3YdDBguREJvoULT Zp5hZgQfP3E9S8C0G0IlckR8H1LdlkwM30OHffesx9i08XBoT4+8t7UgfhEL vzVwYmKu98BJkxMxSrcoOGbbNeWY7T1A6BdtyLsrIX7dxHOdW4rB47xuWR7u gMqq4HM6lEdgXX+Tr+leD82ddo3KljWw/sZBOQeVKiB03GaQ1mV8PCyL7vsd fJMKa0ecUFjjeg+ZsWutNe7Twdpr+ripx/2Q2Ct9QOzvaKT/Ua0PqhdC2Z8L c42cgtHFfMypzNkCqEz4FKNgFIFeaxZcsTgp5rOOmYvuyTqj2TWVWcaeLHCS Lugi+Ksetcr4NgsKt4bvVunKAfPd6oqZ4/nw9rUF3WwxuR9yBHBj7al+lel1 QPI1kPLcgA4Y1xxy3P6eAALNGrTU/KkgrRMFLhgtVRunz22Cv7DGz+gVC0aU 2t422dgCx1887VET78v5pT0Q2k2FmYNB/ppb6KCVnq9hcqoVNowMeWoj2wmr TDu5oQ40WN5EZel0NgKhc3TCeQ2z5XrajTB5Ucwz0xltkHn15RyLsjJImSEZ JN0w7uDDBZo3UzADL3akbuPB2vfZGTrrkpDUTSCAyViiQclHzPRVtynnASdp uJjyF2B/Le3BHvFeHOqPhjRL3EMTQtTM8D7zEan4N4lZvHuuEC6/ejbb/6oX zNZrHPlplYCcl3GETsTmQajksbyqx+aVG0ZYZXGH+BYetNp3NPtJH9Q66r22 VuvEDS8fuKv9EsFrcbcY/G7Gr996g5VDhJDpnrBaZ24jStBggLIQPrAXiE+8 ASXqkF02H+hhrwuU4oPRcablUWNgDX0fUDIr52l618O8NhlPx5vd4OkXJFo8 5SXsCpr8IkFZjFM1r1Van8/Gen3bAvDsAxI/Y/PN5KLAZ0LY5l4zNmg4Bc+U hczb80QIU7vvuhje6sWrb4z2mIn50AbWpyKDWvHf2sNHJ5/mDD1X/Kxw4FX8 YC+UOpQkurqJcaB/H0VzEgNqJtCG2/7hY0xyobnDs264uVeyKXn4fX6+O9zv hkvNgYZZ/wlwuXeCGKnXwtbTXHN7cZ/njPUeY3UzA1xHuS8OniIi53ECyjy5 8stGyP+HBzr0S2Uz5/Jxhu/Ewzr3G7FpQ8yHuHG9OHJDZWzYVRrJk+n4pL75 s3k5B0dfviKnbEfBBRO78zJEPFLnPwjqPtMyUyy5SOg7GaDavFr7w0wWaqVc D1ffXAC5f7gdyXM4KA8b5xonNQOmbQzTj2MioR+3gv/kMac1+DSUDQtaqryc QuCsJAqKydZklTm1BD/wo+KDQONnkS8ZMExaMJQhPgQvoyUH1IYe0i9ugI8P Gi7pRDTi4K27o7TPF4Hb/oBireqGIZ0e7kzm/TCc0oJ+uXJPtJILoE0hi+pw shsbPh/V05rQAAXjJJu6Hq85HqgLP0SHxaZr47R9ohBszvQk2XFglvdOMUN6 gg+m7+ZrVTHgeLylsZpmHdadME/U1WeSn1eJD7Jm704uZgPpl8CHC5sOfMzh wNvpEuGvBr4aJdtYL+LBkJ5kLTyUbjqdA6ZzHvWaBpaAp6/rCavPXJDKEmNr IK9DIiT2wfS9IzZaXa+AKxGlD1J9ubChavYlw+wieMF+eSd1DRcypl3jKC5O BHkp8e+GIb9k7N3kh7C+G3Tb5HstqG1ws1kiwFYSftAtGlwpLbqhf7YZSL0U Xqj8XKGkXguv+OP+i5/Agq1PamWXt3wAa/Ha06qhQ2HRp0dWexFu5AWuCiml wppXo5Z8ltkPNFW3FWrraZDi1PbQgVmNMz4kpmgriPH3qcvJVu4duG6jRWyU Xg+Urzo4qC/bi2k+y46r9lDhoeSx2dNR+fn3E2bL2iHh6CdbkyYWeg1Uv1L0 qgFp+W0TYJb1jhh7XiWGT5Io0CxyL9XhnhMShsXEz3EXc+z2VuDZweud8fxe JPBaDW6xd1Uw6WGR878Lb7l49Jrd56DPV8li6sHfd8tumfty0D21WsdUnY07 YiNzzSZwUPcu74beeCaevbfphpElC1v67p6JvtyDDhe2RppXtqIYXAxmzehD Pd3VKxakdqNMYclT61l89He/IP7KbhzSHW5HbCkzKSjFM/F/qvdkC9FUQrvX ZaOKxIYoFeJzzzPW6kqJoDk9dZybkgi1pQJBKSRQ2b6JE9iYL5xqrP60Hjgj zKZaiHHFvuPPP9kUd8CGBUsaP5zuRen6l6NCtESeHqBjb9GXm+oKdCB06g4c vmt/ixaXDq6yq+ZYBaZj18gV4/RkmGDsWrpJ70oxvI5hWqvspkLH24/tBmal sGZSwGmVBVR4YxqcbPmjDF7sKKRZerdDZ/KcCOXoWshMpsabCdtI3lMHhI+X A50wK3gRxQ/ibSTEMhjUltkMVzWsw/t5BvcUfsTDowpVLyNhL86TLryPIF5y fxKmsFEY6l2u45kCW6RGkJCc19WYLl4jwQuoaL87aYeFTSnaSgVNPjrhf/Ot DrRjdLP+MHd7EZI6FBaW16cHPxfh+mD1xxH76Djk+03ZNnm3xjg6enIj/sb+ ZOLdFHdOnGcv3smWLLJ6PC8ppGAuqXMWolS2Hc3C6VJBMxfpzr4paUVinGz3 7oVimhhnSf1sFq7ff2OVyckS9P0ibuh0/pAvjf0pdYeTEthI8I16lN+zfmrE M/H3q43Nm7kukPRDmEM+CSj2v4hRfF2DPsbn9JUVKUDgRgbC/TCn7Gl9IPWF 9tFQy/2yX5anAPaeiekN/U5FQwldWysAQl9pw8VdJ7+614v+6e3Re2UiaUtF oPBw0aCBZyHKWH3jpa/iQ3VmQqCRVirp+7FBimt4aXBtROFj4+8s0h9rgPOL 5s60cuH9myPkniHnVSuc2TyeZzyVDYSexYR+jvzwxGYWSH3NSjrsKFo90UyR A7LfaqN0A3rAxnaOmDrSQDqffzAAxSjRelcltJWt/KPpRQfpx2uFgUxZd1ZI ERVenD1kYCmXjaa0YTVaOxkgZuOoLpOKup6j0pTaKUDoc8mYFT56ZJgHDQQj 94upWg0O+Yn3Kos/BrlRsPzg2lLrhE4Q3534gHtRzv/qblXx3Lq2KNI56TYb 17w+MTf4HhV+H1O3tbjORdRa4BVUTAGr5Z+Lk1M4OHJg8Tu1TiqMFzmJEY4A r59OOBg2hQ4RSjAvXcBDqZ77igbS21vTi++N/vugbEUl9VoGOh2eYKN8mgJn FK82aFTRscx8pInt/S6Q0pP/6KRe3gmifomhzsDnOUx5u+mdoHg9ujbmWg+O lxLIepgsbUgOljIaqow+NsNFZw3zZFkOGnY9bjcMaIHm/Jd3VdREuFF+9C79 c00g1Y3vifmcRNZMbwZmWWAb5aYQtdX8G207KuDblZD5lr+5uPGv0lPl4hoI 3PjrtN3+Lkwa91rWoKQICB5Yi4FrJAJNIqyjjnHWPltA4pQ8ZFac9XbYmo1S e02xHXkSWnDnA+xbd+S4ykUqdlZJjHXxfZ8fQ48Q0XH3hJ7FmeMEQOpAuJO6 04D2Swiawbu3w2AfvnxycW1Pcj988x3N1j7JwMSAQmc1xX6QzgceAyWsJqhZ CFJ99BsV6yTyvwYXXivMeB7sS0WpjsLqgVWdvjuN0prRYgfjXdzRXpJnlOP9 Y1qXUx5xgeWxaaVNWTls3TLykPF5FuwceBlqUtgKBC+lQJFFlEfsoJiveNov strfAYRewCbq9nwjUB2dZhldY8Fc5yUincNN8ODWg2VRNxnQJaEn+e2Q2Coh Xl0gnrJiyNcIiRI6MbkVpk95dlz5cS0Q/kodQPGy+6a3SoHcW5BruTpg/vEE aL28Y55OUSHYhgvKDOTS4MtPLVUDmXTyPmIgv8mzR/2vO+ySjJfIfBjioYQu UAh88dbS+FOARP4jHCYoTt2gcreGnJ9VKHPaz9AwJwOlPtp6KqkPpeOXu3bL M/aL56tU580Hgt9/JfWhZDBcc/ljyA8Rztl064TlnTj4ce9oVvjtzxi3t3ip 0q5c+KwcOTfrlQDdVg1c0rYrgJwXW+JSV/NwfK3ycbWaSNC9FTNcyUCIcpVl 35SP1YJ4eSqYZbKxYXHAYxNaCTQNu7Qq1IxG6jn18GKh0kur/nYkdN4WKFki URAaSB+pCFZMPCJjoRQNXKsrkWZuZUDoUHVQklSe6hCL8HNNxUXj56Ug26G3 S29CITrKnRfY78gGwv/oxGX2i0Ns77z/t08I/62eyFGoU1Fqw5lR0G+mJLnR jVE/UFVnYw/J82lEzsiEidc3fe23Xd2JPwN+d9oeEuBRqaHRjUSdifnwoLuy zYhOfKZwa7PmAXG/S4FjKr6DIxsjbtBR3VebqcSiIKEzirD2ffOXQCUKDk4X I5EFDIyX2IspdDzUum23WnI+vpn1iaXrxESu7GcfbcVGXLUuPzX+KAujhQfO J43i4EMt/sRsoz6UwInAwxQ8nPGOlSHG/zrHllnpnw9Clw6vvTZfeGhw9les yYY2nHRwI2Xv6/5/OgKOE3YyH35Gqd3yG4m5sldE+o658Orcm2DVdNG/PT6C qbzBYUQfCrN1Zuv8bYQUvd0vqSgk9eMOEndy8bFZ2nt9u1QYqF96xsaHj9GL jt6aJ0zAg5HrnUx02Vjc/M5lWuALGPHhha1pLht/jX4ywTqlAowl4zSOS+Yh ymB128ZO1XYRNvpW99ulVcJM2TV9NDEOWKFWW671Ih/2yau2qs7oJ/R5Rgos WOrorXpHhK2VD66YvSmDYxPFCNtYiDV9vywN1zTD7PpV3220+Uj4B/VQIbFL hD0om3d7mv6FJrA6LLmzHpx7t2aMRVwbSNfUEgZuHOY2zYDRDMR9N2CKrmQR t5I5q3pCX3PoBPtJN37q7k2BJV8OixEIHbLX5Zw1ciuGw4uNJhm8ZcIv2/YQ y45yGCUVvHph0tfMePPtbVAdNGGT8Uw2yZOzYft/ZzYFzhICkduphMtSgbAf 1uyubtZ72QRSX/R3LxyRwEmNGlKPZwLhp5J+8EIq4UuuSkDJXeh+7wH64Wq9 seuege94Xy99w14Qg5uPhoG3ocpaohi0QWmZ4Q1jlVIQL9meXa63oN159AV7 v0+gcHynseqnWlK/Kxqap3jv+f7PVhOywSmH1c88/hmJOVYC7RYPrlPE5y71 L6d2Ev0byME+RcmEqIFfO1tevbfrRZejB83VBPng/6ZtTngKjfCdg/Mhkrp9 q2VXO46XGro+QOzVHCT0jFRccHXCfNvIWPRZKX9BKbEGiTxcOkp9Vxc6Enm5 AoKXvGOQ11mBUl10PhvvFx4bpzuzCaOXfhil9ZBO5iaa0H3XMvlEWTZK6d50 Ou7coJSUxGKjJC2Fd/pwhw3Tzn23CAn/tAEjfXS/6t1hInGOLWjkoSwbUk5F Kb46x8JBT0aGdk8jkevaxkRijrVjjiSW1tCDlutXntK9WYj0E+v1Ve5RUZqn MnoBK0/mxGlU00k+ngNSn0+JSV5nIN6W0MmLbHzxbN3AwpIoOFNxoSibIcD9 7QfFpfYOJsTSfwRNE5H5mWyYvzmtR5UtwmGSMXI9B4IvHnaNGcHEiREVlZbB 5SgmxWVmr1qR0KMacevGArZaOw3vtLhS1SrryH/HxZtZd5Wt/TtwSH8h9JIO JPyQKKSspC5IOszGxu3Dt6tvjQfP2mHJ7/czMVJGrjowiALSfTKGhys0p60y T2oj9I8rfJTO7QdM2DFMuDZqWg/uYK0YEe3VAy2NDO0Ydg+ulAp/DND3+xES acrAQ3nfnhlns+CXssVWq+XtRI6ggQmilmo37aeNuMi6Nm5hWTXhL59mIqGz lOM+67FhhiNYOKJoYJSGZR3ekcT2htNJnfwVEDkZOsbOmcMwyGvC4YtzH2i3 MJDAW+Lno7H6RvAFKqa6ebXaX+hGQifoQnVpsJGJh1bdSQ89REPxlBpMG+Si tCxeUvBorvPOnPI+wu+jUPGQCf1IWHM/fqYVbLG914U7Nt6/43ZSROr5tShj vSfPY/MXzOrhFGv8rMflEpq96PNQnvNf3urg/cOXNX7R8MZvcaFF8Um9vgyZ vtwjpjPbkPA9OrF8/6Tl+s+bkMCpjbj4ds4TxxvduK3VgaG/pRmlPpUTHYd0 F8e2vzKHfb+SOKILDb1HV8b9YqLS0jGPLSZxsS+282yQtZiH/Z2/PuiiEIfq lcgFcFGg/rDWJroTL2X9omdxBBh5aom28tYadJz2ja/m1o8X79/+Lr81EZLZ Yyj7Ez4TfTQmneRR/RjwfLm4U25BjPr8HtezQiR8mCwijzBcPGcoGW5Lz8fA 7ci8AOpDIYqHeZ3FnwqQpNfc20Q45N+Qui8Svl8RTBc1/UxdycMXl665BDlR wA01m6JO9hB9uq8HDn1z1DVi9CK5F0B4REIUKXgm1vli+Gw6FHUqbdNta/in dxDz9SPONXIaSB7HgSF/bDDQwFnrPgMIPJSHzwoHl4Xn04b4NGZZzNM1XsuC QMuZUUYpLCR8wwK4vHjVXbWLNOxS7NukO70JGvZ4b3d42j2U9wTSR0XFFtFu pTF5KM19DafhhSdjf5g/rRjSEcn8qy8QPo/4eXbFbNb4XU/wqe01OFTnZD77 Hy6R4vDdtbBl21KOvW8XTp6857eZoA0KEgyOhlyj4lxPjp3OHwa8P7R8mbUc D7NXe31TLaTC18DAGe87mNhXmr/w/UHmkE+KX469HMzYwAfC585Dw/VZ5vGN vZC8aflexb0JKOWrvF5orNg2zumXIVR/30APm0cHqczj+An2cufkGZe3QkPT HVf5HYlkf+ZDyFbJ4igDdrp33OLAbEgxPpu38vgrwt/2boJ5y2ILI2TO/8sZ EProW4j9e0oMiJuJfg7NI/N2YRh4Z8kE2wfVuOdXqZzi/lz4I+4u0zWlOKR7 S21rWhHpzzTiaA3Le7EfmSROiUW/CHGBU7/g9+EKco4/PqEk7bPXqZ/EhzGw 7cb3Tek1PCKHNKkWJXTINoGPJF/AxOVXCj5sZeGq8HFL1c/UIbwPBrPPrcgs lRDIFqQEadVo9tcBpf3LAXCuQttj7kmqjTWk7t+ANWJ0ZHu4E7QvUtzjab24 JHOcNmj3QfJJQyPdGU2oVe9x0ngUG9YsZI9XPkBBuXM3PN57MMl8eRuuli5Y PgzlNfOnWP9nv1sAuSfmWJrXlKHzVS0/Y28W0GLmF1pzqjDgVCo3LIoGp6VB 9zYin2VJg7Iw0fgPar34Z8/Kx+EDNJDmSa370aHsznjHkG7I2V3xInbcN7QZ LVE66KB9LoAeMrIfh3wCItfCwwWvEjxsbPmQunQEneIsJHW2LqKuTvYjkfe6 Dbo/W3YG7hUi6Ruhl9kbE8vdXATFfQUjA5/g86ywN4Zne0mfOhVaJfHouxwM l1zmhVoyFy3AXVN/H1PPpKEkrYJL+1AaI66ox+7bN25qddNR4spGuTCQyBd3 4BCulPKXX3RMyRzNypbvI98/aMHKpzLmHz05JH9pQolaa7KXjRJWoCXIwwE+ N8c6hIePZY7OMpxV9I/3agYotJtQPkGn5jLZYFcq6UuVw7pf799qjW3EAgfZ Gaor68BPEn+bUUXmyhv+9RPhVzUBWZdgo/ZxnYl1C/m+gw/hn7hToNaeO1d/ dDOBfyYyQGqzheeg/1c3Lc02OpFP6KrConVrkmOmMP+9X0DksJpAuj7vleH3 0vVXteQYQORJ68lcfTsQ98HGCu6dRRY+4YT+f4SOKyRxhOMF//DGePVnG2zz O0he+hFH78wLSv0h3h+cTXtPO57EqFlTCxkP+5HQgwKwTu59SPTYr0i8H/EW pPsysn8ofwiOIafZu6cJUcd5j6dyCQWcJAEgjpDQC2dQ4dmxlHTjLBY+/7ms O5RNhWK31xvNmtgIBaPGax6kg2aX7LtkIRultmpQF0zZua7bJIKNElf/fRUT SL2fyDlm0mDPWtvf5q0cFHlJklOMf7qQn9lSbiSHTvpt0QS+922B0IEqwxU1 AfAgo6krQodB5upLsPHpo5NG81hA5Ic+oJic+X2SFcDc2ZNu7pXdgP3nt12h HBKSOaxyWCKh0QtFQORGmuD+XYkAxgEiF1QELnIqER96e2Fn1IEFWn310DBx xnlNRQaBK9c2gLlokjB0JA22jJ112xRb/+kiQz477Xn6z6WnkfAJRzDIvVWK wtmSAH4P7PaaFmCb2zmU54QUCS3w4aBMJK1In8mEgYvZ+9N5PEz/szPAmtsB RC69G5PUHFfrtzOBzHHgS3HV6PxqhIFFEgOm9x/PmyMh9tlcJPJ71fDg2hl5 aOjDxvNsDeMxn2BID94Umtey0OcZxseNa3A7Lvqn44449eVHVqUAvcdfGGHp XIFfum80G/CZePbIsVS10XVkjqKX0D+qKCjVJ7t4ZK6UgX8y6t9qKjBQHWhb YvcwMf7EYKbDqS782f5OKaGThdJc0+cG0vcT8wWpDl5G6M28XiSe8wc4Ievx 3GCQidL3FjpqwWL4Dh/9ciYekQb922Gq9MWPXmRlbncJTqLA0SDdqZFXGEPz CCRv31gLxHxBzCIDZChA4NRsAj9UNxPnsjGb9Ela4X9qBLiy "]]}, {RGBColor[0.880722, 0.611041, 0.142051], PointSize[0.003666666666666667], AbsoluteThickness[1.6], PointBox[CompressedData[" 1:eJxFW3VYk2sbR1QwsBtRurubGwPFViwwERFRUbExsVH0KKgoYtDd3dxISAhI d6xgyRjYWN+2d/idf861y13j2fPe8avJu5x0OCQuJibmOF5MTPD/yCObjWY4 30CZ5QFB1vVc3DK6vPLi35PYzN05rqiLi/I7vG8fKD797zXz05ZVe8SOYvYV JWVrqSG8ueTvxJtiR/DgJLFH1j+5qHBio/J423NoseyVjA2T/3o080uT93k8 2te935r7/89vmfR7fSH/9cDTeaUt4zajnX1PXdEIFzM9ne7Uiu1ETuH3MOte LkaGy9SoFF/H1IXnEgs/chH6A7W4cBPVDl4JLORwcfuGmedkr5/Fp6e/mdt0 cjFkUZnk+V+qWLfgsm4Rg/9599RUTl4/gi8LxrkVjR9Cj2VD/8mL3cPLhT+p hSwucs8XGtldP4Mzn3V9tea/ZinyfIL/7gPSDPhr/Z2L7ZpaObI8P7hVErI+ fA0ZN1VH3DUR242ys4u+mbpz8OUbu6Ftxf+B/+AVMO5l4aWY46Vqk6Iwzq3V wbZzCBM3HLyszYjEnbtWsaznDeHLVU8f6Ke8Rfz8lR52YBhDpHV7lCRKsVu7 aly+9CDOqlR+ZDUzFkuKzwyRG3moUC52X2VzGfIvXTpy3QhKsp6tNi2pwckU q9fFn4dwvvsFe33bPHStkvmQzxrET2eT1JQnvMODnNsvSHN5oufjBPGBa4Hs wRPdx30guQ27HKjk4bNNj48v8nyO8/y+QjH/vP3T9D4t+ZWCmB+gbPGBgxcV P1XKSmXAYtcn/ukpTCSvuP/c6m0NOHzaPpJqycSHena5Rtc6YbOFv3Pcon48 mPEoTuVeE2x6vmvItLMbo8/fjdU+1wqTzW5rGF/uROPAu2RFlwYQe/BrVN6k AbX37DhgWFwBb3Jkkm0/F2B80gpjZacmOBL/pNKmMg5e/d25xLzxA3xNG8ww VqiBwyoL64xrclCzZ+/hFX8+wsrji1ct49XhjBXxTw3nVkFa6+ajumHt+KBE x3fp9xQoP/dQU+dRGxYoHsz84X0HinzWPbKM7MHRl5d6FPSeg+9ZiJZD0ti9 YHANjKpsoGK7/ezbmiExqOFI9bAQ78FdHTY07Z2taDbbPSX2DA1fUU5t0VZo Q1OxxTPldUj4Vzl2vb5kB1Ifmf7QtmjDY8IvRMfE+e0HFSIbMGyVfFVC7wDa ri+5Y3WzFstU39jrbWegmPA/P2jY1TBgZsrBBPHMhVbr8yEwbI80eg6h0oG+ jQolDbB47aBdxhIWEvfYBcsOqmzR9aLjvUOGPhHzKbDn3JI49SoaKq69fEt3 PR3K/y7ZEmpBwq7uwLcpKxmgLu+4XRdb8SB313IbBhcyHH1pmjda8PRdCv/E bDhzK3S6Zvd7nCY9qprjyIH0Ka/G6VRmYV7Ys5kJGgOg27Vxt+LNRpw22tgV PJUEWd9iNYxmxkPZbnqfzs9W2BgkYfdJbAcslLfqNHP5AJIvXWlanAqQU1co 1ehtBpMl47q19lWC+ZSZEw2jOsCzft9Vq8+1EPl5va7+8w4YrZ/4RfsMHda/ 139ivbwPfp1UtjQR74YGuYmb5HeSYPfKuU9NiyPgQlGwtO5eOuTNvsGSXVmP JvCnMezaMEx4knJSdVYz3oz5KRbxdRg27Xm0U+5SMcSt4d010mDBfal4L8VP DSjdt+BFnFE/rJo8OtXapQ4nnVU5HneiH2bu3dxnEN2OxPnaQbP4wivTjV34 8bbKfeX+Rqj+c1Faz74doxNnvTPLyQEtNalqo6DOf/Mp5+k9nu7N97jdp1vK lJSPp07jii0hwejKaF+mnPQOTy2eRtL2y4E8t5FaE9MuFEyZpQXFULznwfyQ 4ySsWGd6f5nzR7wbJ2jUPnQKS69RmNuAdSamUapaNPzlACc1HFpw/CTZtRk0 Jk5509auHNeIxP3ScNui9z1yu0i48lvCsQwZFnak0w2MJ3eh7B32lpy3HIxs czuo7EbBCzd/t+Ue4eDvu/cl1L2aMfsiNULvJAPnL1jdr3K0GZvzph3FzCH8 M3XCOIOzlTjgtEazKJQ/pwcWN1iz+3DYnXov8zsLE38ZLFScTUHBGMi35aLZ zCcT15PuwhGHKXmFSkNYuWfRtsWvU/Ar9/G3uO1f8N0fdnfGSxZsH518OPs5 G58vl3thNtKN+YI/N4eNMmyKiXTxAxxse8O1Gubi+JXvHqo7xmOKZc9Fivkw mm5Zd0bzdjnWZNskmB5l41MzzTCV0UZMiNWakq82iI+SrdOVbFNxcRuyDelM tLvtPcvIrRpP+FbYZU5i42byJAf182XYw+23MZ8yiP7ebjNl21OR/avrEHKH 0PP5k36lZ1nQ5KMTc/LlN1x2XWqJpdogON2bfkNx3Aiuf3hoVJnSBOWn18XL D/MwvWkGS+FOA2g/JXvZ8PeK/t57LbIH6kHeP2tYVYOGUWov3utaMcA+sr3B rLkL3fKXy2pR+0FC57Gx4q1GlBjhjCTOoANLXrpnGacPBV3/c+A3cDZRzqi2 p8PPpEl/smdzwL/++Rn1pDLIOtp2O2MVCzxrl/zWbWuHuGkbV6LJEKTlHn2r OEIGom6GoDm7hpm2kAn0M/zNlsGFJE2329k+bNgeesPR5BMLwtQtf4ck8SAw +oydeigNhlcN+EPgEOyUaJFQDaNC0NWl4VafBuFZuNgWvYNt4Js0FcxkORDn vM1BNaQJoi9WqFs8GYQwXoeFWfsHWNOhcMR0lA2OFrJvlStjkDTiaGhgz4TJ xivi1PaV4o8vKzxSeHT44DZ9jfazHDQVlPNwP1zdN9ysOK0B2Q6Knw2/MMHg gra87OcUNNrQfs3gPRPKpggQRhM0z9z+3dCKBVc0oq2VD1PgofYEczUyFdSu ytMKvLnw7K70HaX0BrDTMbuFfUPgsa/FSTulAhoS2z6HhPAg7qrFUsPNuXjC IE6KemIYpm3dzZJLrscb+3LOHKDxoDvk627LLb34U9JfytyEA47k548jlCgo qe41JdeBAyftw8VVu6joqRI1NXWUAecXqKmnXGfgl5CQuYl7BmDO1Ct22fvY uNFlpqN5Rg8sX6a+K3fBINoI30gD58ROY/njPBwXGcrfAPXw2PevZZj4MN76 OW6GlNxDkHTpqJGP5eHu3V77NEzK8EJo7kbF48P4p9mLqaJPRS/vgp2J6wdw CX87Rqyn4IIsN03dH3Tc82T8eeOLnSh8bgpUjLt++S0c78OEk86nw+3JSKGj ZHIPHTXMCuQUMkk40z/ovH4tA6OdQnrky+txFqW6w1KRi+IzL3zRMGgRnY+H eWukxDV9WjAgc8NwjhoHF05pn76Kg3hlKvt9fvgg8nq3HFxe8xF1/KfWkU7y UGqih6Ti1wb8b7p9SdGSIeQ2LOYqZjeg4yO/G1b5XMx/8ZOmZpuBgq0U5UtF j8v5yubOL0A78Ht4jCENU5Y8bFe93gT8YcMJecLDran6yYqPyGBZ2vzcwn4Q Kf5eFy12doPkc0VXuRk84tzhPRByIqTY8scgFshm77dx6oW1QRCVyWRhrcLc 3cua+mDxDa+9SBrCc1ZuIQZ/OoC30cY66xAbX/kv4yrUkOG1YViGqRcbS8IU Nqp2NMLk8h31GStZeFZZvAXu1UHno9j8tAdM/KE/kKRMK4X7K0z8dEzaMTvn /eE07xNIJ72sV0ptxLfXNi9Qf1aORH+E4rfkBCP1ic0ombU2xex1LSZnChZl KwYJ4EZrFaoJD9JLfM/pDXh/b1eXdlUbzjfSTjWQrsKpdnnBW/2C4UL7Sjcd zwp0t77yUm35e0g9UWBpsKMKJ9UmXdac3QKZv4q3v7X1wtnz552yqOoBhRjp QumQFMg7NvlHCJ0EN2MFAPQSiOfpHs6KZ8GSC2sl2X89YGLXPdX8RYMg5n/t p4VnESosOu1hvYILI1KCxR+DH/XlLhde5kLWXAEgvISrFIN3Wn0ZBALvIjzm o7u8GYPwYY2gA4tB5pppT9oKJoztt68HCrdoru8Hu8Mv7dSyShBvVP2ncIwM wrG4uAULj0ctt5rdCwR+asWpzS48vcF2OPrVVlPPtV2Efz+K8GE9Cm7NVK8Q jq0+9cjCogcf9M3doRETA98GTNcb2XfiJrqvw/KUIBTip+wuYv5UVqCUUw/L nNmFFo5/6Xr723H77VcPNUpbsDV2xFrRn4zlj/X5E6dN1Hf9xDnZJJy/Zc5V m2ouamluWLssuw99tsy0KrLm4+JshmvsORqKH4h2NObvk5GsxmPp+kwCD5hx 8PsCPiJroBD12sZBnfM/Ewy2MvFXZeKabGW2qI4oqPo9ipl+i4mjWc6xOqQ2 nLS0r9eYwULiedRgiYHJ2XRgoXLajDStwDLcN9eap9/OEO2/XDhPej0r0pqC CSZ/ky1O14C9qaCCyaL91gwEP+ke2//QmmBYpKvTjoUy5/v0rdrhVHX3FcW8 ehS0s+JBPm58XPJFbU85ftC9pa/QQIJ0AcxeWIrKH79cNbOvg+DxH2YZ+EVj TcZvTc0NLeCcsjhLu7oM/nsl7W5D74NWalGLxake+Dx/xpB5Sg+UfnLgV3YH KHFTP4c+IMFg9vkwJaUyAj+KUyCyWDzQwDMHN28zSYhNoEGxxMp7modbsZvP vpJ3MuDkzZNBNpZ9OLj2g32hKhdueTgV6ZS2oaifoctYPlGf0YEBzZPdFTyG QezUzmQFRTICH50Dfx+qSEeQ1F37MX2ZyiLzqYNg1BmnlPaYieNrrkjCqSG4 4O74MG/HIM5VFmxqFrwuf3BHPo2HZncCpmjE0WBb/+VVCp95SLnQpG1Z1gML ZuvlFeRy8c0rE6rRylzUWCQWlzPMRu5EtzsKPQ1IO/LjRrzVgAjPdP2bv7Jf 2jS1zAaQvkCZofs5B6cfivGN/UxD/dQfOSbbCuDYrTkNyYl0DFrhMFX5aROc jxit013bjpanIwz1RtrgkK/5JItdPWhZyX4X8Z0MvvHVRZo3y9FqVtlFsxsc MPeeM2WWZyDcSeN9yUxiwWjTqnMWfgFQ/WB9cfIshmheVBD7UI8OvRPXTtG6 zn9+O59GJ0QNwM2lR7v0pnRAmPP7uQn8fUzs8y7owrTGiGcUeH03piT4AAkY oVnTwuXI4Dxu/SKzkG7wvDL4UnkcFS4Z2x6JaaDCNOqJmYkBAyDoat1NdPDw uhSpVTow9hzg8JX9e+IaafD7B7/gk2jAJx8dCaP9IDkUfzp0hPTvfcReIoGA PWjbDEBJyRr+RO8DIV/WY0ILo0UsUp4C13a8VE+EARDNT7AqdHgu/4gHocGx bdriVTBlbUN1oe0QTNSvz9QNeQErNxvzj8oGQrfwhfvOMnssBjiieZOL9mXP 7MMWDMPivA5ZtexmvDw3aTU5jwe2dxT50I2CrVWLfC33DcKFufSY8INkbNjp 56YVNAAsf4nszIlsrDteUmhwsgNOOwR+M9vKwQrvG3K2d+tgwapLW/L3D2Kw 9YvYNbzn+MX1T4Mpk43Ukht+Ws6VeNyq3SV7Exsn0bdWaES24I58lQhjCTaq 16uOKDEpKN7B7pHV5SFJ5+e5aEsqfsxPDdGLYaBu2GBgnuYgri/lzdKPZOC1 BFK2vMQwGmzX04h9SsMjS4sV8M+QiJd3oPbedyaUycPIom+w03iYCrU79o3A jyF0C33TpFUfhe+qQ+2yzrBFukgJjJuTc870IxurDcpSdU60QleJoKEZSOC5 FnC5deep0V/mGE8GT9t1O1OmMXD8xN6q6NU0KCwdrE8JZKDVBreCxLMDMKU7 71V0HhWFdelPB2Iu8+v67/mO5Hw6BO39tkNJpRGfFUa+1j1PB787jJlms6uR 8yOoP62BCY0xxVUmntHYcPa8gdlazr89JJNZ8rlQYghioh8Xy14rBh0Lp6OF fVwgtZw+rLIwCjYJL4wHbkW3gs2uR4nm7wgQ/ZeD9TmeckrrRuAnK85WW6Ic GTr30xU0hsHPXdxOy6UFO8uNmgrruLDab21q+DAZx/pojC9t/dA6qiBPBoc3 012tjbmoYKZDjZKgwpiOIpjOEYYU+DCzIi9nGgf3e88OtnzXA0fOSqYa3mHi 5TkrThucaoeXWlwweMNAtUMOKxZfj4TyJ6e/mRdxkD3uk5+6bDO+X1T6OmQD D28MOpfZjOtD4R7MG8QA1yWPkhzoBM7Uo+HjXk/ZXGMOGiTlmGmYNuOdl1ne hyJHUO2m2QxVvXI8O9mnl3JgGOX2euxSn5CFC5rWf7OIHfynjwl5qg4FD+0Y 8rQ0KsCOl8vpxuc/YM+eX8c3+QXCRs07tjqnWnHduXG6hh4dYDw1wzIikIyP AgIPK2tTYIFg/L+m43fpm1SDE50gJwS+bHwrIfXEJrEX3tFW+Wfy61txvj5H T6UdonLiOPkKXLysp25jI98Hkx59yIkd10/oiJf7QKiPtLSh5f1JfxXcG8CT Nb7K0qdHxJMToW3B5OPmL3pwTYHVG8215cg/zUK5LSQk9l0VCsccm4LV5Kcb lQLD0NVqrbJVaA+e1PmTpWpfhovoJ5fLizegm893H23rNjx4feUcNZdylJlU Ja7iycf7Qp7Vhm/TgpJU+fX7adfkHuVTjTio3X8l9RsDt219cs4srxvHcOO6 3Xuohh0d2KEy779MZGGK4PHrdeKzEKxXXEXBqQ3ynkr1jdjpz7JEtSH0dh+o Mp7YhTnVcyZZlg+iJSnPZZUXgo9xgN2BNh4m3UicrTW9Alc8XmidvZkt4puN sInp/Dt4PA9te+N3qPxKg9YdHN386EHcb7dKUulAI0QI5IiUIbwhKTHT5lkB sUc6OZjba7JVfmk9TPR1LEtZwcDnTrddNN2zgF+E8XJ3SSijnFynL5ct0i86 0eG6WqD+xPZ/uHSG94bWGB8a1taFXdAgPYLYMK+AzFoWtvVYtcib1oO7QADN HEKnB5vG6b1tA5W4bImsahaujhv6FXabDKYVuRtydnJwIGGTucoDKpDTz3mm mDLQ8GjRWpvzQ9CzUrs2cSYdqX8Um0KbeDCP+muDWhkVnYwnnclfwIUx/OS9 cdk1k9NsiNVdZ2n8oguNbijM1/dgAKHnNRA6nA8DiH5KReP9yrL5fBywWUCr va8S+6GYCwKVeMGksDG+Bu9MNwQv8UyFKW3hnta+XCCrhFfrcdvgzWHOOpOl bJA5sGVW9Bwq/IWNgXpBfB54/GS2kiQFCN2AAoJqT0wdgHm/Q1+q7uS/bzn/ wZlyYevE8CcW43pE9cqBNa1khkZPC/gcy/QprOeCl4rRGi31Fng/KqFiOoUD +ddfLDKproark+JWJUswYMqR/5ap3s7CN67xH9TH8fFdYlGexuZ0POamPTHi KgWCB2h2KqRSPLEgiG3U2Ams9PF8yl+GUlbfluqYt8JYf7hOxGn6+9ohdl7U kPGEbFwhvuqFqU83XAl6uuDldW842v2qT6+hXTQvk/C699oAtctNEHGy0Ugt qAkJXJgOIr6FpQUVL1U8mrDBVuuVuVIPygiJTS++4neLzq82lAKzYIsd3Zh/ MHWDhnTLPz0qmbmMf+PN2LJ7/G5lxwykRr4qk0sJQ4JPpIz9PXCmHdqgxYuE xZ1iHra3+8Az3StVb+V73Bc643mqPJ9vmH2KN7f1AwFKA48hEEtyrVgl9wjb bme8D3nKA0I3T4Fz1eGLD/jzYPhLpo7x8iq4/lrvgBGfD0nYCyqnFK6rj5fM OMsCzbvx4+W4xfBp6eGglN90aJBwHq9QlorXXw6RVKfTCJxCa8b4jHJjm6d9 YLZxCv+t9fhtSelBeNAHCweHl1tYdeOaO6l35CQbgHu5eX+yHgOLJ9+ZZHY7 D+YqkGbGNdNE8zgVf5kFKWpC/z88YHV46qREyQGcGzDtmMaDFhzbmxO31iZE XqcQfFOfgv5NbZ+MP7DQVSGyw2p6Hy6b1leSN8xB4XXo9aGy3+z8LFM2FhkK gC8FFds2qCfP45+DubdA1pRE6HCLWKJ51ICYsy1SO2lANF/q8eWMSWdVBilo wsxaqWMWDlefWHoopJPwarI8f8O1EvyAP/dF3xfEhQVDQocGx5+Wu7nwIk5w QZ3/9mfmw+bLGtEtqH3B7Sb5NQ9c3IIr1D42482zqUci/Ubg3gzOd92Z7Sj+ Zs2rOMsv0Lm0kGxzug+j4ae/gsHwmA6E+9qDEgtog7DScFOSul8sCvvyLQvm 39nLZ0j+aLbmU0WGCQv4Q0VfSbURG1IWnku0pos+rxb/m/T+XSSf74j8EjDc vOivDbUP3sy57C6rWQ99W80H1c1b/ulJxLneg+GiR3TDkErg7uM+DRc7hV80 DCzkJtcDocvX4xzXCdvMbtaIeEk1bhUaT+8hJ0UAwOuQ0Kn5c1qAI3vr/vkl kpO3FIXcIaFmpwzdhNwJlv0N/6Xw8Z3QD7pLAYEqlsffCyK9FHC6QLEgYdDg lKspUgzwGmGmao+no3luX6haPRXov71f65HpKPSpqshQv58xK/wwGSmKLmuV tvBx81bH2JAwEs5NTstSX9oPhbH2d1InMgkeptUP+/IzyClGDMzxW+2p2E+G Md4q/+zbKaPVXRAVeCskvIWM3qMfg2S962H23XHrklzoWGi+J96aU4vb/so9 kV9NxnpOXraCfiPOGuezOXKAgp+SLhVbudagYOombB5AAq/VY/Ly6k1xv2mi +d+LfJAQBkZ96PelmRUfz++L8pKZ5le78GD2Rw1DZSZ2u2mUKZ4io+Z9zi2t qQNY+PfxHJWHFGwfun8u7ko/2lx0jDGu7UQ+uPhdOHdItLc6UKy88on5/EF0 WT96Wd2qBQVtZUHjIOv5EopsVj2eS/nz8UARD28Z10UpXr+MCtQtGuQqHvrn GsSYmBWC6pzsKS5yw8h0aVor7/cOUsnMgDQpJq7izLHVT6sE1gSjWSZWfFz/ 4KuX/JIG2LrMriX5LB2zZm06bxjeCXECeXqUir89aHnq/S3/5sTUfZ/nRSyi iHhVLi4edjU1HO0Afeeq7VrXKkDoS3Bp0P0ms0vHqApur168OsFugNCtvleD SeJc8dyVHOjJWBQtH9cA+120mnT5+Jro+0Y4G8BNSpdnQQ/MD1tBCoQCpuAL D4PSaovxirqNuOqKqlthIBce1Sh66/HoiPbuH3LnDsIUbfaf1JlM9Hp5IDyh rx92pn7fcCCSh1+0z+Rp8XljrikeCFtGxhcVQf7LuH1gKRQ0B3HR0p9OWnat EMdnYQeth0V+6kco/9CUG/ZsGKP3kPfqUCqQVc+8aDqfg4KuMKB1oAc7+m/C jwER/mrGe0UC47EJE4+uWW0e2IMnRtNl1RXKiXm1mYJzhILmO/xc3vtAdxcd X1i9fS6bU4yqXcVLYpqouMXt1nqD05UinEJDwl+qwEo7PtKNoiHBN5owyNms TY+PgzyUJpfM2xwi0qHaMGv69K8qdxuha/0dL6VeMvoJZCJZEuypevSfbUER woNI+6LZQ/D24/VLhkcrCR/agwtC2KzVgboCuraJCxpCoboQV/ae/nKwaVjk c1VhnKtYDGXVsIif+qCY2VdO7vpBqF7sPGD5vRDkk14XGnYyIWHRIppOyXu4 MaH8sf43BmhPVfmjxioBrxXS88ycOCJ/tA4cz7KNrdWGCF7m3QHndkzl6M9i gsh3ghGWzPi0NgYI25uXDXveb5hmJMuCqZdOSo0rvgEWlov40I8CRx4l/DJY mI3YYnHKfF8tLP1vxW8djwoUfrxaJIjqFZ+fP6pjurCIeI7P2chn46gslo02 nDviWbdYIn0uA7Mnf6su2M4V6ST1SAu5zWckbPStrcgMdSEhsR/pIh2Ojk6C C0ql440VMQ7pPkwRj+hAoQ94k41CWYhUQ8z5LBYGTG/9a16DOHXYno9wuMjx qATDe9kQLQeLc7kc1Di52kzbqxyEX28jHZdYzQlSet4IhF5LE/kQLXBO9nqz Sh0Vtx835UPALhDSk6tUlBIOJDIMjwgMdRquEhIlKsjejGuIv9GPrrslXkfS KDBD2JAsYr9QKXDJQcU4YxwLhc/tQju0lb64r6A0LPKbS6DtG1lO3pcnurdo GKgO6STd5uHYfvl6LXyJ6S+2yOevxpBtP89aufWi6rHmFUZ5HaioHZCt+LoB C8QbnhqoM//5WiJ9Cwdqzt+xcSzCyvQP2TYJQ6J7SYYku6n1WdJsFKQs5KxJ sDjEqFktgob7pfpX5k/hwlBCz/lQcxLuFbTpTx4QvkArvvC/tKk/YwSeP908 urwyFtOCyx2UZEdgyGr4tbbcbRDSqjYeiHIV0CiQ/1XYhH5fmU/wDEY/CH0N 7UY02UN7m3SCDm63syXl5d7hg5NqV7IesSFc0kZCc2M5Ou6ceFTfizGWBwD7 LYe58mQSpIhFScnUh6FArTZz6wZiHr8S+Zgt4D7ZQFxDJhOlHeyGNY61gkHl 3tvq1c3YK6AnpV3gsObNdZUSCgpUMPXxLSJ+Scc5M596yj9uAKmaKXZ5wYMI FasfGN6tgs2nfTa4qozgGC+QyD/QFfZwGC2juNU6C3Ng45XMcLMKjogvxYPQ 77Dk4j7BeIkphQsb023zSwexWI7ZpDFaDi6zSqcfdBgW5T+iYPhN4BeXGP7n CednHd7adGZE4ekwmjiFLw3bQsYxfvX5vtWaPLdB7Kh9eM1IhiXi91+Q0Ps+ oK7gIN+HRTizBr/7niiM8vmEhH/fip/kY6QLg7h4VUi8arH4+c6k7A0cDJZL 7bG2RRTiXh0eHhQKLHHIX55LjfKZIr25BVrFL6+PMKJgQJ6rjKITGcZ0Tr3g hIVJ0+kgnKsqzWh8sfpo3ttBWDvtuJiJXBwI6eh+HhB5kEY4v7X6mDK/jn5s rLmk/6wKBKwhs54Ftgu9uNZ7iqBO5skutUU0WG29MtzyXiLa49UlZofH/Lcm FLSbq/kICG0OIxIOSX+OzEY+D/yOihrb+kW4aQQWTdgxXdtgAL/cyrMP9eDB j+BfPZZHuWP3CAz37essqjnY+EfSMf5rPzxdeneH6mEqCtZ8yDESvIXj26Jv URHVlnmHriYR+NeQ/1xq6r0U7oXD7zl7EmKW0bB/9S9f4z0FeLRj136ljFJC l7HoFuk2LQS+x2aM4x32SpdgYUlH4iEDmYqxv4ORd03EFs/0F82pUKTsGjyg O7dd5Bt0ogJlYJuBWAdqLF3QohBWjL07Lh032VGDQrvlF0KvTFLL0q/FSJ5c +EfJ5h04VxeP097bisK+VsoU+c6IvCKNBRp/W0DA2vT3ZAKhH3cDwbuewGOj nERtq2y4t0aA/J5C3IoTdxfzUvHRQGW17q02qGh76zQ75DnsEh60C4Q+aVbN P72WyENUE/hwOwVaAj6OWOXUgvNTY5a8dD2sVWr4oPa8FGaolFeoumaLeFQW HH9/5J7Gr1QQ1vXravj9OdgY/tRB/dBPU92NbSAnHKQdIv+gSeT3dMC4Ep/Z 2hdbwaH1pErUVCpI36+fZJLUCRsEQk00HbaJu8zWobWB+rM7ycnn6JCl+fmd gUkHEPhjgNDXbHpAiBvMSGD3+RgfgVBFfLARjq3Um67zZgDaBV9bhQQSQsGL DhqWv0N0HNrhY6jUdv15zH/69e6r57aHzOfB5E2ML6rDTXBFKBCOAH/pfVSv LIXUMIkmvV90GMsTETriALw7tcjUeDMLhe2/nAyhX3iHwiYNI3/Z2ml+64ej c1S/Wc7lYsDUAG9tXToI0KTsNB7WmQsUg044s37+N9lFPJwY6d6/z/kuZPoU bi7+OoRLPffqKxY0oNqK7esjZalj8xQzBHKLfhfaFzNGBjw/ITEPy7DL5OFN kj6P8Jkcq4j+DeGfS1gXrfBzL594WdGx64E7f/RR4OXrzkVRWZR/uaEY8m5H 094u/HBkU5V5Kgfsj0lZyJ8tRiGuODkCwhxFTAKuS3i4yiaZC0QeLhdXNXVU kdR4QOTlynDIqc3dfDMHfJ+5fTKTqiFwfyQTHpSfnKI5rxWPLPYOSzvAhKLb U6br3mtFIZx354KQ7s2hinw/BghYGd4bQiL3RQfCP23GZAm1aca+LBHuakfP l02H9FMZBL66wEAlV7mPOn10sP8p65y4awB9YkqCydOGoZjz1kqruR+FsQEf OlAFtqUvGYPqlVIjusmw7nRxkspHKnZPC8sMqyUTz1luAPeOvogwKO8AHwGd vMQUzeciOFdz8X0RjYuEP+sLUgnU76Gzh0U5vjhcsiOnX5E5jH0RgmBmJ4Zd OuYcP4E/z9Y63TVr/YBE7qgDlS7fDpLfTkbHbWVMpS4KNmseWkRp5+G06Jpa 0zA2lnQutCQf4v3TX8b8BMIPiRX5h4MiHSYFkht7zpm4sjFGbOHHkFASkf+y p+Na1dnrjdM74YHZG9f4df0oSHFpPRwATsjsNv2kDtzDWDshzrtf1Pf5sE4o SNPgucKPtXLK9XC05OtT/SIGNCiu+qh9NhdaSVe36zQPwGq5fW267eWwwrwh aXn1R5A4JL1B530r1EtRxlv++YCudYZflRc34gShMNaI88ps24rEhkQ4MAg6 6frVhslMJHByK475LwTeIuNVp87Y3D0czHbx7rC+2IehXeukw7+QUVloZA7g XSd3utHULtw4RPmd85uNH30O8xFENZ5457C3+MOQyLfPwKMG1OORbSPY5LHU 590vO9iz7cE9l9PDeHmm+IjytgwQMz9Q4r7jM+bI7X6e/IEOazr/sxlY8Qlp c9I+mZjUwljeitgHLXDrF58Ixg7+028HAtjHDed14hzti1ba0CrKybQiH3Tw G7kdVvoU+9ve6kPFkJJZEQ4UImdjT0Vb3e5cPQcG2Hb+FTsW8EXkT7JA945k bdLPASTyfP3/cF1Y06cTWmqV/+qV8CXbkKv8X4NFXA8KeYN/B8acsVOXd6zH WtmmTqOsTrz0wOebjGMaTKiy9DHYxv93P80vWpNyMcY0fCDedQCDn63hT4y7 oA2eAap+VBSkEC1kCkW5pWaRrh0PC3Kj4y3n1yJ/mDea/KkB1YIJ0TZ+CTjm 38zJNMpe7pgo2oPvQfLKtYXyVg34/PINp1B7EtSKD05XlygjePShfngX31+3 Xu811Ey7a5HA64eRIUMdmUmpcC7B4VLUAioIYg+anzNhTO8gcqM1IK1nP5ox hQWaHhI5cl0kEEx1tQc0qGHfW2Hi1wVPy3+vjiqlgGrw0i4DUjUUmizW1N/E 51/CnGomdqREpalxykQ+9RD2yg5t15zTCm9eh+ZQp42M5T3BaPqX/BRjBsq2 D++Xm1SCuQ9fSbv/+YQX/Sd/N34i4jHnR0X51wBQeLfN8FjsF1FdNOHeeTHl pAM8JPJgVIw7GNBoaM1C5QD1ATkGCRULY3qSxRlErjigFzlfnQ5FZVBQ4NqF 3yAjkadsI3j0Qg5eopjvtnX/SOSWugeI+mlsF+mEpSi0n+uT8d7IRG0l5xKR /18AGdvXuMq6pmLRBu+vinYN0FKza4r9T10w65Dg2r7pE+mwBcQ+fkCF5tZ7 zjJ70iD+Rd8RAyoDwh1PHDFWqoYedkSR1vEByNI/X7LOMwhOuFdvhJghWLw6 oTxazAv09ywRO/XiOxD66BuwXnVxoJ83QvCniBIiJ+HOhpB7dlKWDz+it8cT 2eH47/CH312GG6uwyC3X4+zGUbh4VlFLg/Ie7fko3nwZByRVTH0TMgeQ2OPt RO6N/BmXZ+zIMK/rBkHax9V+BJcIg+tNsOvWt+259RzkcsfxS6gNBKjBMnUQ WS/uZdfhVUxbc60s2ZEhyon0Ighkq08dOOXrfnpULX8PharVq440wj1BvPPr IFqePJiu2FIPwvlzbhjr+VPS8lgPTLA6Qk7zZaJd/hR1UB+CUSlBR5FRrcn9 tL4EE4h8YwkuvHDLPdF9ACZuzLphuTkaNggX7KBoj2ZC6Uzzq9b7uSKdvwKE vs0dBhA54DYIPpPNjoylAIHvO0CYzzKlELmJ8Hr4c2Dd46hRiignUgE21fem 2ob3AZHHvIwWkoIELBXOC4XVbFyg1TKxYD0XtszbylR9nYnLglLdLSwHgfAD 0vHlwYs7rZ17gfk6mGLGqxblvXzg5vYvI5YbetG86fag6sEmJHKEPQiyh8om hvgjkSPpFenO2dB4yjhNU7sVo4anJitdbMDopx7nzJW7cd+sXyeV8ymoS67f bVXQg33He83Ua5pE+atYWFksvy3WiYaN5VEBy+V88OQ0jwBnPr4hzpEMWfmS jCKZIazzjblvI9sHtU/EjDM9WCh+K2JTPJ+nCnUpVyb2Mg7ayG3mweggu9g8 nM/zBIMklg28iDsfNDg0Yt8uHIYe1dXjwpzJKDGjqSgXObD5Z+IbtcktKEDr LkuHIVAQf5tbh7/1lntlnGL96yeZl6v/ODvzRPg5gcg5FjCByBP7oUxgt1pa K39vWrOltSXbUKgPqzHg1pGFNgpRxTj/WE6ldQ/3n648TUBM1AZg7PcFj6Xn uOio0wlfybca9bS8i7QdK0VzuYnIDYaViuYcE4m8diah/x+n4v79gmRm/T+8 seCmzDO9rYx/7/O/nJd3MHUYuaztrmdtT2Ogrm6xjcWQSNcIRiGv6+aKfh/x BhzpC/0K93HH8oeweeGzI0bmLNRwOOAhX0mCriMC5N2OQr1wLhm+H0tbZb2y F5/9WN0XwSSDr7/yGa2hFoQyiamqR6hA6Bx1Il+3F/igrGqx83MU/ColsW5A lBfPAf4y2huZTxHlRUph2Hv1tpgTNJjKlbTSu+4HgUar2DEsqihH9Y7A9wHt 8ERg076jwcO81t5oDRpQJkQ15U0bhJYnj07rLWaI3scAPjkLLBjHhdWJeleT Q+kw4rXrGukoT+QjUMAu+LEBZfmwiF+Q4cF9gQDGAmEe5Eg3OC1UiE6m00Hq zE0T8yt52DxtrpeqLA3mHCht0jzUgsbD03kRE/m8qk4vM3I69R+uDL0z4aHO STpSnuX+WHUWgal++l6OOQcJna8KBag425c9ljvAWTF/limtoKAwt+/HEuWd KTh6iT85ORwsf8j7KjchBes8x9vAwz5RnrUACB+wGQWx2AhJCoyuEBgwdOT5 krw1nfphkUBoKmKjsA9IJHh445wMNA+J8lnkf3qwEPdta4WUpCnNLp7DKPx9 jVciTjjz+XthLRd7Gv6e1t7Vhp/7brXpDA7g0fX3ciOOUtAJXwbqlNFRGJM5 TCH0yV4OMq94PZdTJOGfvKY3qktp2Pp4w4jiHzKmnPqdb3OmFyUFAp4CHWnd Kt2an5pR4MqnFzJFvnw1GhZP7Ej7xRjbe+Arb/4yZzsHF6Yrxyt0N8AWnLo7 PYCJx4XEtAte3jSuiwqnIiN/t1NYOmksjzw2jyDBcn5XRBgFi8/ruQSL8e/h cH09vOtDIX742AYiHwWjpo9c0lPvALGdaQcVZ1LwfxarzDk= "]]}, {RGBColor[0.560181, 0.691569, 0.194885], PointSize[0.003666666666666667], AbsoluteThickness[1.6], PointBox[CompressedData[" 1:eJxFW3VcU30XBwNUDBQfRQXp7m4OFhYiYjcCYrciJhYGYqCiYtLdDQKHkO5u WLGNMcZA7Hq33eH7l5/JBvf+7olvTcH1hPP+CSIiItsmiojw/5VZGvDKpp6D z+7tnGxQXwbNnK2i+V0c1PtmrKZn+P/XnaJt/xkVlUHmZWUVm+nDuDrX+q3W mjJwmyLy0OYnB+e/KezT8ygDyyWvZWwHOBg+5qBn8LwMDvd177XhcNBxhaaf zqQyaJny2yGP93rBpC0zdVLKYMWqntr80f9/np33LcSml4Pb768X1X9XBsnS 5+Lz6jgoo5JYayBfBupul1/msTk4XdG5STeiDJ6e/mph28nB7zfmzdHPKYXa +Zf08pkcdGs462loXg6BuaIe+ROH0b/++RmNhFK4lPeTmsfioOT5z5qGluUg +azriw3vtdXpMCP90VIgzYK/Nt84aGm7441BdRncLApyCF1NRueGbT+tunpA bk7+V7ODbAwYGTbSlSkF/6HLYNLLwupM2zizwzUQ49HqbNc5jFuVPjQaOlfB 1h32LJv/hpFVP3DBbF414NgXRsi+Ecwua7yjG1UG3ToVoh8WDqHEYOkHJbdG KCo4M0xu5KLv+WtqOrtywH6XyMLwtaO4pino4OKCFJhKsX5TMDaMvw+FWsqW p4B7hUzVB9YQUn+tU19eEI1u7FsvSHO5KD/d+uti3UKMfbkGyEe5eKcreJ8B qxRJHiOu+8q5eIp2vVxxXQP+9/gLFPCuN22bL03reivihwAVyyo2nnlrv0Pz RAsucn/in5o0gNVpv7W01rWi86fNo8lWAzgya+dF45ZOdLL0d4lZ0I83GL3F KiupuP75jmGzzm5cvHBeaIIJA6ea39I0udSJzW/V3qX6DKDI/V8/FEwbMLTq dXF6JwvfZskk2o3lCs+HjYdin5TblsdAMrLfWWtz8EvKUJqJYjXU5Y/K26zg oFbP7gPL/tT9e+6zlsU+NZpbAQltY0FBm7h4v0jXd/G3JNhf/KoyRH8Ec5Xc 0r97+4DU2/3zgl9y8UfgxR5F/efwbF120YddHEy/q6564to9bIwqqDDlsrB9 1ZxbWkFRqHgi+0dyBRN3dNjSdLa2ol9bbkzqjgF8TTm1QUexDa9uCdSIBzr+ VYl2MBDvwFU/5VziO+l4RHBDDJSvD0yLtuzHEHuFirheOk7gF1xKP35Ue7tK fzMT8406Y5QNKdiwo4FubsZGUnsqw9CkE1+G7FqIJ4fxK93MwXhVFS5aM7Qi TZaFCglv8ow6y3GJm+oGPS8GimxNcVOSjIRd52RjNCpo6HErU1xBvh5K/spu CLYkoX3j8TEDuXbQUNi2WQ9b0fjdFF7l9ADxnFuIc0giw5mbwTO1uktxfnZk rNW8Xkid9lpUtzwDw6LfVcOPPtDrctypdKMRk7+t2xd+gwIZX6M1jSVjoc/3 4ySTyyxwfCW24pPIFvj+7RY79wEHxAPdadrsMqhn52QqGoyAqaxot/aecpBO VYlVlBmBk/V7rliP1QjPfwh+1E/+rHOGAaJ9x3rNNdjw64SKlemEbghVoG7Q JNNg5/K5T80KwuDokuEHCiJkyJlznSW3vB5nPFC7YT6rGyY9STqhNrsZ8/Nb w+2ZCOt3Pdwqf7EARjRESo0OZuG96bFeSp8a8HC4ZLnKw49oP/WHhI1rLRbn lgWqHm1Cyd1OfYaR7ZjqQnkUUktCrYLzr80cu1DMG1/qbKdj5Z8LC/VXteMN StnLD/M4qK0+vdL4VSfS0E5SfhkXs57e5erdKMXfY+9N4M8wnjqNyzYEvcc/ M1dct53Ne71oBknncRaYir2VtDw4hNw77/8uzi2A9naVmEwxNpatNbu3xKUO a09OtAW/YdweklqtOLcBh0aWWlpP4uAvZzih6dyCIwepd9O9WDjtbRvvk40o mfriWKQODTctKO2R30HC2Yu034R9J2MHv4ymduHoRX0NW9s+DG/zcFPxoCC+ S9yuu6gdf9++J6bh1YwZM2d+Ub3diPPmr+xXPdyMYvsXrtMtbcM/EpNEDc+W Y7vuMXPtGS1Ipy9qsBnswwt2Hc+0clsx/pehtNIcCq4Kb28wb/6A5pJPJjuQ bsPTiCUN1tfysHzXgk2L3iThwJv3FHNuJRb+GexOC2TBmFPX7Q2Sb/D5UvkX 5qPdWDNhaKaGWAvKDFJMFxbcR90zOdqqpoUwcXmhn8a2WCzW7C23Hq1Dsw1r z2jdKsGiotWvIKIOn5prhaj+aMT+lb98TXZ14sNEm1Rlu2ScpVpSpuaeCStu ec829qhEacEB1qITeYqzhudHtK2puO9Q8B78vT0k5dqTcVlCc6r8s0I8+fxJ v/KzDDg41XCCpkw6LLk2XdZKfQjmXjoop/WtBBz89v9QoTTBWPfSrYpO4Zja NIul6NMA7ydWzTZ8HIkGu++2yO2rh7kvHQdNo+IxQv1FqZ41EzLyep7IJIWC x4elctrUfrgScJmt6xQDYqPs0fhZDPDIv/ne/NpDSJe2dvhJ/w35t6bN1Lsb BT8TpvzJnMOGKymuWZYiTzDjcNutNHsWrD0nqmd0NBdjZjguR9NhMEj+nmW6 qRpvx/AH/DAsDossV6AUIeMMxzMvjQOX1tTes0mrw83B17eZfuKdf0nvfb3O VnwZeWaFRjANiPtoxK1iLWJqIVSYvuXNYZ3qFnwWKrJB360NMlcEzjCsaMcY l03OakFNoHakeZlxTgeGcDsszdurhH3eitss5d6plEchsRe7cKrJshj1PcVo uj10cUgDCas8Zq7WeZaFBG7oxSt7RpqVZjQQ/eHfh4bndRTkxpIw6HhQgdX3 bvw4jf/OJiBr0NbYSPThZc1IG5UDFIgz/ZtoeboW1a8o0HK9OaA0z4Ctr1qG K3TNb2LfMIRkzAiV9yrAhnj+IuDCjk9UPR1WGR43jJlOPT4C9MTH2YZRCXh9 T9aZfTQuyD5aEOXnfQJ/ivtPtzBlg8+FR0br2hNQXMNrWrYzG2QCV/5xId3D k6oREsk/mFD48O+EJdfe4OegoLnxu+igGLUwb2FQGDq6Sm6zSOuB6qVWkduD HqCt53x1jSQakKfm/VG2LUbR8GDeBqgfrwe8+VN01nR5P5DffXSHxqRS3LnT a4+m6UekFl1/rO1Sin+avQZUDah4Y5HGTuWhBpTlbccwBwoyf9jKKC9vwF1P JnqaXOhEk6vkAOW6Boy5dukdHOvD4z9S5TQUW5DCQPHEHgaerJH9rdfWhpL+ rzwNapg4fXsPy2KgC2dTKjuslDjoGWm13vpAr/D6uFhhKbM73IqCAenrRrLU 2dhXuF7GDnnnzwcmoUO4Y7VWfjCXhLr+ErWkE1xsJV3ZrLupFR/MXFWULzuM M/P1AzWlW3Dbw8fXrT9wMDlErEn/cjteuqnnEOFLRaONO7zXiiSgzstvoVFG NOE8KQHesGEHPeGiBEfcWv9aEFoVNz+3XDWEvCXdaqYfiOLPldzlZ3FRANfk A4V1MoSBbbPvHJV/gGt4UyF9gIXG7tZrVKwLYdF1r91IGsbsXtONCovrgeto a5OxfxC5hUdemMpUwhujkDQzr0FUsQ5ue7+cBFNLttSnLWehLNX3fugoGTof Rn9IuT+A38KkpkYspMK9ZaaPdU159xH0n3RKDhMYpMB65eRGfEqhSqWcGQCi P4Kx7StZXqGSC+IZa5LM39RgjmGUqbk/G17x4UZrBR6WUvtq9WwINiYbJCrN bMATN068sv0wDPOMdZINF1bgrbeuLfIOXDjfvtxD92QZftyj7mIlzYHk47lW hlsq8PT3WQOZemxI/1Ww+Z2dFzr94ciaqLKEdZgEE70klNX/UOFGNB+AXgT1 Nz07VIsbQfb8GvHBv0eB/iRmSPVbBIr4X/1peTIfHwa8PKAS34Sj0xf+UMuK QqvN+QeUi8iYMZcPCC/iyP6QKdFdNGFfIxysdISo+zSsWs3vwAJoULKv0xmj /9tvkpPK65NvMnHFgcAV6hlFKDiuzUPonzGiprmohfj9S0eF+KkV+Y/JxYyL h7/Yaem7t2N3zutISxpbiA/rMeWTqamV8xAeWXnqoaVlD+qWaUnaaHCEuKiT wI87Bgn8lNmFZyV237P7PPyvzjP32m436Gbi5luv/TSLW5DXdJfVN9Cw5JEB b+K0YegzybiYF/2I1yseKA6SkO41OUStn4raWuvWLMnsQ/HUqfra3q3Yn8l0 jz5HQ8axo55hFyk4mtF4JNVgAM/r+o2FeJLx23weImug4N4Lj98p3mlAXc+f cYYbB4TnEoTfDegJKjQKzlvrf1nlcQr+yHCJ1iW1CXFmKRDPoxpfV824bRnX Ayops1K0X35Ew/LdtzQqm4HYf9lw/sOeV4oFZOEcrIYUH3lxFQcKEPutGVZu ijque5UBwv0P+xaNuJulDkKejGefgXU7xMnscLfqGwKCZ1BA+tkh42zpIajS u2mg2EAC7bFCQ9Ozg6BS9/mK+apaENA/0QEgcH8LmP2c2J/xmwUPXi88aMvo g7VPGLyJNAxj82YNWyT1gJTE5RWZvYOgzEkeC75PAmX1q37Zg2wCP06gQJPH m9tRRTRw2mQaFx1Hg2sZLXFG+R3QzWNfiVuZ0Mt0s5Wvr4ehNVWr8tQ40Gvx LFgzomW8n2Gx74QriuvrIaB56kHFoyNAzM1mAB46B94+nHD1gfKSrBhIXaK6 wEJiCH6Hnmg0Vg/BidWXxeHUMBDnHgBzVRR4JcmC7mt1s5RuFaO5T8A0zRga mH+KtbDTR6Scb9Kx+tgz3tfw9rUp1Xh5NhLXW4acyR4+ij0NeHd0so6yS5IQ z3QJ+W02yn1u09I2p+Psh9u/KCc14Mz9Ub7RYzQsm32ED0nxyE2phsR4Bl7S YeYZTGpHz7AftXpr2jGAk5Cq4E3C/b4WUyx39CCxf5noG1uZr3WjBGeG3V+n NZmOFt5S02affAmV5KeOytIU/NFkf87ycQCQ63da5x7gzV3BvCgD5Uu3XikE cLF38ppp2tdaIFBn+3/kCC7eWHy4S39aByz89ds1w31QuM+74M/InnRDMhP5 T+n9PhLQulW7tc7Q0UXUYYF5UDesv3BWSVuTjhdN7A5FNVDB6HD+GlvPPoxY aj1Hbz0D1j9dcEIrrwVVF4aRNNz7waXM+7q8XQP+/s47+AQaEPz1CYoPx54O HiXBAsaJpQoTCoC3NHsUSkgwvL3toEV9DRA4rw8UBIOjCVqYLSLhChSg7Bja pze3bXx+gqCfG5oh+H10m86ECrjyxOqoolEDTDaoT9cLegEMaqeTQW0FDHza wKPQviDgWynFQMybbFQ0vvFgsM8HF+V0yKlnNmNHUkSKOrsI7XyUeNCWIsQ1 H/H8XEZUqBsZn2+/5ap1MAZY/mKZ6ZMH//XzaeeXX803slEwtrZF4Xz7ixs+ 7B1C77nn6IvnFOBn9z8NZgODuK4g0V95SiEes253zVw/iEQdF+CWD6phJmKD SOCpEpzQMdgjp8fFmNXc28aa1Vj3ITlIP4o5rjegQzF3tkE4Ey99f6tq1FuJ hpv1NaOf0nDewfOrDOwy0E9/Rbbx1Y5xvQRZjHW8ykwGt7SHMap3U9Aj+G2T dn0Emg5kLNc1TxXyqiIQ7meoNPyYrHu8FZ7dXuijnNoIBJ5rgb7ImHo7bYT3 PFaouo4KM04uydDe2wYTJ/dWRK6kgdf0R7+1n5eC9TqP3PizdOjXnIcacS1Q yUPdif4MuOa9JkD9UjNY/fXsSPzAgKmL3u3RqGqCZ3nhb/Q8GfB5zfbb5q3d wP7+qj+lYQAIvakdBDLOGjbwhnG+zrZWkEkvGssTGwaCvzSDruX2w3l9HOA1 ZZ1GeQmsFxwYD9/xWLGlTA0Q83cUPB88n2jTXAv1WSflldeOguY26lHLCdXA 1L2Xqqg5ItS16qCzxLgpr5Yj/FwjHN3Tsl1Hn/FvLm6sav2hqECGykUudKtv daBorkuNEKOCo/ryAoVN9cCfzmFGFCiQH2jS/NEMe73nvLcq7IHtGPhS92Mp XJJadtrwVDs4X2HMV2EWgvp+52WLroVD+CEn41ku12FQ9NNjDblm5MMDK1IM Xh9y+Wgr2ocvHtR+13hYjAHusg8TnBmopBOQqfSmER/1npTLNmHjpLjNvEpq Qp/ADO/94aNCvMPbi1Pv9FL2jeCoKq5QW9uM85scvlpGD2H2R39xxfv16M5s X6KiS8FTj8Jn7XZ6jx2BSxkmnlW4asMBjgK5ARy1fOx0T7ViYjqf+GeBiUSa VdhLMt4MpbVYiFXjfP74f8NAtdxJkbaPe1HeJb7TRIHXH3xc82oAC2n2/um8 +l77KOKiofcARmTFsD8ocvB8lw/dcsYQTnlYlRUt2o8/RiewQ6VGCX2kpQ1Z T075ua8fxZOsiRVWd3pw7eT/NmPjMLbNn3rM4kUPWlZpL00OYCLvaqTlN/Dm 5pbhk1ZpQ7j1aWRcxCAFX5tn9wVHcVEAC4N7cGvSA6+U1wNIzJ0G5IHXP+nW g+h2bbmUumsJvj3AXmv6bvAfbk6bsGxL5sVB/LRjao/KqUZcN5s0ptvLwE0b n5wzz+nG090asnF/+3Htzl1Uo44OdCpzE9Ok0jCJ//j1efjEtkLW1L8LJRoU TirXN6Lm4vktiiEF6H2QXmEyuWscr6IVKcfV3gvBorXkmPG1TEi4Hj9HeyYP /y1Z+kzvYPY4T4MRe7o/SNeCXW/sFtVfKVC7Ufa0UXc57F1hL668r1Got5Dh uriYpO2zXMgdPFoORn0wjoPJritmROyjAjHHMqCVmt9ieaoHiDmRiV+aWbGx N/rB+Zr6S4PJ7Thlx3WF2J39MMt7XWvUHRqy7yVIgHkfRId4BaTXsDBkmvdt syPdcJAvgKYPo0XTrSE1tyZQjckUy6hk4Yabh6RtFWvBrCx7XdZWtpAXJQE5 9dzJJDMmrp90arGjiy/2LNepiZdkjO81/I8vZH6kIrG/Y/7hJ0KHCcFovbVW Ji+6sCY5N3axfqRQz2vAVLsPy3xFnZHop2RcJVjQpeBEOaPW7n0FSrZF7FXs LYCP4p6/5k8JEe71Cig0W/de9mQy3Fx/ZlRRqhHIqqGV+pw28OXf7vtukNm3 YXakFBWCjJvVlQPJ4HnsRKayOAX07ZWn6Qy2Ar/a45PpMIlXpYab2uHv0kfS NmYckK3oh7A+MhD1ygb17GJVwzMdcOdI+p28eg44GPUMhtlSoPSHmKrZNDYM tb3lWI/0wJUpMfaJYkwgdM1OeOseW6Uh2gwELu+DIx46k8OuUCAHL3Zn7mDD 8fmvBo0bO+HDjMOYLjUIAtnXohWEOi64T8YZBnvaYbSB4rfvIReWTbB/YXan G5qzzHAfhQuHu1/36TfwrjuVXrZ3IVc4p5tgvnbL5FwHDqTy5VfpVDh/43db 9gAbxnWztrUbJ5nnDYKMOp9h9eIh8/3H8/2HYTrv1Cy3dOPGF35uyj9HxvEo fv7CCFEI5ULLzok7VbalEThDgQsEn0gCvjpknT8ELrT967S54WD3n9lxA2DC yVSvZP3lpUj6ULNIzacJTgmA2mM4+jJ4ZLnkCxBJcC+zl3+IqWrXayy88lGx ROSeqlMSCPEzjnxO1zVZWgE73OqnBk8kodgq4+uK84phdt+97Xq3Gah1O3ai PKcANjJzS3UbGNgg5jJR8WMy/gXHl/qvmASeoTVjhW15iosrF80dp31afKAe 66dTJlr9GRLqTN14y11UKuscGzmXmvcm6vP2c1uQXt4VDs5VJEnGNNNw29lB Exv1Yfxl/kpJC/rRRcxteYjkCFofkJgSL04neBl3CKfxiVAOFcd9AQHfNKBg 68bYxIRpDHRXDO+wntmHSbJ+7WrXqEjgVh5fuXxVWsGaROjKKRS8Ift38g2R Q1AwsDtXzoyEhL6TA8Q8akD1jBsRKls+CudLPcrApoUGqW1A4IJQIPTjDriS qMDbcK0g0AlWk0B4v8AjW7MUFzSAwBfZyQG/IIOnUS9o//ankA+BznmPG+Q3 XDio1LZOI7EZbpxNPhT+eBQIHbIUJrxd/TrG6jOktDod1gtph0j46a9oOAIv C6X91dM+wp72V/G5tCFo/nRcW316MxBzmgXX7Q40RhymgvnqT2VppiwAy3P9 qdYsaEiSPhdvwwA/qb1D6rU0eDCltDCcx3caT5mkaOnQwchpwV9bah/45c3f m1Y2AH0bLYY0LFog8cLmA+kFLLg7i/1NT7IUPuunWVosYwNnD+dpqMgptOAe zjaSYoHyvj5HxaJ6PBrgwivFQejitb8BsxKLujn9thbDkJXEB+C1eDWywi8z YBBaKxb4WvXW4vOBF3czHQdBfOqG/CAfEhJ90wdW/Q0Pknj4buq9tAewoQ+U xow+55QM4a02vgBbAziTr1iQ8GpF6U0dzzbwGh1I1pnIwOeK39fIqzQA47f3 G30yA7f5N4iubk+E+r3M2aEHyFhSmvvQ3B3h6sZt0UEhJCR0eg/Ii17lkzx5 ADNWdT6wpdfhng9p5CRjJg6fuZxm7taNv8rjV2eqDGKVw6HfOqIMjHh5Myi0 hYwPmi9pRtpQcc5t0bUJrgyCZ7QycdNf+ScKK8koKL8dHJwtescpnE7BiJl8 BZqJDZV5BXFOdNwnaFw6Ji6tXB/zm4aev2/0JA0x8IltfAgY9+FWG5fFhv1M pJYUSVpc6cLb2w8yjO+zsNtD86PSKTL+uld52ySAhXl/H0mp+lFwV1xUofF0 Ftpe2BZlUtOJnr6bb+rz9gqhp3QI/78DXR1+XNKwbvnH61nPZSlyGfUY6HaB 9yf78KZJbYTStUt4J3IrD/pWoH82X7jJAyPTs6nglI8Drk1rFB4XwrOj5yxU 5FPAni1lZ5BSDhoCgaACqPe/eCnINgAflqs8aYKM2es9jUI7Yf/JZ7mWZd3w +ygtR6O/BQTrX5oMEnvG/gtbQAFG6dgtlcVU4NN0ox8dMHGPR7v6IBWmnFU9 FsOhgYC3idDh1spFK+NW0OF1LN1CcS8ZTOPnTshezgbHme/PKi4hw15X7SY9 Hr5+vquEYubTBWcFRJIFgsfK7YTcAf4Nj0D/DP1Psr8KwP6ymkfeSw4QOCUE cNXBquy5QzDum3kF7guN6+uHRYKFlw6fdc7kaEfQgRvmU6V5NANelL3yX8Lp E87rOlyw+Od27RWtYLM3dZepZQUSfmodrMIrsuYHujByF3m3LqUMc45M/R7E ICHfvTGkdeCGEJVHkfupQvzVjJI7Zu1VnUbF+MOrV1q87MF7GW6shKMMAj85 UdCLD3BCBlGgY+9g4MadLPlEcSaqdRXIRjVRkeockJFVysaa2pDzmiSa0M9m YvmK9LvqETQMGOM1dPYQvnIxb9NfxiR0nOQBlGh25eoPtaFgzz+lYpeDj5dy L1noh9BxV8XDB3a5+Sg3+jxW7nU9vqu7dtHocDme0P2TobaKhnzYaazdgXW3 VO+p7KcgXwWwUM9D93OxjLCvZKEPXoGEvtKJBD+9g+N6O8Ej8mDxg2W/dY+W YNyCBTTdolIQ0Bj1TNCRUP2jzioC/tYyYGcB4Y/WCv2xZnC96fPU2LsDCN7X CQI8n1AIxLzqENZBJhB6Fh0kLp6YLlpwneBxNVQ49DDul6F0Jop+aYjWet8v vI4ywif6RhuvV+ysXPtHzZsKAp/2+SCKVPblhZaSwZbtMyHjJguNKBPq1XfT IHPq18rczRzUOiqWJd9FAlrQLR4jGcS8CPHJ4QcpQOxHxj8/cTv/gJIZWHVo fYVFcg98W3iDani8A6UDr+1VqiADwYOq0fH1qYUhvmQImNn616IaEdWXeAeX kYDNh7l3M2Hyj+XvlHvIoHlipbmOVwmxZySpIGst9Ur5eSMI9NxXFDAzi1DT HmmBeH3+ZiPD5mNmPAjYBauOTLdUOEuC6YKBxON3JpMNre73gr3AIKYCoZf3 gPtOsTfhNAo8K6DLWEv1EPuFSgEJAYFsguuT+ApjO1TQmmv109uAwKdFoNf7 qEvvfTsEasSjikgkbJIR36NzvvXfflHiy93ZbSDOerbSrKgSNZQDW6y6q//5 LoI5W1YPuRManhpqDCDh05aCUN/CIEe+QJMC5alVmbZxw3gtcJikNrMIE1ZI 1GcsHESBvSbXhYK+DqPhfqdjJxUvknE4rscz2IKE57ymUCNHqIRPbdiKIS6l c+NG+vH5U6cfS8ujUS1k7074PYzD1iNvdORvwZcA8QGN0zQk9IO7xHxg0wj9 vvwDoY9+IeP54GxHJZ1GfL147rOQALLQpy5Eh56A3fpZbRgqbium5ViCm+90 TzcjVY3nAYB5cPNay8oqSBKJmC5TH4K7f7wIMyzpAGIev8ZS0+iDcb/7x307 YT5l4B/uI9utmqd/nQnOq99eUy2ioN9tv5XRt2hA8EsGpnT4s6ywF6ZXT1uR 834IU/h0YlYHOJ2+s85ddVTorzSC2Id9XSF+I/gp4WKBtXs1OF5ODzUvY2PH 5V2LNEtLQOB3WHFw7Lu6kq5INpx35DGR4iEsbj3ar/LXDVxnF890cx7B1jij fD3dChx5+/Kza9QIDt3U5nX2RxTwjqcjOF1u9kbFe/U4zq9Ezr7U0yvIwY4a v6vGMiyhPpQt1Pt4/NysKETRsRgKpvpMMb9VLdSH0oT+fSsu2Hz7lNndBLhC j1tvoVqDApi8pxDeyyf32NihcC9+BCInEyPkqVFCvbkFpGsqvyicaICAHHcZ pe1kaF7+/pEhpRz038dJJ8xk/OMJJhcqD+e8G4LiT87JBontIKCje7lA1FEp eG6sPKKSNgqD5lejjF0rQfu1hXJ6PUtYpwi1Mk92qC+gAT8loD29BIm9wQbC /+hBfru5W4z+2yfDC8fCM3EQ4ue1uymqkDFooV6P8u1RePmf71mI7MPPN3NW BR/lEvroSwqO3bNeneMxBDc2fx61WteDjX/Et8V+6YfjAkOjD6Uyp7kGHSFB 6283BctJPcRcWUkCTx5LNVDORNPqei/Fu6GgEqBBl2eShL5zLuEzypOE/kQ3 JvHtxQwqge+xGd/My2VqraJjUUf8fkOZMnRwKs5MOs7E8NumIosk/fGB+tCM fP1hJHTNdjyS846Zw8P/ihT6JkORDtze7e1uOcbG3i0Xj5luqcaZhzaR3F+P Yq9MQsviLwWI07g99Aef0KWyQFRndyu2Fb+4p+g+IvTlEV+dfxOilD1C+CC7 0mESXWGj7aRhpIa//iif9AQytPe+ICMX767Oerzy5FPQ6pRhmJIH8SG9vFLv Jm9uCepsCHcIBmoXHIrasMpQawDH9dpJic+tjAoHCHy4mQIG/HGaMIguT01Y CgvrYV3nph6lrpF/vvx/oo7DFJsRPFZ66K7mr2TYL6PUoTR3VJibqIUl9nY+ SndHUP6is6pJWgecmMFD2AZcod/TAQLdSmMInVtPqEZIUKGab5dw+3Hdu5RX CZEMMD/Czdec348az3wSE88xgM+21FfQhPiDh194P9X824wvrN89lzMngaBu xJqEfLARbGbe/K7lngHt77bPCVIlQb5Tgae+axloWv0O0nVuh59WXaFm3VUw rl/P/PwhyWRnJ0xdz/ysNtIk9PPzhTpkMcRN4Dv7NTCeJ3LcW9em/aIVCk8t MDNxYuExPpxUrcfgz9z9IVNGhH5qKeETzuXgax7KUnRIRj6alJvBReqROu2p Tk/hjMO8r3ILuOM4AtLv5DkVfBnGikq+kVMB6ss2O4TL8XCMs/gFm5e5kMaX Wwy6hPpdqXAefkTfZx6fzKfnw565NlyDbRVgFcGp1JUuh0fGWfE61q0g8C9n 90DX/YO8H1FgWI4/Ierh9G3KQ7Pvg7D9+CETZU4xEHubDUSOoBgsrRbIqJwY BQmBofsY1sb52dsmcoR6RibaN3VUkNS58HitzAX5lHoU6P5ObOBPM7XtPDyY WadpFD4AcxNTMjTe0fDQIu+QlH0DEKjNAUPZARSMrYMc4Ksk6g+oSBrdZmRY zgS3PStlUkQHsOScn5buQwbs3iifmsocQN67Zpj4smCXJd3abe8Ingxs2m+Q zISox1qfte/SUdldvk63jwH6BxVEQ6vIeCeq6D15xsg4bidw5h0GrJlxTMRU vgtf1Ssnh3WTYTyX0j0jJD2khgzjubLxPUXw8QLhfM4X5juCkPBnfUG4V4HQ 7WPQo+vQkeX676AvjC8EdwrzM/lCXbwKJ/Bl4RsFhK+zmYwzIqtrzEKqsFlr /wJKOxcJPaoFizqlrcj7eX3d7kJWrmn85yfcyrunYBHYjYR/OCTUS7oxsbHn nKn7IJLWkpekHhHiilUMPNowIS3eg473zd+6x67tJ/bJFDayg+a0GSR0EPrH 1SFsCagbtc76ALsmcNdHz+kX8tJ6aG+hacQO9KPAJz6bDeO+/0r5PW167SXw U8F0m/nqLiHOboWR9jpXjSct6F5r9EVlUaPwc3T876NdW77IMO63mBquN4mJ nQyDSqPEAby79qFV+ETqP/+FvZ4v9FHxyvbO6OxdbBTkiNppGNy1dmHoZzL+ UF13M+QCmeCVEl04z2c3r/J7se7OAR6CqMTDDnezww5ThH2ShoSNRMKmo4vv FP5aAQI5kUTGS5ITRlU2pcEnysetVr69mCW/83liFUOo5zcgTYrvXNdAXj+r TPV7k3AftIAwz4nj+u2h+0cuq/6koJTOBWsdaAVhPgHfy57cbaDUDo99mJLm c3pQKahodpgzBd5ddZqv8awF7fS6s/WdmUDkEtuQ0DFZMEEwgEhI5Pn6weqR 71+rkF4MaeILJ+Ugbz/lkenMQeRfpd5YGwpyghe5eG6LBNvAvwMn5OgdyIgd xBq5pk7jjE4cz8kSumYH2s35MqTsOopRZqH0WHc6pg1MIXkkf0IdOBmg9piK r3Z/3aLMw01EzrYZY1Vk+108ucJcYQ0K8ggTPwl9gjiizx5wUSrdOHPptnjk p9fcOkeEOlYDUv8oNQU3cYU5sY8oNdL6PXMtGwtj+2sd9N+AK6q1Rp/ux1E+ 7JmSTPh6NAbyb0NrLB24x/iBGBIeUJWuNamuBn5KTquz+R8vIeZrOlYP3l1m +rjrnz+m9n5xlyGpUqiTFaHOri37jArSUcinidyGFQ9vm/0XrZ/BxLdvgrOo M0bx8nKHe8oXKWgsWAxMbN7ns9P2SR9m+71eePDPJ+zClMawZxQU6FWeP1BM 95GJ0kQKKhZuMjoS/Rlj00pMbJ/24e7/okpI+7hYuqD4TdA6Esa4BTQa2bCI 695Zj0p5UT2JE5jj+Wxkf9m+PyKNginvS5yV9zYI85RtOGvWvl/GnE64SLHY aXewDhceZVlr/qGBoH4a2zF/nfcXpRIyCOzn+kQcriheGn+ILvS5cmHsxIvf ORuHQPC+FQ2gtyHPJKmFt2c7xDh2b/sInsjm1T1/H9+nQt3XjdTwRVSIfdF3 yJDKBPfBBUUGVR3QMxiWr32MDkR/Fgtx1zAMZPskLA/KB4NdsiKnXnwDgb/t 0wo29hfo/dzRf/m6KYv7ek0ODkLc3zM8QNyG3kefyI3EfhPm7cIx3yP76FnH H7DvZ4W0nEchrLpvdNtiCRtYqRMTtDw+opggONcOhD/TgkvTtqRZ1HZDZPzs QvOsOJRVPO6oMrEJvk5cLG33LRc5HFFeCbUJrzMWWC/uZtbiFRzP7czbIHXF trJ3nC/gtC97GRE1VHSImGavcq4R7/LjnV+GkO/yGFq1E/Pn3AiSusYOgHMt TrI+RE7xHcDVrWSmZk8z/pjO7ygyalwkuSVRGMJ8YxGmndbT15rbipMdM65b OUWC49IBCYUDJIxf53ZJh5kORL68818OfzyvqbSGn7hqI3BGfaUwB98BlFjZ EgtWLYqc2pqoGFoPZzmeecYrOoW8pAwqw0ckEpUZwjzmJSJPajGK4zi4YG/1 87hpX3DDfxsH1N6ko8b599TQyaPCHG2qUDdk/8t9ZtpPopKcuUjg7l5Clz49 ipEXyjQsn/Sg1vf23UHuXCR8qF70Nn5jaLZ3EAmdthWFvjBGPuULb91ErvUe C/UEQYceJPAVR5hPjAZ+WgXth7GxJCJgqfwd7Ltz85Z6HxWPXvqgYuGSKMwX d2Otb9Q9W7k+gr/85PHdm2HrY5n9QHz/oB0FORSncf7Sipv5QCR6EG5vUTug ziki9q30CDwSOT5Pb14piM1qys9GNhBzIxf4aN118Qh4Oy65anq6Cn7rL/VK O8WCj7aic5XWNhK5Qheu0EdvhmbJzd+McgeA8KtaQeZlt3pKKxMsldOdDC3a CX1YnQkC/8SNBPOOZJXb9AjxzwwazPgttStOnQ6Bn13V1Tqp8GihlKuuBgNK nRzTYiXpQt+8HL7sy9ug5dD6D6d9rdhwTV2aJsxxpuPrv1tlLRq7YO/eQWel sXrhXIyA+TdknulvZOIafhzh5Ef0v5ST45Y8ghIqTzdaFXcjn6XaWg6j+O6i 4Mxvg2gn7cWx6eZg9LzZJbQHo7iNIf04bw8HG6XjQ2OmfkYnfvDIgoWCfRk1 igLYM7Md7ULPDuydw8VvR1LsbZb34ip+AIjFRV9/lTPawy349ERGtkEeE+nV nj6222qxzPX1JuPWAdRR9K1Y5PIc1XpF36VxB5DIi2cBkeseEPZt8bjeL8wZ PoZ9661+mXSwhDy6EPiwNdGRgU9YVqheSBP6bTFAmRTRlDNjSDgn30Nd8PTN BgFMIPqsHFfyhaRghjA/lIhEboICC+fPvOUuulHIL8iwvjKMx/yqQJAHOdQN DVsfe2i/aoXpZ26YWlzOEe7lUpDaV9yktb8Fd0cfWKI+3AQttfrp4TOpuPZ0 QYLq+mYI9pnkp3uCgVunzrtjhB0woHH6bpYFGwndrBMMlNWkMn0HcdqhB0vU JtFgdtSfJcrLKMidzw/g9wORd6aM5zmhxI/7RX5SEopEUUp16HQg8qy5kP1n 93uLwW4gP38UFiZOgVRlu3U6XTwe5Uvy1treDy94W17zZwv0qK0UDSGRgMCB NcJ8FhmI/F4dCHOi0MKPtU7JJb5f4xWPm8OK2pc+foo9DX9P6+xoQylN81x5 xcJ/OMxH4sIkM+dqZGws0ww/QEHCd23Egctez+WVSMRzqyVh66N1o0p/yPjh xU+auh0NxfkCniIDVYCyNW4fDz8+SMfUvAH83vVOPrmHiUYFkztSfjHx2hv9 fcaxA+jLQ8VZm9mE3sxm4AaU2JkaMICnRA8+0/1Nx8AbJrURoVQ0nbjrsU4V fTyPjLPN5xxMimZgnNW8rrAQCh4P1poddZWGfgfq66GwDwU2LKcLFZ59PWW8 skuY58gXfm+Dgn7Xz8nApnz8H8t8yaE= "]]}, {}}, {}, {}, {}, {}}, AspectRatio->1, Axes->{True, True}, AxesLabel->{None, None}, AxesOrigin->{0, 0}, DisplayFunction->Identity, Frame->{{False, False}, {False, False}}, FrameLabel->{{None, None}, {None, None}}, FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}}, GridLines->{None, None}, GridLinesStyle->Directive[ GrayLevel[0.5, 0.4]], ImagePadding->All, Method->{"CoordinatesToolOptions" -> {"DisplayFunction" -> ({ (Identity[#]& )[ Part[#, 1]], (Identity[#]& )[ Part[#, 2]]}& ), "CopiedValueFunction" -> ({ (Identity[#]& )[ Part[#, 1]], (Identity[#]& )[ Part[#, 2]]}& )}}, PlotRange->{{-1.653981, 1.868892}, {-1.653981, 1.868892}}, PlotRangeClipping->True, PlotRangePadding->{{ Scaled[0.02], Scaled[0.02]}, { Scaled[0.05], Scaled[0.05]}}, Ticks->{Automatic, Automatic}]], "Output", CellChangeTimes->{3.764181749939802*^9, 3.766446469555615*^9, 3.7664467539037323`*^9}, CellLabel->"Out[42]=",ExpressionUUID->"4c2f4e5b-4b4b-4dbf-bbcc-cc4398b0f533"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"avgs", "=", RowBox[{"Mean", "[", "acceldata", "]"}]}]], "Input", CellChangeTimes->{{3.764181409889127*^9, 3.764181442609482*^9}, { 3.764181514100668*^9, 3.7641815148825817`*^9}, {3.764181607119375*^9, 3.764181607403371*^9}, {3.764181758111438*^9, 3.764181767887418*^9}, { 3.7664467585493793`*^9, 3.766446766807788*^9}}, CellLabel->"In[48]:=",ExpressionUUID->"f29f83fe-0d9c-4ec9-a48d-4ac4733e0b37"], Cell[BoxData[ RowBox[{"{", RowBox[{ RowBox[{"-", "0.13216070327102813`"}], ",", RowBox[{"-", "0.08165148481308403`"}], ",", RowBox[{"-", "0.07265902219626172`"}]}], "}"}]], "Output", CellChangeTimes->{{3.7641814300122833`*^9, 3.764181460376156*^9}, { 3.7641814985945263`*^9, 3.764181515876246*^9}, 3.764181791217758*^9, 3.766446498975295*^9, {3.7664467602420177`*^9, 3.766446772156131*^9}}, CellLabel->"Out[48]=",ExpressionUUID->"911192b6-57f2-4bba-ae51-8381b6d18c6d"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"meds", "=", RowBox[{"Median", "[", "acceldata", "]"}]}]], "Input", CellChangeTimes->{{3.764181613250167*^9, 3.764181618795424*^9}, { 3.7641817603848677`*^9, 3.764181772489642*^9}, {3.766446759349456*^9, 3.766446768195026*^9}}, CellLabel->"In[47]:=",ExpressionUUID->"9c3fe212-89fa-46ec-bed5-0affe4811ced"], Cell[BoxData[ RowBox[{"{", RowBox[{ RowBox[{"-", "0.1184425`"}], ",", RowBox[{"-", "0.077273`"}], ",", RowBox[{"-", "0.097354`"}]}], "}"}]], "Output", CellChangeTimes->{ 3.764181619514329*^9, 3.764181793290881*^9, 3.7664465007700577`*^9, { 3.766446762089492*^9, 3.766446771171714*^9}}, CellLabel->"Out[47]=",ExpressionUUID->"e15811d3-8949-4dc8-a5c3-30fc0630ea07"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"halfs", "=", RowBox[{ RowBox[{ FractionBox[ RowBox[{ RowBox[{"Max", "[", "#", "]"}], "+", RowBox[{"Min", "[", "#", "]"}]}], "2"], "&"}], "/@", RowBox[{"Transpose", "[", "acceldata", "]"}]}]}]], "Input", CellChangeTimes->{{3.764182021637826*^9, 3.764182027880066*^9}, { 3.764182084668315*^9, 3.76418215424312*^9}, {3.7664467637732277`*^9, 3.7664467696198587`*^9}}, CellLabel->"In[46]:=",ExpressionUUID->"ba904e9b-6ade-4303-bb25-888ab020ce48"], Cell[BoxData[ RowBox[{"{", RowBox[{ RowBox[{"-", "0.126896`"}], ",", RowBox[{"-", "0.15289799999999998`"}], ",", "0.10745550000000004`"}], "}"}]], "Output", CellChangeTimes->{{3.764182125716653*^9, 3.764182154478059*^9}, 3.766446502854917*^9, {3.766446764178523*^9, 3.76644677008735*^9}}, CellLabel->"Out[46]=",ExpressionUUID->"3860be71-d612-4c48-bf7c-2328dc7cb9f6"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[{ RowBox[{ RowBox[{"acceldata2", "=", RowBox[{ RowBox[{ RowBox[{"#", "-", "halfs"}], "&"}], "/@", "acceldata"}]}], ";"}], "\[IndentingNewLine]", RowBox[{"plotdata", "[", "acceldata2", "]"}]}], "Input", CellChangeTimes->{{3.764181501987578*^9, 3.764181558842853*^9}, { 3.764181623169281*^9, 3.764181639417089*^9}, {3.764181762202607*^9, 3.7641818300440407`*^9}, 3.764182158698262*^9, {3.7664467784495573`*^9, 3.766446787767521*^9}}, CellLabel->"In[51]:=",ExpressionUUID->"bd9700b2-e7a8-4e50-89dd-94e26b677ce3"], Cell[BoxData[ GraphicsBox[{{}, {{}, {RGBColor[0.368417, 0.506779, 0.709798], PointSize[0.003666666666666667], AbsoluteThickness[1.6], PointBox[CompressedData[" 1:eJxFW3VYFHsXxkbEbkS6uxsPcrEVsVFRsRALFRUVCwsRvYpiIBYl3V1y6Jba pWt7l6WWsOvbmcX7/eXj87jr7MzvvOetkT9wavPh8WJiYo4TxMSIP8O2afeo TaHC9gbfU2pXCmFYUuq7aiYFpnyMv6w5pwjKZh8fUhejAnTFbFf5WQi/B5Ya qxRTQO5x+pCqRhFw9jpvV2uggGdHxi5VnSLQmqbyW41PgeuH369R5xXCjZSn WqrBFJBVVyjS6CoEzpPofpWv///+v58vj1uToexeBN7bVY+oDVBgpkpJmeqh InBVbN6gnkCB9BkzPqt4FwItWK1OdZgCr9dO9tJwKxy7bgrcIT9XCA++ZQWr W1KBz92wQuNBESh8Wyun7EGBjyam4apaRXBg/ffL6lZUaGUJ1qjOKYSvFZu8 1AIoYN6vbq76uRC+JMQaqU+igllWt/B/KoIF+n16Kr8YcHxv407txBIIu3fB S1WbArsfFX5ScyqC/L63VlrUJqg0KE7ScSsBb4XOWvXyRgjt5B1cJpcLGy+d U9TSaAKJaQNTrPRyIX3UNVp1hAIWtOwDKy8isC+vVDC62QZilQtT/bzOwKU9 6Gx64iO0fHxwzeh1Nuy8v3Gc3tsKsPFeWhqGFzC5yeGYbkgF6Cj4VixxTsbP ds13ZF+nwFN/h++25VHgteHNqpI/V5EnO61e/vRTWM/13WybGI2aze0uGsVF oBMxsVjJqRAv7zfYpqdRAqmP5v80Ka5G0XPNB4PFD7mGQZX4I/RUg5FaOrBW /fQ1dqrG2GNrVpkHfISF19vnKqU3oOvD2J8Gi1pAY9kyectTXXjz4fa0MEUG JG1qOqWiwsT2oM+7LTd1wpFG7jFNDzb66V/QlpelgckEJz/tKg7G3R54YqbZ DlfFo1cmTObhQ6m5B3SiGsHuS+zxVGk+Kr6K4ZgrdMKBz8n9qcZ8XNk310Y/ uRlUojMmp1fycXjBzEHzxFgY5ETNyHrZh5FqL0p1c9NxT96n/R82DeA5av0Z 4+SPmHXm/rcs+X4MnLNm1MC3ClXvXHpkuEH4fa+YHSodFDxM83oeT+Pg658L 3milNWNa+KUy9WwWlsYu/Me8vgNlZ169oLmOjcnHL+com1Nw9sOdn5X0GPjV 1DVhmUw3thvQtJSrGPh5bo2btn8TpkzZdUNek45Ndu8eGTAq8dkq08KQEDpS I/MrTE4jhjQZDZqt6MAgDmuFCi0FJ682uqGwoAEFLbUH1J8Iz4/vmd8q89JR UftZhuLrOmhbZElXNkvC1xtWiZneb4dzGb3v1ceXgs2cz/1KIQywmW/qpg8t ULyb263zgwN/7/M+G92OLL0+uLvQLiy8kwELKeu/WKj3w5ED2bNikA0O7nc3 HOIMwdewuVPDpZiwY1nVCM1NALD00eJISRYoie+wCX4rAJmCf59qP+HA54DV R01m9sL6LRPNPtwfgDUCbyMNAQtSnBmPQuyHQCYsolz+AA0m1++q55iNwMRf d2T0PZvB/kVJMUdxBALm+56DiC4Qu//zu3y6ABx/WLaHZtAhg9Lk4ywtgIen dwlCEugwi69wJ1nAgwOt1fJRd1jQOlW3IGomG6YvzIqIsWTD6MMt55QWMiAl dcvZrOV94GvzaabC4jrYauH4hysYgQGDnxFL1IIgKFQIbK6j0DKDODnByIGw 7rwZg9Cww89FK7AUtzdWDRot5sMDvRVZRtda0e5YW4nRFj68TCeQi4Hk9ZnS Yb6Uz2HDKXxcdeahhUV8B+zOWN6f4dGHxQmORSsGasFPy3l8xkAv/sWnxysn 2aeP68UF27zPmPqEQ4X1ns4kxx7MFz8109bmIRyfxfHQ/cJFW09faQW3etwf WSSRcaUXxUk8bEYv9QlTUkd7cEae3kuNRU14m/ghRzmodGPyK4tHXRjK32Eh K0NDES6zcfX7lnozajuWH+6g2ox04yJ+YqG2bDOKj/s2R8OMjZVLnDmWX2uR +dD0m3Y2FzN/SMtq1xSj5YM113XvcNEx0vijpX0tXr6luz7cl4k/iZ/dUYEB xTtnG9fzcdm+FCcTi48YffBZg+GHHvS6+FxOMegJpLnr6mnO42AkeY7vQsa+ ZTv1nXrw2GcbTb1DaajttH2/oQ0fNU+tMtO+mAUtI8ZVh5nDyGG2OejXVODi idtnaCdz8ExlxxXF7Dq4vjDdRVOXgzJz8r6YuiIm0XueJUvyUdr2WaB1Xd7Y 7+/HaRlXlJStG9CvwHdL3B0O5qbSE40EVXA65WKSnh0Py5+zew1+5mA3bZp/ 1Hg2Ou2+uFfDpBgMns7t11DioKDc8eTvfXcw+Ks+J16Zh64qi2qMqyshYbLa dGOJXjxUY/hZeQkF0h5QL2uofsIBqpObHjUNPKSORuUuHcSAgkWP1VJTwX6Q 8SvzVx/u/bJdSSUyCYZea8ulyvBRgdyLJVBpPMnA8n4Xzl0l46PVUAp1mafl lKY1YOAe4gOFIH3LXnzpuQJkFd4QHqFScDdO1tRWbMIK0fUDR6xA2vraRzhn NhJjbuMH+VsNj6vLUeG7zKdmTa1MHO2w3aHgQAeHuXadU+Se4UCCzJe4Jg48 3PT2knlfHs6K97K1/tUPRsfy1i7z+IifZv07IGcigOQ7clOUq4sxX+mZOkdu BA75motb7KrC5zIbPh1aNgydqYsj5KPrsNe85yrz+BBsaNvaqfiqHg82dK+j 3xDArlmVP8wCP+JwhvXyA5ZDsOLGsseqayhYeKSX5nxKAE/ky5oMb7eidI/k g1ytAejsDcvT6m9E474vxRaNfaB0rURKx70Zz2rv8kpv5ENpp9wuzTYqqq5p Xp/XOgBTXh5iafU14el/HjTnRg+AQF2s1NA1F2dNmbopT24QcuvLrtgExWC5 Yubj5BIeiF1YO6X3jxNKnr1pYn6lHQJW+t/XT4zH+Feb92oGN8L5XmNrNbUk OOFaaQ+RMTDo8cFohRfC1sCPTL2AHAz3NhFbMisJDqU+jFbxoaKdg7Gnsc0H MGsqOWnk1YaZ5LnOApewri3m/Z24Y/C0pZFWOljIn6tTfs3EGe0LDpuU50Lz vPI+LU8Oui4f/FdeLAAnrzs/TteQh/8eeuRgGJYOtw+Nm5v5qRcThdtMYVEE MmTWyWbL9WPubYkZuj6R2PDxt03WyT50mL+lR/V1ESavR7vcT/0oTb12XHVt IVrdE/+j4ErH9LaivWrORdiOyQ1h85ioRnF1159ciSZytk7mlztQ65KVNpyu Rdqwo6FBeQsalO+5rV5JwY5bs/x0g5vx9YJcnubqprG5ycFMVuYWC8cOnCc6 pzhJvy5NN6gZb2evDta6UoZt45rnGxa2otw7GeGqew1f3/3stDxWjWKSE8cZ nMtE110HDhsNV6Cavnis9K58bJ5994TcnjpseVY7bJWJWLN4U9uSK0mgLBVG U2clj/GpBti7+u5dvWulY3wsE9QkRu9ZremEJAv3MEO9bHgUwZ4S784BCe+z 0w2NskH4o56pzmLCeXHpqUYtuWB35OUKtXQmjBa+mab4oQ6kvB/5qM9mgf+p 9Cx96xYImbJssmYNCxrOEIPVCB7zuJGhTDo8mUiXUNvKgua7n1bGJXLAN6Yy T3M8Bywe+f6xDOmAwye3WOlocMHgD++V0fRW4LluW2dR2QfnJrX7qOZQQCxG cZXFrX6YTuJzEczouGHBrh+G09qTwn7N9MOnv0aMnB0E8Nv73mT1i8XYd9Jw PqNeAG5PZIc0m8rR7X2zy0H2ECRO4D5Q66di9o3xg6wtw6DA4Gw1EKvGgLmp FfS5Q/CYnKMyENBUZwTJCsZ4NRU+lOps+mA8AF5ZC7Rt2rvgtM26HYnTeaI5 rGDCeO09BSaMNvgsZEGa1Wz49E1NUUcsDZYlMtHGbxBcpxqM15AuwyBXmXyF PwJ4vfiXq9nhdkyY4s9g+g/B7TcHGuWqaTh5Hr9HMXEIfoybKSl3hYYFD9Qd mSeG4NDuya/fsxjo4nDytMJ3AYRa+rxRP8dCx3PEoA2A4YaWawYre9DA8Ux0 mh4fJp6RsXe2EOCPC1c5sRs58Ezt8jrzfX0opT3FM7KfCaeGd59LpvLQ1pld p7CbDis0v4xPsRXumTrPrwabWqHgd29H6mI+6n4aCVeYXy/ij+u4SJm17ath bgVM+Wfp9kx2L06+cm2RvFU+rH3xWzmqmoX5R5RsFVuCMOQf2uqg5TS83axz 0kzrI5pU111U8KGj0ZGrlfo7W3HY+X7nsphulD1cPCloEw132c3zN82vxrZd +5RS2T04unant1lTB67b7cQ03MnHedUBN41r2rD02MifaEUOSghZtlJdIR7P 2OMav4WLiWlfojSMMiH8VbFc4jAXwwStFmYtMZDf8E2gtZyDK9N81FROUaB3 3Iif+jsWWsSv9HjPZkC1qqZ3zAQOSu7s5Jv3dIC31c0l6rvZyLr19mN0LRsU ZO69iBhhoqzwbsbt5oCI37ZhqjQvOP3fXlh0U/qpHqUFa4SohoWD0Nxp1Shv 2oAPhqur9n8RQK7Xi8UmldVoG09NkXsqANYFirZlcQ6+zB3nkndrEPKF2/fb uwd4+JeLkCH2g01t9sqqG24QVvTPIpg+CLP0snPNnXLAKW7uC+azIYgsPv9A U4cKXpScizAwCKqu/kWqb5iw+mtXd9BVIW88vUdfMZcOJA1t4IHb6tDxqu0U iAuNnhoyQAMPhvluG9c4yLzEDNMbbAE/o8w4basKzKycK25Z0glfnk3pUXdv xK9SN5kGbi2wQIy52Gi0SrRHtnXAwTVZQiZThwR71u8rBR/hOOtdbcFjZ0r1 VF0zgK8ouPvuOg39zTRDVL4LdR7zc5VqDAttvt1cMEcvEC0JmHHnodgE5UkL 8s/Bz6cHkzOv92GX+dNgjfBiOEH9xyh7Qj/qbdl1fZ1YPLYvubLfoLEHaQ5f TyyVToQBhfWbdKZz0fXrRlMH2huIPLtCXd6Rjm7fUwip+x/+rs9PeKwkHoHD hp+yVzjHgq15fbxtZS0WO4bvU+iqA4f1XWKG3S04h7y/nbD26s62qCwW7tL1 dg/ppEFw+zqp0E90vJD3Tkq3kwPZBpEmZrM7MHeC1VF6sgDOEXjoyMeCyDB7 G/9BaNeuGJcj1Y+Tb4ottvjcByVP3L+YL+vHyK33kjPm9UGcYZ6uzjbumJ7o hcfqsjej61nYtd3zpEkTHy4QOHmQgSQdu8QFhnBLhEoxUCngmIv2JA7sbF3G 0t7RjLHuwcMJbC7wJxrNNrGqwjWtCkdNPXtB8qSYcBUVYqSbzu/0iF54PqPp j3l1DoS6z00zyugBl9sZU+Tl6kAobg1Mu/nQYN0rhIJmODDL0Tx1NR9+yJs4 mq1ph4t1fdkZCr2Q23uiHAy7odFqFStn3gD0vH7HMBN0QPb6DTdNlXphh2JO g8HmVtiVGVvoIjYCNeP7Z6hPbgTFoMLZYXOGISu6L0fhaz3YhJ7r2TdHeO5/ blCzy/8ABzSFm4stADVyXz5DFxw4x703An4HvOzmqoXgy5ni51S0R0DKLOi9 ZkspTKW5DB2QH4K/8zzd3g7Tr/WCQonYPRWHVBDpNTp4BU5eMSK2HZxiIwuM JFtBjjL3+UWbS2hFEsR88Dq9885HsR1YHVGWLmkWius7n+3RywxHOZLWlWHf RsZZ1ZYMbEvhGhhP7cDbUPTK+GIErhbpD3yYYJ2iZJOGBCvUW8XDsPTpoXIX wyD/gFAhqfZj0PT8yXY+MaitJllpJNWLEjLdXca8GJAprplnoduPG5/vGjRt q4DHztEv0+b14o30xljDvDK4Q+3v03zEQbeFgb1GDW1QIj1xaRyfg2Hntxov p9bCu2r4rrKBiVySl3aDyr/1FtFSbFywcBVb5RgFjAjgVWci5jxTtqjqhBsf zS+qpDJRxBc74HXVdG+L2E5kxiwtMee3w9MT582V5ajIO3nCI8yTAXYkIcrH XWs084JP08Ar+UCmhVg0Snz4rbTsQhdcIH2RHPB796+T6fsOEDuzI0EhtB6E IspeeQIFRHPWALzD86q045pA5E9UwLPmtTyde80Q19B53oSVA4Pkg2iCvePW LzYLigOT2tnfdN43Q6JcUqe1zV2kFB6ebzKhHfS+GqnqGpThiYue77X+aYYF RtpJBlJtiG8TduosaYG/ekktq0jF4KwQnyJ2TUtx6MHAJFcLy8Wd0PrSlmv8 mY/ep6uTVW9Q4BHhb6hz8dbGs8MKc+tB+9oWx6ggFtoLT6P81gLYY2LBjchk YsS0pO+Kkilw73Xe24RWLi7ad9lljVcgOlg30NLTe/EJiWfFqCtkAYmNPNxq EhulJVGGE8XK3lq/6MIxfoXnbgXP0OwoRj2t63najuXo5e9b2tZ9D/PIvZiP Ij2RBA+6523XiMz8zx8T8RAhf0h3jtKhvYcHQrlu4lgND0geWwpvJ1TNNvDL QBIXAumwQfOOjc6ZJqy8L3wCs7kQdbz/arQvGzMnnK8MXcKArlKXVdGn2Hif 9OVYIDF3ZUryLx7a36iuCflCg+IZQmUxTYCeD8svqJ9nQWp8vXvQKoEIR0NY 0EWssaJeTDl/OtFUvx0+EvPtzUIGeY4q4eu/woEI60E/45pwRa/7WBFp8CBn eT8GbHx0cvHpcBT5gGz8kb/trU3LB9H50OYiLaHyTiV6oN672EXxD7nYYSwf p8+rxFUWExR1j3MxX1Fjq+nCThSyh4LwGiYWX/wYYxHTiZMIXiSgY5KpvpLq XBYyfytSgik0/FgTckHDmY0VpI9JwTd6+40029notfTPpJtiRzFx60KBQVEb ijlERjzKv45vX5kwjez4WCfJmGD5uwquUPclJNJ4+NxW7oXZcDU0nPMwMKvs w82phNBuFumiExwssHgoq/EvFQ50TA9JU+hF67Tv/GgbNgQ6mzXrFfFw3TKP hWpRTBDpWj7ak8+HC+pP7yQkfBLqfQvZt8rlDKjwDzuuso+JB99odBs+6YGx c47nFQqEJ6MHOgPP7VZYKNR9pPHChAByXsMxb8P1z4orGNA5aa2EllcJzD00 cavZzXbYWBkmVFJtcJO84Gbg5ezeGZJCA0qHxH7j5+VwS+RjQJeCXpOp3gdQ CJ3wJPEUDwIPXtph7ZwNZnpZmw5pD4Nof6fAuO9X/3BWjMAEO4J5ZkDl/C62 wrUhuMmXtTNgpcLeEM/jzpoCMIy5kLlUKh9OX2hyy3Hoh9/Uiz0q+hSwlN7z Pud4P1h92Pxc/mEdZJJ7QACRXVItGgVU0X5oGII95KJuA3zl1ir/W6iP35Vs VtrHgFBODOtgxhBM/zVXCOVs6NNx2Ow8TgASzaGnrSW6wdJk/FD2tX4YjO30 CDanQeyDlcsSLnLB97HyWa1BNmwa2TacZMmDce+DV8pX0IBzcVKI6mEmEKxF 254DBYVrAiG8W6Q7xZkgmPP6u81wF4wenf8reDEdmmKJRd0M5Q13dSIHmdC0 es5tzaBEmEfIfWMBPCZ0DDUF1Jqihq0Vhfzt+D8lZtcP4oLCY1r7TwrAhsQN T1RLvxmu/HwY/s6HxJvmFmX+MJi+/tYoLZcIJgHedEWFYSDp3MNiIH0pnaEx vMwA9/dvJwVfEYDj5MbJqiFFKKLHg2BnuDFe3Y+Kx70aHELrhmDn1uIepd0U 9L2sdZU3fhRW3r4+28ilGrXa7+ayo4fBm7B7Q0qx4djqjoPqwyDiSSVI2IYM jgAGujYdtK3+AHHC25ll3wfSThYcq4Odoj0f1g5rDwpvVDgLCkncKoLAF0UD lpMHIJL02b1A/MmFGYfVhiHRLdfSYHsFfro+Y4Q9aQTayLluRv+SX6vCJ4xA 2IK1KhEeTMx9wsrKezQIHNmr/uEFwr/LEg7WIBBfE+nLQt35S0YsGH2gnOZg YJ7Wh7mPQs2Th3lw0C6kLnmgB5/UPT+rHs+Cha8LunVdeGh255mERjQLZszc /9PITcjHziw2Na5rg96YmPFpi3pRuIRSFI7VwRY77225swcwU/dIuuZoGviX LytPpvX8xwdOHb5XYzCtB802rTurebsMj94/fkXlBwOfZBHErx29owPWAr0L t3USDjl7TMe04KSFmsf0pvNQQ2Zho0JIPvS83HtAawsHRffvI3BpL+uU9Jk4 0Jtvrri2Ae6Im93WMGbj51qK1/KGbrhVGLQ+tIIu8unf0f7jmW4n6ZeiHFlw 02ymqt6bZjxYTwBTKwwMjMvWPdKK31yFAxvBG9sjTWguMWuSYXgryOatnyd/ vg5tU7enmtd0gKdN61PN3DJ0FJ0ToI64aalJlmKpoSvvnTMN5FaKPzJ5WI3h Q9MSlC41wAEinohqxHgyJ+iAAKu3z2UzC3FAPGKSricXli26OGDtlA2xwrtr tX4ANozt0W/tb4WbnAdC9v9HJjcfweI8O8WKD9T7bb808lPw250dT6ya++Fa 6Z0J8jvrQOQvDsB8Ul+0QtLPb+nO6gL46yeFk8AxAHOELEFncdN/OHCS5Emt ELD5xYODYUJckjnWrifRAr2npubD+0EIoRA/sBEmJDfnwN5B2EAS3Gq4TORk 8Uz4m5eI8jYmbBaefuVtDBDlEE3QMYtpnHCMC467VvKtn3WLdJW1YMznbIUm Zl6jxVDfmD9SDucT/L8np/JgwZ0986wFtYCZW99rx3NgqdXcQKXn+SAjtSA0 3pgLE+3Tb1g6IDq8d5mZOp4P85kEIabig7UEk+fD3tvqle+HGDjq/aM8roID NuR97hLpGB8hTwu/Ih5dysIvHNP1RqvbYGZ6S3/KWj4GinxRNF+ZvCpyMQsT xcIlpevycTTyKypqMHBy7LYclbAknGr8T7RaFxNFuVk28s/J9UY1sjDn6vaX 6nFUXCz8ltjLHNz6R+6JfBkNH435vKoFSxoibVg4yCSYHRsHSSJEx6mF8x0i VVlIwlkADQ/xWpYrx9djIukj8XEz6fM1I0F/E/R5iKQOb8agYq594h8uhov4 FsaT+VYfRh51MJrpfAPE6wZ/mCb04e/mrKOG9hUg0mf96DZv53G1NOqYr8jC NzcevzBOaof4GV6ZMTs4GCRGbAAGLFz3+IqyHwPvE3OhxoaOE7HFVppduPUR IXS5IPp3DXhahbgCLojtj3A0Fo+BdTX3rFNn8sHv9foODZ9GEKqQk9FubHDJ sZXVOtgEOU1dEdEObFg5Oeu+3opmyPQIUVJqoMO24BuOJmfboTIk8X7IXTqM +YFQ/WKhs+ybOugLmtOsH18KzolL0rUri8ExLSxUujofvxNyOLscNjedEl4J EwtJ3KqEGpIPslBrtMDA5FwVuJ+w/sfMpQ/tyT2PY58T6tbLrrKaX5PwT0BT eNIHHhKyT3U1BRcRcc3zfgwk/dhWtA8ekcqxG8DylKqMZbFdGE8CMxdXKr7b YfWpE/VIf4eB0gOKGSp7mChHLoZCnCYed1fXX8jXFtrW/Pjjg6L8mIk80sf1 Bw/fbbf0MnhYzniw377uOZDnJJ+Ft8l9F4pqWkNeyVE9SHUb1ZedFYR3yD3E RpHeKMS9+oq51uLdGC37irXqZx68fN22ODydgTo/zkdYbuwA30IdX5mv+Sjy Z9gw3iXv1jszGublxzqE/RgCES/swGStgK+hkUMwsLPZ1byuHdO/zhNjvhwa m+sGJPOsFaP/+e3l+3ZRVbNGIDJudoFZZhiSsL1oCF7/2bHUvKEK9oQ5LMjL GwD7Mdz48P0iL6e9H66SuqgT2qS5JvS3grH8jQ5r0zaWHZw8LMrDXtIgSeQf w7nLa4Sbkw869LrdVrn9IPnsunZCBxcCCN9nwiC45c3uTInvAQ/9j+cS/Llw bGOFedKUHnDcMemY/sUWWEU8vodc+LhlqbthRzmcJH1MNjz1OKZjuigEgqJt JySd4MEqn+FJ2kqJEGC0sjeSz4JtZC6fDBpk/sOBlsOEUZKLf/PE1/Gq2To/ m3DzVe5CZR4D7r28KhNqxcA7+/OfxLSwYcWG0W9qoUJcOJi0QSOQDfmXzjBi 3nCQeJzqzSz4uRlOaTSw0b3wdn1sHxtqvxMGTg+K9B0XjmvcL9SR4CHp50Zz 4I+Ca7XSMQZKfctlRK1iQ/Es86vW+7oxzXD9yahbLHDfHPDFjNKJoufFhFRS b3Si2uvOXSpFDDj27UaM1Y0uzFBLWa7ykgHM+58vyr+hIZvMx9uB8v76Go0t bAwl9XI3LHNy71BfykbS7thHA/fHl7OzD/ajTpx3sfXzLnD/NrMnQ7cPf5G6 pFuka5X7kPSV/m2CbJ/B4tiFXNTxC/qqz2kBNdJfo6LRgg1HVG9RxvYe4sQK y7sGWytATFKe++v6Fcy/MgXOiP2Lo2SvIRiEoIrKYhTUHJtjwczdnkaNbbi4 xH1djDwbZjk/3gfF3SI9dmEIjAk+yKAjuafcRiC7VVYto78Xx/IwuPexLC34 AA3rAmWvH308Crc6VgSEdNBw14rrrpw1IyDyR9uRiGuCJgnGfJB2bNholpNW zQdWgNYAGNQieb+39IFtVfZ1LbsMZBm4HQsyF4C9UK1pT2yCpxuyCnOc+uF1 yf078sM0uL1qyarYEjYYkr48H87HbvYMX8iEVZUL1uTU98P5s0MZ1su7wX6q z5pMvz5Y8257vawUDb7ZV3vqP+VBzNO3PcqlDBD5r0wo/Oyvv6y6C0rDnwkV Fw3ukzq3HWYS/G2gDRbVTbug86AJtvJyS3U2NUEdQXvWVsPKWu1zyuMpMENr VbnN21qIf+vfZZpXDSXfJ6uY+lbCzManh5Y+zB/zQylgt+AoYyktCVuuOC3R KKUCyydNiAyh+Dw6tcR4WQUcklZsVaTm43NSX6VjkPWLqDWC5zBa0nVft60F b0e5NG22CYRMfx+B7k0eXoulZciX1sO8lL2S7OJhvCZFbOJKUAi3m/NBchC/ k7q9DNoezXu8f/4Q6v/DvCdXUwcZxAFI7/mbn4IoV+aiyGctBYIepF3oxeE9 a/cYPGyFgjLnkqgmFo7xfDAieyFtY35OO8hsz2QrqjegvW3PNPkjNAhKDhRO dDG2k30FCthK9zJMpCrBIS4vW8OhEUR9EOE+uuo+T06iDkZFfQkw6km30xHy XhI+nOuB/zHym8Y3Klr5E0FKJvzdJwMZxKIrRq/XhLBuwxZSDzVhHpmfNePJ 8ZJV707RUMRbO7FTKI9DNtBR5FM34oeo1XeS7vTgU5Ef9Ne/xJ8nWNnqbCrG C9HcfFInst4Txn0IFJO+aSeefkk5rJ/Uink6Rdezb/RjeaXuLX2FFrxp6RBh ld2F3n4jv8G+G8WsvVZc++WAuvZX0kLNGMjRWIDqsaXYfffWbbV9rDFfmI1y znHCzdeL8Tfi5mjNaMbfQ3vTDOg9uI6IwVzzgKy5sHiYfs//x1LfOmy5nVoa 5C9APTKPfAE+Kg7FCt5DYzq+HpbjYHdu5gC6krq5AcpUvs3GA4P4W41fba1U Ay+WMmTTR/noGvNEqDS64Y/ftR8Wp/ux7fezZyrKTCDhv56LZMysVwv/Tpti m+zVgyZu+mBqlAY/u2fPj17Cxp6UCfGaLqXwgrNdPCaJjR4EPCq1QHHqqYGE t1xcXySYra/cDNp9R+9i+CAeyKjVMHzfAh/MnWKsTwzgm2sOC9WfUkDH7Bbu kxTgBI78lmUTa2F+sU1zntggHtoSL9BZ2AxnRLiASgNJo8H3aRAtMb04eXEP Hibz1w7Yt2LlFCU6Ha2av9Dl5GlQRfCdKXSssBAKfksGXDv5a/SdMQ1dvrD2 BzfRQIvoIeRX4ELJ+KzQ63R4MHdfv1pNCb6Fk1sjbjGhgezlVMEN0lfggTnZ +6JAhAXLJfNGL7QQsdH0JrBdrr4ra2GfKG+0psO0gPy4nG/9IPJDa+HSxdob bJ9h0JvT5q5T0gSByZSZ/JBRUBPYL7NO74L+gGzNHFofqFScvSo7I3/Mj+8F HxJ3IrHKiyjKccb8kHi4JNPxJq2dD3ozXw7LRxZC/bg1LRlz+6BYyalcMbMA FOcKjitNZQBh96gnUsHmoMom3a/FoFB18x741kAA6bvj394SSO/fNDvCn4nf jievtLarBY2Sh6XBvwVI5iKaVPC8cCjW5HovVtL97ZUCGDCDsH1y2FiR6Gtq 8KgFkPANHRl/+0p/dbkoJxTUg4i/NaBITxSCzcklK5cLAiCZ1AEhkE/yykwg YU6lAF3KLz5dezEaSBj070Ivwva+fhIjOO63gh/S0IioMY0motaheMno6WxU SZ4ppFjl6PmzKxx+dKGot1OBnwn8GmYh7+b35+Z7OlDgS7uu2Srcw45uR43D +LiONGYGUNQbLEbL8t6CsItCHnCvTtwk/iN6k/56O66YMds04gkTV2YSDmIV Sk46MUXRg46nr/S/VB5Hwduf+czgQRpKkrnve7T/YhGlu64VR87FqylPLAKZ r4tizRo7sasmb1jOug5eE/UDS6E+IXs4mbBOqb5K7TlrjA+Xgjkxz2J8lN9z Ypf6xGLo2D/3ZZZNP4rOSy38Tst1/9A/gLslVv+Qda4by03omCzxapxOeTq6 XlitbxNSO9bLq0KzXDkF4/52dCJ7iSVYn7jofNwHDkZrSeSoeVLxr//S+nzc EfWdVMybSjgA2XCW8Imd2NjmvWmWVV4V/BEv8lLewUAWcSy82SJf6ysX6VMJ I54h8j/cepC0o0/3wqB5orT8BDoGdP12MjrEh+PT339WaKPjXSON08nTeyC/ lii+0JDU0SH9IE/2YyhIqJHMzF4Q8ZvKsefRKsqXDzHG8ttE/Hq64kzEKBMX pSjHKHTko8nkN7MseJ1IUwmt1Bsohd8ziOS7+78ewvPLN3YGl9PQ5FXZfr3r LSj1QSrIiNqGQM5JI1qNdsZp1TdhT6PY++CVdPw+5bGkeXoHivQ9F31m9n3V ndWKBlVvJ5pw+Wiy9cGIaXA7rje9t9z5sAAXb14xpHG8Ca+QPHxgrLdXhAzr Kc8VWUNYGtVUqJVahprdhnOC6wV4UfeLkIkFwN++1VfSf+jEVYR+K+HhRdIX SUG3qFu5MuvrUNQPpWL46Hpd/ecV6NMevF+fX4nVgY40zexGFHtM4HcNmvk0 +ZqUdaCG5a8gnc0tqND9nqqsOIL7f0u81LzVhCOinhymXC3fHf+bgy4kD27C paY/3bLZffj3vD4bGjTUec1FD2Is6RSc8Skn0bidj/nSHt36VtkoobOd6rxL gHFjPOfapKOlIVFDeNqWF7TOLBYOEXAlI0BSbg8XQw8xh519+Gd78kHFWfVA 9oR+CFC0dyoh2GeFpKVkP1b8viSlt/o/vwT/5jc7jcXP5rzoR9K/olAhnOh1 WvFQ1ONgw6fP3BD5g3Q0PxgwN3UNH35pj/saQWWi+EQLf5NGPoh6Ny2YFDKZ oveTCy1EDuNR8Z/fIcLXcNiuIlQQgwPwNx8zf8GITj7VA5me8xcv9XuKtTlJ QXqRXKArHlirVN+A37Rqb+UY9oPhqcbzkeEsZNnlSKgDdWzuO3C75I4pNh3d 8L1u0ifts82oPIFoZrZDxwB7mblEJ86aTtP2C/IB0blqxzlnzmosFkvGekWC UTajR9j3Gt21pZBMXPeVFvRj3l2r6FKMIWS+l4/ORA2P24l9pL6MQVFu2jKG g63QfbLLTL2aiqMbTyeFeNNh1oVPGgYWrf/N4ZlzzwbiDbmoSdASKnssF6Wj 05MJHsaX+CBWs0uINBtR7/XxgOAkAXi5vHXaIndL1A9h947t0TS4T8jtH71A 1oMDi8Aq33+BjiYXnmYTTLZO5Pt9osFYj+Jv7w0qF8m66LY3QeTv5Ur/PKwF VbJPVAo8o2mplmFdoE6e42L4268zJnlhGYSR/m4NyhH1gfyrIOrbpYHzvt7N iqMZ6PuQNSzbUAdmRO1TED7GC4NwdQfREA/EPiI+9qnCKoK21dNRlDsmg2fs 4sUst2H0IQsuD0DkSwxiHfHc1cpA5t9/fun0cXHY5tBjla4CfH/E815SNQ9b NLUyZQV16LGl8rjyOSaySJ5XjGX5RDBTh0IweSsvXYeOD/1uWOV0gKgXk4sp u6sOmb1tgy7f4onGVyowjLx/TMgl/jsKE/Mdu/NZQv2eWrTP35hfhYcqpKty +P1QOLI5ST+hBbeeNC0w3dALV59YnlAwbECyXjx+CP72Nb1uEQtqCAi0U1NK w4ceHYKco/3gNM9aoO/4AduPHrfTE+p4Uf+wATXKa1fGL+HCns6kFpX5TCTq s3rdXGgzeXCTpi/A3URvMp0FY34+evy62Zl4kgds5T/++GMQNR7b6YYGDMEj MbcFugt4uKw82ZkxcwjGlZQ/MX/eh+KRpydGzWOBz0aLx87HBBjhp/lJS7wE hGLDJzOrD28S+bBREc454fQnfiMXxQlfcG8BqH46fDTChYn3yWCxFk70RvyJ vcTBzHl+nyE/76+fi3Ymfjomce2Y7TL80cS0F0W5fzGyrt0NsXnXjbOetn+2 5nehqv3ABTUJKhIumcm1XlRxIxhnN3qWbHlkZMZH62m2l2RX1eFj0m9jowNZ hK/GFaPHeyOus9AvfHm9ldczJFqpCXncsX4nRZRTTqGN5fI1YEvyL+G+IfsC jZC49EGLqlcpvq318jQ81gYOpK5NQ1G/v+O/eVJYTDhrXWPzUgm+uwJ3y2vR 4LLd+ntKngVwAFWbotxZY7hQiQuJ2rs0D1wJWuf8AibnhexO6OFCNcnb0tGQ 0Gly/P/eL6gbtsq0PN4Fjnc7JE1pMXjoyeOURFUeiHqBRWhB8KGvdOiNPHYz 8gcLI5zoe3QYJfBXR4l0RtB/fEOf6NGGUbFV1EuHwKc33XR7uCjyGYrA3eBM jJy3AD2PpG5bcwjhtdF0X864EQx9kClmtLYMpF+u+u0cJEBZ0u9vg7nXot6Z zu9Dl9XzS2Ji2aA4avgpu6QfxxXenaP9jQ0qER7eUXEsJOxY3RoOELcntpSN hJuStIEH2fMLj2nR2SJf1pgFoU9nxUa/YKPzkqFDpim9IEv2KthjvUYujPna qO3xI9ZgSw/UOHQMqQATqRrf/zGs5QFjjFcokUEwHUQ96mIoJ3jwzB7oEvV/ cPY926rsP31QvUbtqjwrEXwkYy4qnh0C70lfJsgsyodZ51KjlTuHYfzn+ijN d41wMLBnr2raCMTwZn60yuqCsus35Gy8B6FG+skutZcUeEby9T4wteBGmM3o gFkTy+uSJvSAaI90wBlu4WpdPgcWfaz8LD9IA7J+VkaHMR4DicR7F+H1cIHw 8ebyQIv03aJQlG/2AFf03s3f3jh4jhNeWAwbiRZf2ic+kDpanIeVZQPjle8w YPvtVw80ihpRrv+6VxqfD7PI93FK8Ixwqi2lumAsB0bRewdN0Fn/x127jYMp JD9tBof7BUWpg3yU6TrrbG5bA3/94C2i3i0oHdm/0fJnP9KmiXyr8is2QYY9 PSjKTTIxs6f2Wpg4A8few8GlFWwI62ZgeufEbqOrrXir23tRwjcu2pOLmoa3 harH4mwXkn74ZsZYHkdFkd5jYQvt6jadraU4lyrQjn3FRrG7RD8zWuQ3dzLx JZEnelfBRHO1/eH9DBT1TNqB1JU5DBwmeP5tBozhNiqReoQN41p7O2VP0TBw SmJ5wjsuHHB5V6ZWSxnzFVjgLGTzh/MvQeDj5QMK1TSgke8j3IBHv7SeK1yi w/8A+g6naw== "]]}, {RGBColor[0.880722, 0.611041, 0.142051], PointSize[0.003666666666666667], AbsoluteThickness[1.6], PointBox[CompressedData[" 1:eJxFW3c81fv/11ZpaZdk771JXpL2LpVKJUmiJCnSQqXB1S6NK5vsvXnZe+/t 7HOc43AOUkb1O+d0v/3+8jg9ehyfz/v9Gs9F0ubq4QszhYSELGcJCfF/Hmt6 dlXhThHUCF9dYibBxXm18beVRYtB4WyD2Uw5LkJfzDG56aK/nyVepnPllYph XUR6yxYTLnr0ZJyUVysGjqPM/CJdLt6/EL5LkVEEVsIuB4tUuLhRUapYqa8I XNtFR7ao///3Kw6GMLx4nyvidmXIuhQDceHrr96aXFwiV1oub1sMqWVBy83k uZi+ePG4nE8RrB7rWzOT93yfd8/1VHIqgsMfbBZ7q3Hx0TH5iwpDRSAsKXHW TJaLTPq+bUp+xRAxSjzhzfv9tXr6EfIqxbBwu+yNmUZc7KRwdsmLFsGd7VI6 3qpcNGQrGsqPF0GZ5qvNZrzPBln9wQoNxRA/XLzFTIeLjmdaT6gmloLQq4GG gSwKnnpe9E3Bqhg+E+feudcxjFVaJUlqTqWwOK+0+Pb+IQztZZw3kciFFZ+e O24N5+KChUPzjDVygflmh36RGReNCNk2290R7lmtVypbO4pCVatTX3heg9hf wsWe2zjYUet3T+dzNngqBGjO8R1BU58NZWHohrNLZKwqZo2hmtSzyvXWyVjc YfbiQTIX37w+OGlW8RWca5LlveI4yNi4sFHS+Q1IWXztnFXLReX2bjulkmJw ELrqNVt2BG+f0zqqoVQKgXUrwx96juCvoQ26ciUFUJmw0eYB73mnQq826Sik Q+C2YYuCDRyMddi1wzCgFgK0u1dOSrDR3j92WmtNB9QXBd78ETOI3v7H0sKk SVA7v4vCecrA7qDxU5sO9ULYuvHbNr1EfKHppiq5kQDerGdriXEEjHs49MpA uRsmFf1nJazqQP91y23UvraC2ccke6NNNSj9KYZmKNULF/dO3lY0jsXtg8tN NZPbYbbgAHNhZNWSYcPEWND/YnRMcXMRRCm8L1PPTUe9BUvnaEekg2tL4zXd 5FrMdlHXUF4Rjh9Fd41pPatG59UfWTpNmbj9E7lHrqcZHVrpDsrjafh5etW/ Kmnt+Ntv4Tyz5Hwsi1291bCxB5Ua5EdkBoox2fF2jqxhM1q4Nwxm6/fiD337 BBPxfnzrNetk9sw+HF9e56T6ug0nSoyO5tP7sc38y3MtUhUyLs8I/pbIxJao gko9Z8SNqxz2je5nYhCNsk2OkIJbvlNrbpaykNNRb6P4qhT2K61zvB85jNKq bzOkPzfAgqzD9d7OvHrft0NI37cbAtbqVU3+w0ZT0XG2TAgJ8rWutt5gMLHk FL1fbYoGneZ2as6GDDxrqt6TpTEIZvV2rfRoMq5u3vvdSJEN0gUDp3O/9OJB l8f7bGlciP++np15rgePm1SPEpw4kGpNeh6yvwllhI+bBgdyYH8xZ5mmbCWO B+y8pLeEBYoehPOJNp24i+Ojo8ShwDoh8lqdsRgUD4uskLQhwH1BXeXg7J+P xDU92kEu3TtC9lgqBKx85gqRffAwP+etrFEaWE5t6g7NIMKdV5suS2kXgL/z SU5IAhHuzshzps+kgE1njeTXRxSY2fha66tkKyxanRUZs4kK2SdyLddIJWFK 6pHrWVsGITVJdDRWph0tjCx/0zmj8EvDzD2V24VBoUdVB+zHoGPEUlur4i3Q IKw/f/EwPIgx9kps7sBjrdXDOmuZ8G+ov3/MsjY0d+gq1TnChAXTRDo+7kfB 8+kT4VXC7MM2q4m445q/kVF8D5T8u1A6T6EfSxIsi7cN1cNr8v4B6zzC3/nU xmgVCpdswlVHfa7pP4kAM5VPhjJphVjAn6um/pA5q3qZ1ovHaObxTEzKqREJ B0jX5Tveg7BgHrZjn7lqbdyLNlycr/FBaU0bHtmyrTVhrB1lvOZ+MnrOqzNu g1uGVg+WL3PkKgpRcbbxJWLys06suNDTYjraj42MxTYXq8goPGNCVMmAig5f czcQxwhI9tefUM2mo1RkAt2xjYqb/HbdV39Ex++y65ekW3bj7QfqeyOekXFp egc7ZXc3BpScWKbbyMSJsOXzI9Y1Y/T5t03aeQPIKWq7TL1AxjRBX9FQqeb2 50veVMw4a3JC02oAiYZvgpUiMlHV6tg5bVMmWg6q58gvKcOOUd3qC+QRNFcP tXRSpMPa2ccWqybTsIJf+ANEvL863U5ZnYZ7O6Uu6U/mYxJx4G2yCBO/+R9x lXlf8t/7s/Edr/tDQhrxReGzI3GPaPhPe250SlcnOqe4J2mYMzBnZZGDyrky 7CfwFslMKoqdO7QscnkLar1ZzlaSoWHIkndJwesbMfiHJi1eloG5d499UIwr w4S5Cot0F7CQ8LZ+xDjzNab5tdxWkv+GJYnFAWMZA3Bz3SXeSQ5jWFckWXNW FewfJv3M/DmILpemi5R3lQL3s6pEqjgTne6wP8jOKIYq3Tlam3z7UPHEfrOB ago0ZDpLyCxswgHWxEeqCwnEHuwX3uBaiE+lwpwufiGDi26ysqp0G44nrl7Q oTYNNKFCsc33auFeP966FsKAAgttR0WJFjD85C/k1EaDsR6z41IHiaBqMqfA vYwFQwni3+N4/z6/+0DZD+dBWBrvabb5JxscwsJHbpqz4NvSf4Yk9DjQ0WjQ MuxNhwKZt4o0iVFY36FUSNIgwjvxfd9sTUagS8/Pm6BJAJbhwF2yIxc+zr66 M9S7Ac439e8henHA+sGj1zr3K2EkY/MWm01csLpw5YixWi4UXWQRrK9y4JlI jLv0aDGKDYj45aoMwT3DlNPBzxtQd/B7iVHrIJy8Fp2msbAKr6ue9ExvZYLb T+/eRHY7yu9q35vfOQT/TGQFK24qQ+etfrybHYI37bsZak8rYOm8+YfyJYbh V1quSx67FyqkM18mlzIgJq7j7E3eXBK57q1neKcbKs4M/3K/Ogjxnw6fUQ5u BVk/uwtTDWy4bF+1H6Ji4OzbhW/vXxkGi4+1ZI2AHHzElj9/x3IIbFP9o+We tOA9g51PRnjfa9BWekXHswufnVD3cSExwC6s74ghuxdHj51+7PCMCkaSrg2y n8no3nj8hd0gCdpXVAyqeNDQovjegdjmNpi758YMdW0GFkbUhZKACA9tZyzP /MbCxSISdxQai4EkvmdjNm+PuhvbBWn9ysCm2l+mWVcGMaqmVj9kqgGT96J5 7jc23g4rvHIlmIbGT4V/S9kT8eO9p+6sXCp2Y3JT2AoyxgTsBmIsAfUkzKwM b/dg03OfIzQ5MhIEc68Dz2YI+33bx8KeB0tfqAe34z/W5Em3zYOYm0pM1OHk YHnHfPXCSg6u2CH+RKWpDAtEyp6Ye43gw+ydwSp3ylH00bsbvwOGUeKLeLcW 4TMIyvsZB4VEZs/Qcs3EwR/qS2crjKCCpnCs2MkCnMMrl5k7uNgh6CNEZvyg d+FKLsquCyMoUpLhx2HeAp2k4Zmdjx9r3CuD6ItbFIZD6aiwYOyp8a5eKPgQ oFayewSfR1LnxbvQwKrS/x9TKw6qgvNb+aVkKPu5I2JrORfNL37YppBOhsVf XKUKUzm4zuf5E8VlFCi/9ERp+sQQhswzmatcR4G9UQSOdxQXb66gR4WSiXBF /HHhdOsQtj/+tj0ukQZrZ7EM7jGG0Oj5s9+bQnrA580Xi6lUNmr9ZnzSWdQJ x8+MwMTUILrO6X4in9MMD0jlATmr+nGRYD7z8Op95c6kl7z5ozon7OeSFyh+ LJMqrViEv3yezlV0L8FfE+nWX+Nb0enVRq5yWwXusBJaF17djImz6H4K7Bbc d7A4I3GoHaVINAstoRqcY6hwLuJKM76ULG/TflgOegtTN4UFNKHKQrlfCswW ONx2VS7Ctxk9s1apmnb3QYov/03zcJuXyUv5SjL4RR7nQdFwHD+Xd0i5hgoH lxHG1Pqy0CSRjKYvhkFdQaRK52M2BtmLF0j95oCrD4m3GWowYd5rEvk1FzQK vy6RGS7GuSuYA9KJXNC+myBpoJaHhX6KluTLXMhMyo0R13gOdgevOEtNciDz jIL1pjUfwNKVpbtZYejvftOy5Dc6Ez7z23BTA0653aXFHqCB79EHGhlT3bhO dZ5HFJsMf/BTL5pZUxukThHBlr9mzPvRs8Hjh9ahzv/wYTuqfxuNkFrZCFrX varPLyJh89KjP7RzK+FHkW209RsC8lD4GknjAqDdSfpO2kPEgosyZtIdQTjr TsYtsi0RH7arXTFQqcUDfGAV2oM6F+9WaZ7oRFQrvp89ow83XiiZE3SIgMaH REUvnaJg18mzMqnUAVx+4aoifQ8Z95yyImufYKLNY82BYSodyxxGf0dL0/Cq z3rORPAgOmacto8/Qscb9Kf0y1toGPGpRCJxhI4x28w1bxUPYkHTBEeF9+83 eVPhsgUNWTNGXyh+oeDY0ZGknII+rJFX9omZRUMP+kGf6DWt6GPsvV7xFBVF 3D+cC1VpRCnxp+8jR3n7OSZ5+BnhPv7Bt13ozOUP4jxY4y32RoOHa2IFuLoa 2nuNWyX1m7B/xTGlKIUWyPV8z0OONVh8l9IWdqoRKG7NqptKclBMf9opm8rr O972nfjih58LXE9mFHaBaX329movJ9B82XRZ/HEBLNXIzjW0yoEw5Y7txp01 EFVyw09ZrQVeTz85mzS3E+TtXxfL/0uGSf4917eBuPNpTelcIuzf3ERI1+sC J95YkO9uBtvVIvFZ0r1wk2R4ytQ+Dpof8gawMRFe6GTGqRpX4ln5bxcu0Snw /e28AUWXVnS+7V1yM4MJqwQ4sxoDk9Q73Xn77fyurCmxjQ0Y11m159fFYXjC a2eNux1YtILa9KOUBUxpzuMv93lz0aX3zcjHAfhBHq+Wj6Ggz7T2gx9Cg7DJ JUxbw4WB7492iDh70WH6zfnkzPuDmJO214dsSITLLVt1smexkdGxRTae3Abd 6++c02odwCLffG+d81U4JLX3kNoiOjLCvv+TkNeBUde3KUpaEv/gmUvEv/P3 M68MXKIGcET7W/Y261jw1eEu5tgysMQy4qxUXwMwDlsdHd/AQlHB+faCYO8p 9eNJ3toJ6SVA4psLT85vIKFb/pd16r00wLFxekhwI+bO4gM/Dqz7XNivbpeG hVFh+01fDwOzbOyhrHg6zvUWWms0PggeAjyeAlEWT5MzVgxCRa3zLBOohT98 ggVP7nc0hSo2Qd8xjyt6bUyIOrRTK+Z7Cwjg2C06mDjhnWRSJ8gEONipzqGB nU320hhshViX4JEEKh1+XvhOOXeOALv4uM2Dxw+uj/7D6CNDlJPar/RIFnzd zWucUSKEuixP0+HhKB5p77ExIQKP3Grp9zNhBZT1pM3uBpulloapO5lgsSIh Of1rF/BpVoYU67893wGtxjsoOSuGIFFr3USuTS9k793nrS/DgmQZ032qp0rg ZGZskZ3QKJwsFvlH3jsdpIOKloWJjkAkn8Z+TEPTUNeBs6IccNx854OCWSba KNuftKFyQDGrWE7rehXa4ZAr/ekorDzhqJD2vhs/LBF2lVMdhTyLyzWsnTSc T7Dj2khyYYysrspspuCi/eaYfo8FF88d2DR9Y+g/vkaEYUni7fvFw2gVG1Wo I9IJVc+ITCF7DhoLAGIBuOjsOHbvxDDWRJanixiEInOhJP0nDqHEt3Zllcxy bObLMDeHsCuFrqU7vwcLTJdKbKVzcecf/oF7fSdl3NYM4miMoanGDgZWvjJ8 57aSN19seAxJno0JMrfih2cxUJU/59exsJiPy9QJKF5St8JInY3T8tys5YOh +NI6+kPaChbuj1iwXfZGMT5qYQ8qP6chYZHG6IbpICgVm70hjknDIPkLh7eu r4cvNTApt4+M4irnt+pP1YDcP41G0euoaD7JZhVk9YPO7ve/ZBXJ6KP7dtu5 dgJ41Rq6y6WSEe9uMLg4mwyfqxf5GMX24j5+4UpS4M3lG4ayEi2Yr6529NIe CpgLAFEBrh6yWjMwhwKeyTaZRkLReFXp8LnL52jgdhqt9S/ngEW4ajy3kwFC 144nSIU2whfqLWe3dyzYW5DwUka4CZIcltJuXmXBH32iEiTr1fonOYMQ19R7 Q4+SA0ZVhZdnqnDhzIy9aw2C4kD00N4+odccSJRI6t1s+hiP+FeSfpGHQOOH jry6VjmeHmftdzvDglU6qkla67pw2N+vlYZk+B9fihXw525YFXlyYcrBAdzd WJVXoNIPnR/M6LrjTJxdSO7O8emF53x9Q5GOFwie7+IJbaB674jl1yAKerkm XQp/0Qin9YzokZlktNj1r6dcUSI+/ZwfmNBJR2rQww/pv7vwIH+OprPQZPst GpVDQvVDebqJrQwU1bET/VbE+z1C5YGb3/chb7qG/g4fRtcHwYuVe0rQfEZ3 4ZPTY+j5+llZV/9T1LoWIzF33Sj+4RNJIHheP85ffYyYIVnmGEjFcR5sUSOE A42lNR35qQX9bJ8f1A4rg51Vq3blHOpFEg89hn4kQnLXNDKFqVjly7uBZXR4 06efPy7CwsxZN6pC15PgX/XxM3deDqGvANdTwCT1+cppXn3v96qpC/lOANGS WwZePPzp4V/hpniDAo9Or9jMucZAp8mUjYohFMgvUzuUl9aHKTecE/U1uyGt pMqeok1CUsyGUkNmFdifqjUibyLhC926CGlPX9RcyP5sV0jGgAPPr6x1jsAW G44G+xQNpwqOBpp25EECm/2OYkpCQkLVoyq8ict9ZuyJJ7Vjj65knCajClX6 tUWDXzZigbSShf7qXnS4nDAnL6MPS9xrY4xiepHNo2/JhzoxSV9TRn45BeUn lqFNLRFr60LclKypKPVz/AbBioD/apzTUe6mYuug1zHrJwRMtFjN0Sruwjl8 oprYiYGf9Mg65sw/c3yEgHdaziYkEhgYIBU661Xic2hyvallUDWIjWcZy0Iv NuG8D7YUlcu0//hmOdj0LApJk2LhwU2679eLBONHa4N2jWIGVu299FN1RjnY y62p061h4ousH92BEtdA8c2jhIRvdLx3f/dbhdtFUPk6zFHuLBl3CnjFG7zs 7hGusrUdvQW4qxJ7P7qeklrdiHs3ZgflU/swQNCvEei3/93J4e907J2ze4GK ZynIuRSund48hAeqwnz0hLrAReOTUPErLjJyTp0ISSFA6C0h32mjIXzAF2Qu 0SD13cymX+XDKHjNqww48yB/bDyShQYaWYdsVUfg5Iqbh8Y8mThj8u5v2rZR eJW8rclJh45VK/uoUve48D/8dCbEw9FamQOHLw5JEjcR0dmtzSnnIBvGDERo CUs7cJPY6fAcRzY8EQiiZZgZPZgj9YMDxZvrv+hFZ6FgPzRxYa77QhmFe8mI n5w6JX9xYP+TkTmqMmEYSouhnM/gAv3xsqLQRY0wqHbwsPUMDphIL1tXuL0f NunN5GbfY8PIpn12uaq9EOu33STBnQ4a/PrbQoZDozxgt4kB3te3vxkvYwLN fU6I/AUynNxZwBiRG4DCol0fIaIfFny+PMvNmgUc0c+TpiN9sEs5P5jzgQFt sdq80dgOQobniuzfUaBtp+hD5aBE2O6r7WO4pQpeziYuUGhJgR7Vyhk56/qg wHFrqcH98+jqLkyO5DaD6dnbdrs8PVDGqFrFLKkO/tcf/C0edrcR9D9PtIpJ JMKu8zziG9EKAjjnXwLOmxe0h3Ia/5uXGSBSeG2tvm4lWM5tnSsfUowOYtKd 0i1BaK59IF7xRQvm8a95bxeesCgZkDnVjL7kghiqPwm3P7y/TMeuBmcNU5rP fyKiDx+WhpT91aME/S1Vin2ssHwVdjkO9R06b1aTB0a2xrtljcNRzMqIZny+ FzKfvp7a8CwRdwuekwLJP/adC5/ZhB/fFw9tmjsENQLfIAOFX7ktvqAwAlHL tKeMtyN+u794lDpnFPyu+Gqtt43A16U84jhrFCavyvKuLgNyX1Gy8p8Pw04F 8wJJi3DI3chXsIYhc4vZG3X7D6C+cv2oEWkQrLY0iyqHlmHu81DD5BEGSGTp DqSXdOOrhnfXFeMpoMX+NBWzox0NHr1doBRNgfllheHn/YkoOLaGLnDcs4Hy LYiFDLWnKVIODfCSq/CWY87ATPWL6cpjaXCLd13XEhh/8UCWnoXfqNsAGhza c135YTk+jpklMaREx1dZWlF6Bt1om0iycAym4tFevkJOxQTr9Vzb7yScs1rZ QWMRA9dWigfbCZNx4MMZG5UjNNw0S1rdUYqGdMKHBhlNMm7OijC1iyTjI2GD h0q61P/mUQc+KAraG1pJxDg+rrvQjtn8X7esB/fNY/0WoyWht8ESeY1/21Eg I8xsgKGhGdnqFztRfL+1UdypVvATEI02bJ2x1O0bkwkb8/eukLzR8Hd/eph2 vlHOLcde8YeedyrZ0DLqpKIgUoYlfLjWwQGJ7cLP9fxr0FxX9sTjB6Ngw4et X1uxMSHuy6/RIQgwDny3MbMIicKHFW+6MsFkjfvQZqtskAgILR9WpcM+wT0W Qs6t6K1OZTTgof/f4rkFaEGs59jVkqHFt+unUkEKSrhMeuTTeuFe2aNZkica wDDp8XjSzE5YKeAXPLx26UClYVLNXz1JIfRlvXJgIohOqIWrrW2D9nOPTpm8 ysUrAh+hE8T5QCSENzfFHbo1FnQAw1CqP9yiBUOa+S/YCse+V9CiJ1pxnwDg 1gD1QWBt9IG2v37Jww4eUPhGxsO86pc9SoLM1HWi33n4rmcpWTfBgQ4N5/Jz hT5xcOePvv6gzRww7qNkMGQo2EbObzXiDsK3Qi091+tMvJHwejI5lQG2tRUS bodYiJl8pESDfeqa7wbaKSi+blVovC4dpqSCVemiFDwYbrckdSYTjG69nP/j xiD67WbO1lnGhO5nPEQfxsIxn6mKuEoa3AoYr/35dggF+OoJCaTta2SY26j4 naa/V2dnFzw/urt+rImJHwvXvFRITcXGukur7DMomCgUISLWUID+DfUtrGM0 nBt7NEcuLAn3f5y7bbRgAAsGA41VWrJRRXR5C+cKA3MEOmwLljl9OWq3gIeD fku8kiznzQmtaBGyGhHlC9c3RZlS8ITe9Z0ORAoO88eJHBGN6jveX56momCc BRBQTOSGJbGNt2+N+ASPiUub87Nwsh/58DdBk4FWLN+H6WI9GFRC35/4m44U 3QRm7Lt2jBf4W4NoejbFSs8oD4Ubhqf0EwbxRVfxGQXr2/CHn7ExSp6PbAPh Bl/uUKBgmBXxtBopDeIXe2bGHKdhU2clQeFWCaze8/KO7AsS5rrkXYkoaoae y7Elxsp9OPdzuK3h/DoIEnr2UvZ6E4ptOC6dc7gXhM5FWuoKx4Dk4Wa1iLXN 8OLz3h6lJ63gG9bLOH+PCHY5ZhtVzrfBPPemogutJNg+N8tXY1s7ZPVW33Vp YcDRYC9LvevdQHpF3j8gQYH/9ED4XhqudCWJBoNBou2a8WUwNYuafrd+CCzT wkLFagqwMraPeFOB9UdXWkhGs1sbd1wPG4A6AR6k4FTlmo12V0ngcnnzVgO7 QXQ/o6RH0+XxfO9VvCPpwH8V5j9NXdQJvwPaIpLyGGjyqynEpLIO1vDtmnds FPujh8H+4NF1OeY83MejbWGNTRjfxQdcdMznE2EbAmoI9B0Snt7Ytj7NrBsl +H4SqQhbBPoAD6+tNqub+v0EnwQ5jDkUUJFxM09nm+druPZWfunNKiZWkPzO 7W94B2HR80OGttLxoWDfheLuQNaU80EGtjiNaW5cGoTbVv4SubqKgX/4RhGu 1vA65ZbCwuiNnyg7pvNhzvWxH3m1fag2dSNy04EesBSrm3bYT/1Pn6FCSAjz uNHGWswviD0YNsWFyrlNpRErmzFZJeBHaBQXFHbMCLGeS8D0HyuEyB+4MH+2 0Wu9ozUo8LO2jQGfdYTHNGPF2ZMt8lmjMJ/P02/mo/jqVqmQNVxY+rtGwiTx AZwOO7gqP38InDNY4YozkyFv0p2R080Gig5fEAyDLjG6HjGQAzeuXM2QmVcI u9MOlJ+fOwL2lNFnkYE8HvRHPwbPI3GPTth/ATViwynjXDbYG8r5Tj33w4Dc GXb5s4Yh0i9TSGd3Ft7UrHVNeE0HhUe3nmvvq0TL43McNN074OkF7cdh75qw 9sgGF+2eCniiuvkj8ykV39x0UNNfEwIXg7R+3Z07jDsEuCkRcnLqfKZH2XhU kCdIho+DXyJnkDnYceHHAf2DuXjOuXbDz+Eh/Bwvn6023YZ/9iMTn364Kx7K u+c2182NNyRZuG3f2IRCKAUneuaPn5UnYMGta6SYf2mY09YXGX2wFacPw1Wl JiqabFu8TD+yFusn+QLOABLcOMvnNTxHRyXfIrUFDOwo4XdSPPBAbo2MAw+X GPEXYjmULDW8u/lsP3poKJqYSNaBy+GA7wbNvXiqLjwz+nILpAr4Ri+KP2Id ygzsBocJrxhjrz58VX1/J/7sB7LvuLvkvwSsW31bPZ/RB83h93cpHaH+t1/6 wMTKpUdxAxUfC86vEVxe3s7OPs/GNQJdLBhcJpYMZKgPohj9qpnkzER88eUf K33ZQfzffsl+MlwSu5qOv5ZbxUZtaUEFgb7Wgnx323ofAWNnpq0x3oto2LR2 za0PgygkIkn/ef8OFtSSSoucuThWechTISAYQrYsCDTz56LyGH9RVIPySguL n8+GcG2py54YSSoEXL1reXUF4w8fc+PC5TtyU/SvZLzNz3M4jcJ0vPCvDNHe //lh0GWTUa+kXYINHzfev/RyDHZb8JWeTDy57b49bdcoZL9+wlH3zkS+XRM0 hwOv+O8VXo1NBwxy0mqYcM10z/HERZ0oOO8jg3CyqGvNJmIdUrScHIIMOVAT kugb8rgR3+zLKsqxYsPB6vP8jQYPd6zfEVtKBQkBrijCG7GHPSJW83B29F0j ce1CvHGdL4T2Q5SZsaj6gQrc9eVY48Z1BFC5OOyXHt2NMW8CB2TLSFC/hjb7 ihYNi8Zfa5rU9IHAf9/GQt/pSUk9y24oqf1qK/SEg2saFrqp+bXB4q6Y54/7 RrGBz8d210CJlM+GMvNRXKyyo8I0sB5osr9f43oOlk7OldN/VgUCv6OVg3/0 0GaYXHyPJPSRV/93+EGPFpC4RT/os2AU30WnluqaVELinDx9H2veZwG/Skez jPc62/eM4lhpn696Vwf+j19lCs6Vgcf+bZ1524+NK1LOiFBLRvC7sO7W6KgW lIowF80TGcYu6RaRr1Kt2PV8xctzK7kY91VlQU5UL2bwCyCdhytF7RO/Xm/F hwI+Rkdz3lQ1OFeLfHiQ5sbCfS4F8XIHSrCw3Lr0axsFPWyvtxrvqAWdtf50 7aAu1GjT18hq7IY/PkcTptSff3MxkAxByR95HV2CmV+9aNfVmGAmxiLprauC RYI8DBv+5EF6IJM/zqY5MPYnLwEJ1ZwvTtZ0EIwP60Y4tG9XGzGKAMavf47q WGdC9bDOB+44A4YybobIyJTg50C381u8ONAh4ENtyK/iawcYcGWmSPWXqwQk JS/4NKOOA708ehyyj4hXDFQWTduzIe/rzkdJjwbQLXu05Pr4wP/0Szyqjs22 PiSI501zwzm9qFL/ICdlvBNKXrl8NzTpxYfJnG9p8Z2Qz/cJvNhYy+eh+Tw8 vOlgpHF2H9LOBbfpDFej0GbPbfd+HkSBP/EPEWlKq1AxtgzH+bLel+7/+A4V u33tN0U48fafV5yoyuJ2fLnBgmRUhriHH3Oxz4eeiXsOuWN9mC7gPQ0o5uV+ Ggn9vHPn+5Hv4RLfxlzYipZGGwNlKxqh6WQjzSCjDu2vlWnI2zfByUuHF2Rv 7sVfCsyazTJ1EPBiiYdeTC3ax7yqMKnohxK+DR0QgF2/3r6VkyXDVYEvlY4G AkGxHnwurTGRikhHPSdN0NdJgzcCv70BBlJmxSvblYG1b69JzN4WuMkfjzId f/XavYKcSDscfnXDILuqFwRjIrwDahg7ihWvF8G/9w6uVnzTDLaCvfICZ9Ek j5jMrodxhyzt5SKhaHsknqO2uh3mZ9yRkd1cCDJDSWPBvgSQ6y7YENXcBBcE /msP8O2/yItNYNz+nSghSYBovhCr1w+VRjzCv4kEDXz8qU8Bu+8U3s0QgI+6 Ls2hAN92CL1PBKV/Ajrp18gQCFcsIh+QQacrWib5eSd4MTeaa1EYsObwNq6S YxlEGlHsMr1YkB4oKZZyuRPMtiiezFo9CBqfHQOCrzXCwoCCuJwJ9l/9+pZ7 vRf1yQiIW8fxkE0VfExuXsIMGQPzV/RJE7EoYAdkK+cQBuF/eaI/ejwLTLbY 5NwuYGO1Z8obFXkaWJ9eGVVaMIK3xHv+Tetmgit/rBVxsHHGro6M5YOwuO84 1ayUi9LL+Uk7EmilGhlubeSi6Xm5Q+o/SuCD8gOHBylcDFjc9tuwBjFcNLCB 9Zz2JwfxmozHF3hZkYSJqFTqXxb8i4OhWwk7g7Y0ooebbazefRa2CHSHDFjM z9vkUFFJed/uLRl1gHw/zZKHZ93BCaf7/ujvYd34Lf3DAu4TBvzBb01/8L3p AJheWb99CycA7jSPdc7I4ECBgA9nQl3P1qLvJiywq3B/s9s9Gpa0Oyy5TRwE T34M5v4VdHnmTxnpZ4AOPy42log0uk/EoA4N5JKX8CBWBQ7u0RO/zKWCn8a2 LJ17lcivsm/fmcDwnnxneLoHz0svTWAdp0KopdMl3TAm7uSVC30DBQjBCryT L0Et/f4nQ2vpsO5pg7BefC2OVj4jMk2pIIARr8gYyQ8cOFFAZM7ledI3ifjS yzjnTswQPBxnkoOHCdjmG/zZfjUF9n83+qq+pxONZmaeyO3oAfEfa2INWnsx /06yTWZ2z3++JxHPn+IhfkoT7JFprFZ4R8ECAQ59Aob8fhZiYmbErXJFo0zs Obf8Q5YpGydXb+HdZAn+yTkM4WDw3ViCGwHtHmbMk5Qgoqt5/p6v1S1o77ZT 0zSkHoN314rbl1LQIFdCSpfdja9ePz015+UINiauuRGXR0NPs813Z4uP/NVf /ucn5M/nKwDZsGKWzEfTaxzs8jm01Di/GlRC5CbvtAwhZbyah3ipoNFFfuSa yUTi/LxfMiYkEBamMbg5DBTI0c4sGN3YdPXsDgIG9P2y0rFlgue4n7n97D3w WEfJOXnRABjMq38o97QIIvgCXAgbMgtmBmg5eyKfjWRmsiBCIDwl/ncfnbDG b9lTs+p6+OPfJuKZK6W/kqc6cE2KbIxUD4+vVJbEeRtwkSAXWqUxVAbHMzz2 e2xko/1Jmws6I5X4P/9F71P5OY37HTipIK0mVDuMcHO1gmJiK4rzgcAFKg60 CoUHbyei6fT0d8I3Av7h93Qk2WxbFEFsRq3qwNl6dCbW8OiPenc57tV/usX6 AgcXg8EXo2M5eEfgTwxhatyyQoPMz0jaPO+dNIWLm/74x6DM15EbOUgQ6NT5 8L+8FY9k6xnn1cIOPn8rZfzVb52+PsgV39uAWmL1F03z6iBibC+PuVdi+L0+ izCzRqj5aElQzm7FvXweVdILBk/anumV92Dx2de6TCIFpPrDW2SlR1Gihn1m qJkGo/zc1GoSjqdYPqM4ksCOH9OJbkMr5eAcmbrUv/VKTE/n5Lb04U0e+pDj vXcm7zj7DXh4W+xmv6ZxNtqeTeZaVxMwLvB1n35+DfxOoZWfXUdAZzNG0B6D WJCdN+gw0jKAAro9UgLRi7PWOgnR8fexZF4rNoIvjwWk+3fj7xf3poycq8Dn 9oW+aMdWrPx1a53Gzg74dZmSrUgtwf/5N4aOnHyl1aV/9KvmFpixfqlkvFgH Nl3jB6SoYC0h/CKY3ICG5wOWp+5iwg9+rulmKgrzeVYrEwZXyzLUx8IwKWRu s8Y0HTI1+AGGd3/1DlrDwC39VflwTI7HIIaHgEeSL6a2doHhe1J08tUBaNrL a+yEFqjPSQrSiKKDnQAoZsMEHxhos2HB5bpC7eAKpJjnLFCEFhhXsHpedJSL x0SOzzPt6Qer2WWTc8tGUXaW6Up9p27gu0rfw1m4dBFB9UXQE3AfQyvf9G8o eu260lqh5P/lvfBm2GSd+u4yICjcuuF/7ju+ID/eLW1XgmJ3a+bNXjeC1nxZ gt6L8tp9xzzi2Ni0mbVOdV4HBvlxz427sLD/Sp+BYk0LXioLGRiUoeFSt29K WkadOHb1/c/sI314zfXtULw2HfVfqOnFvWnDLIEeTkSjuitFecn9KFR3csHO qQP4ryAHW4qedoFWRyQeQNBF5g3fAntQ4ef5CtLgyenubtXKEhDEgz8Wg4nR DWpKbge8ybYVk+5sAL5KfHY9AU6ar3itX1ADahXvqCwXKlQJ+qgNrPnC7jQJ 5AV5ojLgBnhV/dAfBMVNP4PUDpeAC49+7+sfB92BdHM1g3Lgl3+RARck+PGB grvg+8d/AOuzrMPSYxlYMNupt3Z0HAymI9crcCJQ6PcbpUPvfsDOHn5C/CNW 5zBnjDYwoFr9gaZUIxFFYsk/gg83gkfs2rUUpxHcubI0JpbdChUp1RkmscP4 R1epAPF/tv5UG6Tj2AHnpBCfBgi/6PE0qYaBF+fgIs0zeXjzSJWjrCsZhf/o MVheYOS/UakBH5dGObI309HS/wVvc/QAb0ke8krhYMqpaluDwC6w3upsVaY6 imGC8yOD18LkCxOTg1hg2V9A4fF3tx5OzsAxKtpWivEenQ3mmyJPBJ1uQIsr +oX6+1hQ/bWtSCU1AQXx4plcGMz0+7TO/h16PuAvKC5ET2utkRZNAf+bvC+6 xAbFmAGPEMcG6L7kaK7hT4dLWuQr4cebQKmifnv8ejqIhPnuU35UDPz4rEY/ HUp6JU4qdyXDqVPuZ5TSKfBRwFN478vP6V1hgPrNqVitI5Wo9NJcPTSAC58r auaoPa9Ak4pka9ISLhwTm3dG1a0chaOcZ39dQQGnK8RbXy1bMPKF8jcV4VIw 8Si+S3lHQm++P6xTjAf9VD6cNyQhn8YonCkE+y0Kw+QoEvKfylStHmqWlmdn LurFzBUvxqEgHw+u/W1C9iaiuR6/kLtxhalmsu1+EtbNZC9WnFuCcu8NRkxt 43Dpm+7xzcw+DLGYcjW2y0ceeWjSu8dC2zuN4uphkehReuS5jgETW1irvJJM OuClQG+j4iP+RbmTYNuYIyvyPgVh5v0fE+psyP+ub5+QT8eOP/lqSI1vdAma R0DlJ17xdwuHwEyAvzrwKTwzun5gABI3+HXIe5ahG99eqhmCg9uU/FRnp6Hn uYnRKzPof/spx2a7++2D7P/6pQqObxFxZe+hwW3zvU9lPArhS8XrMEc7KiTz 59mdKsxf+XS+QyYF7PlxdOv38OHTVfPvl1lQQ3y9XyYgHV+oVrdfyCTB//6+ QHRPVS89kwyWj3tE9Akx6C74O4000Ko4/VCxqhj9BDmzSGBFOXhHTVHQ/Rk/ oFXxn/7fiyd+3TmV2NL+F2+8OXRhjVsxCzt5rF3WIAkOkvumfS6N4gfFOJQV KgZ+is6MNw89LqYe3WWL0Hfd2tBMjouhAp2pHPgquTedgxsFen8X1NJ72B5f 2WgnaEQqtAr/3Js31Iczih6Lqk5Q4RbfNntFQr4cq15Hg4caGbez6nuQr6Yk 7ePxvjn79sSKtKHTihOOCroUMPK2eLbhnwLk2yL6KSywz315i7LEB+doNqSp B9HhjqDuwkFVUMcDcMHTfLmCTQa2KE1u1a5nQFDVdx6A+QwyO/hCEREENtBB IlQkPtPXWsL7/7qnD7j+OwB8lJL9exAONxU3MGWo8ISfe73OBd5p/7DXpMBS 19Ro2d4RUHMKnZH7qA/Ofxw4I582CqLctomMPd1Qft9LwtRnGKZKL1dGP2mF twK8PggCHP67CpfOrmhImjUAi4SO9mRu68Fr9KKd6kwaHA68ZTh4j4aC+Fk5 EcSP7lt6o5+JiYf4Am4j2E1ki/z+OowqV3cYqLp/xfhR3gKYHEL6q2i23I9m 9HfbUeaQQkWPGeONX2OoyL7AmwyzaZj/cMFidWEGHnv4yU+puPS/n61oLdgD 12Gp4O9xSrHC/x/TXLVeyN93f1x6Gwmv57yfojCI0Nv420W1i4YFidMT6YQu OOhbWJw6zETebZdnfO/+qwdnPuAbHnUgIwjOsHGQn4PbyPveO6ZB2gMD2O78 8na2UR9mDtTfCxMmIX1942ZWFxU3VFIhrJ+Etnx8307FB/0+axIm6Gi3t3Dd RR6veShovD48cvbdTQcn6n9+XAs+7O4qGn3FxA7C3aNqFmX4yurX1klVNgo9 5uczozHx+f7TE5cH8QPfT/Sphnlcrw2/S4f/6HHh3VDnb9E/MYeNI67xCrIP SbDq8L3D7OV0lBHwESpMTAwXOvKe5+O8xIqEL3RQXHj2LEuUhtMCXEOBrbOS LtMOkvHjyy1DUjUE8P9gnkdYTsTnP1XeSd0iwl25KfolTyr+HzCjpEA= "]]}, {RGBColor[0.560181, 0.691569, 0.194885], PointSize[0.003666666666666667], AbsoluteThickness[1.6], PointBox[CompressedData[" 1:eJxFW2Vc0+3Xx1bEbkXp7m4OIsZtICI2KioqIgJiYaCAioiIioXeBt0i3XBo 6Rqd642NGCEl4rMN7//zap/fi23Xrutc53xrYmedLM/PFhAQODpHQID3WrnQ aZmp6CCGHlLqkV3QALKna01nSw/ikNDGSZl0wv+ef6y4PCgn0AAbw1MbthoP 4nT/Zi3pIgJwLksuKtAaRPopm8Oy9QSwXuhiUaA4iIqLpadlWQS43rxyaKvK IHokvVGUCSKAXG8w04P7TPeP7pMeJwBp8esoT7X/f39ySeAqU5lB9Dosc1G2 nwDrRrrWz+auz06ieZ/cdwJYfji71FN5EIlBsrUyQwRYKCZ62lRqEA/X+zjJ 3iNA+DDpmCf3+30nMoLkDBpg8Q6pG7P1B1F8Yreo1E0C3NshrumpNIhn907e lTNsgBI1fyNT7vN42QF32QACxA0UbjXVHMSx77GacvMaQMC/p7Yng4pr1XpV pX+T4RNp/r37LQMY+vSWu4wSAZbmFBfeNe/HvN4vhooNTbD63xeXt4Vx1y/e WSNX2gisNzt1CkwHcf/t6xKK8k1w33qTfMmGYUwdsYuWGSZA7PTCQvftHKTd 5S2sDbiLUJv3bAhvn0QbHYcqmFskaV06ZwSPPds/S/VLGRS2mL58mDiIiU0W 9irBZeBcmSjj8Y2Do2bNj0U+JYG4VVTrnKpBdN/3eWfxHze0F3DymCs1hHsZ Ppam8dH4pXpN2CP3IVSO4H1yAZZ9Fzn7kLve5BdrprSLKvHL9gGrvM0cVN/g x9AILMcAjfY1k6J9SN055aNlXYk1BV9ujsf04roH7askU+uxalEblfOUifLG xmIGTl0YunH07tlOEiYcaHKSlqagJ9tnA+kbES82MuwVbtJwUs5vzve1Lag9 x/qlUgUdTT8m2OkbVKLbwugd3+cz8SL/XGLRbCz2crIwC+fyNzAbzo4m9iVr sVDnq/5hOaMCkI5Om59azkJtweXzNMJTYYAetTTjQy9muqioKqwOw5O5P8/k HOhH53Uf2Zr16Zhx9dlEhlgf2vPWMZqCMo9vv9DYx8I/vosXmCbm4nmi+7s4 Ih3luVUl2VOIKeG3f8hlUtHKtbY3U6cTRZa53VLYQ8O3HnOOZ87uwhV+x0Yl Vck4UaR/KJfRje3qREWpCjIyHWYF/YxnYdKC4x5iCiQUWWu/b9ichW+5vyI4 mIRbx2iVN4vZGNykOaC7vQPN5TdefhAxgPN3aXqIr61HwQzLGk9nbv34XJ2W Xp2KARu0yyef92HbegOSlG4C5qo7Nd5gsvB6GjtMbnYJtJpdUHbWY6LJGh1H NWgB05oLjYxoCr5Uu6UkJkIEibyek9lfO/HJOrPQ8E4yxI1t6ks/04EXz2Yu j0EaJNuQXwSb1+N46KpF4RspYF7IWaEmVYaw+cWGSCEqyN0hnos/24pb8p+/ UfKnw0YBygbNkRjce3Cubs6zfnhwRv2QqnwWJvE/ZxCkUz3DpQ4nw/y643V0 3WF4lJv1Vko/BczfFxfRJYbhnr+Bg7hGHgg8m5oUS+WA26wcZ8ZsKqQRmrxt hDkwu+61epRYIyxniT9O5DAh81j20fXiCdi6SCU/ahl3vQkrh2Mlm3HE7+B1 yXVkmFY1dU0ebEMfk5/LxDfUQsvQUQ310rfQrz4VsUk2EB7GGHrEE1qwZemO 3lUmQfg5xM8vZkUT1h95eUHxYwkKTpEY+KQbfVW3Z2jeb0X/73Mtz64j4YfU B+fD/iFj0efFEjmy3bhmo/d5jQUsfE0x77HJIeKJtK19aTd7sYnZKBAmVo8v FW1mp/Wz0VTxXz3JlHx8tWOeeeosNqbPqVih/vIJlhmd7Ew42oPE/eRrMi3v 4fJy+k2VMQZ2mSlVfXvZhGciCwXT7rHx4Nbtjd9HmtFdbs6C5JEeHB2svZWm 3oGPAkMOKV2i41zDS6REn1YMYR3RF9lCxDrm0rMXyym4K6ylTrehHe2jsjeT Roi4nhVfoCTSjOIR3xmXm2hYvsmGbjBeg2NSm5alHm3H9F/CIkrVRbg8taUv aXc7Ho3UqjIwr8EJfh0QcMqgPUSnoww5BU0OtPMUND6dZK2tX4XylXc/XfKk obvrO1GJQH8g6b0Jkg9Px0g6dbs08Qkc7VXJkllWgvajJgqqtilophJy1FGO AQpOO3WVXDOglNNSc7aHhHRKm4VadRnubRW/pDOZi1fLO+5JZNbCT965vi/C LStzx3TsEN/x700dCpu+/WhUm4vPm7Ojk9pacXHaPUkpo3rMWlNgr3imBLOT SfGanAoQPnNgRcSqBix9R2OrT2Vh8LJ3CUGb6tD6hOspee0iyHY7/EHuWwly So9emT79GIlva4YM01+jnfT6aq3KciiKLwwYSesB22qNUalNBAhti6CozSmH /gZrR9WGFHC5NFWg8E8xBOSvfyWbnAyO9/o+SM0qhFNjhyWlIxNA7pi5aU8F FcRfpQ7KyBdDD3viI82FDKt2bvFWrC+Bp+Khjhe/UuDjSd4bCmA0fp1gi/IU UAs8uCVUAve78fbVYCaUzawf9P71E3BsosN13eEYPZOXoGQ8L8+1hA2TW342 Kyim46L2/SXjzr1gscqsc4HoW7QPDRu6acYGvwNfbuv15iKvKgY8GaBpn7vb +GYVbmqRzyerkiDxsegCqcoibNP29SSqEcHWR2+h/vEK/DjXaVeIZy10Jm+I EIuuRZuHj19rPiiDfW1WnRL/cvfx/JWDhsrZcHx5+S/dj1XoIxTjKjFciNs9 jF/J/EPA+3pJJ4Ne1KK/2I8mjUetePxqdIrq4nLsZIfmKvY14q3fnp3xfc0o eb94o7JLMz7nz+kSLOkUPa7Q1oBvmnczlZ+WwoIPtlTF3iacTsl2yenrBI6c QImGXTbGfGs5fXMZG7LrftwzCYzB0lMD065OvSBwa/cC9h9rlPK9cP5XbR8E 7Hj9TC0+Dk+/Xfz2wZUBuMHWMpKVTYDHfTLn7h3th4GbOZrb3RHu6+7yHipm QriXtsCm5Qngc0zFy4XMBDMLrTtaJjkwfPjkE3sfGqSfNj6mZp0BrnXcxtFL hiMDzgaaiqlgVXh/fyyhCZa2rz2vXZoN+eHVIWQggd3WgediAgG4VEj0nmxd ITy3fWGhEZoKroYXAtWn0zCeO83E10dgZGWVTvCvWsx+JLhUxTsS74bmX7kS REeLNQd7ZD4V4sf7T13Z2TQUbrh/WWZ3AcYE7AZSLBFT2wpPydoUYv0Lr4N0 7pyVJdi5qM0vx9NpC31/7mOj4m1DJXCuwec2lMlbRr2oXnrykVw5AX+0cBtp GQc/rc1mKuxqwjyhEm8zjyFMp6Yf1D/agSsfv7vxJ2AA56nVpqgENiO/vH04 2DareY1GQSv2jqssnys7hONfpzoN7CtxHrdcZu/k4rPjZ89rDpUhK67XM3/N IDaveOIgerIWxy25A3SSjtUbDrRtupcA0Re3yg6EMP7iqXrI+xCgXLR76C8e SwfrMr/nJtYcTNB3CdVQzYSS3zvDt/0YREGva0s0NDNh6dfr4vnJHLyxUHiR Zks2/LjkLT91rB9HCniNuhb2RhI5npGD+NopNUPNqAWubHmSP9XYj/VXtRIV lBphwxy27n1mP/rPJQnKWlHB681Xq1/JfegTU56rMJsOR04NwcSvXuSXuTwD HpJ/BGSt7Uam3aE9+uW9QHqg0JrwqhUFYiR26j/sgy2H02kScgW4tMNDn1Y3 BNMTqTZRcY345vewpo0FB3ZaC2wMqyBg7xWNNeQ6DuyzKEyL729Gx7DmC+do gzBPT/ZM+BUCZnrMHqAeHALtxckGoQH1GLAquYy0ahAsuTAq/BkBOUSZpYEi HEh6FrzAeH4O5pQoH8jR6gffiCPl6kVh6Gyy50j8EiZYrCCOKHdl4Gylk/na 5DZQkRUq1/yYiT8nZCWUBVLguhfZT2eiEu0Wqc+WF/6BqtypKjlQiJ82/LbT Pd+OGm7fxXSVc/DR57ONopVETE/Ijtmi+gJ+zVrGrWTuM7fqDNZ/ANsT8z+F Ucn/m28hBt6f5a5T8ZPlKYUgg1rU2NdyX31HDz479FA17Vc7zr26xdxGn/MX P3XiW9m7e/RO96Lt23qNHLNudBo6cT2xgfkXHzbjdoWx2UmmPah+zaPi3BIy 5k+zO5I3sHC8wDba5g1xBj/uYSD9XsIYeQ8JF2zbzD0JNs65l3abYkvC3e+n paIqqbhfQultWkgHBm8j7grcSkRULnyQOasLtStrXcW9SWh4YOXKSyeoOGTz rNM4phtXnXeSY+yh4HGz1a918irx7BO1ngEaA0d2H/PSbepAJ69NnImgXlxd GeCpVd2GNxhPGQ5b6ShYJ+YsWcu9n9vN1G4X9mJ8yliUvGY63JylouFgRcdQ Tqu+bksMjBwaSsjK68IdKd6y0k4EuMOw8Ipe34j6cTtuhtHIIOT64UyIYh0K Hetk6fV0wPKYxAEf4gOkPvxSFV1DA+fBNKOtZ3NAhLub307QIfZRv7+uQgUk CzODUp+zoXv1YflI2QaopqgGYMEAFLpRm0JP1IHvUGXFmTEOCOtMOWbSOsE0 riFJ9A0HPuVdP56W3wYfsmddyH04AGqv6h22PMmD878vcBFiH4QqtOwwbK2E 0MJt62HJALye8j6dML8VrL+tek95OwiTt9zosTVN4E7IcoX+ATA3qiemarfB rvGu7kA3DtiuE4rLkOgEE5WODNV6JhAecRuwIQm+hUQvCu4nwmmZn+cvMaiQ fpsSqjrQAs53PYtuprEgvXzVQoPiTviSoNLqyp1v4xs9KeqOLfCttXzP9MUB 0Ood4yLvDihYTasfL2YDDz2r9ZaAtkvnm6GPPWB/tURVxi4NvKY0Ho4L9MJr XYVg6ckCeH+oRcjZgwEmE55rV6p+xKyUvV4UPRIIzJGatzbvOjBbtkrFUZqg i49riqDgWa6n5rlyVD14/MEegThkho49/57TgkSLcYfNwvEzeOYSCe3G9+tY ED/DpyLReJfIHnScTBKREy/EZ5qDSzm2TNyb9/2V5MIIZFpaHxrdzMWJenVx puU16LzNtzlbvhst9nYJaHS3YPyb897nNpNxt9uxtigu78SRUUZwUB0Gte/Z GPKThBs/5XerXEjBTPVIbd0VHcgqGXkktSUVr/P64VEW3uHj8SRoVyqblbWx D0urnOcYQxUU+7uM6Rn3ofeDlvoQuXr4ppGronyIgZEHdqnHjDXAKzkRz+g6 Kho74r1EcivcWs2IDDlHxgt8ntAIZC66CtlIxt/nx6hnzhDhWKsxVelIM8pd G37O7KIAa67mCm3DCozafcKaMkwCoSsC2qKmBegu79hx1pgE75Y2/dGrzILV UNKRMrcdLjxKWyAmWgtWq78npka1Qb0Re6PSgmYolUh/lVjcAr/EtI/q/tMO 8eobJ7LPdkI226EUNLohUdJkn9KJIuj59JWsy+mA44VCz2U8U+GIRFa9umUr RDjVa8p+TMHq2X1L5eY3wmWjex9kTbn8L7o3S3y8DuQyCqXVr5UjdWqfrFle Dqw5dlk25X07yvLn5VvMsXKoZO+i48uz7marZINxhKKixCJQcaNuYJhCSwlc PLPfYOpG///u84AY6e6DwgEULxZ4Km2RDOU+JJaAHQfdP87fPixwGFw0dx6+ f2wARQmr3rma3EbWYjHGb+xHd+djj6sEjiCBJ1vc7Me9nW9PqqaHY57JctFt jEHs5fOENNz7bFLy1vpefASF/2q5RmCZv967W2t60e+7UZKkSQp+l7wdNzCH iaGpS0JEXUOh8CKbaKNCxMAlefPNvGNwSmYwY1VvCApu6e7SYsaAebjgDqkb hbj/3fEBnbYyIC5RHd48FQgeqY2xGrk/IFDmvOW2TTXgyOfNbbBF8dw2nV/c +3/DSmtrQw2YTfax8zK6gSGQL2x0vxu8tN5uP9NMhLXrdtKk7QmAbpt1L86l APJoX0Un7MueY3hJjPoXL3YAr+ou7aECJWZzsR6rHdb1W6/vmUcF5hWHm6F3 yOAkb3nG4Qwdjv+jkBvkTASrMKW4wVYmCOZMSxrf6oKvtNvOt96x4eXX59Y6 YR2QYM8lUk5sEBZ3NJeaQwCxGuXuSU4vMM+vrlD61gT65fkOsxUH4S0fVzbD ygPci/aaAwOGg5+URJvgoF8ZeZrSD9o1KyaUw5rh5Cjb/NYpNhAKzq/RntMO A36+jXSkgIPrnTDFbc0Qy+fP7YBfvh9T3tQCu+vKc/IUu0GWX1ctMDef0p7l 1Ql8WWNDJ8zoCk3gxRdqCOBxPeFS2Ms6eLj/2pD4qjqw+uezu3RBPJpzq1HM Kh9ogY8+pP5pw4jFCZMSQklgvOM2ncYh4/rTdy/84/4RV2peWPmzgIX+/H5W hNzuGvInbACttGOjFAV/oNms9nzvkyP/4StUvxojOn/jMKoqPshVOlqK/PX6 cjD3oqSpREsektLESi5/oaEvf3CkA53LOiL+bUBxMt1KXYDbx8vX/pN1oBN9 uXRd+2glJLZNIWshDb/w534avunSyR0VYuM+hccmyleb8LPK6Kl7r/ox6nKf W7QPDY15whK3vrtKLuyMdqLhyqLbuh5c/Cm4akdS4m8mPj652ohzlYlFS8/V dy/mrouHa1K6MDmuziVwJwdTisrtqBpk7DJsFNMpZKPdiSp9igEZq3j324uK aov7Pl3Ip+D4c+6FCO3BhrMc1b4TdCyLVPfN2tqH3/v63lFNyMhi7Nsu70vD VV6z9sSRm5FfH0oMVOzWWBn0qg5Vv8auj/NjoL3D93k5aV24U3+OhMplBvZx 6VvigVbkogcutKegzMQKPFtFwnmrWT0SHBKK/x69QbQmImVaghBEIGJjr8dh G28iln37J03KhYDznJNcE+Jb0X3zn3meApeQdx1IQ0QUsIiMeJH3AAPEQ+b4 x7+AWiHyHIPpCqg7zVwRcrEe35mKvtcdqvzLN3+AZTJP2GoGCwOt95uEgjBf 309E/nkDlO+99Ftp1g8wSplkRZvQ4GXGePsX0auwx/jmOtkoCtx/sJsLtQrA nH8+DNj1dOEfcbs3eFRf5ItUKRk8a++Mqx8ow3Of5bs1/Htgr0hmYC6tC2+I 51tpXO4BX3Nuoxhj4Lkl6zIiYigg7ZK/YcqoH3P3PRiV2E4GF9V/BQr9B3GV 7VwrXc92CLkt8GxKvx89+QtuhuR3s+unfwwgoUPwjNa7Ujj1MHdkNIKNXeKq TTqqOXB89c0DI+4s/Hju9hEjm0zwT9xe76jJPQf+/E76H36aY5bvK3c0DSwv 9ouRDEjoyRIxU6cmw4iuEP378hbUiLmVvnljHnjz71kJTje49kirEaDQqOar dnQGGuZYvhPzq4X5roslZe8nYmTXRi4TbgBz76F5SpKheJLIE47agPFkRUHI kjpI/FpsKXmaDMYSKzbm7+iGJb9XWcdG0mDIYN+FbKVOEGwOcTYS7AZVXv1t pcBAbOfNID0ieF7b8Wa0hAU+r6SuKQ7Q4PiuPOaQdA/MCgvaIVZGBMFPDnNu 2bAhg6e/mNOB1+Y4H5hgm+wXLb2QAgJ6Zwrs3lFh5NKa30EbSLDjmYaX3tZy KK1/ohw5QIEO/lzvgtU8uq/FgeuuCykRgwSQbYoaMpIYAEn9CkXThGpYy5NF rnDA/oLSvFC3OpDl6XLvhuCfc9wvCm8Ewc/NLVKsIeD+iOYQTh1oB3iRJMSH QCj/6gYdrTIwveMjLK48CPbCEq0SDYHoEvZlXtA9DuScOBactLcNZ+DxADyj 5MXQ/Mh42b3eIqR2EOYMUAnn/iWhz11FN+bsEfhPj1Jsf5JNix6CLr4O8APr 7Xd1nJMbAn1bw91ShmEYGlEqRqZzIP3p61+bfeLxG3c7M8x7IXF835mw2fWY uXefp05oO1Ty71UaFnCrU060ECJXaPwy3IEY2ck8ZyzqDr5Xnqlvsg3HeMds A/XDZTjpJGWgPTsN2rTEvqkxm3EXv8+GQeja3dIRNymYvtX0jYrdB6CLuL0O 5/YR662ElQohJeh/a+n5SB8qimZo9aQWtaNUioW6XgqXR/f9+ytmZzOeMwuu TezvwUUl+WHn/Ei4jo/LmHh5z2bqz0A2Ll12ZkrTkYWvBmXfcsyYyI6JmZ2y no23ucd19TsTD5p5Hcpe0Y8Z2la+w7d68HWpcWkisQefxMwR7ZdnoNP5p9Xq i3vQNp5sdTmIhpeeXb4n/YuM3202DdqOkdErmicEdOGGsi1BFxZSUPOiW7na sRY04LUtcTrKb1nXKB6cB0YZ4SYXIih/968KZvpRC/az8/QkdnNxoEvQ0Pfz zThaQ3DfWt8N+xaw/wjTE2b0469EeLj8pUrQ7FpwvEK6HXWUClv4vKMRztVd v6mu2wqNs5bf+sliwYQd98JGMP83P/X4unwrdG555H6vrA9Mkw8n61V3QBEP rrVw4KhVUY/kCQKYaUkde/JwGEo07JhfbYhQ9/3b1+nhfggfXMyFNvVAWmgp d/M6C+L4PKcDRANCfgwoMaB/YcQ8lTsMyLodvc2xhMuDuLtruLcfrEg1nAtV FJjgdsGETiaIukzeyaV3AujfoCUZskAv4clowuxWmHh8xN+wuQ/KL+0v00uo hBl9sR9kQ17VKHyJh4QpLpGX40DzmccnjP2zMTydByD7YYvA1SPfg5uxV9nC 0mYWB5h64t1hVg0YYPne91zoIBweK6VHTzQi22lRHoQNAI3H2/Y34ZzE5iw4 NQCPWj6YMn5S8G5H2nGZOAqkJ29cOcbFdzN+GwVqz+RmC/zLwU9Taz8rpjSB YRc1jSlJxaPHd7CM3nbDz3x17evXWMg7RlWzVrCtKhW9dYD9Vx8phX0qau96 mqm4lj9Ya+CXeJASYyUVNxuu+ij5Lg/0b79aNH6jF+eap3oYWCC2+3ARfSgb 11B4gLgBbweMVv1+24+nHsmVhw2SUcKuUpK1nYYm6137jay78MWh3TUj9Sw0 C7+3MLqEinXVl9bapVFxGV9HZqFfbU0D+zAd9XYk7ozcQEVzHg7O68GRyHGU kCej4spVDZwrTFyktS1atouCJY5fD10QpCDruig7qpGKjurRQhRlEm54JZsc e5eOx7Sv7bInUfFFvs/Bb4/pqF/T8t5hioYDFDu/WO6rsNCNo6QmIi4qWGMR KUPF5YTcDJzsRls+katDa/azR6nCHWj5sYrLiJuRqvWdFfuuGbF+gqO4tRlN +Lp2DobP4C18ydfV7kLkJQvNZTYeECnjUaXn+gWmmzMuaZiXQag16aQyOQUc V/OIQwPUt5YRZW8XwWePV++1Etoh2yXnSngBAQIFeBOADPM/hdnqLaqGZzx8 JUsD4c1cpmLZCVYvNNO/cetYzJKgHL6BAM7SvBUw4Fkot5HdJ8Ge6qdGyctY sMC1vuB8IxkWXpe+Eu1Ig4zOCjeXBiZkNXVFRFvQgOxPMe8R5fLnm8GSkvUk GCsOk7+SQIfy4PhnwU9I8GsOLdWtph8q36+zEflcC2WxXaSbsmywid+UqlRe BKa3RXZeC+2BSR4dziyFX2XrRS44kaGANwZqy4GnmtO1KKA4wiu8Cvgsu+hp 8pJWMC8P9dIWQDSerg82LquGlXftRBTGE1B4Rg8DR+XpVJldBDTntZ26evzI 12NbMbfoaPjps0QsTapIM47twpMiTZtSTNtxh8TXI4Y/O7GBrw+QUbhfIk36 JAW9A+1H7PNouHjhtycqrxl49a3M8pvlrL/+MQVDeTLCNgbe9OEJTUzc/YX9 y9mCiTL5m+oj86i4fc20kNNaJsoqDronRvXgOlWPE7eS2PiY106CaTjv2sh4 TlUXnlKTyDZa2I1Hhaun7M1p+OFT24bwVDIGB/OMlir0KVD22TKeh2Xz64vD 1xBw9oXch191iSi7c1awzXwiFrlWxejHdOCiufqvtQ9VYv+xZju92nbcu4FL HGMIaHnOtFLqUD0u8hTYoH8zF//T25f/qRQ1jn8Ikd9W5Oumh6Iz39dLhE9/ jmzWq68AqiZPEAwF87PLj+olV8KNK05pkgvywS3xbLq+QCfYUYd9Ir7Uw4z/ RgJ37i05ZvcV+H7YByLY6Uk/+/XCF6/f5U1+FkT4pgto7s5AobcPlL53MECW 74OWoWPuis6kuB54el7jSei7erTntcUFPeCtZPSR9ZSGO3nH58eAi4Hq027z B/CKv8igQhMNsrKqvaaG+zAw2nROggMTPvZ+jZhF4WCA5g52JIsKZ5yrNv8e 6Ed5vv9Dh5n5yPqfn9h03ajuhhgbLd0Y66SYZJjoWDR6WoaIj8/k+ce00P7W eSNmnUvYJ/+RBsbbl67QiahC3nHKNVOBeIuzakHtC3QpeFQX20uDlqKXn/Z2 xP3ldwzYwcfxP4Cv50bT4Y6qnLGxWDVsnMgmR+2kwYnqsPRohwZI0dh7Jeoh d749Zh9I/9IOM+dFAf+KB7vwN5fffeo8Ll1Ihup1d1VymV2QJpu0VfoD+e98 6QIa3x9vhyf8/auDED5f7ob1zie5lRUEfLnjNBGEGU6mYrPjUfmbV5HRu67/ zZffeYe+mLR0wzQPZm5twH7xvQeUnzcBb4ra7COi8svAcTV6C+jVb1h/+0Mv aq7dd1HmIQHyqsjFBc6DOLfM4Im6VRkEbxX8Yuo3iHn3FsBVgeeosMbK6rdP P36Q+4ZSAgQMcHI76rSaiZxlJ+5oNrahAxdVMKIouNzm1Wko6sapuIXTaSs7 UYuHB8kkbDubViOvUYSZrSKyaX1s3G0Vyb3a6fi06kdKEPceZ7725qh4puPD ju0BwR1E9Ofz8oq/+mg7XuXr0q3I/VX5mkLteLyA52RXIzVAsR/Ua7CS36fq 0LQi84GiWRpaVJzjTTQw57I1pblNIJq7d7XYjQL8VPzssdgQEQ5Eu+lv0chH jT/MfzWXsCDS1HClyv5S3MnjqXV9oHhxwDc1uh3NF3n/k/6yF2rW0+deUafj hHnlHbU3TOD779vZf/VXChRVRdkKeHOwJPwtl3ERYWlbzIsnXcO4jIff+tug SNxrc4nZMFoxs7nMtAnoUn9e4yYO7qhRui41mwB8v6ORg3FfXnOZcCVMLr1P FvjIwWWNb2w3++WB6G2GhZfgMJqtvUTeTEzA+Hk5Ol42w0j1ThlfLRCCpmnv NXfsGUZbPs7Ow//4VaDR+6h/OO/g8OfG2Xd9+/BR1IUmS5OPMLaQOzgjG/B+ LJHL3OugTaJBKEq8Ee9vHKPr7C2Hb1GKglmRnTiZahOlTPwBuivt4qOuNaLa NspT0epaMKv+9Uf3TNV//insc8mLk95fhGNvF/TIuZTAHdtrjYY7q2Do5O6T 6n6twGNpGXXtYKaxP07uZQMk1Zx7c/EL5a+e0w7pUR70a8osMDftWSx2kQhL +HmYPmjn5xUIkM5rZ1McsPiWmylv0QjfKzhfHW0YUOnmslpUsBYO7PuniRRJ BM2eVDNl3RCsGND8MDjKBFZV5IT8RAN++nLr3FYPzv/micueGLGr+5ng/kn1 jKZCG5ITBf+dVc2BXL5/1oxXdBWXTNn1wYw+2om3MoeLro32QGTRDV8F5UY8 pIIEWy8yzPiMzahY8zArabQVphyomXK0BnyUyPmZEtcK1LB/i0Tjg6FqTRdN PDcBnT8QzqsltCL9TFCT5kAFlparPFQTb5nxJ56T0Ovl8DSYd+Moz5X92o4q 5vdSQnTJ2P7MziDcsR67nzx8JHuaiq82W5H1SxBFbb5xKQkbOybu22ePdOH0 4KkUdVIPCnu4nkRiN/auMlFLpDLxUrk5RC5uxJZHySWBrzlYz4tVpFWjt7QF tzQH8fglS8FMo07cigPd2en9GPBy2R3tmCr8Ic0TKgawyFlUcnFAAL7fTBZJ HWGhE79vp+Kfl/d/6Tv3odel9cbi4anIb/91DHzD99tr4TkvFuPeg3xbZG8D THWvWBO9iYb/6bXv6YcXxiTQ0NL/hm5meScUJTv1f//CwErmzkK5awWg1Hvp CYYPoO2RefZqri8xR886xsihH0ftMzRWCYWgsu5DPC3EwUX8OsyHNUUmzbkC Ayjdnrc5klAPVy0DxnQP9iLP/ou4WA/RgkuKEjf0YPQSczPU7obT23cskCSR sJaHP3WoUMHrIwtIGFtkqHBpHhXuX/k98lWLiPLPA1oZV7n4xfrwGY28MtRs i5ZMfNEKvqtO98lWF+N6y+2D8pdLgAsWyrSdKyD1i5hwkkMr6GV0B8nWEkD1 0+WAoKt10KLMq6ym/+nXfL/RiARb+OdY/lcPrQEzf8aksXAkqK5sc1EuboL/ 8kSyHHNjo9QuMN56NutuXh9Kl11zE1mahzYn10QW5w2hN19fi8TrPH+ngPNX D4mDpV1HaKbFg6i67MOQWGQBqCfr622rG0ReLEwiPR8+KDy0f5g0iDy5Ry6+ AcJWfqllv6CjeIXnU/CphiOCHtbkhSRMvHw3S0qPACF8H6wOJy4n7jAyq4GG WJ4RkAbjlNEKGYUGkFfYt3trWjWUk16bSwaQIdsVHHGqC8rifXTUX7TAz9QP goPeTPibVwI+vjfpgfl8PawO7hFGWmelcWCGTxRAdce2gjFjNiQKhAsJ1wbD smb7ZXdJveBwQ09KVDofXXz8qEPdTIhOLtYyft2FdIZXeK8mHSLoLg+D/IjY u0d7i8MgDRRt44Sil9CQO4zCfo6x4M5UVzj86sJzEsu/s4/QYJTXv4aouItb LozNVOD4EB8otNJQXafbu38DA/bE+u4w/t6Pw2U+JJYJDQxK2fmhrmSM4DUC Ryp48fX1dnzlYZh1L6YfdqTzFMQKbHoW9MluHRWc+UY4AfVnpx/LbukAoVzV D/LrwzD3HheIZXbA8PU4Wam5hXCO74vWQ1d17pCoUS3kOY6oiSz3hkWzJlbK 66ZDOi9Xpp/+Fw+XwOS6reekDxSh2EmH43Jzi6A3yC2WeIv4t15q4LpZ7p6o igY8Ibjrl4hNLQTtrtpiV0xFXttTLk1F/9dPT8x7NYSx9v/s1AuoQHdTI7e5 W4bQ+kXBT1nr4v/5CdHcsSB7pwFXz5H8aHKVg63vZl2UO9aAisHSk/ca+vHa w6ClCtY0VG2jPL6ezsI/CwvdpY6QceFCOnMwi4n87Rtn4LBIvdPpncQZ/cOx B91Hfc3s5u6BAb14YbE5JNRdUPNI+mkBXF4SNireRsL0vNkB6s7umFeTzu1E RAzn9+F4EOPnYwi43nfFU9OKGpjBN+V46krxdOKvFuT7y7ZkLCsr+uapO4jj zmVXI0YoeCTtjvkdkT7Unv95uT6zE//zX6aX8hIo3TjJs7mrBvDdXY9jQaVE 3BLz5kvPeRpuzNkYqNnQhiZTU2PEn0Q0HOn8pljXhOSz25eEkwg4ueCVkF5q B1Zy6Y9K+w/0XsZLOrTiUtD9qn84C3kyjU5QOybzcfon3MDvG01oMOMfA88G lPMvRCLf18iFkqimAsXkH8i3xXKqwFVlrOyAe8D/9Ntxvv7QierCNRdNcqrB 1aT1jUJ2Eobd77IKNa2DmXxoA+4NGt6YVdQJ3u1BZ9RY5Vh4+rUWi0QFgVe8 /l2NopV9p/oJdJA3+B2obNmCo0lHfaiXyXBmWpDbGprQWiEoS7I6GZLcSk/E TdORlJrKyW7ows18H7gX07nb2c3lMW8HBzSUPzHQ9nTioE0FEZf+zIrXaufW QRL9x+mNRBRUPtxgc5yDUgt67YcaevD+vEslwVHculqascFRgPs+XrvawsFn TrL3Uv3ascdz8p1eZy963T3fFX25EYd4tvUvDk7z52wRBnlvFzIQ6kO9y5xc +XXF/+klOGvTcrE44RY8prXwWtb7PrQRXfgyiFKL4bLvS1QMmTi+/Hm/6M1k /DnKCBY7R8JeLmtQGQnF30qzxiMaKJiuygswvMP5e27MUtFoQXptz22dtbnA k120bpahtd7di8mNbTDTX8Ohfu+YftT3BvjPH7tQMPpazTgT0u+s2bD55RsU dKjO1wgqRZLE2d2SXB47Ksu9WYcGUcOp8UZkOBWt55ZMzi8Zxi3j62N1Gzsw odPIZCyMjZO1834qXWtG1xG0fpb6Ezv6acZ6gp34N++F6hVf5moz2pEoe/uG 35kxrJPgIcpmFHarXDB34xAmBs8nqN5rQRmNrsN3vvVhMN/fy8NA38Ezoy5s 7OXzyxjknkJPryT9v/wijDi9/515sAtH9jsnBHuRQOelsva3N034RFPeOXFJ D+hXXynISexGhbUoF9tAg898nakYrf3n3NS6zYLAi6wbz/LsZuZeAge8T7a3 K5UVAT8fQmODMU9Hy26BmVwHGxrnywSf3kQEw7zXa5UVGKDMC9650ECEh9t/ EsFG2FqfPkWGWt71X1wPgwEe5eM6vRA5vVVym18NuHDp977uUWDyeW4X8Mq/ QHfwf/m6ZzP+A4Ty9d1qzJvr2Fk1PPo3b5cCAn/eyB94Nw68MSJSXwsVWaxZ w7VMaNm18pFCYCAKxVLGgyzroJdnH3tX4K41xTGxfY3whj+AEmHH/IxnqttL wZsfcPGFmX2rhdqshEBV2R9wcR4uUTuVg0Mmtq+ku/Jx4Ywegy1cmCfCqcUn xZGX+4wYSJXnbWgReuqEHvBI4iC3mXCRRC3abHO2LlEaxqPXeQG0bPRYnHh+ YrIXu3yK5mrdK8NbHZysnsM0zOZ9HYGCZgYRxwJP1mIy/6JXYAW/j3zHgmHL BLXvLdib7vvvRrt36MbP0dZj9JT6eomVSfBfXlMupudO8OVa4HU7WckUvKRO uRJ2pB6sVxtx1I7moFDos30Kjwv/5g/rsYifu0uEk50JLdJrKPiRP4hz/uYC Oahy81es+sGy//R8/FRaOU/5RSnSeDzo1wAeFl5wSunWD3wh4LhWZS0TZ3Ti BpxVXOqv964Xje8UulHfkdF7v/4rG3sOWvgqfjinR0Yu2fBOz+hFu62yA5RI Mq50sP4Tt5+LH5f/yExf0om8WEjEBQpabPhjTPEkoQM74k/sbTqu5sJiW3My /tVzUfq9LvdovmHmhaEqbR02Blv9um54IRep958Em3ztRtt7dVtUQiNQxrz/ lqxgAzaw13okGLeAtCMPcXbj46QTFbauZDBazFPCahFmPxifUOkDC/4fHCqx ZSZfDS/Dt9YZur9FBW+POLf8/r/5TgJwQZb+tf09sOuqn75+XDXc4tlLlf0w kxdoBPczE8NXZjHgS437HQ37Nsg6u8P1rkUfzOT7O+DIVqHrfXvoIL7BxcFo Wxd8LX0devkCDXyOfzwhpkiE3DVPF9mnU+EsyjRFuVDhw79OZmMObFi3jDdx uetSqmg+n06G+bnBJ773MGDlnvJORjoFNHj5fVEWuPJ0ZuUUqB0yTDe43AW+ /FxmBNj6v0qKl2GCK183K0V9Hh4aJ8Gx6Xsn4huaMYKvcxbDmwPn198qZP/1 CwPRgtI15XVpGNXerOqTD21Anz8GwabcfvjxjaejSg8Du67Z6JlKD6ILz3j2 4qB9u6qgJ4ODnzSX+NBnDWMVo6PvTlQfCn/YOW0TyMHGhb/35vR34ar7UV91 1vTi7XnBMuf9ySgxovEzs5jLe1XT7mbUdKB0xE2vqG9UvDJv355YoSbkbU9s CQ31Pa18Nj/Pw0xeDphEQ7vsV7epy7ww5M3y2Oj3NLxXpecqrRkGIvy4LA3P 82IdZ9NwxOtX6bcyOgaWj3EBzCeotugYlAYKrtk0rE+2IAFZOqRctb8Ezmud 3H/9cw8s5OO3IrCsL6xlSdKgayb/g9zdHrdTo0LlP7JuYtR4UHYMmZX9uAu8 5o3N2bI+D1YONk2k7WmH2aN1UQpfG+FXsUNZtHcjxDCXVRlmdMGdW7ax2n/K sVrY/7jsBwIsETjUkb69A3X0GRG6SzvAkhfjvU9HqTm8hH8HbDm0b/mNbhau ryofFRsgwoWJTKE/UQPY0ygQFrSDBHHD3AEw2Y+31Kquf1/FBL9bO0vsk2h/ /c0e6DvffunyXPrf//PQ4PCjf33lC4vxirP4ZMpPFthc+GJ9UPQalP/ony31 mAylfs9NspU7QbTvgXsKiwXcofyLyiTB1blRqw02dkFe/NREKrENik4wupV/ NQH3tH+kjbVDEh+fNkP6Q97krYYt/MKoht5Zwy/lRIrxIF+Pz4Jm51d3M/W7 kMjLxTy4h4xNdUbsNhoGE4YdFWXT0ZaH75tpqMvnY4V4YW/+xouvKZjaObdb 060VD55+d9PekYbmNbyGTcRH7W0Fw/4s5OvhlmT0t57eNqnUhzN8j4rxL8xP Tjj04qoGjlLsvzRcMOix+U/xwIze3EnBaj+r7ol5fTiXl8vsI+Nay/uWfasY WKYvfDIsi4wTEwP5l7nrCeXnjCgot/j0afZKOs5qZXeKOBFx25wEB7oFBc9e +PpDtoaAfh/McoirSGjDRfPn826Dm/QvxiV3GhL5/0fwgP8Dg92lyw== "]]}, {}}, {}, {}, {}, {}}, AspectRatio->1, Axes->{True, True}, AxesLabel->{None, None}, AxesOrigin->{0, 0}, DisplayFunction->Identity, Frame->{{False, False}, {False, False}}, FrameLabel->{{None, None}, {None, None}}, FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}}, GridLines->{None, None}, GridLinesStyle->Directive[ GrayLevel[0.5, 0.4]], ImagePadding->All, Method->{"CoordinatesToolOptions" -> {"DisplayFunction" -> ({ (Identity[#]& )[ Part[#, 1]], (Identity[#]& )[ Part[#, 2]]}& ), "CopiedValueFunction" -> ({ (Identity[#]& )[ Part[#, 1]], (Identity[#]& )[ Part[#, 2]]}& )}}, PlotRange->{{-1.7614364999999998`, 1.7614364999999998`}, {-1.7614364999999998`, 1.7614364999999998`}}, PlotRangeClipping->True, PlotRangePadding->{{ Scaled[0.02], Scaled[0.02]}, { Scaled[0.05], Scaled[0.05]}}, Ticks->{Automatic, Automatic}]], "Output", CellChangeTimes->{{3.764181801868524*^9, 3.764181830670013*^9}, 3.764182159643732*^9, 3.766446504295293*^9, {3.766446784705051*^9, 3.76644678823393*^9}}, CellLabel->"Out[52]=",ExpressionUUID->"2f4cf477-3ca9-47d2-a895-c47b61a4e9d2"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[{ RowBox[{ RowBox[{"Norm", "/@", "acceldata2"}], ";"}], "\[IndentingNewLine]", RowBox[{"Histogram", "[", "%", "]"}]}], "Input", CellChangeTimes->{{3.764181851587598*^9, 3.764181901887018*^9}, { 3.766446791536592*^9, 3.766446792255019*^9}}, CellLabel->"In[53]:=",ExpressionUUID->"6e2382e3-be00-4738-b380-b67947d32194"], Cell[BoxData[ GraphicsBox[{ {RGBColor[0.987148, 0.8073604000000001, 0.49470040000000004`], EdgeForm[{ Opacity[0.476], Thickness[Small]}], {}, {RGBColor[0.987148, 0.8073604000000001, 0.49470040000000004`], EdgeForm[{ Opacity[0.476], Thickness[Small]}], RectangleBox[{0.35, 0}, {0.4, 1.}, RoundingRadius->0], RectangleBox[{0.45, 0}, {0.5, 2.}, RoundingRadius->0], RectangleBox[{0.5, 0}, {0.55, 3.}, RoundingRadius->0], RectangleBox[{0.55, 0}, {0.6, 3.}, RoundingRadius->0], RectangleBox[{0.6, 0}, {0.65, 7.}, RoundingRadius->0], RectangleBox[{0.65, 0}, {0.7, 16.}, RoundingRadius->0], RectangleBox[{0.7, 0}, {0.75, 16.}, RoundingRadius->0], RectangleBox[{0.75, 0}, {0.8, 30.}, RoundingRadius->0], RectangleBox[{0.8, 0}, {0.85, 55.}, RoundingRadius->0], RectangleBox[{0.85, 0}, {0.9, 60.}, RoundingRadius->0], RectangleBox[{0.9, 0}, {0.95, 81.}, RoundingRadius->0], RectangleBox[{0.95, 0}, {1., 104.}, RoundingRadius->0], RectangleBox[{1., 0}, {1.05, 94.}, RoundingRadius->0], RectangleBox[{1.05, 0}, {1.1, 76.}, RoundingRadius->0], RectangleBox[{1.1, 0}, {1.15, 99.}, RoundingRadius->0], RectangleBox[{1.15, 0}, {1.2, 60.}, RoundingRadius->0], RectangleBox[{1.2, 0}, {1.25, 53.}, RoundingRadius->0], RectangleBox[{1.25, 0}, {1.3, 41.}, RoundingRadius->0], RectangleBox[{1.3, 0}, {1.35, 23.}, RoundingRadius->0], RectangleBox[{1.35, 0}, {1.4, 9.}, RoundingRadius->0], RectangleBox[{1.4, 0}, {1.45, 11.}, RoundingRadius->0], RectangleBox[{1.45, 0}, {1.5, 4.}, RoundingRadius->0], RectangleBox[{1.5, 0}, {1.55, 2.}, RoundingRadius->0], RectangleBox[{1.55, 0}, {1.6, 3.}, RoundingRadius->0], RectangleBox[{1.6, 0}, {1.65, 1.}, RoundingRadius->0], RectangleBox[{1.8, 0}, {1.85, 2.}, RoundingRadius-> 0]}, {}, {}}, {{}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, \ {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}}}, AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948], Axes->{True, True}, AxesLabel->{None, None}, AxesOrigin->{0.31999999999999995`, 0}, FrameLabel->{{None, None}, {None, None}}, FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}}, GridLines->{None, None}, GridLinesStyle->Directive[ GrayLevel[0.5, 0.4]], PlotRange->{{0.35, 1.85}, {All, All}}, PlotRangePadding->{{ Scaled[0.02], Scaled[0.02]}, { Scaled[0.02], Scaled[0.05]}}, Ticks->{Automatic, Automatic}]], "Output", CellChangeTimes->{{3.764181855648719*^9, 3.764181902239205*^9}, 3.764182165233865*^9, 3.766446506877851*^9, 3.7664467926245213`*^9}, CellLabel->"Out[54]=",ExpressionUUID->"a18e065a-d609-4786-a54d-93e0c6bd1123"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"Histogram", "[", RowBox[{"Transpose", "[", "acceldata2", "]"}], "]"}]], "Input", CellChangeTimes->{{3.764181966194601*^9, 3.7641820001952143`*^9}, { 3.7664467956404667`*^9, 3.766446796710928*^9}}, CellLabel->"In[55]:=",ExpressionUUID->"f59e178c-131f-4dbe-a224-900a668b0237"], Cell[BoxData[ GraphicsBox[{ {RGBColor[0.987148, 0.8073604000000001, 0.49470040000000004`], EdgeForm[{ Opacity[0.5599999999999999], Thickness[Small]}], {{}, {RGBColor[0.97858, 0.678934, 0.157834], Opacity[0.5], EdgeForm[{Opacity[ 0.5599999999999999], Thickness[Small]}], TagBox[ TooltipBox[ TagBox[ DynamicBox[{ FEPrivate`If[ CurrentValue["MouseOver"], EdgeForm[{ GrayLevel[0.5], AbsoluteThickness[1.5], Opacity[0.66]}], {}, {}], RectangleBox[{-1.4, 0.}, {-1.2, 1}, "RoundingRadius" -> 0]}, ImageSizeCache->{{63.26401120896716, 81.77842273819053}, { 90.26275344776276, 92.32840450262982}}], StatusArea[#, 1]& , TagBoxNote->"1"], StyleBox["1", {}, StripOnInput -> False]], Annotation[#, Style[1, {}], "Tooltip"]& ], TagBox[ TooltipBox[ TagBox[ DynamicBox[{ FEPrivate`If[ CurrentValue["MouseOver"], EdgeForm[{ GrayLevel[0.5], AbsoluteThickness[1.5], Opacity[0.66]}], {}, {}], RectangleBox[{-1.2, 0.}, {-1., 15}, "RoundingRadius" -> 0]}, ImageSizeCache->{{81.27842273819053, 99.79283426741391}, { 68.34363867962385, 92.32840450262982}}], StatusArea[#, 15]& , TagBoxNote->"15"], StyleBox["15", {}, StripOnInput -> False]], Annotation[#, Style[15, {}], "Tooltip"]& ], TagBox[ TooltipBox[ TagBox[ DynamicBox[{ FEPrivate`If[ CurrentValue["MouseOver"], EdgeForm[{ GrayLevel[0.5], AbsoluteThickness[1.5], Opacity[0.66]}], {}, {}], RectangleBox[{-1., 0.}, {-0.8, 55}, "RoundingRadius" -> 0]}, ImageSizeCache->{{99.29283426741391, 117.80724579663729`}, { 5.717596484941254, 92.32840450262982}}], StatusArea[#, 55]& , TagBoxNote->"55"], StyleBox["55", {}, StripOnInput -> False]], Annotation[#, Style[55, {}], "Tooltip"]& ], TagBox[ TooltipBox[ TagBox[ DynamicBox[{ FEPrivate`If[ CurrentValue["MouseOver"], EdgeForm[{ GrayLevel[0.5], AbsoluteThickness[1.5], Opacity[0.66]}], {}, {}], RectangleBox[{-0.8, 0.}, {-0.6, 83}, "RoundingRadius" -> 0]}, ImageSizeCache->{{117.30724579663729`, 135.82165732586066`}, {-38.12063305133658, 92.32840450262982}}], StatusArea[#, 83]& , TagBoxNote->"83"], StyleBox["83", {}, StripOnInput -> False]], Annotation[#, Style[83, {}], "Tooltip"]& ], TagBox[ TooltipBox[ TagBox[ DynamicBox[{ FEPrivate`If[ CurrentValue["MouseOver"], EdgeForm[{ GrayLevel[0.5], AbsoluteThickness[1.5], Opacity[0.66]}], {}, {}], RectangleBox[{-0.6, 0.}, {-0.4, 84}, "RoundingRadius" -> 0]}, ImageSizeCache->{{135.32165732586066`, 153.83606885508405`}, {-39.686284106203644`, 92.32840450262982}}], StatusArea[#, 84]& , TagBoxNote->"84"], StyleBox["84", {}, StripOnInput -> False]], Annotation[#, Style[84, {}], "Tooltip"]& ], TagBox[ TooltipBox[ TagBox[ DynamicBox[{ FEPrivate`If[ CurrentValue["MouseOver"], EdgeForm[{ GrayLevel[0.5], AbsoluteThickness[1.5], Opacity[0.66]}], {}, {}], RectangleBox[{-0.4, 0.}, {-0.2, 94}, "RoundingRadius" -> 0]}, ImageSizeCache->{{153.33606885508405`, 171.85048038430745`}, {-55.34279465487428, 92.32840450262982}}], StatusArea[#, 94]& , TagBoxNote->"94"], StyleBox["94", {}, StripOnInput -> False]], Annotation[#, Style[94, {}], "Tooltip"]& ], TagBox[ TooltipBox[ TagBox[ DynamicBox[{ FEPrivate`If[ CurrentValue["MouseOver"], EdgeForm[{ GrayLevel[0.5], AbsoluteThickness[1.5], Opacity[0.66]}], {}, {}], RectangleBox[{-0.2, 0.}, {0., 91}, "RoundingRadius" -> 0]}, ImageSizeCache->{{171.35048038430745`, 189.8648919135308}, {-50.6458414902731, 92.32840450262982}}], StatusArea[#, 91]& , TagBoxNote->"91"], StyleBox["91", {}, StripOnInput -> False]], Annotation[#, Style[91, {}], "Tooltip"]& ], TagBox[ TooltipBox[ TagBox[ DynamicBox[{ FEPrivate`If[ CurrentValue["MouseOver"], EdgeForm[{ GrayLevel[0.5], AbsoluteThickness[1.5], Opacity[0.66]}], {}, {}], RectangleBox[{0., 0.}, {0.2, 99}, "RoundingRadius" -> 0]}, ImageSizeCache->{{189.3648919135308, 207.87930344275418`}, {-63.171049929209616`, 92.32840450262982}}], StatusArea[#, 99]& , TagBoxNote->"99"], StyleBox["99", {}, StripOnInput -> False]], Annotation[#, Style[99, {}], "Tooltip"]& ], TagBox[ TooltipBox[ TagBox[ DynamicBox[{ FEPrivate`If[ CurrentValue["MouseOver"], EdgeForm[{ GrayLevel[0.5], AbsoluteThickness[1.5], Opacity[0.66]}], {}, {}], RectangleBox[{0.2, 0.}, {0.4, 124}, "RoundingRadius" -> 0]}, ImageSizeCache->{{207.37930344275418`, 225.89371497197757`}, {-102.31232630088623`, 92.32840450262982}}], StatusArea[#, 124]& , TagBoxNote->"124"], StyleBox["124", {}, StripOnInput -> False]], Annotation[#, Style[124, {}], "Tooltip"]& ], TagBox[ TooltipBox[ TagBox[ DynamicBox[{ FEPrivate`If[ CurrentValue["MouseOver"], EdgeForm[{ GrayLevel[0.5], AbsoluteThickness[1.5], Opacity[0.66]}], {}, {}], RectangleBox[{0.4, 0.}, {0.6, 84}, "RoundingRadius" -> 0]}, ImageSizeCache->{{225.39371497197757`, 243.90812650120097`}, {-39.686284106203644`, 92.32840450262982}}], StatusArea[#, 84]& , TagBoxNote->"84"], StyleBox["84", {}, StripOnInput -> False]], Annotation[#, Style[84, {}], "Tooltip"]& ], TagBox[ TooltipBox[ TagBox[ DynamicBox[{ FEPrivate`If[ CurrentValue["MouseOver"], EdgeForm[{ GrayLevel[0.5], AbsoluteThickness[1.5], Opacity[0.66]}], {}, {}], RectangleBox[{0.6, 0.}, {0.8, 62}, "RoundingRadius" -> 0]}, ImageSizeCache->{{243.40812650120097`, 261.92253803042433`}, {-5.241960899128202, 92.32840450262982}}], StatusArea[#, 62]& , TagBoxNote->"62"], StyleBox["62", {}, StripOnInput -> False]], Annotation[#, Style[62, {}], "Tooltip"]& ], TagBox[ TooltipBox[ TagBox[ DynamicBox[{ FEPrivate`If[ CurrentValue["MouseOver"], EdgeForm[{ GrayLevel[0.5], AbsoluteThickness[1.5], Opacity[0.66]}], {}, {}], RectangleBox[{0.8, 0.}, {1., 32}, "RoundingRadius" -> 0]}, ImageSizeCache->{{261.42253803042433`, 279.9369495596477}, { 41.72757074688374, 92.32840450262982}}], StatusArea[#, 32]& , TagBoxNote->"32"], StyleBox["32", {}, StripOnInput -> False]], Annotation[#, Style[32, {}], "Tooltip"]& ], TagBox[ TooltipBox[ TagBox[ DynamicBox[{ FEPrivate`If[ CurrentValue["MouseOver"], EdgeForm[{ GrayLevel[0.5], AbsoluteThickness[1.5], Opacity[0.66]}], {}, {}], RectangleBox[{1., 0.}, {1.2, 30}, "RoundingRadius" -> 0]}, ImageSizeCache->{{279.4369495596477, 297.95136108887107`}, { 44.85887285661787, 92.32840450262982}}], StatusArea[#, 30]& , TagBoxNote->"30"], StyleBox["30", {}, StripOnInput -> False]], Annotation[#, Style[30, {}], "Tooltip"]& ], TagBox[ TooltipBox[ TagBox[ DynamicBox[{ FEPrivate`If[ CurrentValue["MouseOver"], EdgeForm[{ GrayLevel[0.5], AbsoluteThickness[1.5], Opacity[0.66]}], {}, {}], RectangleBox[{1.2, 0.}, {1.4, 2}, "RoundingRadius" -> 0]}, ImageSizeCache->{{297.45136108887107`, 315.96577261809443`}, { 88.69710239289569, 92.32840450262982}}], StatusArea[#, 2]& , TagBoxNote->"2"], StyleBox["2", {}, StripOnInput -> False]], Annotation[#, Style[2, {}], "Tooltip"]& ]}, {}, {}}, {{}, {RGBColor[0.368417, 0.506779, 0.709798], Opacity[0.5], EdgeForm[{Opacity[ 0.5599999999999999], Thickness[Small]}], TagBox[ TooltipBox[ TagBox[ DynamicBox[{ FEPrivate`If[ CurrentValue["MouseOver"], EdgeForm[{ GrayLevel[0.5], AbsoluteThickness[1.5], Opacity[0.66]}], {}, {}], RectangleBox[{-1.4, 0.}, {-1.2, 1}, "RoundingRadius" -> 0]}, ImageSizeCache->{{63.26401120896716, 81.77842273819053}, { 90.26275344776276, 92.32840450262982}}], StatusArea[#, 1]& , TagBoxNote->"1"], StyleBox["1", {}, StripOnInput -> False]], Annotation[#, Style[1, {}], "Tooltip"]& ], TagBox[ TooltipBox[ TagBox[ DynamicBox[{ FEPrivate`If[ CurrentValue["MouseOver"], EdgeForm[{ GrayLevel[0.5], AbsoluteThickness[1.5], Opacity[0.66]}], {}, {}], RectangleBox[{-1.2, 0.}, {-1., 9}, "RoundingRadius" -> 0]}, ImageSizeCache->{{81.27842273819053, 99.79283426741391}, { 77.73754500882623, 92.32840450262982}}], StatusArea[#, 9]& , TagBoxNote->"9"], StyleBox["9", {}, StripOnInput -> False]], Annotation[#, Style[9, {}], "Tooltip"]& ], TagBox[ TooltipBox[ TagBox[ DynamicBox[{ FEPrivate`If[ CurrentValue["MouseOver"], EdgeForm[{ GrayLevel[0.5], AbsoluteThickness[1.5], Opacity[0.66]}], {}, {}], RectangleBox[{-1., 0.}, {-0.8, 57}, "RoundingRadius" -> 0]}, ImageSizeCache->{{99.29283426741391, 117.80724579663729`}, { 2.5862943752071175`, 92.32840450262982}}], StatusArea[#, 57]& , TagBoxNote->"57"], StyleBox["57", {}, StripOnInput -> False]], Annotation[#, Style[57, {}], "Tooltip"]& ], TagBox[ TooltipBox[ TagBox[ DynamicBox[{ FEPrivate`If[ CurrentValue["MouseOver"], EdgeForm[{ GrayLevel[0.5], AbsoluteThickness[1.5], Opacity[0.66]}], {}, {}], RectangleBox[{-0.8, 0.}, {-0.6, 94}, "RoundingRadius" -> 0]}, ImageSizeCache->{{117.30724579663729`, 135.82165732586066`}, {-55.34279465487428, 92.32840450262982}}], StatusArea[#, 94]& , TagBoxNote->"94"], StyleBox["94", {}, StripOnInput -> False]], Annotation[#, Style[94, {}], "Tooltip"]& ], TagBox[ TooltipBox[ TagBox[ DynamicBox[{ FEPrivate`If[ CurrentValue["MouseOver"], EdgeForm[{ GrayLevel[0.5], AbsoluteThickness[1.5], Opacity[0.66]}], {}, {}], RectangleBox[{-0.6, 0.}, {-0.4, 71}, "RoundingRadius" -> 0]}, ImageSizeCache->{{135.32165732586066`, 153.83606885508405`}, {-19.332820392931794`, 92.32840450262982}}], StatusArea[#, 71]& , TagBoxNote->"71"], StyleBox["71", {}, StripOnInput -> False]], Annotation[#, Style[71, {}], "Tooltip"]& ], TagBox[ TooltipBox[ TagBox[ DynamicBox[{ FEPrivate`If[ CurrentValue["MouseOver"], EdgeForm[{ GrayLevel[0.5], AbsoluteThickness[1.5], Opacity[0.66]}], {}, {}], RectangleBox[{-0.4, 0.}, {-0.2, 71}, "RoundingRadius" -> 0]}, ImageSizeCache->{{153.33606885508405`, 171.85048038430745`}, {-19.332820392931794`, 92.32840450262982}}], StatusArea[#, 71]& , TagBoxNote->"71"], StyleBox["71", {}, StripOnInput -> False]], Annotation[#, Style[71, {}], "Tooltip"]& ], TagBox[ TooltipBox[ TagBox[ DynamicBox[{ FEPrivate`If[ CurrentValue["MouseOver"], EdgeForm[{ GrayLevel[0.5], AbsoluteThickness[1.5], Opacity[0.66]}], {}, {}], RectangleBox[{-0.2, 0.}, {0., 92}, "RoundingRadius" -> 0]}, ImageSizeCache->{{171.35048038430745`, 189.8648919135308}, {-52.21149254514016, 92.32840450262982}}], StatusArea[#, 92]& , TagBoxNote->"92"], StyleBox["92", {}, StripOnInput -> False]], Annotation[#, Style[92, {}], "Tooltip"]& ], TagBox[ TooltipBox[ TagBox[ DynamicBox[{ FEPrivate`If[ CurrentValue["MouseOver"], EdgeForm[{ GrayLevel[0.5], AbsoluteThickness[1.5], Opacity[0.66]}], {}, {}], RectangleBox[{0., 0.}, {0.2, 111}, "RoundingRadius" -> 0]}, ImageSizeCache->{{189.3648919135308, 207.87930344275418`}, {-81.9588625876144, 92.32840450262982}}], StatusArea[#, 111]& , TagBoxNote->"111"], StyleBox["111", {}, StripOnInput -> False]], Annotation[#, Style[111, {}], "Tooltip"]& ], TagBox[ TooltipBox[ TagBox[ DynamicBox[{ FEPrivate`If[ CurrentValue["MouseOver"], EdgeForm[{ GrayLevel[0.5], AbsoluteThickness[1.5], Opacity[0.66]}], {}, {}], RectangleBox[{0.2, 0.}, {0.4, 69}, "RoundingRadius" -> 0]}, ImageSizeCache->{{207.37930344275418`, 225.89371497197757`}, {-16.201518283197657`, 92.32840450262982}}], StatusArea[#, 69]& , TagBoxNote->"69"], StyleBox["69", {}, StripOnInput -> False]], Annotation[#, Style[69, {}], "Tooltip"]& ], TagBox[ TooltipBox[ TagBox[ DynamicBox[{ FEPrivate`If[ CurrentValue["MouseOver"], EdgeForm[{ GrayLevel[0.5], AbsoluteThickness[1.5], Opacity[0.66]}], {}, {}], RectangleBox[{0.4, 0.}, {0.6, 74}, "RoundingRadius" -> 0]}, ImageSizeCache->{{225.39371497197757`, 243.90812650120097`}, {-24.02977355753299, 92.32840450262982}}], StatusArea[#, 74]& , TagBoxNote->"74"], StyleBox["74", {}, StripOnInput -> False]], Annotation[#, Style[74, {}], "Tooltip"]& ], TagBox[ TooltipBox[ TagBox[ DynamicBox[{ FEPrivate`If[ CurrentValue["MouseOver"], EdgeForm[{ GrayLevel[0.5], AbsoluteThickness[1.5], Opacity[0.66]}], {}, {}], RectangleBox[{0.6, 0.}, {0.8, 72}, "RoundingRadius" -> 0]}, ImageSizeCache->{{243.40812650120097`, 261.92253803042433`}, {-20.898471447798855`, 92.32840450262982}}], StatusArea[#, 72]& , TagBoxNote->"72"], StyleBox["72", {}, StripOnInput -> False]], Annotation[#, Style[72, {}], "Tooltip"]& ], TagBox[ TooltipBox[ TagBox[ DynamicBox[{ FEPrivate`If[ CurrentValue["MouseOver"], EdgeForm[{ GrayLevel[0.5], AbsoluteThickness[1.5], Opacity[0.66]}], {}, {}], RectangleBox[{0.8, 0.}, {1., 72}, "RoundingRadius" -> 0]}, ImageSizeCache->{{261.42253803042433`, 279.9369495596477}, {-20.898471447798855`, 92.32840450262982}}], StatusArea[#, 72]& , TagBoxNote->"72"], StyleBox["72", {}, StripOnInput -> False]], Annotation[#, Style[72, {}], "Tooltip"]& ], TagBox[ TooltipBox[ TagBox[ DynamicBox[{ FEPrivate`If[ CurrentValue["MouseOver"], EdgeForm[{ GrayLevel[0.5], AbsoluteThickness[1.5], Opacity[0.66]}], {}, {}], RectangleBox[{1., 0.}, {1.2, 51}, "RoundingRadius" -> 0]}, ImageSizeCache->{{279.4369495596477, 297.95136108887107`}, { 11.980200704409512`, 92.32840450262982}}], StatusArea[#, 51]& , TagBoxNote->"51"], StyleBox["51", {}, StripOnInput -> False]], Annotation[#, Style[51, {}], "Tooltip"]& ], TagBox[ TooltipBox[ TagBox[ DynamicBox[{ FEPrivate`If[ CurrentValue["MouseOver"], EdgeForm[{ GrayLevel[0.5], AbsoluteThickness[1.5], Opacity[0.66]}], {}, {}], RectangleBox[{1.2, 0.}, {1.4, 12}, "RoundingRadius" -> 0]}, ImageSizeCache->{{297.45136108887107`, 315.96577261809443`}, { 73.04059184422505, 92.32840450262982}}], StatusArea[#, 12]& , TagBoxNote->"12"], StyleBox["12", {}, StripOnInput -> False]], Annotation[#, Style[12, {}], "Tooltip"]& ]}, {}, {}}, {{}, {RGBColor[0.560181, 0.691569, 0.194885], Opacity[0.5], EdgeForm[{Opacity[ 0.5599999999999999], Thickness[Small]}], TagBox[ TooltipBox[ TagBox[ DynamicBox[{ FEPrivate`If[ CurrentValue["MouseOver"], EdgeForm[{ GrayLevel[0.5], AbsoluteThickness[1.5], Opacity[0.66]}], {}, {}], RectangleBox[{-1.8, 0.}, {-1.6, 1}, "RoundingRadius" -> 0]}, ImageSizeCache->{{27.235188150520372`, 45.74959967974377}, { 90.26275344776276, 92.32840450262982}}], StatusArea[#, 1]& , TagBoxNote->"1"], StyleBox["1", {}, StripOnInput -> False]], Annotation[#, Style[1, {}], "Tooltip"]& ], TagBox[ TooltipBox[ TagBox[ DynamicBox[{ FEPrivate`If[ CurrentValue["MouseOver"], EdgeForm[{ GrayLevel[0.5], AbsoluteThickness[1.5], Opacity[0.66]}], {}, {}], RectangleBox[{-1.6, 0.}, {-1.4, 1}, "RoundingRadius" -> 0]}, ImageSizeCache->{{45.24959967974377, 63.76401120896716}, { 90.26275344776276, 92.32840450262982}}], StatusArea[#, 1]& , TagBoxNote->"1"], StyleBox["1", {}, StripOnInput -> False]], Annotation[#, Style[1, {}], "Tooltip"]& ], TagBox[ TooltipBox[ TagBox[ DynamicBox[{ FEPrivate`If[ CurrentValue["MouseOver"], EdgeForm[{ GrayLevel[0.5], AbsoluteThickness[1.5], Opacity[0.66]}], {}, {}], RectangleBox[{-1.4, 0.}, {-1.2, 9}, "RoundingRadius" -> 0]}, ImageSizeCache->{{63.26401120896716, 81.77842273819053}, { 77.73754500882623, 92.32840450262982}}], StatusArea[#, 9]& , TagBoxNote->"9"], StyleBox["9", {}, StripOnInput -> False]], Annotation[#, Style[9, {}], "Tooltip"]& ], TagBox[ TooltipBox[ TagBox[ DynamicBox[{ FEPrivate`If[ CurrentValue["MouseOver"], EdgeForm[{ GrayLevel[0.5], AbsoluteThickness[1.5], Opacity[0.66]}], {}, {}], RectangleBox[{-1.2, 0.}, {-1., 74}, "RoundingRadius" -> 0]}, ImageSizeCache->{{81.27842273819053, 99.79283426741391}, {-24.02977355753299, 92.32840450262982}}], StatusArea[#, 74]& , TagBoxNote->"74"], StyleBox["74", {}, StripOnInput -> False]], Annotation[#, Style[74, {}], "Tooltip"]& ], TagBox[ TooltipBox[ TagBox[ DynamicBox[{ FEPrivate`If[ CurrentValue["MouseOver"], EdgeForm[{ GrayLevel[0.5], AbsoluteThickness[1.5], Opacity[0.66]}], {}, {}], RectangleBox[{-1., 0.}, {-0.8, 81}, "RoundingRadius" -> 0]}, ImageSizeCache->{{99.29283426741391, 117.80724579663729`}, {-34.98933094160245, 92.32840450262982}}], StatusArea[#, 81]& , TagBoxNote->"81"], StyleBox["81", {}, StripOnInput -> False]], Annotation[#, Style[81, {}], "Tooltip"]& ], TagBox[ TooltipBox[ TagBox[ DynamicBox[{ FEPrivate`If[ CurrentValue["MouseOver"], EdgeForm[{ GrayLevel[0.5], AbsoluteThickness[1.5], Opacity[0.66]}], {}, {}], RectangleBox[{-0.8, 0.}, {-0.6, 75}, "RoundingRadius" -> 0]}, ImageSizeCache->{{117.30724579663729`, 135.82165732586066`}, {-25.595424612400052`, 92.32840450262982}}], StatusArea[#, 75]& , TagBoxNote->"75"], StyleBox["75", {}, StripOnInput -> False]], Annotation[#, Style[75, {}], "Tooltip"]& ], TagBox[ TooltipBox[ TagBox[ DynamicBox[{ FEPrivate`If[ CurrentValue["MouseOver"], EdgeForm[{ GrayLevel[0.5], AbsoluteThickness[1.5], Opacity[0.66]}], {}, {}], RectangleBox[{-0.6, 0.}, {-0.4, 103}, "RoundingRadius" -> 0]}, ImageSizeCache->{{135.32165732586066`, 153.83606885508405`}, {-69.43365414867786, 92.32840450262982}}], StatusArea[#, 103]& , TagBoxNote->"103"], StyleBox["103", {}, StripOnInput -> False]], Annotation[#, Style[103, {}], "Tooltip"]& ], TagBox[ TooltipBox[ TagBox[ DynamicBox[{ FEPrivate`If[ CurrentValue["MouseOver"], EdgeForm[{ GrayLevel[0.5], AbsoluteThickness[1.5], Opacity[0.66]}], {}, {}], RectangleBox[{-0.4, 0.}, {-0.2, 85}, "RoundingRadius" -> 0]}, ImageSizeCache->{{153.33606885508405`, 171.85048038430745`}, {-41.251935161070705`, 92.32840450262982}}], StatusArea[#, 85]& , TagBoxNote->"85"], StyleBox["85", {}, StripOnInput -> False]], Annotation[#, Style[85, {}], "Tooltip"]& ], TagBox[ TooltipBox[ TagBox[ DynamicBox[{ FEPrivate`If[ CurrentValue["MouseOver"], EdgeForm[{ GrayLevel[0.5], AbsoluteThickness[1.5], Opacity[0.66]}], {}, {}], RectangleBox[{-0.2, 0.}, {0., 108}, "RoundingRadius" -> 0]}, ImageSizeCache->{{171.35048038430745`, 189.8648919135308}, {-77.2619094230132, 92.32840450262982}}], StatusArea[#, 108]& , TagBoxNote->"108"], StyleBox["108", {}, StripOnInput -> False]], Annotation[#, Style[108, {}], "Tooltip"]& ], TagBox[ TooltipBox[ TagBox[ DynamicBox[{ FEPrivate`If[ CurrentValue["MouseOver"], EdgeForm[{ GrayLevel[0.5], AbsoluteThickness[1.5], Opacity[0.66]}], {}, {}], RectangleBox[{0., 0.}, {0.2, 70}, "RoundingRadius" -> 0]}, ImageSizeCache->{{189.3648919135308, 207.87930344275418`}, {-17.767169338064733`, 92.32840450262982}}], StatusArea[#, 70]& , TagBoxNote->"70"], StyleBox["70", {}, StripOnInput -> False]], Annotation[#, Style[70, {}], "Tooltip"]& ], TagBox[ TooltipBox[ TagBox[ DynamicBox[{ FEPrivate`If[ CurrentValue["MouseOver"], EdgeForm[{ GrayLevel[0.5], AbsoluteThickness[1.5], Opacity[0.66]}], {}, {}], RectangleBox[{0.2, 0.}, {0.4, 65}, "RoundingRadius" -> 0]}, ImageSizeCache->{{207.37930344275418`, 225.89371497197757`}, {-9.9389140637294, 92.32840450262982}}], StatusArea[#, 65]& , TagBoxNote->"65"], StyleBox["65", {}, StripOnInput -> False]], Annotation[#, Style[65, {}], "Tooltip"]& ], TagBox[ TooltipBox[ TagBox[ DynamicBox[{ FEPrivate`If[ CurrentValue["MouseOver"], EdgeForm[{ GrayLevel[0.5], AbsoluteThickness[1.5], Opacity[0.66]}], {}, {}], RectangleBox[{0.4, 0.}, {0.6, 63}, "RoundingRadius" -> 0]}, ImageSizeCache->{{225.39371497197757`, 243.90812650120097`}, {-6.807611953995277, 92.32840450262982}}], StatusArea[#, 63]& , TagBoxNote->"63"], StyleBox["63", {}, StripOnInput -> False]], Annotation[#, Style[63, {}], "Tooltip"]& ], TagBox[ TooltipBox[ TagBox[ DynamicBox[{ FEPrivate`If[ CurrentValue["MouseOver"], EdgeForm[{ GrayLevel[0.5], AbsoluteThickness[1.5], Opacity[0.66]}], {}, {}], RectangleBox[{0.6, 0.}, {0.8, 63}, "RoundingRadius" -> 0]}, ImageSizeCache->{{243.40812650120097`, 261.92253803042433`}, {-6.807611953995277, 92.32840450262982}}], StatusArea[#, 63]& , TagBoxNote->"63"], StyleBox["63", {}, StripOnInput -> False]], Annotation[#, Style[63, {}], "Tooltip"]& ], TagBox[ TooltipBox[ TagBox[ DynamicBox[{ FEPrivate`If[ CurrentValue["MouseOver"], EdgeForm[{ GrayLevel[0.5], AbsoluteThickness[1.5], Opacity[0.66]}], {}, {}], RectangleBox[{0.8, 0.}, {1., 45}, "RoundingRadius" -> 0]}, ImageSizeCache->{{261.42253803042433`, 279.9369495596477}, { 21.374107033611892`, 92.32840450262982}}], StatusArea[#, 45]& , TagBoxNote->"45"], StyleBox["45", {}, StripOnInput -> False]], Annotation[#, Style[45, {}], "Tooltip"]& ], TagBox[ TooltipBox[ TagBox[ DynamicBox[{ FEPrivate`If[ CurrentValue["MouseOver"], EdgeForm[{ GrayLevel[0.5], AbsoluteThickness[1.5], Opacity[0.66]}], {}, {}], RectangleBox[{1., 0.}, {1.2, 8}, "RoundingRadius" -> 0]}, ImageSizeCache->{{279.4369495596477, 297.95136108887107`}, { 79.3031960636933, 92.32840450262982}}], StatusArea[#, 8]& , TagBoxNote->"8"], StyleBox["8", {}, StripOnInput -> False]], Annotation[#, Style[8, {}], "Tooltip"]& ], TagBox[ TooltipBox[ TagBox[ DynamicBox[{ FEPrivate`If[ CurrentValue["MouseOver"], EdgeForm[{ GrayLevel[0.5], AbsoluteThickness[1.5], Opacity[0.66]}], {}, {}], RectangleBox[{1.2, 0.}, {1.4, 1}, "RoundingRadius" -> 0]}, ImageSizeCache->{{297.45136108887107`, 315.96577261809443`}, { 90.26275344776276, 92.32840450262982}}], StatusArea[#, 1]& , TagBoxNote->"1"], StyleBox["1", {}, StripOnInput -> False]], Annotation[#, Style[1, {}], "Tooltip"]& ], TagBox[ TooltipBox[ TagBox[ DynamicBox[{ FEPrivate`If[ CurrentValue["MouseOver"], EdgeForm[{ GrayLevel[0.5], AbsoluteThickness[1.5], Opacity[0.66]}], {}, {}], RectangleBox[{1.4, 0.}, {1.6, 3}, "RoundingRadius" -> 0]}, ImageSizeCache->{{315.46577261809443`, 333.98018414731786`}, { 87.13145133802863, 92.32840450262982}}], StatusArea[#, 3]& , TagBoxNote->"3"], StyleBox["3", {}, StripOnInput -> False]], Annotation[#, Style[3, {}], "Tooltip"]& ], TagBox[ TooltipBox[ TagBox[ DynamicBox[{ FEPrivate`If[ CurrentValue["MouseOver"], EdgeForm[{ GrayLevel[0.5], AbsoluteThickness[1.5], Opacity[0.66]}], {}, {}], RectangleBox[{1.6, 0.}, {1.8, 1}, "RoundingRadius" -> 0]}, ImageSizeCache->{{333.48018414731786`, 351.9945956765413}, { 90.26275344776276, 92.32840450262982}}], StatusArea[#, 1]& , TagBoxNote->"1"], StyleBox["1", {}, StripOnInput -> False]], Annotation[#, Style[1, {}], "Tooltip"]& ]}, {}, {}}}, {{{{}, {}, {}, {}, {}, {}, {}, {}, {}, {}, \ {}, {}, {}, {}}, {}}, {{{}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, \ {}}, {}}, {{{}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, \ {}, {}}, {}}}}, AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948], Axes->{True, True}, AxesLabel->{None, None}, AxesOrigin->{-1.872, 0.}, FrameLabel->{{None, None}, {None, None}}, FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}}, GridLines->{None, None}, GridLinesStyle->Directive[ GrayLevel[0.5, 0.4]], PlotRange->{{-1.8, 1.8}, {All, All}}, PlotRangePadding->{{ Scaled[0.02], Scaled[0.02]}, { Scaled[0.02], Scaled[0.05]}}, Ticks->{Automatic, Automatic}]], "Output", CellChangeTimes->{{3.7641819780714283`*^9, 3.764182001020853*^9}, 3.7641821739383373`*^9, 3.766446510776553*^9, 3.766446797323496*^9}, CellLabel->"Out[55]=",ExpressionUUID->"606ea11d-61c5-412c-ad52-0bd41a3d1eeb"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[{ RowBox[{"accelranges", "=", RowBox[{ RowBox[{ FractionBox[ RowBox[{ RowBox[{"Max", "[", "#", "]"}], "-", RowBox[{"Min", "[", "#", "]"}]}], "2"], "&"}], "/@", RowBox[{"Transpose", "[", "acceldata2", "]"}]}]}], "\[IndentingNewLine]", RowBox[{"1", "/", "accelranges"}]}], "Input", CellChangeTimes->{{3.764182205088223*^9, 3.76418221471926*^9}, { 3.764182273898177*^9, 3.764182288133325*^9}, {3.76418236566006*^9, 3.764182366431522*^9}, {3.764182410251555*^9, 3.764182412403656*^9}, { 3.766446802608527*^9, 3.766446808342473*^9}}, CellLabel->"In[56]:=",ExpressionUUID->"af4ea829-9f16-4620-aa00-c20b3bfb3945"], Cell[BoxData[ RowBox[{"{", RowBox[{ "1.2507100000000002`", ",", "1.322062`", ",", "1.7614364999999998`"}], "}"}]], "Output", CellChangeTimes->{ 3.764182217778853*^9, {3.764182275030828*^9, 3.764182288431088*^9}, 3.764182367301547*^9, 3.764182412677229*^9, 3.766446513088997*^9, 3.766446808651041*^9}, CellLabel->"Out[56]=",ExpressionUUID->"9cb171b0-bd5c-4a80-9da9-badd98b5d3a4"], Cell[BoxData[ RowBox[{"{", RowBox[{ "0.7995458579526827`", ",", "0.7563941781852893`", ",", "0.567718450253529`"}], "}"}]], "Output", CellChangeTimes->{ 3.764182217778853*^9, {3.764182275030828*^9, 3.764182288431088*^9}, 3.764182367301547*^9, 3.764182412677229*^9, 3.766446513088997*^9, 3.766446808656901*^9}, CellLabel->"Out[57]=",ExpressionUUID->"42924a5d-c702-4131-b625-77d84f2cf26f"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[{ RowBox[{ RowBox[{"acceldata3", "=", RowBox[{ RowBox[{ RowBox[{"#", "/", "accelranges"}], "&"}], "/@", "acceldata2"}]}], ";"}], "\[IndentingNewLine]", RowBox[{"plotdata", "[", "acceldata3", "]"}]}], "Input", CellChangeTimes->{{3.7641822299657288`*^9, 3.764182246731448*^9}, { 3.766446814984013*^9, 3.766446822885798*^9}}, CellLabel->"In[58]:=",ExpressionUUID->"cbc8f16e-97a5-475f-8071-d73aef03f302"], Cell[BoxData[ GraphicsBox[{{}, {{}, {RGBColor[0.368417, 0.506779, 0.709798], PointSize[0.003666666666666667], AbsoluteThickness[1.6], PointBox[CompressedData[" 1:eJxFe3cg1f/3v1IhiUoiIpJKNKVSHEqyKlkZyVZJSNKSWdKQUUlk7ygjex17 Zbuuebnb3qGi+vl+3u/ev/vP/es+7+v5fJ5zHuOcl6iFg7b1ShYWFgNWFpb/ +36x+7SCDWsLuGoIU0vnC+HTOu15F99myOufD0jvLgL5wy8DPiw2Q5+Dc7lZ XhEQoOd5XFgzDM5U1v74VQRWd1u3cGY2w1RU0dLqVcXwups+Z9fVDFkcESU7 QosAP387/tmyGaKImSdXvyiCU5u7Gxsm/v/6f3+/23xgO9W2GKJHilxb+5uB y2PJNlevGM4zR6t5HzRDgBuH1cDqIkhbfMMqy2gGM9sTUsGUQhDbHBv/ZHcz 4KvAdbKxy+u/Ljf9KdUCXG6GOxSCiuHzH2OJIeFmGKsrpf5hKQbLt+FT1dIt cNYqVMRKvxAsfF+t1dRrhtYRD+fzaUVwVtxPqHFFCygruJ7d+qMYjNapWtqZ 9ENoLc0u5mopFLTYixz42ASLO7hYI9WK4cRok3iaYhus0G25mnukFMIq789b 27bC4Y6+qWMq2QB++oTyvFY4fbDB4KJ2Nsz8Ud/ZzGwGzu30fXmNuTD30+o5 5WAHdK5KDd/5wBau3leSMfKpgcm3aXo527PgaWKdQdDDSuj8rnctbP4Wrk8/ 8qHSrRKYO7/zajekYFq02a5Y4zSwJfeetvGIhVPU4r26S3ext82/RnD0FaS1 qehn6cejlMzblDlmMRS7FE/PGRcjfbZET21lKXwScV/NxlKDL+f3s28zyQdi XkA/Sa0KQ884eNqVp4OCukd5f2o1FprY+H2wqIZ1IxUjA6ONmKtgsObd8Tbo fklTd9LrwtRfc17djr0wKzPbtRTRj5eFugaHpYjww4h7X+duCvY+Ela4b9kF 67oEudyOU1FlV6w77SUBOrYTd5QdoaEOzw28ZNECbdfrrxSQ6biZcaDfmIMI XNvS+nO/0VFUbCPaj7XCef/JyJ4bDHQ6vaAq+iUeJGqiI7j6mUh5/mTW6FAG /l5vM0aSH0J9HQ1ZZZdqLLjidemr+iCiE39ZAaEShV6t7fJgY+AVVUuaAmcT trCuDEpTp+L3eQuJ9IlW/GyQpvMkiIzlvzy+8jV04PVy79Y7ayjoi/EvEnkb 0Vhpii90Mwn5XK05Ip91ohNkW7pw9aMIXxeP/qZWnNqgmHDUuRf9KSXOiXqV 2OqqvOHi4T7UUzypHlmTi8cF2ksehRLx6rzRFo0NnzHLYDJ05VgDitM+XpzQ KoX7Fp6puxIz8OX3tgvB2+tgb8VKO/ZnKTjiXHHbvYMAQicFH1WFlIHMucXF owf6QJDg4DZp0Q6ywkLWKywoEHVqS1xSTTdMxM89SddmwIHnpuzr9/bD61gU TVrPBNdDMrvCLCkwJuVgdoB3FJaeVD4IedkPowOSv7b1DYFy1oLRVzYyMPJE K43EhyHVQm/LKCcVnh12Y8u6SwcPH7bb8nZDYH6k/PHX1AHg3+FF/ZW6vM4V B8+O2i6oVarn/1E0ARvOfvu5sbwVjFMEzlmFTUAaV0b7h/2dkLR/le32/BFw ApcEl8YemFgQ7VGqGIZ5otFG47IeWOf5uqB3igZ2BnjiE+cAlLAbVlKIZDAr 0L/lxU2GoR6JLZHjfTD36/7al6YMWLenvXtDSR38Oar1LE5yAkRvPhBeRXwP Beto0vvJE1A3lxCf8zYMM95ENjEeDULBbemICxvLUeXD9ImoYhpctLwuz2JB wC4LLi73YRpMJb9JNFcgYcL6b+/bOXuAW4He7dtMx5lLP05EZHRALEzU8pQz MTNEoP+7RC1wJ3Hx6Ogx8W99smVhcSa8Y2ByZGE0J2c0eL+7qLVSmY6FbPyH cig+0F6qnXF5Dw0FOn0sTl+pR61iD3Hpnwz0O/T4gdXtVkzqbM4qKaXj2crF N+o5LWjW5N4nNkpBHLk1cGtbJ94sHdi1rrobJ340ePypHMCwA6JW4opEXGd4 TbtYsguHVz2KS3RtQzaDx49715ExJXtfRIp/Hc7WzV6+P0NB2VK/1CcxpXiZ eK3csp6Cny7lnEO2Opzxfnx01p+EDjt6OiU/VWKxv5ZPoyodZzfekzG9UoOO Irlf2e/R8GqAkFZ6rR+cHv/zQPkLGVfxiUZM83lDZPOoeNI+GgbNDqe4bM1A AYE7DOFeGiYZKe/YZ5IFMm3+QxNBY5jLQZL9Fl2Jw3RLn1pJCiaUmGj4Yj2s ZfgT02vIKOD/jdVHKB8n/IN+78mioZEO493K2DyczZ9sazJmYu582i4ryUY8 sZWHJsJBQXW7zScf61fDBV99LZIRFfufGK4RNMvBL9VnRWtqB/C978MXi7tL 4dmF1fevIBmbWe0khbZ44v5939jqT1PRc+Ox+1w3q8DPbLxl5DYdRXwjOa39 moDlf58p5O4pvcPqnAEsi9zpJ58N4thLTaU8v3RwqCXY4zgDxQPS/4ieTIUx WkpkbRkND3ucceQZK4XCTS5VN7Z24ncmPysflAOtR8uuVuMr1odo3whbvYxr p8UMLlwtwONLL7ZM0crgt+kH34iSFhz45/lB9Jon/dv5anDIjJl8s/QM7ET7 TUWdmqAgbS9Hgc4XXLXz5mPKgR4wfZgyu0ALQP8VpXNWKhRg9+92sMjPw5rn p+mr0pjw7nlb4JVXNSiZf2Cvss8QbC4ldDCiSrFjm37T98kxaJQpmn7fX4UG TkSXi+9HIdDt54PJ+Hq0fWEu2G80Al2XHd7o7mpAmZtncvq+D4FOZ8SUWEoN hp4Idn60YQS+nzZ6PE9swtSOZO+B5foh6Pgi5qsNAfNkeQVn2phgwC0e9utp Ky72BD0UbmZA3H7WlFXYhp2D0T+OaNKhobvVRSi1BWmhv8Ob9AZB90PXJrJO G4ZbXnqjeGgQ2iwrX97JycH71JhurxeDUFkWtxDMl4B+W+xy2oqo4F5aqFWx /xKGrdcJ2l1PAKst7hstnyUhWe+sqerlFlhwi9FycUiBtbeSZe6MxsGKAq+V Zfvz4RyNQ0hrIAv37PHRYVFLgWr+9em3uJuxWCT0vaRlLlxNirrty0nAH8Ja Gk0qWbBZaGPBYAwRLfy4UywKMqBsz7qaGx9JKLN7VPU4ay50c6iU27FQcL+R Z773gde4UbLoCMt5Ko4+LlnU2ZoJ1jTlkPUSDNzruhix+m4MOjs7vTnOzsQ3 N5ieGuGxWHnu1Ui7BwNvvrcJTDdGtL14h3QpmYmsktNBB6EYubRf8x7U60Fm dK4iLpagnM94qj2pD+dca8MKmioxUU2ff+2LDlz9oRmmxepw8lGyT05JG6rq ia49Fd+M9Iq7cYEDrSiq4bUbW1pR1/8KO000GxPxbXdaMhFdku29lk6VYYCf 2dVGWhvukqjuDaoowx1TIXYmIQSMuFTlYdv5FuYsH1luzqtGw2xXspR7Jupo p6pjSSV+JC2++VKUh59PHTrWIFmPFwKimwR+5+IGhrFZ9lwKpBgnPN/yJvVf PtUEauM32V1Yy6CztZfP2+wL6NmTv5AkiHC5LZ/34lQWZBD9Lpb9JC/nzU4D 79ksIE3ECMcR++CCepj+Sp5cOCZnFF7ZSgLHr+7pOpX1YKna6uho3A+dzfmX 9c3b4UxHupPJ/QF4usrg0f2JFuAeiLBZw9ML3k9tDs0rkkHVOf5kwh4KbFo0 lqwJoQCjbfXEi6QO0OmVeHH7CRWOka01hmfa4OpHsaqOVYNQ3n6hX6e7EfQG 06E0ZDkOLUf6y6lFcDDMK0uJfwIyWsXNgjR90Xo92eEa3wgkmu0nKy6UYKeo l48HYwQ2Uu2zVevKcYP/CjPuiDFwtPlwEJKaMZTXdKLy/DhYjZ5zXJSuwpHp 7PNrL4zCmvHN1+LryqD+ScbT27XDMBwbszYndpn36k3lP9g1BIUb2h/N6HdC 3sSmGqMTNNAou1LqOUECfXyhEu/WAeNpfXlNrmRIlbiU6lGfDhM7smV6Bwbh jYftO4UH5eh/ececQc4wKGnu3Gs12IG/XYMSzd+NgCWn5EfNvh6capvcJ1w+ AjnlsPLK5R4cczHdbX55BNiTDL/Jy/Zja9EW4drPwxDN/kzPz4iMBHqX/Itm JggelN977AgdR45WKV5tpkHm7ftecrPD+Elyau9ZMhleNwU1n01j4ruffJEF O/vhZs0233s9NGTT8gIfpR5ISFY4YHeIjrqKd00uSbSDveXxVN1+OpqkHu2I 6qyD0EhaYEckFdP2HDtz9m4FkN8YfRc9z8QbynLcBv55sBkr7l2IJmPu5TXr jB6+x9etolZtv7sxyk1CZJSnGn9wj1yZYu/DyxP2gZZS7Zi8WfPSNu1uPB2S 39aX1oUSWzaVE5aqUXATt15KMA1/Vtj4263vRNOdbDLsEzSs5JsITbDvwCRC VfavEjKW6Z5e57y5BDOPPR6ajqNgfSlrgLDRF9gqcfXB0W1U3HHcL1H/dAKw H0++e6GDjF0Uc7m8Tcv6x8bCVOnQAGqkcvN1Hu0HIZ7C/LoEMt6w3fMxYlsn EH9x8uruIqP/pp1Ua0cKxLuvHW/Y148xTpkvLpEpMFNayWN8kICPozQdK9mY cIJL+DxbTRtmnBn6NWg1DJvsz7HovfqKL1wnDe6KjgL38b7p2uoqZIrrkNFr BPZovxyJZMlG/1U49/TQMHzcflaYmPAEnzzM4ZSRHwSr7UYWqpuuwrEAA7e6 9iFYr64a/C0jC9zZDs9PCI+BuaCAvfbTJrhoSolJezoMaaKyLDMpJNjku8Gi 6soIyNPGzJQJPSDqne94t4sGPZetiYUcTaDCn1N5f1MvPFML0dNRSACqwlqZ xMl2SPqdteTIV4G9+278fNLYCe+Fo/QKjrWgpEzS18e+7WBgYyQ2LF6Fp/NX 7VJPJAKrdTXDybIWT281sqfplMN2w9nQn0/a0FnY6RxLbibQ1venOs11YcCf nb+jDEqgxVFt0Vp5AHuonxRlp95gZMU1+aRHVGz+/Dxa6Z0jvAwLnHN8xUBe B209X69SkAqk71WfYeCJqPGHuJSIuD/r177nNFw4PvOMWJ4Mv2+IOEY4UJDj sp+ZNO0dbPa8PPbjZA92RH9IDQsp+a/+bjTSCDxpG4Nid9WVEl3i4YMOIXjY tg6R8sPQ7nEdVAsZSfRT2zEpRTNN7ggRwjuVOEWW9QfL2IP2j97doNqmJcyZ 14dSZ7hdtDQo4PlZJ3zYkYj+qffP/To1DD5WWSWaPAw8uPpQrQh1EBovPDE/ fGYQVd8K/d40xIDr763b3pgP4oHMFi5PeQbQbmcOEhKp/+oJOmT7avy8EL+c LxaUouBlPM4LDrKfuUrCrRqm/RfKKEAY3sF1dLYPv/n4vx9PJIPEvWsc9slt uCW+n9tiExWWvq8/HbocV3QhmIytpYMEzwlB40PFqEPaILB+lA6vRNRIeDwH Ri4Xx7nfpgFVpbFKqa4OctbZc9no0KFV53a2y/U2OKZa7uRHoUFMUNp3ltYO 2P1db8bZhw7bhcPXSM10gcz2FTr1pUy4dF8iSnZHJ9Rf4z357ikdkjjKY1oU CLAYUXahuWQMfLIXclSbW+Da2U7a9kujMNX3boajqAHcp2SDpbWGYNP2Xb1+ dblg1a643sp/GKirZMhbxQPxqUCfd9urcWjNyOzJZA/H42lJhp4rx6FiVu4a 5XQ5VMg/N9szMgx/87nW/kHD2gY6rC7NVyqXTwdxo85rfbE9MEdI1Wl8dxHu jjArdy3jh1r5bcG4A85YuC766YByPmjPf953xUobFxTe2f3eGI4v03o0L0jG 4MmugfxvU2U4uUptix/PFwwNm9JvkOlAzWO7q4gVMX/1B25J20KL+5WOQdfb aaImVFTfPEPLM4mCIqlRpcdcTHz/SsjyOmsCEspnmlZ50FHBWD5bRCsBBGzy VQ9uYqKUiHhOYEol7Ht47EbfQzpa1nHxNS6WA/1Ytdl5HgpqiBj1d93qgG65 Mq4nehScuGYBg0514KtAGBw5RML+/Lq9ovu6oXD2Zgbf+AA+bWgPLOBshsWf of63l/ow4YSf6cW2TqjTP3SpsImEsqrcg7f7iSAf/uhEyS0iOpKcDxZdJEIw uw+boFMTJnyblCx8SYK6wDcd0+fyMT0w6PeS2jIOxESnFX6MxQ5Beake4y4Q STj6e11JFiSb3tuuMEiEzPrailuf62F850tp1qtNcJn/0hk4+xX2bJ3K8xRt A2+Hno1yy/sK6z/Icb21Dc6uvVHQwp8NE3dr91alt0I555WypGsJIBeSeKJh sA1a4i9/lg/2xHBv1XNs7zvAh7UwJuxFGb5trjdxeN8GbS+MpMxK2tH9RZSt uEo7/NVLbQqTkd4v28G56mjo/E4ahjWc9GVR7gTlXWN59VZ0vC158Lz3gWbw Mdyn3fCYghnSn8W6z32FxbMDM09kBvC53KhgbXYh/FnTIf+yg4TnNWcuW9/5 DB0CHXvPr6WiiZ2stOGBt9itFhJgM0/HFcKHgj5XlWL4bWPh0VoqHjFada3v Rjkejn8Lnjs68V9+hc3lqPviFaI1R3vssEsF3iqNLlQI8kZbuexZj8kCjF1q 4b0wlAwNaSrhpJwv//ljex0TZCfrCBA1x/Fr+kUU5CvxuqcmV0ONR8Ql2e1l cOdGuuGqzkyk3jPqeBfdA9YRITzPpltRoNKRtuY2BeKqup3ljlPwwNueiWKr XpBYD+2xOyi4yPOb72doPxQYz5YrLtJw3dSHRywp3ZDuLC7RnzSM2yOO5OfO 9IPIx4ReW/YRVNhz2adedgDsX/HeeHGIiQ3DHxLsAgmwML7/0PQ1Mt5MWr+i wLgStL/0mNUsx7lfolOzcONjJA7EPbCwGkTZQ85xjd+jkKgqdv6mHAVT/rST 1r7OgTxKrnz3Uyr2HTUb5j1yC3VtmTubOqjIG5cXdsCoEvO2r8m2y6eiqVrA CNsKIj4d0a5xSB3Ah4n/B1BEJBQM0hXT+nBpY/SV21f6UTPZw1NzqAdbWz6o b9tLxpgJ70hv/mZ0ErI8sMt3Ge+Pf6G7/7LE8o2H/8goEJBPwFxjt+V91J33 eSvRT8MVPhtJBebVIMzBfCjfSsXQR31lzeI1oAwzT+urGWj34VSdkk8bbH6t 0NoxR8bewpsdz+1bYGYaLt/2oSP3zbOHeX6TYe4jv9Z4ARXrz0vEPHAcgO/l HYzVZ+joJb1767ESKpiw0blcRaiYdOj174/s/cDf0/NL/DwJRzWrT/y6RQd9 vT2Bd0JakVqUINakTQdL78OTCT11eNvwpst95wFgWtd80CmKwjZ+syPSR0kQ FFbcp326FFayu0y8/t0BR4PveOd9bIfNic/CFZ8v8+Yd56VFlbvh3BOamFdS BbRllMkHzpIh5tfwC3P9XDhpsvdm5UMq2B1oScznywa+otzOEPdRWFl59bwv exrQNP0Oz+4aB8OlMjj6MRN6ohO/3XMZgV8jFoTtWenAwWF8mMVlCBwP+qjE YT64RoeIP5NiQi1FJeFNehMov9/tMafIBB1Obr499+uhgSG4qjxlGAIlxueF Q1pg5f5gkwvzIxBJdJAdmSZAly23NiFrGJ55D+iXmZHgdaUsbXPjCDw6peJy 7CIFHBX3+bnIDkFvvY+wRWsXNPR93KB7gQn30m7pc8x0w/EWEcHJUgp82NRT FPyMAjamIoaOulR4/5vtjGdnDwTc+HlX7hIJqHwMuZcdFChQzTJ0m+qEA/lh B1Y59IPboatocK0TrNUaH5006AVPKfR969sKa6bP7T9KGYBTXQ9k0iSSwUhY nk5YxiGNsdsPJf58Aj63GxGmjCE40+7qnexmgv3K5bF1ysv7YrpqhXA6Y564 UmpO3jj8zY9bbqy9HDABXlqVM3NWSVBde/zokT9j4Nmc8TmAH+ELKSZv1f1R 4Dtr4au8MRNavI0VpUxGQK5wr5Lnl2L8IZCrM2g3DJ/99BwDBJvxy/2SPrLr GMSJ5IZvVm3Ef30TWGR7k7vjYRVukXu8n9E9DvauqjOpwmUYK0Hlb1w7DmuN +oNufkdUzjukvZltFCIfkP2/P8sBRzuZBr4YJhg7Tvv6yhHBtonLp1yACLe7 f9uFyQ+A1vsD16+/LYGAfQURbdlMWC1JzXOsuw8vxcqDOe6Nwr6N+5grT1Wi yj7ZLdtrxqA76pGM2bZ2tOj7eTy/YgxK3fM25IkMYFeMae+9ZT0kdeR1Tvy7 Abx+jMUccgbB/y5HyTM7Mv42FmTOdjEg60+y79pvTBQ0+SPU108FJufNmOlC OpaDw/kZ1QGQij8/IuRFw4LAu1uZpwbAeAP7S7ooA5fet/7hVCXA9alx8aMf GXiv5vnmaUItFH0118lYO4TZu+fceMLSYcv+Qxyl6fT/+MD93NJN69bQ8QCh mDuyrgzbWPtE5Iz6cXPMZt3cYAL6zE0HhKV3IUFK+mJPABnvPtvvn3+3HVli czeePkhFl8vqNyXeF0CLT6rXGJWMcWNS77d/qQHOS88XXrCTUGzfBEkSGqHS hW06eC0ZP1qlbjt/qxtW9boWpS/XsaLWhE+X3vQAlz5vbq9cB25q8bgRoEwG 8tjD5y/6WlFTd2XQGkkCjF4xG/su246BI9K8fDk0+KZwSkB2Rys+lt0h99OT ANzM23FBjFqcyHzFzs7eCYppve0/Z8swK0CCVjDbBM2H+rYe+VSKYRf377M6 0AM/fco3XX1fhYoTV+7pPW+EIVZ4rWvRgiTLTZ+/PCHCwqPo8bsXizD5j+CA bRUVPu+cydad+gLnKx3F7h4fAs52q7xx2QII72mJTF7mkQ3XAiYXtPLxx95U woWfdNjtE353mPwJ97RrPx7tHYTfa/XJsoW18I+/OAS4Sp8jNrod1D9RRji7 huGvnzT1WTpSlX8InKsTznLntsCs71gwb8gwZOieYxl72g6KFd75wrJjUFwm 5/57XxsMsEvOXDw3DAuLb4QqWFogPWe3pR/vMNzdOmuxK6cKBK2y1O/dG4C/ /ZJ/+m0D8OcYyhYX9sLRvbXA3NUGLob8kgY5FOi49v3ZE8VuSNuZG/MhcAjI N1Uuhx8mgHdttIkmnQHJRWvO7DSqAB8cPLiQRoXwOP0tZ5/VAYPrml35Lgqc 31Pe9f1JwTJvuvtD8RUFpoztHAw48tFq/kNxaCoNHBPu3N0r04LsQ7RbQbk0 sDIRWM2u0Y8vPY6+8D9JAQOrmOenVbpwt1r3RSp7H2hkRm96/IGMlxq90qQo 7VDLPnjTczUDWystPqzSTsOZV5csD2wk47cmm1kZh3zsSpac+cNJQp5m4T2L aR/x4e7eNSerBnC3wZ0yTo0sPBmYK++VREbQvaXkcLYZa2TerBj/QUG5qFZi pHk3cnNYXhpbQcWzUU796rH9aOSQyGXxhoL7tNFKYKYby24ELZlvI2PqQe8K 763dmJv8rS7vTAO25zgMrmqmoberL/kaqQ1v5f8aJWlSUfsr70niuzbcljhJ X7eLipr/8C2ckqJ7/IhioJzb1b6e2ofw6KyF1JVMBoqu0DeNOFEJ/+gzJq73 39X2+FULuD1qrDnu1o/bR6QoO8WJkNU1aKrDXH4OwtbPJR4kSMj4xvjF24dM uZbFeyNk4K/Wa21uJWKdxU4f8KUC72gXr8jwV1RkCzKUlKLB2juTFVed4mCn v62+HpEOoWrZPKZqLbBqndWpTjEK8A1neKyZbIEd549N9KylgPI5nfrF963A AwEnVd37wOZKesqlCgIQubibdizf079+IJzRyOcWC6yHi1vfhFTtKoOMXNHr OpGlMLHdAXdfz8e1bWmeKlUVkKzAcqy9uQ/ZBeOKwLEKnuytWjzzuB/l7H4m ms1WgQ1vKU3iIQM/5s+VmtTl4TzLyz/bstqW9xt+eUtRKl6wvDJWmUPFLIiz MOlowlv33PgEzZlI1MigLjwjINvZDef4GUz87PuuX86nCx28rNWOv6AgZ6Bb 1+BsJy5wnZxgGvWi1BZez6n5flzU/omrAouQlslieq2bii9zn68bHvLCf/rH A/iL3fs9ePhB3FfhZnI5DTVFW4lBSoHwjKmwIvcdGc+eKieu8wjHn8WiR6of 0/FqCEOsSjMEU+buCK7WpOBP3XA2N90ifF/dslTb3IUD9CyDCYdc2Ga7nZg2 RsL1LAZNFdc7oKP8jmS8WCFGl9wyOlc/AGek5XrsprqRf13VvJ7MKFiOCJLX jRHR1uZ6blXOCPDuzt4+c5KInCt95m5HjcCgQcXqaq1GXKPolt37ceI/vx2X dCrPEcfhkF/JxEJAFMZbpXuN9g2DgdSNUy8UqkEo1v6UhdIgBP1qWpCfrQbL C1bsn94ywVzAgJ31QCdUHzZ/Wig+/G//rRdYcx4bhCiPwp48C1rp8x64/o9/ DEG6l9TJJxiQt/p9c/cjJtg832kgxUuD/X94b72+MwihT5Nzqn3pwFKb5mK8 zEs4b3neUGClg/HLez8PebWB5p5d7c0dVHAoLpXpaiwHC7O5k+/vUCBTc6LJ 3zQMWGaEz2g9pcGouZCv4I0k+O462aCRT4aH/5snSIGLn96uEV2ggNXwx91e ttn4t5/4fVPYaLlFK87m6I90nOiHeo6J2aTgXsxh8CeG3KVAKa/R63PHBjBh p8lgxBkKPJPk2qwiSEEHXpYt2clkuO1EHLjkuXzPr3K03z2lgH6NtUGUMw05 2QyOOD+iwv8dztI+KlZuMl0jJEKFze/wtkdvLy4+VN6TxLpcB3/+eFpb0Imx 19bVTtuQgXvrCsZJfyKK3qXyi4/0g7VGNGbyEtFg22r9Tyz9cPCBx+O+jZ34 cCq2xLuYBDGdcQf4xLpRrHAqbz+5A5ou8JLPipL/1cvd4FE6dLF/agCPaEQ8 /C3dA2sYW3MG5ZjY3Xt6Q6xzFywkm10fv8jAO7eavARcukHff3PzohoDVxms Pz3G1gbXPXSdX92l4Je9l4RchtpBzVtO4Nj+Zlw6FB6YfbgZDmSYm11LzcVR rnuV1xUr4c21a+fjX93BJ26jUfsOPMWpyqN+xPBQ2CFgW3vUogl36e4/JFBZ uYwjowEKzh2Y5fjiWNrCANBrD3RutenGru0iz2PtRkB2hVMmKaQPDfJ/eXVa jcN4/CF3H13mf7yOp0uo4f3hHuT5FqTovG0SQs9d48yc78GRn4+v/pEeB0r8 ozi9E0T0d3i4lXFyCBqCF62ORXVgl/zmZJszdPglWH7HdLoWSS3y2rV2DMhp jZ84EZqJTreSu169GIILJdo/zENboUQqhj38CBMO7/pSsEGgF3ycYpvod8nQ ynF2TI9ABym9TSyLlD6452tS8LhzEBii4yFb4jrh97dP3T1EJtA7l1qYxl2w lTU1gZFAg7IAGd00mz74x38dAJZIWccQjU7IPHjnzIunPRBls11r9DMBRrqa eU76dkCniakl5/pWUOzLCZ3tbAWSRMaKH9ZV8FGUyGlr3QSZoUU7nUZqgLbR JOrEYjWYnC8nb91UCc7c68zF7hf864c2AtnN0zT6bSrW2b3tV7rZDIl7rnwT sojAFaycFj+3VMDlPSQ7oeECZPxPX6Xjdb7mlj2XgsCrKnjxYkMbztPuzMv8 egOMnfYnyp9RkYNn9ewmuwbYI04Zr7MawxGOjOjcNVXwPebFXnPXQezbIK7z na8COETNV7J0DePIpuBxt4F6+Ga227fIifa3fwoR1NPqMtkUDBGbUdGeKQON 9FHfkmo62j0R0KizJ8CWXSLmR30GULH899Mpxxb4ZpfiULSDgFvz3UmVG4jw /aWtuuT9ZfwababVy/VAn5r+CJ8xYtQfxaDKwiaQD/ExsCypgI2N9fHOa1sh YFSvV+VGBxwf37l3Y0IdCP8zLwGXF1SWWgsjcGkuNpVfrR5a3ncZMypb8JRX 4JX1jpnwF08ich6d2HWvBL/UOClqjxFwNECdsWdbK97r07/3oaUNDdTb0xVI XRghT0sIke9EJYMZmoB0DyatObxeZbIFOfPLZdadp2HoP37QX/8SFabl0plZ Ldi0IvaO3WwHvie43jhFDYfwNih9JkzEhXMvb1c+JyB3ya74kItMNOIXKUSN dlypsa35x/L/hHccTSpn68aDMbF9fV/U8J31w+z9O0j4fbPC4ZMSZThuwiNQ rkbGf/TOALorOUezZjDwmbGv2RXHVtyVHnlRIoOOozcnjsz+yQGPpPWnTw8u 64mjqtnaq+uwWuzehVnPEfy1eev5yOpAcGRzEyxZPYbSa6T0HJj1oLtDbfpo wBC6Nkw+edT1Fc4qrpzcyT+MLVykHU8aqqF4Z9QNBz8G1n4vsjiytgv6/uxr 8382iDOascZX5/tg8cvDW2acNORtcfso/64GPu/R/PnLko4qCesm+znSQY1C OvGATEaD+n28GtOl8Envh991AwpWVGjoJp9qgytr+V+FUqmY56vaVOPZChtf On19fH4Yt3eJLsjHtcGNM6/PrNcZQqEe1Rf6EY3Q4vIn52PyMHI/0JX5dqcG wmRtSurrhrCYc+/Z/XdbgW2eyyAtnontB7dFh7N1g+Hm63OxG+ioOur/SZnS AbNLhQHK7/qQpLvVwN2mCwrd3CudT/RilqTQpj1ve+HBdv470aPduNrBRHPj /W4YGKWqVwZXos4zOWG81wPWrWHGBx3K0HLT6z6TJyT4YvnKat9UFdy9kXeN 3k4Fkr01oetzMyjpc81rNdHBrXX1htfRrZD83vJoDTDAz4i7YGVgL9zcfWvB JJUJ//ihdbCi9NPBNWvH4NTXH4mZMm2wOeqAzcTRSfgTvvPpsVddcHn08ofW Tgac/f0rwyV1mX97nl/R/5AOp1YTDaZcYnHl0ZCYuDIyDNitb7qjlgQmH8O2 oxYdHmU2mNzvKAaHootP8SQDDAk8gll6RTDAqqddrtoL1o/Jv548b4GsnCO3 xvMQVMr/qKy7UQsWFS+1jnHlIZ114YtJcRNMd4Z3BYaT0OTU7viyP7Xw3uxV 19vsYTw6G7Agvb0FPg7n+99oWD5ne7tTg4UkqGl7t6DjSMZb363amDHtsHXy 5cHTpb1/55XggKde+bUhAhL/54c1wD/87Sva83yqDT1SDAfFLl9lJQUBm4l8 jM3mCLA81sisqsyENLcDsbJ2hfjg2BOhl6vjwLkj84q8Uxcm7LnSuFfLBp25 RhLm7vfglHDD3bT4ZHywKjZGtYOMrsqX6i1Dy5H6MSPauqoLt778vwZVBY59 Dc3TQDJ+cFTbY7iMazU2PpO/l3FTWr1YpFKCjpv8dwdG+Q7hzz+BTk1piCJj 3oO+z0io7XpBSOF2NZY524wGzXeg/Vjk1/UfSGgZ6XXy1ZpqfAsx81dse/Da tu0jLZZNGPDUc5ge0Y1thgOKn0lRaHnr4tqvou14UPLUhQ/XSiBg9Z9pDCCi dYm9ZvRCHSinY3Tfhh7UqnNo1zL5AgUb1UpixJfzP2Jl9ciOclgZYDqe85GG EmKZL1hWlALL8UcBN7czUUg6O2DQqA6kCX+yJ6wG8f4F3fB3+5frd/12q1ND 3ZjQ+tyI/2gm5tzKg3vjNdiRVVe4l6caN3ymOEeIdGA8c70jJ28ZasxJJz48 TMEbm1MKDExb8K//In5x4su8cgsSX9TmB67Pgoj4C9u4eCkY7R9UwbdUCfbm +9W+65BQ4Eoua99ZMqxWDnvuL0nD+wvBX6ZCeuGScvy2UD06rvru1Hu7jA5h 4+raijK9SC4IDDSap8Fec0X1DS/7kKbrf091lgpTl+I1E5q78bVbTbG/LROm KjQLrOKXz/NE6uHRBTqMq7nsJ3hWoVi+ykiGXTuM8tePvLpO+rd/m4yX1vR1 ygwPYPHa32DjmY82CyQxz+FOvBabHCBtUAbnzV6q6Mh3o7yAwZJIVAXeW5LK yiL2YKzydOKjp234agcPi9PtDtxflKsYeXV533R5JzWFNlTpJVz2FOvBjhVP BDq/EVFxYbdu5j0K7mGtkeNYS0AssFZyMqTj6lrX9stbiCgdHNRR3DiEKZvm tArGWrHd+iPlbAYTv9qrK2ZrILYSto3X8Izi4TzXvNrZclRpvnjH89Ywsqlv bV7x7jX8nbf6x3/oxLvBfCaORVQMEZA+RH2Vhn5L/AO+ibXIx33kA19pCx4K Zpv3MapAZ22q05onVbjTovvTQYcW/PmqpFdBvxa/XjK98riyA8OW0hWEndox 3yEwxXR2DCsrf8Pon1a0mbaUmTLpxS9l0swUCypSZe20i8Rb8RtVMq1t6yD+ jdeN1V9c3pOpOEQxEG/a2IRO0+diOe8zkHrC8siWri84n/NI8KrECK7IGorN Ka6CGEP3j14KY/iDx1ne1iAe7rC82uZcPYzJB0/t6E1DGAiMO7SGdxDbN556 s6GlDoI02f1Iu0axwoB09PafCpiY7nMPOz6IOqbatjST//wS/Nu/WeApOrwz eRBPPGwbmPRohpL1EcK+ZjQsquUufr6KDDe/8zlWNvbiD3mlH+epNOD04h/j yBnABTsL2Q4NOrw7+dFQz7Adf6gffnVVnAqntQNzwowr//M7fswGev6iRcNq DcLbjTaD8Lc/Bm8quK/L08Be9cE9pmMAmnutGSLRKbDG8Ic015YmPFyytug9 HxP2HXSfGvMi40qcU18T3QTdZS9+R3J1ouoxAs8lgS6oOth/ohXbMDrwCGcA EiBjHzOd5VgnfhByFCuK8gJBQwtxnQtErL5lSth0IgUHD+c3hJe2ofywxpXt faWwUjsmN+t1O7ZHxp351VuCHzOuPvyhV4ABhvyvr0Qs39f/9GUCchMCMUeq Df+dXwTitK+UrkszvuYwTH2+pg8CRWiC07zt2HiS/oiTnQ67nO+PFb+k4H5S qqWNMwWsz27fxr6/F6sHM5zSJRnQuD2vv/mAKnqa8MSPZ4zAiTz1gq2TrtC8 aTyt8BwTvOT3SpfdTodir5v8eaZM2G16svtaYjHcIa0QUvShwhHVVQIk1zr4 dbhDhLStF7wjmenHsQpa9mzbbd/TAB8NN1xvVGuFrk7XiSm5Oug9lHck5FwZ ZPyQ/9Xm3gWGN9xmGopL4O98HWd1Vp14QBm8HlKnqvPVYlKW8D0DTxd48phP olErA+7digYt4UycF7d3pjHqYYvLhTMfDaPxswb99YrgUKwSKfKz5nyDfcF8 P4xZq1FHaTyc7VsPyrqvj161lAqYfWf6M3UURWkCgZWuPqDI+dmDbW4Q2YMz +Pq8y8GNuuWnBj8V+e0FfVyDipDQTLfcVk7Foqgqob7NX1H6WK/c0E0S9j90 LtB5WopOH9gatzrXIuHInAKpvA73Drw7eaewA672supf9M5Bkl/3q5NiBOAy /SJ41awS9/zv/EiQ+PDp8bgvA/gjQ+CO8ZlRcDedJeZdrMahwhH31dFMCC5Q UXUtakfdzhTf0AQ6HGkJELXY2oi5/r3Wq4qG4e+85lPb6Gf+qSNw9fYOzjOD 6Vj2SfK2EyzrIG2xfQYuuWjsMbfxcCsF/pk/bMRYExvx4AcUeG5vrNTk3Y/p V+N33ltPhUcBn2RjGcMon/ScyqU38N8cZOEtaTOlB1TgKfw8+yBoGJPCVHcG RIxAp4dh8M5TNCwOHJNLax6GdIiNVeplYjKLunChWT9su28auAQj2GHPqyTc iqDxzJs3doGJv3emq/NzFaPk0K96h1gqNh9lGeVXKYDQYmKY2JoBDKJ7hBe8 rYHHB/oHdL5TcF7gtJjPqdy/fi7+EG9wlZ0koO5EjX1YOQMttxVlf1UvQd4l Nj8f1W5ce++0qZpFJ07uI0x9Xd2Cg7NyHB+/0lHbYXZa8043brzxKGNjBw1X Dz8P/8BWj2H/89vIqNyr7p7hWY1z1ZFl71YO4G8J+jjtQCCuFzvTQpmj4Mw/ +AWvVe7KjEIXruRuiG95WgsvI2JHVtLaMMEq5cqhZR47i5uKZ1aVYZ+acVi6 cAe0lgpxbfyahuojGZIp+cT/8kk4o3ityqEuGJWnvps9UQmLC8Qsp75uYPtZ pW/vWAAOTxRdjQzJ8L3ynrQ7eyUmN+6ZNjhLA4rJCTf7z4HAa/3ELFCYBlz1 Pw22bMlAtelaQx8a/b/3C7Qf32VT1O4ClcMOUfWb45E3rr1TXIsGx/N9f7BN FSOLyTdSd1Ef5KlJhu4rGUDmQoH5Yfcy6PYJrnBb6sAj87pdEx2h//GNVtsP hyc9WrCNJ1IzZN1HYKVv4d8rTEPGNrt5u5IiUL1B+nTZbgQXxr6nvi/JhSDT ZMfV1hN4R+JncHV4GWy4VL/lUvAImu8s+bmdjwDsuUgWdGaiks0Gj0UrMoyl dZ0aaxzEzMUn2d0RZNjwp+i1jy8ZE7t8fy8ABUxZnOplrlNw3ycxKy4LKjTI Ru6wdqOgt3v/B3pgP1yMOv4o8jQFs8Z7j5fN0sE9pm7ogwkFdzR939bST4Fu 3fbDGseoSNx7x7ZnFw1swoq6Fqr70e7ksfqVlVR4KswT4KpXDjfSDd3nf3dD 38uDn95IlsLjqnPltt+o8O2f+R/cVTC0QXmSAW9uyvt+XpkC6x8lNXdYj8Dw 7q2sTkX5wNOgovTg2RioTNKvRS7XPU9VlZ/QMg5WcTnHIwK6YN/jZBP1rkGI f6ksxdBvhqUDa/ZeqGWAUFL5iLc9EXZke0fnjlLBb+KqpnIhEfZXvyPv1KPA 1a2Beiq8vaCwfqXQML0HuLy1HhyM6gWehK2nV3ypB+/FI1ISijQoTm/qaTsd i15nyVIndtKX64RnYuiRJixK6rj4qJ4MGraulsesyNi/6+HSiVcMWN0i0Xdf moqGkdeu+oSTYGK11rU/d1rQ+WLrZscnDIiM9moS3VeKPSaJYq4buoDtmu96 n9hePCm3f3TAtA2+mLhqrlWjYKXZVqsa1nZIpH04NmBKR66D5iIuB2vhrx+8 kFe9ZidPDrS++lyj9JmJuWlytAd1LggOX1O03tPwSCJWPdX6gsLriV9ZVHux 9396DDEqKEVD0a8PD5i/Sj1sTkDz/oFdXmJU3MP5vCGW1o3Hfln8Os3eidJN IioLGqR/+3HNqHpqnbZXDBlrvZQi02il2HKVebNdhYLCHeKFTqvjUDUh9nlk xQAGZjn/KWitBH1NJbdY5X6cciGoSg4TwN79s9unbyQUCaNsI67sg6GAn+fc DAaQL7Ml7oEeGYy4PKZfn+3B0zr5Rg7L8fXeNi0TPjWj6dpPdRIfBmBv+zff sWBn2K8ye/rQ9W4g/u99hIcguPLDtiH7Hvh/t8q3sw== "]]}, {RGBColor[0.880722, 0.611041, 0.142051], PointSize[0.003666666666666667], AbsoluteThickness[1.6], PointBox[CompressedData[" 1:eJxFe3VUVGvUt4ECUgYhKiU2oqKUKGwRFRADCUGlBAQDAQGxQCkRBSWkRCQN SgkJyU13zDAwDDlJl4KElB/ve997v/nnrLNmnTNnPWc/+1d7JMztdG6sWrFi heHqFSv+5+iiJcoons6Hff2D17kdmPijZzogrb0AXkzJ/Xn7kIlddk6lZj/+ /3n/RHn1n8UCsIhYo74tmIk/YwoW1rAVQj/nh/r7r5iYyRlVJBlRAMFf4jeo uDExhpxxfI1vAVQXP9Dj9/z/9/++t/i30fL5nutUccbtQji5sXF3/HMm8rgt 3M7RLwSJVTFb/j5iYsBTTkvqmgKAp7ElZfeYaHb72P5Qej6weUc5KnkwEd8E csvHF0BFntHmvAfL1z+9IqkSVAgJKtfuTT1j4khNMePvikIoipOP0/Rnorpl hJjl5Xy4zHCZEHJnInHIzelCagHcfiSr07T8vKdUXNS3/CmE68FD60p9mBhR zbSJsy6GfD6B2Bc+bTgvybM6WrMQ9FdxqOrwM3ClHsE6R64YHGoPXYuTpeOR 1q6fimeyIMNHUWMDJwvVZOoNL+lkwa7I/gLFd0zkEmcd+NGQA/mtRxLZ03qx jS3lw87HtyFGUuhe0iMGjoek6meLZ4JI2Mbdv3iWv5/Vv/l++h4uuXwxzs/t w76ds/w69cnY5VlH2baZhbdpnWpWbvFwiz+2tHicgZ3N/lVbh9/A4ce//hyR Z+F+2ZDkqb5CyBitaxOLYCFrskhfc1UxbBSNfMS2qhf9pg9yiBjnwodfbgNX lp834rSdu01pGogdNsEX5xiYb2z1OtK8EmQaFKKdX9IwR8VwbdjRZth0bOAG pzoNUxanPNrtO4FcftECuzrRaBulf3A/GVImT0rXarRgp6uoyiMLCjSk83yX /tmMZ3bHP2P6tQDXs2Qd+pU61F1/Bw3MCbDfOoTGzl6MAr2Heq5xksH5IDHC nz0GJbZvRNsRIigIazom6aaBg9qMhsT3T8DnZVPzMisT6K+eT149nI6Ce0u0 XHMS4bKulvwp50rMbzmts2o8DNFhc0leSzm+Zpdc0XAgBU00LJgqXI04+fjc najxBJydNt+VNkbE1R0+Uup307F00a1OsL4Vo2wXr7i8z0Yf/OT7hb8B72cl u14PJaCgyw3O6JdtSBkOvRbDSUQxQcr6y5uIGCHp+GpuWzP604ucvuiXo9r3 qEnLCz2of+L42eiqHDSZ2fRwG7UbraevCmlt+IYz+0W4r/hQcQcz6dKYdjG8 +T2u4z5LR7/Z5ouh4jUwzib3WaqBiUNOZY7PWlvA4qB8vGEVDWXPz88rHOoC ydyih7de96C86LYbK83psFOl4KmBeyeOfZp6nqbTC+oRTReIemR8G48SCbx9 4LjUqnKXSMCR/XZmh/iHwVZx4gFjGwGHqfsWRboGIDuVt8Osphx7f0iUX90x CEnbzSzXvi7Al0eesmc+YEH0kubP9uZ6vC5X6lWXQoUe/f2s24XRuGBi595a TYE59vN96yjfcIP677mNpURYOjx3/YTQF0jlSSdFHmyDYPFTrhJbEsABnD87 N3RAtbnHsSbLDJgmX914raQD3tpQ5/N/kMHGEI995aKC1bSvhN5SFZjlXb7n wUcDnYuDRtud4nFq8dE6P9Ne2C5sZrlZvRb/Kmi//LhvDA4z5eIHwhoxj5sp fZA2Bv4bVBXu5PtAenB0Y69rP5ydTVp6cqgez0T+OhZTyIQp/mAeCm8NUsx5 eJ4NMiEv2fLgkz4ifub9/Y7E1QHnc/lnZq1JOGHw51hUeiucL7v0/VUaETPC hXtmd1UDGO/vq1xJ+q8/nb4xZ6EVWo6J0fmxXFyxkOvwJnLz1kzMZ998OJvu DayRlrvSJY9RuM3bXM2kFqunziJ9oy+8Puz12NKRiDdom0d5omtQvXw++Gw2 AYWVOW+pH6lDHLpHvSfShpLSMh2HVxFw7E+9299yKtq/p8Wrr2hA7is3dQr3 UXBN2Yep4IdkZDf08urkpqG4xbk7dSdIOFkzafRogo6nB+V2BNVR0Ih8s9Si lo7PiDc/dnM34YSnl8KkfzdKX7EmTi00YqG/tneDBgsnT8l0rEmvQHuxnDqO 5b4/Mqqi4LyWjGqjfx+f+k7DixZCWw7aUDC6aXhHwgEmOjanldQtJKOw8P1e 0U4m/nEOYV/kykXZZv+BsaARXLlTP/npuQ4YZFl4V++jowrjTuTtyy24rtef nLZc16961PQkQtNxzD9oaW/mMu7UtadzX8/Bydzx5sZrfUh+d99LYG05Htuy ninGScez2kx10WsNeNHnsnb3VQbOzqy5J3IrF79XqktUVVMxbsdN7eK6Snx5 cc0jE6ThZBrzfZ1NGR488Ju9Vo2BF98ZnL+BufjabJQw5MhCa2mF1N8W3rji fz8/MZhk7Zp0pBtWzPOlHX/Zj3uUaA83vywEu+oWWxztRbOSwOBDUj9ghJkc XV3CRM2J/UobgrMgf5NzxZ0tbWjewi40E9kGzA5tm2qtOszZZb339UQLXFDb bnjROg/9XBXES9XJsGQa6RNVRPj3d0Hipjvr94VKaHQ87BE42wk2Ej2mEg6N IPJ81PPEWDuw7bzrRT/UARybWsZcX1LBf2XxlOUZOqRfMS55tZMGVa/UWGyp ffDGaMiXNtUD+3IPSZ3yHgDF1JQnYhkd0CpyuXF2fASmuITDRr1IYOhAdr70 bhjqNnn+uG7RDLd9r2/tuToEdad/R/FjKcjePZ3dNTsAQiXdZKXJAog4Furk umEIHj+9f/ji31RIaU30pC73D1vS+Rutn7Pxhzz/1onmPvgSkijd2lCK8x1B T0SbeiHaYNR9f1AhtvXH/pE7xwL9MhG6vlQdMiOWPjTq94NXXAb+Vs7FDxYG wScO98NXdbo4szMfHjHi2j18+0EmK4sve5EAr4VsspsLGEC3i9LMyO2B97y6 QXtqW2Bc1IuWtoMGNH11Uw0jAqSe2OhqPkqDdfcSZe8Pf4TVvVNjb9vocJ7J uU2bmok8UfEbtJXoULmZN+0eXxMm3d3mTxfvAuuEGEcfrhY0Tn6eoazaBQLb Nub1x5FxZ1mu1+n7FCjZy111J6kbvZJF6B4urdDOeabUZgUd3xUfA7HhGti4 r0BuxQUGBvR+fjkVQoIbzFPhvLt6UVWQrHLCLRucnByCj3L0Ybfe5PQmlWQs P/9miOTWiybZXpnOGmV4+9L9boPEPrwXHqu6MaMdeXTe8svod2BUqIzXh28U VPIeTbHt7kIR3hEZrvFm/KJ5efM631a0j4wbHCtqxXHXRO/somZ8MZ54OWEF FVllDz4GUokoGrXe/TwHDfX8TTiYElkoM1hyuoWPic6Jth4LJ0uQbHj/as8y H9i9q7IzqKwEk+1//Tn9k45RBhVut9tCoDjfve9eFQOvZLnQ9j/LwALKoWsv PrAwqXs++HvBD1ySdQ/ijmLixYDYRuGlHBSzdcwUs2Ji8rXPr4SCU0CNZpGW JtSBmqN3OZxXl4DreWlWaFsH6tvSvnfvIsPHaefLC+UsTCe/vlQyR4NpHdnF p28Z2D0WJ/qR3AWtdz6ZpxxkoaLS1Q/lxG44Fx69dWGGgRYaRHv7az1AoLhM 7D223Oda0xyMH1Ehoav3Tgk3C/moUVZr13dC0+7ScX93Omo4fTr+eS8dVIMb n2zwo2Nv85ox34RWKF33mcu1m4aKtBtagxPN4BYymOPkRMNS0sUe3fYGqMLX VZc+E7HcYqinlFEAcgL1Ukc5GjCduMMs6JwP0tOc9zdGZeIXs4O0EzNFaJ7V v/5uVDVuZNhmadSU4vHXDlmLjyrR3ipSBhKacLU1mD/cX4eWw+ft56UrsJ0V vvIUXyWuHRW4+ammBB69UX9wU6QCB+Pj1mXHN8GG8Mw+XZllXrOB5DpxuQ2m qALimo/TUKvEpNh9rBtYHnmH6dnhOJra9aPRhQbWPt80Npp+xTHJLNlOaj8U MbLl/WW/ob+R5JRh9iDA9wABlkPxMq8M+nI9bAgyT1WZacVl48/m8QOipUMQ kpgtPx+QhiPOpnuuGw2BzuYnNvmZ7kAsEBKt/jYIF7v+Xrv41A9aWBRl36a+ //BtSKHihHUTE/h1xJ872Zbi130/pdRpNFDeRbKbqGjCsDnB6LydPSCGz43O PiQgu7YHeKt2gNKfwh32xUTUO/HA2GAXCcJ3vtSTU6hF4xSF1pi2Gvj5tW9Q 61kLpu5VPK3+oAwkTTk3HSU1451TSnyG/j9AsqVpNiSehDlGa7mvPnmHk3pq hn+QhDFPd4kNr6/EDLID7cpJAhqN2QZa7Cfhyi1rt/It8ze18NzmrlQKiugK aCkt4+zWTXz6yaHLuoALfkwMtKLpTnZZjjEm3qovE/TZ3okJLRVZi0U0TOY4 QTNSpWGGotfAr490PGc1vnfD6Xbcssv6sYIIA3OLq2Wv69GQ42jig4utNIxv XC0Rf7Udf1iZm6oepuLFx7snnt4n4rb1+bk1n2l4Rs44TOR3FZIXufj1dtNQ m//sxBa3Mvz0bN1o/YEeHEv4voq12QEnisvXX5NpwXYd547n39LgGI/oBfaq ZpTNKhuVby+CTbbnV+i/qcMfgvrJ75iVwHe061d1ZQWy9tVLP84qg706fkPR K7JwI+td4t4/BEgSVxclf36OmV8LEu9cbwRL8avmGpus4a0EXVyqPAN4z2qE /k7PhMsPnVcXmBXD9a3CtjovGiH8w3eVG7frIVVCfsVEcjdQZbKUQvpqQJk5 YnaqpQOE5D8WhJU1QIfRDXI+ZyOc4K1cv9aXAC81w/V1VT7Dtz3pFQuBJEhY ylywFyxDa9uLuYcK2uCdaIx+niIBQz68iazS7wFDq6vbB3dUYOVPfomTy/i2 +kZlr4NFNWaU8HY6ttBB/MpkxNzzZpRRVfs24kMFJm9PisMUBT+5U3LyNnYD wV5z/sYpKk6uvjIzWEeF6LKbygmuDPx+dC73TloH+L0PnLJ/04uP+bo9dvmT YH8gS+rsRC9quLnxn1usATyYuXhgWddmfNs9sXW6EJfuiNlH2dHRyzxyu5tQ PQq4G438Od6BXllXP/BXkP7rv4W93wd4t3fj9gdnVb84fwJH/e/B+RmdiPQ/ V2y8auDLg/fze2p7MCH5XKqSHBnmrRxlv6YTccXIY1KSZzsclwo1dg5swf2n +Zy1teiwe1p39SRbOfqnPDq/eHIQsvWz87efS0CZNYerxRj9cIT3TfgqkUTU CNm2tGmgFwyPK00llX6CQxkEHnflXvgs8kztU0Qx/KMnWJDjwX7XNLoccszp BaHLeLwyrOvA58Yq2KJl2nOxhA75d39qH7ZsgN/e/u9Gv9CgYPMF64L0ahD6 1MNnvokBigshsjrvmoG1Dcbjq1lwivmHr9ufDLrdG4R5h1mgcY2haWDeAkNG hR+fOTKBy/53lWowCbK5bXmsdFkw9Jo67/K1ERQ1Sh1e05kQSLhdt+9MI+yZ 1Z9w8mZBEVvLWLh4PciKr9StLe4D80d7heu/EaD2Jv/xsBcsmLGduTu9LQfm o0ouNhWNgN0GI8GAN4lwU72NKW4wDDtCfKd3vEjAZz/lQ6W1B0CmiaGm4puM lqQTvJb+gxAxqMp2iqMIXwh3eTa/GYX57WsmLPWa8GhqwhX3VaMwmH5n4u35 dixTfmW2d2gQjskmufN8bsNq28f16+pZUMg7aMGnRccdV9tudsV3gMs+o3Ir DgY+GOor372MH5EU/npyzLJ+5o59QT2VCwTl9R6K9XScUQmzWdr4AcWePj+8 6T4dj1Ooub9/lmDiAxk2w+X7Rbz/eblethVvW7GdXanH+ld/YGe915GwPioG 3SIxJYwZSKCLpR1kUrFg/7CqF08fxj6jzoed6sSW0olGNjcWhs99u+9r1ozC VrkaMpv68M2ZHwRCVCgeeKJ4p+sJC50PCdRWCmUjS7HS7MJ6OlqtHpZZrfkW 2pVKeJ7r05H8W02alVACPiot/UOHu3HkckboWqdiyJ+8my44SsVX+ylvelY1 w/xchL/jQhcWupdUnhMjQc3lwwb5jd342ccOy8JaQfmD67Gie2TkkJXwNO0k QyiHN/tWh0Yktt5o4+Nqg5rA4NZf53NxVUQ7bWcBGT7HxabmJ8Ujw+zCBqtb 7SD2WWGJuygTvj3SYQ9V6IKM2uqye99qodzw0OEFHSoYbTY4Dep1sCZO+/r3 XVTwtOvYqDRfCqqBab/kbWmgvu5OHmFzFhBsag9ZPmNCKZdJScLNz8Av+iQ2 kcgAwiejb8qh7jjLPNnu+ZIO3qvz4977liC3+zMbq01UaPa9ut+siIRzmrs1 EmzI8K9eshIq/bVZqAmcKhQipncykef8PqHmDCKc2j3yo9aShetUtvkfKyOA 95UDOvVedFQO2RrI+lMD8+rUieeyVAwQ2myf8KsM/q5tVfZr7cahUa2fMuzx 2CrcKnVhHQM9ryk4E740YrtmeIDVNAsFueV2Rbm34gfHa6LD1QwcfhB4q8W8 B498CgF3yTasyxV0+DJDx6ZS1PN9g/iz0eVDvFg/3iuOzVcJ8sRPKi6a2mm9 GL9A4L84kAg05aiagFrGf/7Ymw3PTRZ8KRgzxbn4yzcGjqRvzdtvVYVVblEG 8uIlkKU+fXfHJwIyHl5tDYvtgH7x6bJjjDYULrdnrnWkw7fLtWu7snvwUEjH WKFlJxR3csulXKXj/PolwbmIHgihPfoYs1zf3D8jXVckt4O626NPvsv8UzxK Ljdnoge+9y96PS3pRJW9Rt618lTgcx6TUrUjYv1g5GebwBZoC5J7vDq5Be8m 8K7Mu1YOWmknPYUyW/D1F4cm0QYvdMN2TiNbMsofdvrYMBuD8UYCWnss2jH5 L6l73dtsENrpdrsytwW7FMwG+eXuIa+8e2CraB3yf/zx/tDVcnwkz3egcqIM TTUDhthXkrFQeP1XC3siPvnyPwBFRi5xXmN/rMeFjbEmjiY9eN35bW60fAsS CZFnRaRoqHZl8LVscDM6bLM4tNuHhm/tafHhFc1YuvHIX1mVFtxmwxl0R6oB 9aa9Q3b1MLF0K+ctbxUSinL2PVEmMvCutl//l0V3OAUTL2ore9H7kMfR8t5y FHirQmydoqG6EznAxz4PJn6BkaM3Cw1V1pySuvYWp5I2a4/mMTDxOldurWge zJa29q45zcLKmGm872ABxuwsHhcxBnbJ9IeMzWfC5o6OxR0XulEny8D5q9QL vKy/N/B+OBFlL7huWyoqQAvPI+OfO2pQRvfEOo9XROy7URWpWxCD6wOz/Wbk OzHofWGXjloxMOLWu5+SoqNC6H3PH0kk+Ks9ZMb3m4nWkhekJU61g5G0CQbs pWNzeoly4CQNKjr6rX4v1/VxY6m75U8YEKIVZN1hRUXBgpy28GfD8Hd2Tp4p 1IPMc6+PTO4ehV47o3cLhh3YEfvl90PnIfiXP3FyXjuywnkAnPh9JW8FktAl NnzHy/19MJVA19qoW4en3u1xmzrRBxV3lULuvs7F+t6tbKXJg/BHo51n/Y6v uOpgqPHF6SEY3XZO+PLfj0i5zafTkjkI00o393r2hOLbcnmmQMMQWBdy+w0Y lYH9iQOvneUH4BzViT2khAj1XUkb9C72Abfn6tnMAAIcJYhtHS+mQ0VQ9bq1 3a1gZSp2xV6PARyaX5vMrHsg4M7cAyWDbnBV+7l7jX8X5GlkXnn6sw1uVZfa JgtQ4elhazS82QZiJ/+SB8c6wX0/+oT4EIEqIBWsYNYGJymPZVN3JcLzX6l1 3k2FoDXi+GTX369wqwNrTwgR4TTJxTPxqTGmMiqsdn2qhOg+F+1wLifcxzE7 lGVTAv/ujzYbWyH+rjLw0C6fmLJMgJGwDvYrIdXg3pT+LWAzwiV2uV1fTMpB UN3c59TGDBCxblpQiC4ApXwpVffvhShjn8gWvfUtfnutbx+wtQkF1X1a33Q1 4EexnA8CGg0YHATchhtbcZ49OEfySQXuzFE16lwkoa2LxkSKaMl/ftS6qz1B d2cRs23Mu3FfPkY/pvnPvsyGeesXz6y2heM1+18+PkpkiOc+8zGoKg4d25ds 3itTwYS3cHGzYzkGHMiLas7qA6Xko8AXnYR+20tDOR8Ow9KRsDVnS9LxzAF5 IfGqEehvKu6/Z/MOzbvmjuaWjUAfr0fxtFgSUOJMOx8u6yGN4m8RcQrhcEtx xXXI7gfCKs9soXY/WLq2tW+S0gvPZNlPcmfm4lbjv9u6ehggO6Em9exFE5aC 3YUJDSqULUk2tdjWYl7ggy19J6nQu2PmzuZxEi68I/7l0mgBG/8NT/tMqPiw 6pXAr5Zq6Lmq99XqTSdm7Zl6uv59GvCudXXQY+/6jw+sieQ/vzTUhYdaCvmi a0rwZQT73cMXOlAgTkAvJ7QF3y0M0i38KdiyX/pSRwANV2f6313yacUV8Tkb 1WQYaCY0XXY+shUJ3ikeIwwarmrYZt4l0Y5cBq9mfDm6ceX7U3vJ2mQsd2b/ FbqOhokb+98iRz2ydboUpA10YLn87QeDAbXIc5k/p1OpFUWqlnS/63xE2siT V75dRPxKPq9SIF0KwyZmI7PyJFSLSEo5cqIafqucFJaXJOLl5qB8COgBvj7H j0G91f/h54nUTtLcZAnSt7RslhikQdPhri1yX4tRYJ5YHSzOhDnv0k3W7ypw 9xnP11v39MHAanirZ07AqLgtm94F0WHGNXb0waUCnHtMHvjO2QPfdk5k6f38 DjNVK3UiL3UAF8nyx6h8HjSzq6wX7GqH+psB4zPaubj+26pHC0/IsMf7w4NB 2lc8P4tahct6Z2ndZZp8fjV080ordd6oB2S7zBkfS4Kxvcl715wt/s9PMh4M qDLoiQOnys/qfDkEoBdLGNoqpmG63vkVIy9IwDxRVipFrsXCEqVnSweawaVQ PcZPoApn5oO3la0gAEnh5MGwyWp8sGXSfHd2BZSV8nYc16/5Ly/R7wjm+pNI xr+KKF+Y3wnfowSc9vRT0fnK5n2G2XTI7dLpLOpgYOrOnLjIwAEY/imobkgl o2d1rPE5Vi8MBout9efoQW/sl5lJZUDDmKxLPBsVe3lu2pTupsNk6SHvsKQ2 TDR98OfEGzpQB9/Y9dWS0XI6sjAihQl9DjJs1/cs69MB5r2gHCa8MpNmOVhQ 0c9Nwdf/OB2UpC04jhnTcY9m+yUGRxeslbrI93Q3BQ0aPFL300kgN3Wie8mp B4nl5pFsOqkomZm88O15G/5utJqUtcvFtv42i0fG7bi+SXTvfGoSZgeHstOV u3GP4f0SLq1MnDN84Pa7oBNB756qnXoTFpocrQyKakWlGCI5+no7hpe3Bid4 kFA9xqHnbHwPXgp/nnE9qw0P6KCl8EQ7Xl6YdPwxTcEUGc8yzy3t2J96yDtf lISkbLt+tiYmzsxWZZfvbsZ7uYvD3ecY6F6uS7k13IQiX8ZZ3LsZOMa3ZsKn uhZ/7me5/YnpxZRnbsq1YWnoqm6+3ySjF8Pe3JDUEbCDf/RZHyaetmTTPxcI T10bqo4+7cFz6cl6I5QEyKT0m+r20fDmhwH/lZADn9N/9y7yd6FwvZpUlV0l bK7UJzYRydgEp55p85QA/zCFX2ywDn2FX3zL+kSAdffHy6wdPoJaLN8VZmoF RGhmrTfVJEDEF/XZ0S4SCA6mu60dJ8B6h1FPS/NWOHVet3b+HRHs7gurGsp0 gZVJWrJBWQvImAecbOwgw//5gZAvcCnreHk7XNoSHF6xuwQoJP56qisdxsTt cM+tXMz4uSFRgNwDiSorFElNXbjaQJrlJdINz6Uq5k979WDrrXs3gsdawIq/ mLnrSS9yOR/qmm5qhekVfn9FMptxR2TNy2sO9XDRwmSkPJuBBpm+s7qPS+De w6eCW6/3IfUfPwzY1Tec39zbhzTOLUXiJhVo53FD86gvHT2Nt+s5RDTjDM/x sb6rnZh37Go1fbIR53XmkC2wACU9SGUJy/zOL+cV9+CAB7rp7tYIzaDgIofn O3B7DcNr4t9eubP8HiSI5CDVQDDc+qQ+5HYHqp8sJXO7fcB3D0Y677/vROvw 3u0V58JRXNAiI/xKJ87pfWB/qleAF2/uCx10pCKVlWk4ZpcDMZZC7+kuRORd YdhYdqsVMo088nbKUDC26N7V87VU+GOsZPvQpxg3c1dM68sOg+/Gl3pXkiuW ddqtnIrsIXBZ8I1blGlGrlXeU44xQ8CRc9auWqAY1554mtWZNAafgzY1JuhX Ii7olp8nj8LquJOeh7XS8ZNlmsdw1yCQ+PZ9pl11hm3xtifNVfvhbMllN7/l urC4aMnxNWRZ/yq+IQ3ahUHlkesv8ncMwiOBjFM++t9hdbaXYfipYbg8eEz1 +I4KuPWPfwwpO10/fWkJhB9r3jW1u/bB0nRy4U4FNzz4l//e2/v9cK8lMJg7 JwVXVKc6X2ulw2OcFnLKK8Brfg/nDns0wzZ1tvuSW5ffV2GxLKWhFC782nMq 04mCGefGGv1N30P3XSNb4Q90HL6+zWfrnQTIaFFhqq6k45P/nSdIhtFm19Nu +5loOZi0x+N2FvLlcdN0Aug4u+n9cKk5Ef/IjT9TOt6DtZxjkwmhnfhSNhAl GnuwmP/q2/OKVCyO4Oa6b9CML/fxCJzZSsdFbl7j70eq0dGBTDVwp2E3/alq SmsxXq66YRjjxMQhlaVKTz4P/J/FWTjAwG7tGM2dz2NBIAwd3To7ceWxeOXd YXnwc+7Pi+q8Niy3X6U9uaUE+Las7D3uT8YbYuWqzYeq4IZWLGbwk9FbYqvy NaMmkHns5tW1sQ1dbB8/fLi3GeLaPh4S3N6O2dUTdXJ+RGi8yE9Tl6Ah+07i 2U2+RHArHrjU85OKn0fpzg9my2Bt75bsfqU+dB55tGOdZDDMJJrdGr3Uix1s hYv7pOPwsr9A07xmL/6LL7fc9JzePKDjq7DqdYt/K1HTU0lY8WATEr7WXn3v 0YyH0q+b3UzJQZLd53Uvj9Mw+ObNC5/e3MfOu65nnBqY+LNc4TX5QwQcv8gx PDHGxN16Bw8Ll5dDzQvTDQuX6Zhp76uYOrPMXxrF0nQNOpEiLvYq3mYI3k1/ bfimS0bD3EWPNstRCOoKumHi/v9zqX3NZnk+49m4/nfQCSeRcfDZOyyTb5aC Q3Ne1n+lR2GkYSr8FykZ/e2ebOk9PgAPau575VsgUpQFEq1Os8BEKLryskM9 dhOUdapteuG5mdjaiRcl6HAvkfLGdwASiUXb7/aXYdH+OI4Pcn1wavCu3teT t8HbIb6R9YAGSjrVHIJTmbhff9OKeXoXOCs8dnZ+8R17JUbDhT62QeSeUUOO iHxktS0Q+q5RIKvh29k/t5qwJEBWL9WqC9L9ritwyrbjimh5+3CtNlBewc2z eqYHY6zEtYe/LfdPkuN3qQoGthmbWnDxEiH9Y+mYrX8fdu9KX/nnRgUc3hrx tIPWixkRBTsdhqogUFPbT/UsA40vlNK2bCqH0rahTCcRJv7jhzYA11GZq5Ht DKyxCelRvdsEh98aC+ZE9eLK1Vzmc0JlICm6r8RoRR/2/q++SkNdS5w+NtCL HhWh85fqm/FffdW70/ZY6UsGxvw2Kn1aScO9O+ijNZYj2PZ8nmvCqQpn43yl rrv0o2DE1zjnv1XIKXF91QrKILKZjnr6kAn422yPT4EDEz9MEKvsrlVjFEPt rGwWHZUX8sjjyzxMK23Yp6iShcq5vB0X+HJQaLfYdQVvKpqmrNE4GF0Mv22S 7QokW5BcKel6KrQJZv1un933qA572gWio8+QoUvz8pDgNcSf+3Zoy+d1g3K4 t6FFURn8+CBmdC6eBgHD+p1n7rQC6v76yNRggug/8xKw7gpr/NerDliYik/Z rFkLFs9uSLsPNcNJj0ATXvsMUHx57o6nYRdEZbse2/2wCA1KCXUehQwYDjjb u1eEiIOk2qu6EZ1geJaUptJNQU6Pa1sT+JmgajjBFJbuQFZ4xohBBg24cktl uS8w8aiu46uYx93/+pfYa8Z9PY2jFRpXxt+3mWzFHQX5+wYfN8CHZih+KUrG 54k/daT2NgBf0e5P4Zf6sOtI4a6LOz/iKi2Rpj/KbXhP0sukKAdRJi6+q+u7 Jsq7tw5NjZJwVkDlyPFdJahQcbzI1bjp//QOFTcdDPfKGy3Hl9d8zEzsibh3 r37LJGcGDt8dk5v8mw2NUQXNbG+JmKegkaWzpgZzrFwrVwo346LAlgvRlYEQ Z+Z62rC3CqXX7tdfJnJga3s4ebN9CbrUjz93pdSBW8z6lTXvCEjg6ZZ8Xl8J SntL1X61FWP1bIG53DoKZPx4Hl464osT5+KvWU93AaGdz2NqNBH5CU+TlMOq YEFACG7nJOKZz9zjPZxpYHZC1/sWsxQMaw/wa/0qhsYdN666cldBWZmWXuLJ 5v/82h8+Go1V7kRYeFb0sHWQAOIUiRnlj81wh7/Dr2MiE7Z1aPhejmqAVx+C IhW/eyDfYz3Z3/erIK3/d+6jmBAs5JJSP/iACKRPYhztQd+BJCMS+4G9HVaR X3jeNqsAjWH/r6forXA+K2WhurccuvW2GD6zosD9Z82RT38QIXPftk17Qzrh 5ouIRcPfZFhjZ3xu46N22F+tEROcTwbdl0qi+LAD6KKL7ML8ZLDY9LbL+Hk3 UBp89v5e0wAP7vy4ySIxoMLosouzUy6oXuaZ1m5kgcJAeZFCTz0kvrNQqIJe YBxLO3OvsQzu7rk3Y5zS959/vbL4q8zadSOwx2GXhHRyIQjEHLIaUxgHi9A3 Ow+bvQejYaNIYlsv/DtPZOl+YWXPExaICU/EsbGWdZpCeNzHEhq8KVI4++ds LxonvRdHbRZYLjw+p83ORLuCSy/weC+oe4YdtJJmIXW1vk6pRidQ7hVHrT3G wsxsuXujPxBe7R69AsIsNC/z01bk+YHHLZKSZKLa8VfbB0rgh270SRc67WFA wndmbyghWYMY7c79ajysDJMGc/3v1LOQfujsBOtSElQ1h83o2tNQbtLIVsS+ BLaM+8moFXfisB1FMTCMCIfc9UtvDrTgLokDjMjOTviHv9XhgvVzDt+ULpDZ bmS9ujsIqganxl7NMcBCsaGvojwDLhimV8SN98Bjxefb/NZ8hBfHJAxv36DB 570mDVLaVrg3KN3OWqULforWP0j9lIisT3KPqfLt4HLKoNYiohQd0keeKw1R YIvf/wRUZRhq2Z28KroHIu01915xasX1h9v6xo9RQPpsoVj5LhaWyIYaW7aR Ye5voENjKuKbR/IPe5U6QMfl4jYVx0qMmv38kihBAduR6DreyG7UfJ3nYXyk DUIgbtpkmUf+vWuw0+4WHQJeuA+ylteR5HdMkI2wXD/3Lq2rkyDhHb4DFo5m BAhY8/cXBpDx9uQ6vlsXCXAqDWO7NnRgWGaZYJZjBeRt1CyK20HFgbLPS3d1 nsCqANPR7CQmFqW3Ku3zSMYVR10D7or3YcQKna63G3JQuuVv1phlP9pLxIx3 ZTTj71pxy5MD7fjgDjp/i6zC7Hs/4OFoFW4YErINDmnDDd/oTlFirWjF+8Wk hL8Xtaakvzw5QsfcZgEx6SDWf/7Lv3kC2bc6N5A3EzriL+82SGZgrH9QmeBC OfCMDvBmu9FR2CRndZc6DahLWwr6L/fgo5nQ7z/DO+FBpfx2b4EuZJt16HQs YYF+yJ2JmifNSMsLDLw6zYTFyXP0HV9VgKnn/1BjkgHWO4s+Ebmy4O3TqkL/ 230g5vb87Y4kBww4lnJkeIYF40cPHt9vGgfbc88MpduQQLJKt6ORuxT+yW8T cWuIasagcT0WrlsCK/dcVJT2ooW8ZuLN+MQAacMSsA0yKYr0oaGysOGCWEwZ /pu/xJ/69cX1RTPuC/HuqONh4MGCnBPR1gSM3PltulmLgmc6W4zct3dg41rb kVFVEp6Y2aOX8ZCOqyTdA/8ELfPzvBuqDldY6DjEVqMjmI/SoUGthQ0DyK+M O7jXpSLpRhJdPb0PKX0xo4vnA5DYIjJatX4Yt/2TH8OZpkv33e8NIn+JvBbP 63T4d95K0m5r4H5GMTwIFTS2L2D859++XthM9flSjao9Jb+8HEvgcCj7tPfV MtyUZNgo+K4Mdpq3f5WxI+Cv4CtTd/sIUGdgauJV3oq7bwtOTmS1Qa5dYLLp 5AgO3BFWvT3cDla/LGR/Gnfi/6z5u6EWYMjb6BTsICLt783pZ9Ff/qtXDwke 0w43Ig7QDXc0bmzEwNe2J3TvLPOOYxZyQpTveOBtuEHKBhKuzByIzy6sAHeO 0i0ZGs34Z72T8m3DT5AfU/8sRK8bE2VOSnamIvTvOkz5KdKBpI0ngzcQaqD9 Otn6wNkmLDPsVnD8WwZSreVF13SqUddU5zbTuBnEi8oE43Nz8N/8pgSTWm9N 5OCxJ83UcbcmkNS/fyXNrA4LqvkKX7Et87/2w2Q56TL8o6z65wKDCcSEA94B x77gjI25fKsWC0ZMNhzIqA3DP2ePvLHewYDJr7NZnkov//M78vujKtP402GN VkvIRqt+0HtgXCzysBEguIzvljITIv72vWW6VMF1j7UD3Sw6DCxMlQjUf4Uj ResK3gkur2WicememXxchVNn18Y2wrdPlay6b0zUUGxZbyBMgR9T1KZIxz6M DZTjCsAWUGS7eCPEkoqR2+y3F8R4wJT7ISOzLwNYec+0ZdOx5P/mzJQHtUzE u4rhgMy+EkW/ISRFfzy92FmEjXHlg7GvWRhwZfNbkygylqp9cFZqpyFfSyBm 72/GQZMzO1P2UZH8y2e/nnMTvtvjvTZrRzsGijG3/uIn4bbNe8ciFYi42+nR SKEfHUXton+FxdfgDXVxEY6Dnagmff4Wc4mIDeI/epoOaaAQw2Zr86cfeOzH 2bwt4y4QzhKSwi1G4KEsJV3imAacbQIzXe9yYI/p8fabXwohUu2TpblgPchp sAl3u9TAwRTm+xbNZvCM7ks7ihUAc681wq9SIOnKhlsNmkT4NGccouLfCp2H f8iFny+Bpa2/PxxYQ4Mrd55O1BcWwVxG6Zju7CBwVWbW7AgoAcnQeree10xI yBR9aOjuDHz/5A/w8F4saItmIMdhPUoE3xAIOV88nXQlFqu0e0vrh4ahQqzg 9Q2uYHz9Q9LVVLoLdFVHP7D/7sB5lgNNJbkMMOv+r2+MYfzo+03iT281nOD6 5sY+1Y81ZZHnU9/kw1OG0JzWZgY+b3kcH1VWCi1NLAuRUgb+XNlzSSElDaUV O5UG7nbjhn/8GHSIZG/Y4lSNPau2WZZbdKAUNez4/fxWyPCVmwuYXtahr9vf HN/eAhMesjqFlb2493/XrxsSywwfMB1p+Cdd+P6108PwV0ucrU6JggP5Q8/W xPYBe3CpLW9IKeq1JftEfGbBIxNi2fe/sZjj33mDrWAQEkzUR+btX+KL27Ev /VOGoJtws+Hal09Q8nWfowP0gQF3uer0x1K45ja18QiRDlFT1rsjSeUQb2y1 I/QxHQadvMxn92ZDmvWnnQ95GZC9iudNk/UnUE54xeDRpwJnVRnwRaRh/j1p M9XHDAgMKRZVKynAhPcaOwOihqBSJHl3BiMfCwNHlFKbBkGmX16r4mMeJq44 K5pv1gOLhFnrrVuqsNWWX1WUiMCedk7AZmsrLu1MO7uZpxCFwmxPqKa3YJPC iuHNZ/Ig1Ql8Ow+2YhDL7UNeSBWYlBVt93lKwGlhte3eJ3NQisNUmZNBwj87 6l3kx1vwwMtr77fUtKCFSEFW3dkifD0ddi0hNQbXPVQz1TRvQ38vuceiJ9Ox f1KJM6luGQez73tR2yJw4x3X9I2tTOzcenLtxRd18P5//TYazuyLGa+dbYGp yuiSsFVU/Jv7NHwukAa8208T6FN03PHPfDW8PfNAdhgoyPhhsmn0Ph38ouKH VjGbscTOI29lYRdM4qbCCbYS1DExX7ffhQ7E4m08G+tSMaRW98omsY7/9pO1 qmq37UcaDCszwiaPlYMh9UbbonY7sM9VXLa1zwPy0ZZwq3MUmC1/KP2Moxzl IsypJO82oBsfe2r7LRCIPi6i3ZJU4KmdMxQSSkdv80mxB6qt8O//C2QJx4qz Lclw5ohdTK3AJ7zplGbnyZ0AR3N9/rD/LMTgE6pm/t8j4IfmvogDRVQMz1Pt FFtfgO3eoWVPF1rR62SS+wRv3X98I6K3nZN/WRc2r48+F86dBAkSYykh65b1 q4jNtE1RAZBJch+VlvvhzMhsyruiHHA0efqu6yET7++aC638UAJpLab5kTJM vL6zaE5csAVuLFxxmiLTUNVqg9u8JQ1Kvxtc/OBPxIz551ntUTRwvihH0BZs xS8Un6UZoMMDG/cC/WsEPPB1uyWPOQNeM4ZfSHHWoOeznkhWYA98nUnaPVeb gZmjnUdLJllwtJH3Mon7EUo2zooQeujgcvaxs86mcCBL3b/dsZsJuvZi0v1+ SWhzXLF2VTkD/HRNi9+JB8CdtCvPppfa4dXah09PJpLAq+J86e3fDFDpVjV6 K9ANu/MGNpwa74VSv8bPa1dRgNc1oan1xhDopBOmX46SYX39GdXHL0dgJDzy /Ao9IrhrnJkDwijEun8XEFlqhANeicZnKf3wnVW0XdOxGhYOrZW6WN0LKS8/ y8GXIpTM8ozNGWaA2yrvtYvcBDxYGUbbqU+HUyfbs1iv2lGFd9W2QVYHRGXN +R3y7MH1n7eorfxeC3tWXnUa+UPHwrTGjma1eHQzXd8WGEpHO0n3LxFyjaha 0mVAiqeg1m0XC0VLGtYIr3St/0vBNYRdXY+kl3lgq5pUVtYPHFujffPvfQJG LSqvfphzA6JjPRolDhQjUy9Y8UwgAdhv+vB6x3dirY59Yad+C3w3djm3TpOO 79nm+KK8GuELM1KRaspCj7Bzd26WNP3nBxsQvp0z8S0B4ptvVarf+lC2O6fH dT4Hwa4uWfsdEzMN7FTu7CWiKC+5boVGJ5I1z9/6SqBgTFCy1onXXVhnMtB7 uoGC13uouz22M3DhDW+6hBIZFRfNF9U42vCsAT32sT7l//K4JvxSOJqis78H qz1Uo1OZxagtaCxECaChaOuOfIc1H1F/4xY8LUnDwEynv3nEchBUqOwlci73 eecWjX2DLbDllpHt9sc0FHtPFyGv6gL+6218/LIdKJhB+PhYnwa//Qw+ZdZT UE0396rdcn35SywdUFvfjqbrvtbsiqTCUZV+5eixVjx4ZlLt8K3lfZ33krho QcKtqyJFBmw7YGJri9DQLQr+P61Z86A= "]]}, {RGBColor[0.560181, 0.691569, 0.194885], PointSize[0.003666666666666667], AbsoluteThickness[1.6], PointBox[CompressedData[" 1:eJxFu3c81f/7P17IiNIwKpWECqkIleKiHVpkUzKSCElK2btBiMwksrL3dtl7 nGMcxz7DyBahQX39Pq/36/U7/5zb83Zu53Ee5zyvx3Vf1xEwtFI1YVi3bp0W 47p1/9+z6Nj4XQ4bOr4+dE7+HiMBvBelf757RsdUDtUlO5+2/67ljr/xj/zd BkbhGy7tDqJjJ/S++hzRBmNsH5qfvKKj8VMiL3tWGwQlxG6Vd6Hju57hRQty G9SXP73F5U5HTPt+Ks2oDbJFyr/rrV2f5e5paZ5pg7PbWg/Gev7/7xdgiN71 156OnyZKHIiDbQBOnyqqHtHx2uhkLdfzNmDyinos60bH9N9BjDIjbVBTpLej 6Ckd93PHxnkeaoNEed1Hi85r67+rvPPrMAHKYmRirrylY9pf3QNf97aBBs1h nteVjkbBH+ZqxQnwwF5KtW1tv4Y+fhtV1NvgbtDExkofOl4S8t3dsp4AxZzc n7x9ulGH47KRhf4gqDOwKqpy0bCIYMl/7Esr2DQe042RouLpyVahdIV2yPI5 eXkr2zBGVNsvmTwgwoHIsZKTYXQEX43OygIiFHcdT2LJGMH5v0rCbaNtEC3I ++iLPQ0Xfxm/okp0wZ6QbQe/bRpBU3tFKR2vOvjjkKBfXDiK3gkNWoEvqqHf vYm8e8cwbs6Qjqx2qgYzrk+V5bM0TP9kcDBWNx0kn3/7eVxmGM/SSsVurTzF rOmmbv7wYUxvv6iRoxGH2/ZG2jMxjGCpXem3Rd1S/PDN5av22n5T+Z03sKyr Q37J2+itQkNSgf/gwJUalGg58dHuJQXllVwqB1NqcfvpryZslyjIMVE1MTTZ gqTq60bY34c9b+hKNupkTFk4K954uRMXpBbIK1GD2JK5KVt8rh1/6nAe6T5E RXbnZFWqdhNykPk2OZ2i4WHTYAoLSzl27SMJVkjT0e4oMfwtSzS2mzXeLqIM 44mdVx5/UcuATXvSB/O/DyOnh0XDy9wcuPZ29mOv+QjyiFQoO+YnwYG6T1Gb BkexuPOCKsNsCP7ZfG9qQO4r+rIIrms5koJFt900m5TGcOG5innUbCLu9ttI dmEZQcZeH7FLDzORwMgQmK5EwyjLVW2HiDxM00pX8wyk4JPcZMe77wloVulO fMJMRfLke91oNiLqKs7xhHMPYLjg41e/drejDeQa2W0axHPZUQvG1wZxbqtC /AnbPry9vP3Z7qEBJDqc33rzeD8uH97Doe0zhKd2dpQ5hpPQ7/usqusPKuZo zYYzTDXjLJN0vFgLHe0NXVMOJmSi0VGZWK06CopVMViwvkxGwcKyZ2a+g7j7 DJ9jTWgFCMuXOGm69iFfp5XTrGEHXApvu0a8RcLos7yfE+t64PGfLvmHRAIe e3WHdbPYIFienH9K201AB0mpgxFGVMhL39xr0FCNK57Vz0PfDMKX/QbGzL4l eD5nWaeJhQIf/1yZ62lvxhRDdd5JdhoMqh8eflD6EV28WB7LWXyFXyxXRzeS 03CHoBttNWUS/kj+uqvAmwD1io07fpbMQNC+844CuxJBN3nnVeOIGag3dDvd ZpwFiUeZHuwrnIB3FkO/iwtIMLMs0KtYNQ73ll4L3PpTBxyu74r65uigen1c b79tLJaxaldTSRTYv9PAeMelRvzae4D343Q/SNKlY7+GtCKHSEfP1rIGeLtV 8YR5sQ8IPHy+l4kUBko/vvx5cawZGxbj4/KCI3CRK2gTeXMDFj0Wj7q+rRKL ko2Pvhgl4k0jM7l1hp14tZBr+YdpB84lBSXclR/Aq1U3s19lEJFTfrjHp20Y Qf/waO36DoyFmfotlaN4weSXkfL7auRM3LRFTX0UC238Infw5eCDdetsO0NG cHiq86F4xXN0D7l5g+H8MNYvKiF122voKFfN1BOhowllx/Smjw14o9RFSPzX CO6UYzO7dLwJE7vbcsrKh1FQXKJXkoGABq3O/fsnqWgdQYm9tK4FH5YPHeSo 7cENVR8Wg56RMOKYgLGQAgn3GamYNyl04DiT4+cEh3a8MC4tFNhExuTcI1HJ bxvQmXj/8wBHG8qU+6Z4xpSjuLYpcXGlFVM1864iSwMunJfo3ZBZg1aCvd2i qdU4NS1/wo6ZhAvbnknduV2H1414dx21IKOp/+4bGfW+8Lg9o6JpJRmZeASi vvG4w0+7YJZV9kIMXBhPttuVieuF1ZOdVHohUee84BH9HJCnmUc+0OjEfLYB me+fqvHV4LlbAu8zMb5MX9kHG6G/qSeT424+7nz7ndFrdyGSwp54cDNXo47a SAhDbAEq3aBf2qvbgvlL6QeNRVvwx/KGR3vMClHJgvuMh0YtxAjdv1HeVIuD ntrMfAZ5uJBBj2iyqMIwnxevfx8qh+thmldNsBDbGC1Ed/O6oqn4ifTvRl7o uu2k/aaHNRDUYer45fgA8Pt8ZDfxbYVDspRnO16WAmdv+RNG20wwqAgIOiZW AFNvVBQLfDPgyvxh2a1BuSDkn/FX4EwKGHay8C5HdsNxlwvWW6bKIf+AqYjv fCf8GN3ByAOV8MbxxL7KSyRoDFU1j9hQCuv+7zEHp1Ze887RK6D1saRbwI8+ GPpn/7DHc9pdYaYHrLJiZoNWXgLr9s4Zx5dDUJQuxlaklo2Z2voVr4QpcOdF 8sIy3R/99CZeUxYHgfVtj5VhYQGeTE95wZ/VCyGv2gNu+9XhIvvOkGmPDuAu 7+waiS7Hpu3uBXeN2qFFquRb2GANNl34HsWFlRDg9Ov5bFwj8lYMkGQXSoCs ZxV062AzPnd6Inn9bzqodUfN7U+uQ8uOqyZd8Xn445yOxxKpFROCk8S7WiqR z/p1TNO9TvyoOe16OLAUtTiFIla9iahetYeqLtaEn48yJjNhO3rEZOF3uUJs 7iHa7U4hYOol6j56XzHciiRvp6i1o0RuLmfeKgHajarfPMnLQ6pV1JWswkGo rvi8/J4nHmf3elAyhCjgXF58o+qoJqYrbHM0nKaAMa/zNqOXicg4sjjzrpsK y04xN+yskmFTVOzWG7JUWF/kxlBxtBC+PNz9lrqvH0REvNTWXUkG/WTPLDnF fijlDw8TNcoH4apCjwtPyPBz7w3l1os54JG8h+rm0AWGvpzJhkWZEFZ+Gvgn G0Dq0OTlU4z54D8S/3IxuAOO6rgWuh97h4o8JHkFlzyY9Cj7rbYrCwZuLSxt l09GMYffURuexuDtPI8cu8tVGGQ+6qr8IRYfhX5S3JbVgw/D7gVk6CJGvZfw +JBGRkbRb4ESUIp7Nk9JsM+24+infAX8XYbWkTHjM2VduOhQH1HUWo3es0ka ieuGcENkG3zb34B7o7a4XmWl4GV1gY1n49pQYrziQicnHQWU3Q4hgYgkrSc6 g2t8IAGDe9KTSJhs/e3nhTkq+vsamLbQ27G82HX0UR0NBedCLfRDO7GEfEzX +8MwLho5GnEX1OIfKddAjig6qqmmKGFZNfJbPs7hv7fGt85KnmwWbcRzFKOM DN5e3Dqia5C7mAyOV8WH33f3/o9PtcLnJTuNleph7Cb28bgbZMOSqtSq0zsa 6rUXct2cy4Eu8zjDlKPDSO8V1nJfyAGV0I98K8s0vK4UocGwJR8IZId5kdNr fbHJOUOtuhES+0fMKzjW1msr1NO42wFtBytn37pS0ZtJy9F+hgCKQa0vtr6h orv3PcklBQpUboxndxyg4PbfuqJ1oVRwCR7Pt7WloFrfgdePPWlQh751N+OJ aPplf00X0xhIczeLnWJtQfWxDCgPHQNqht3h1qgclIhwy1HcMQOGuWNbHkbV o8lmitV9ngk442uTu2pfi90Cbl4uIxPAaAqGzw434da36w04o6agZzh0/XnO WgznujNTfW0a7P0uPb2/pwYnvuVe23h9EraG5oyqSdRio2em9+P6cVgc4t53 5XkGGqjPFT4/+BWG3YokqXmhWDCzvU7nNB1MfdIub7uTihr4+mKcUxeU0fJk 3kqlYcoBzRSXxgyAbH/uYZtyDHJ5ECL/vBJzztcZKMfkoaKKsJjxWBcGJ+XJ /PbPQCN20S8q/b2ouuOFRXGOK+RVAsNtvV683v9X97rTG2BN1P4uJzP4H759 Yn2p7qtDQS7VfZ62lmvnX0JO7KT0MMod6LCar2nDrMf2brIL48iPnnpKzwj4 rjWw7VL6KMr+LBWyLifiw7o9Ps966Rgq/PKW9IlGjE+SP2YhOYxzqaPjys6d aGl0KuXW4Boe3mHbfqqjHcM/0gO6Pq7VZWfbj+DYDqQE6fwQuDaKC7fOaf3E DuTGqmfXP1Ewi2RD0T679nlEAeP2Pz24fhczH+caf/vJOXF7jrUf96hxK8vu 6cYkbhXNPao9SGSHgvmvXXiAd3tl50otmjVX8fjs78NfVffeWmzuxmRWBYqe IgWreWbC4y27UOXerMjWCz1Yceschy13GRaW10vdvUXBxnJG/7062RDbyigQ q9ODgqd8EzTOxcP15wfnnZ4QkUy9K1uwvQ0uSuuH7Pleh8opnDzdJwbhBpfS /C6XKjR/IPIlak83zCRmMwzvsMG324VpJtZU6FG16/VMy4AYm6zXmhQqSOVW Tcv0lIFHtIp1NcsoFPCoJ4fRayHzwtfVMeNxGBZtFn+eWwWvHWa1ngpMwrbh sCSRnwQYFVKjoNsE5KSWJJnfbYW3TLjoLTkO7wSo+8Sqs8DzRR67lNwYaDyz YywxKIeT/lpODR1fIfRDtrzJg2ZwZjm+NLN3CoYkcmWDRxvg5h1qTLr3OPDK fC4JqWqB7T5bDWtuT4DC5totzK8JIOBeaP2UTIe0Q5k1KwEdcHFHXrX99j4w tbxeeKykG2jyG6USZjsg+INfZJ36IPQdMf/l2dINtXNcAmfX8E1UKrHJw6cD sio29z3upMK5QqaDSgkkkFA8lzblMwTndulY0tUqIc6VnF+0bQBs99pcXZef BQuM2svjTUPg/1f4T7RWGWSf+lVontELvbRUBZm5IHzOOeB24O1an0h79Ukx xBouu7hwqaw2AJeVqrqPWzlkpR2c51sqxdPR0y9wJQE9DCP3u/A24/Kp+Zek yiTwyNX5wFXTgWx6vgbi9BAoHcn+unn/AHZ9ikyJCC3Dx+rZQcVZfbhNRzng zIMYTHga8ftQ4yBGqnW+H3/QgL/vPZZKzSRi7W6dA4O0Djwj9l7fLqATP3Qr svOv6Y+DS2qMC0zVeLn9xl72gn7MU88r3q+SiK5pah/GrUl4fLNfKMOeJPQy zilT2TKCWmdkF79UxkHLdc+7xy+MYfwe53Nx4eVgFmbSHnR3DPPdWB7e+VgN 9MdZY50JNFwf0n8kvrUOcn2Uf12Po2Dxw7kbksYtUPA+0HLedABLdlwzLcms h85xwU0nFvrx5EqwlGpYOxx4dp/NMqkdz9N/cg68JcHKj83nwmtr8LIu7Yqm YScc2HKaT1eyFNmtv9cpBnWAH/+VATyVBxO+Q78dUluBdrGlRrGhAQIID5pE L7YCUe1xrp1ZO5Qxdc6E7muGmMD0H+uIazhrL7KzOY0A+/Z+YD48T4Zly+WH S7vzQdP+QLSMYDdYbdXj8fdLgkS2yhiCfCcIBb9eEvJORK/c5bzLbQSQaKOd k3+djHP9IfNsJc0QPq7IdJ61DLfvO9jn25APv/dvmDe+1YY0JinKLqEAHM80 n393da0PZGb1ZrF+wNNSX1w3xXdj1YLsfeq5SijdPG7EqUz97zw7iOpV32Ol 4YbyQsVKuQyIJHM1k6LX9HxnilpLyE0gyG1xO9lMxSuVj/k+H7NFfidPye1P qKi6lHbktrEqJj2VYNJaW+9Neq/KddEYfHCPSWn9reE1HXiF13dLNvY1exwP GR1ClZOHakhVMUig8mccpQ8hbzov/fNqBn5yHvodcr4Plbjn6QX60RD6K+3J a4N2DPPbbWTGGI9+FwsIhKj3KK8rl8t/Ix7sjnE31vLm4WF+obyA5Gq4xzgp wXjlHRg1bOJp+V0JpO/nxIcTK0CZX2eQ/KgLpjSy3jPblsPMfUMYs2mAV4fJ foMM7TBY2CAmcKQHSl0ralX4O8C7uSOgiL0N4n2ssCqkC+JP+9652d4NrFIC 7nf6SCBzmXPs8SAJiF0m3Zzs3WA9YCtRcpMEDOE9FOESEsR/nxUtfjMANINr W++Z9UBGQOCflSu9kGavyvL+RD908ckd7tUlQ7XWMckV1SFIuvNsn/wYCTbE 3LibfWAIpoXfiDOatoJiQMY3GUsKiOyaK3AVaAeCReMxY2c6RAxKsJkR24Fr 74tPSUQazDytF6vJIMIP+tke95dUkA1NON081r6mO50t7m0fgg/ul6+yhHXB rysHLydakCC4rVHfaq3u7/FWftvB2wbOr6MfCF3sgE1XRXnbs4jQLj/70f1N B2yU3/32dBUBIprP+Kw73w1ywXwBwz8b4LGoxDX3Y23gz7vDOvFbFWSKp+3v udoEE9PKcxIssfhKdpKvPrcY3HVP2BESWvGayryeyZM04OGQPhDl2oX6FjLi 2seCcfJpgFmn4SCu3ysZmFazxt8LeWwSlqkorcN0v9+8EudaHT7E8o/9y68w Tt7hyo2METRh64gdt6tCilxUg38jDR/I5i64zBah31bP2yuvydicfvHDQF42 HM/kKzp8rw7FrONlZhs6IffS0kOhOAIWKnI5pyTVwti+parTtG58Yp6hzdSd hWkajcz9eYNoEhW65eU3Ipb3cUin6FDxc02PrewpKgZT7D9Hr9X3gc3QEStI xUsu9nGv1/hnke5CpcJvOmaPrXo4VfRhhq3QgcHEceS0mxFTtCIi/5f4vges E9gdKP2cMXkN//24zF9LjqJyxll33pxOXJ4+KvntPgVdsIdNz5KEqtm9BnUu wxirx618yKgHSUOfnxsajyGvsMuD2sJOJF3ef+2hLBU3y7gGdO1twgJqvlyP Nw3tZTiP1M5X4a0Ho8KtXTQs3bkl1ciaiAX7mHMtCmnIvm+z/ltsRu8J1Tqr lCG8a/eu8KNMJ3YWjQ0rpPfjOe1xX6mgdlRJcnFV+dqL76wpsaE17Rgz4/7R fUcb7rZgCzQXa0Hyqexh51UjrORjM/OS70CenXfX9mmPD2+8GUtYdYX1XtsG iu7Wgtcxt1PVI9UY7thf0SZUB5dsSf4+1kVgEXm2QdGrHbTkN5wX032HfcUP u15ZEiDpLnth494i4Hx46fiWPxSojV7CJzZG0HjtQMxz6yHolxgLnvmdA27i h3adLKOBaq6mXaqYNyZKvvvzhXUQpK457v5TVoKTKrWnVx8Ng4Sawka3V0Sk lcTvb1Udhi0BeW+WZfrwsfZDO3vbIaDFbHE9L0bF9h0G0uInBuDvjQkDzu90 ZGC1m3n3pwv0xG+jvwgVuRNeflB41Q41vWP3vm+k4VVP+n63xCoIVg407b03 hDGr46/vauTD3x+/ZOi8g2hxjJBQyJMLI1Z6YStavchQbXrNhzX9P/6kvVIB J75kgS3Xa0GzgA5cnTDs3JeTAYuJVOVtak1oLeF18TMWQs1D2eCHvoVYT70Y H5TRCj8v92zaIpSKauycPCL2jTC9W2Wnxt/PGHBgemlvKAGWZO+LuA++x48k K5mJb51gWsrx5qteFbx0H9KoMBgAlSFbluAKIjievWh38iYVONwZf+T4E6Cv 0WuvIZEMNYH1G5kHuuBZ+iMNtvkeYL2S2mZgOgiR23tL3q/1Fcdzcwc3vO2H sD8sF1y7e8GsvtIymXvtd+QZkX3TRQX+s39J4zN9cKww4hiT1SAMcYsFnTDo BpMrLY5ntPrA81t6k1dbKTB/u3r0BHUIzHqxUYGXCDp75YY7J8YhnVZz70Bc LfA4mUfdGfkKoqw/JnItKmDwfGVsw/kJ6Law5OXqr4ICIcWUvIJpmArpZdEO rodHTox9bDADN1mkDyTcroba+lMnpP9OwR7TtpUTH0sgeyCmgMl+EiSsk5g+ 8r1DgruuwmH9CeC55NPl19+CP3fmq41ZjENQIHBobevCbPuyforDFAjnK+r1 rXbgv77Gv34Ur6zH0ZGeacizMBxA0WKMPUDb0bJxGn6bejvf2x2K5wskVblZ JiGW4+LnwLoYtLaQauaJGYXbm0tXdzyuxgetm7wqd5JANvkUcH78gjfCjpmZ BZfBn+MhG5QqMnGDKK3AusEextrKxx5ZhOGRbUdGGc5W4+hmt/Il/i/QE+0o ZbCnAy+Xp4XHnAiFcueCrQX8Q0hgcM/j7XkDh6Xf5cWFDKGzFMtZjpxCfPuU reylBQWl5s+JOXu3Yc7fJJ+N30ex6o9gW6dlI46yP4z5VjyMI0LL5jtmO/Bw 3LWJ3W50tHi71Wn09hDqbmV9MywwgoM6t1Lv+fWh2dy00IkvI7iZ2dHmFks/ ljTdVcvc+HVNp3Nd/TPRj7xHJdnKM4bxZTjLQ8lrvWifX76dg3kYw1bGqUZv ydjO2M8vqzOIjDlvH/7x6UKvxW/+ERlkNOBdqroa2YVPXx59W/i0Axladhv2 C/SgnZ7SwwNhRbA+4rwI6QYJP08dDtuXXQdJ28beIWsz7j8yMyAKLVAt8+Dp uH8jfjFO2XPtUQ/sqfujlq36GUuI8amaQb2QSroqXyJeCdsJLub+5ylwLvxL ynGFelC5xRDILNoJGu2BxeA/CAET4lw8efT/8NNDRlD2l2snUHd17hAYp8BM lh8rK2s3cP8m1gfto0OO/wF60UIrHLzo7st3aBQibh49YnysF6Jidm0PC6SC wsztZ+qvWuDXc9LXbLZBGDDanpbtSYLluvWqkTd7Iekv39CDGhq0s8hv4env gWvV1vufnvoKW9IY7FdekOBDL+FjEpUOV3+gcuma3vkpltJ5/dcwDGwWl+0z aQaRDlWPyb4xmBFJFtmgVA7/+ItfQX/cv05zMAaUUqkT7ORxoJYLaFmezMC5 NPGPl3d8BbpCVaUYqREXfKbec4WOg0Pppeg33HWoUOVeuFdmCjpOnD0aslCP Q6yi8zevjkNV5ebeM+oNmJF3yMiXaxzUe4PYfyaRkM84R+nZsyHIjuK2PTQ2 9L+8bQgK+1X7ynppeEKsHkYPtsPkHM8lrSESdt3/8dJToQfGg/iZ37IOIuXh Rb0PxzuhZUbKIZZpCJNKmC8I61TBQuUxr5Av3fjhswbvpZcNMDTuZzXaSMJr IpXkH55FMGojwXT3EAXndC2stNgK8ZWB+LCN0RBaxz95KiZFQFlxI9bT+lQ0 1t+5gVV5EJnFrnM6HSSjlnHMq3MXySi9qDDwx3YQlbM+bfeIpKBgTvJKmmc3 1rOOPXTdMILdY91G9vo9OO+naXRsGwXzgt6zUOUGkJwkOv+XfQB/aT11+V7S hy8O9TGfqRnC0tunagOjuvBMQL6cWyIFQ6u7ghLdOrBOKmj99E8q3gz1zLqb 242cbEaaU+tpqLGy8LhgiYw6VgmbDIOoOJZ+zKt4bwdWmAeu3N1DweUfdXnV B9sxP+l7Q8GFZnStViObTbahu4MP5f5AO85wbpj3qW9E1SauM6SQdkxxdpFr DMlAlX/4Fob4mQiqcluBrJNpf2/9C0i6YMykrhIAAus17kSdrgaVzORbU+RE 2Pz2YLuHHwHuf/j6dj3kw76Jw1RhIRLsbD4nVmdVCymdu9LKXAagDc4739hU AaOyhN/PJijweqd3Wm4cARoMhb3AhwbnPnFq09NrQIElUFv0MB3CEy79mO7v AOG3DzTUSWv4azPtbmzYBUwcxme791PB6slORS2JfhC8dnKmdyMVJAz9z7b2 kmAL+J+57NwPxdw3c89U9wBpE2erIGs/kDu4moccqXBBuZBzf0AjZM1tTeIm DUJmvoCZ2sdyYNQUH/bYMwAb29NdL9ZUQZfZI5OgmU5g5ftcAtY1wG53rH+p rQtkLX4lGCzUgFBkw0tdm2b4UrhYrt9QgJo5r3+oPa9Y+74f9HhLUnDoHz8M cuCzoX5XK1LYdpXtu12DJOVM2vLLTnTX33/LJrwd03xCBmW9yFh0WqeeutCK 7AFO5LGFbhR066hKXON3h3m5XOeWBtFF7eDl91lkpGetu3O/h4aTG2LfaZsP /i8/HkItvhfNwQ968XPT3jZKJR3Dnk71PYnow5ej8uvzQyi4j8coK1S7D3+V CkjXegzj9fui78cfD2Hy4hO+DSpUjDbmjaA6EDGslrBS30bGHD23ImEJMu55 sI+UPjWAP/VlLZ/5lGNX5RPRuP3F+Hrby1vayTV4QVy212KuBx1WXsesSrSj 0QQfhWOKhKz5Slb13OXIdSh33/wZEsYHbm9NVK/FMa2qDbU3WpAx5qy7pHIm /uu3d3CKxlN07EDSt2xm2T8alSo0XN7YfAatw+ZnX8vXguFJv45xqxAIXG1d lluoBXvurPM+6tlwd6cWK+OxbtAYP614RqgG/snf+iBF2DEuoTMARAoM6eWv euHPUnKp8AkXDLylqUQ5PQKPOgOCOPJT8N4rYa3DXHR4jku8tkUlGO6dlFfr Mwy7LzE9EeSrQfZHrubyjMNw7duh8zm2ZFQROdjR1kWDgYd6ljs/UNHQYPFM 2BMqZHXK0xXXU3Hd/N4LN7zpMN3ueMHlMB1/OMw2KxdSgLOIg6Lqv3aOU4OZ BZap8FN61ln2zOB/eeJLqQAUaB3EhTyNia7Tg1AezsH+RLMd80Z2JIQ+pcIq x2b97OP1GC+sPxZ1gQoDVCfFlK5ytOJax5ubRIEJ+T+17pxueMkvTzXEe+31 G9FXhD0/ATuLlrStIw3Wn46VOxhSBNXb7zDv5qdBtTXDjYVdFfD7xXmRREYq mPBXK7Yfq4PY+xz13+5RwEuAT05Xrw0EntJ2CE0MgoPl82fPRNZ4954NGqnr BiGvfr5J+g0RXszFlrmXDgCLMFFp+2si7C+eKzhKWdO901S7pz+q/qeXe8Bu yl5oo2AQSCtHvfgj3gu9TKWrouIx2NN3bmusLfk/fHnyqNVtp10PvAqp37j6 txaZtDafm2JZ06+pjToRbu2YLaa52+5rB3RYxW98eYaCK5IfAnKPt0HfQ8eL ti10nNz0rNpMoRrOXGednJ+ho6fTZPSRY97Y4H1n64oGFQV3Pqg/YdiKVa38 GWqafZguPOkvb9uFYUupLWlqJByuP9a9614PBvYHmtx2JaDMepusgdB+FG03 KPKZzcPpOElnr1uj6CMyKVFskIJbyLubw4734lTLYui3jmQMv3qfPWupF582 PPEoNkKkxjl+Vj9Nwtu8H2s1bJqx+f1v45PRXehpwM88712Bq3yVT+58q8ck Ytn+h2NVmEeMmzkdnoXnxx/eSj37AK6Xqf68G04EWdV6Vp7FHDx+MLto684+ sDvx3M7OOxuJbJem1DuHIfLQtBZreDE+89Ev8ugeg9yWNKWfZm3453tqTy9p FDLf3D3BJtWDuxhT4kfi6SC3jmMT4/Lg//zXIZDoeJwtVkPDLIknF15790Lm 58oZy7ejOEFu23LGpwsk+cKdeikjqNCfF77QTYSAKzfeKCrR8IsAif2BSStU dk/k2O6hI32bfvTp37XAfkpCJ3KtT9lyctzdb18Eku/0efKjRpDi5HrnU3AK Cu4VrdBbN4oJIre/7zaMQjVjXDr9dQT1RAYsdo8X4b/6yoynjSCiGQjR3/Uq nWopuER/siS1GgTdnr/Z523rkG3LhoXtFs3AE54aY/e3DifYMj/lM9cA051p dx8SAfu3Cqn94KmCD/PEOivdepzY/n7aaagR5FaKSLOp5f/mpyBXuLn3Gmc+ hu6fv6g6XwF3UjZcPrqGCxaeO5UbLDuBVCvoeP59GyhU/vGesybAYA/3x48X SbCr0HmgeisJ5kSFbsgUDYDCZBu9UbYXCj7w66nEUiD6r0JgdXEroNq3z/TL dNjW0hhnu5EIG7WHZ7+t9aVT08Ji2+IbwMjZRNx1oh30li+uEIuj8ORLFXN3 rX4ghJF1R6oJqFlJaHIrpf2HJ+MdjTpq4X2QXWejoDrViWxuunyJa33sWb/G s0hCOw6HZk1pZlEgSo4eHyrXjafUHr+Kfj4AiczHN1+cJeCIAcfdDNYuCP/H D0KhkmLR8ectIP9NNmM0h4CeSXOqYiItENbpYH6W9gH6j5ceuC78GZevvnlc /aoTHwl63C7LR9TZwV+Myh0o49o1sTjdgR+6TiRWsvTgiZozZY76bRhi8iL3 qOAAbj8a6lE0XY3T+lt2Vl6hoIiIeucCWxY6K9p+Yswcwdaoknamd0Q8mPHx 5oHMYcy/51i7fmc7uiRuPndujI4xBo4XtEbqsHb/s+sLrhNoaSmZvMO6Aq1Z nPjKNkyhS/SW9Q1hBLwleOXbCf+vKCtSee5bdzleUmCYFd4xjlkFnqGVU6+x VDja3Mp3BAk9nG6L00nY//dI+9uXY7jCzQsP8pPwd/aLRwbsdDRQUPMyo1dC mojKr1WjYWwVMtFx5KiDK9SB088pFPzXr01V/+lrpkXFFeeyZ13jBLi9cYdf OI2G5ly9b3rnc2DbG5smj2vj+OpDYOTJbDc0v/Duwma1r5gx9r3QPjoYCXZ/ 874kjWNHHD9rT2A2RMjcK2ts+IoMJG/3BwY1wLK0SSs9bhSv5qas1I9Ugza3 2WLs1mF84twe6VRAhIWVYv/zIf143zt8Ves7CYqdnKttT/fh4frL0UHFJHi+ b8eTT5M9SN27yrKTiwRDkzSl6vfVSG7xEfm+oQVMiBG6ElYVWKOn4WBnWwjZ Rn7GR+Zq4MTX6rITg80wYGnSSU5rA9rpjIuPWqvAibhh67tPxP/8a18dziKG gD44ZHNAQDy59H9+6Fo9v/cTljSIgLNNPxOypNrh33mivx+EvU/6kYF/53wM 0zAFL/1ZzbRLKUS/shNKP5VG8OwGktacXSwarzxXucFCxyGLza1PriTCJfeQ o/fEh9Exq1nfvqsUyI/Ko5hPD6N25xa+HPUSeHVwWht2DqOJB2XV8xUBzhh9 +SIR1YMXK/9e5DCvB59M3gtumh04zLicrV/aCh9dOV7NhlSh/tlDcRV/64F6 TGl++OYXOLHgvyy+jwDSC3qWe6wr4LKlxdmx4gGYtCKfDAghwqMfxu2jMR1w QOAILbKvD/43rwQrpp6sr1P6gfR/flgz1I0vzrz6RQPLLan14dKlcE0rsyZm dhBY9OVi7nFHgfdpAa0HJhRIdzoWK2NRjCKBmVam8v1g25V1W86GjMNx0s+H ZHrAdtNE/KJ9L9pkTnnKTpDhOVNszOUuCr43Hkhm+DgItC+Zn0xqyLhFsnt0 9jQZpprCC5SRghVS7/WNu0lQd89r9s9TKvrZyzwbWetL298eCoj2+YpRP+Jf EgXW7sOU+5jPywG84lvkpn+8Gyps700GLnXh34eawlZmVDD66HbGj7kWO96c 5mEikOD+nn0TBKNWNOc8YvTYgADt2kMKaQPR+GBhI6fZdQJIiJ69Hnm/DEJy qnhyH9eASZmlyqflBvhaFf/noeoLuNFg1XFDPxvKMrtkRd2S0TmKoXZCsBLC 16n2v9uajwf2Z71et74crAWiZ/uz2nG3eK7/mE4DPDVHu7TIOrS/futDyNFG 2DrBaxkU3I3xxFc6O05k4b3NCbcruEawK6ehWGxLLRa2c/OLBw5j3Ohma3au iv/yBHPu5CKtOwTsjdU4qJlMQ6GbM9lL5wm4afrr5jwXKkbFXd+ziYuKQ392 lYxpDKLl3aNXfqgN4NNamf1e3P244XzEq7eidFQPNp9veNGOmufj9oSrD+Pq ggpVKFUeIqaVVBWk+tBUuCyOyJ4LYncVlLa+6Ud+F893Ql9scE4zTiW+rQdn Tx09c/hODMxVqRQZx7WiYJ1abytHJUxfsTva6VqDfMGKWeP6zTi5o3HCz2wA T4p7UIJ96ajJ3N8tNT6EloG3yyJ9KHhveWC/63g3/pu/XDN4c1FNrgdFg716 mzbR8NnK4ZwcUi9GCqcttSuT0U9wyzqbx13Yymw5Na3YgaRhOZsr8u3IIOga 8DOwFrvWe+7s/k7CxxNMDao8a3XJWCfLtrETueRQiGNjOm6od+jQ4yUheTR6 evWqPyZvX7xRNEXE3f/kx9BkqaSQq4zIVSGjvMk3E44XOBTUL1SioBVfwGFa ObAo7WpbH/LuP//2H/+hGxUHK755PK6A0J3ikjS/dNz+RauVJ6wKeDilI3nK CfgtSHvx4SgBbFVpNsyeNXjwAc/CfG43/PIr65PXqMev5jsVH0z2QMRKhvxe mw58+2AUwiY6obr6D0z+JSLl7/0l548JkF0hPppsSEM3gU13el2I+J0mmt6+ awwDfC0V1MzbcVtttl0YhYZH3oVqpmztQJtvV2PZ7UfQlbVyV9bldlzKc+Qz PTCBxdHNzsG3BjBG2/mLm/wUjh2QJM/t6cUn6/z22NaOY89dkukRpTYcCvgs ycw1hmJd1WW6qvUYqMLqO3BwEveVVfHEFubjzLd+54hTY1iBX7rM5vP/9UtQ UP2JdoZBEy5vKTkunDSGsj2SJGnxKizbHLXXx4COxMQjXv6nE/DhDx7r6pY+ nLq99UhWYwiyu+2YYssbwoXUH7nusi8x5MwXbXXtDiwei6rN4MqEc6oBeRG6 1XjrqX75nmet8HMhwHWV/gnC/46+ozvUwb/52NeVxQru5lSwvPz82ai1P4Yl 6VceWi5GZu2f4pt4WzEtrna4KY2ORySc56bcKFiwONQW+XgUeype//m4qRtP Ml03CTYewhqJwdNEbMdF12N6BglfMfPIaMa6k93/+qLIp20opHadtLaOaMXJ NxM4dryw+UN5O7bGVI9/8h1GBtWY/Jx3HVh57oOdbA8Fv2SavvipXoTjty8K p4gO4bb/05fxGHbIizlXqOff+UXYvUNkJvIEEd+xaae8Yu6HvVYfv4XENmDL mWFHdtZhOCd+1Yz+h4hHB1KM7tlSgZdmwdceV4C1Y5k2GaIjEDrMK4a79MBV f0vcdOYEsHVzL/eH5UPb9un04qujEHkuztiQpxlK3R7uKLgzCkdT6BGdV9rh ycD63QpeNIBfvpdDdciweryLf2BPH8T90g+Wf9sFBJE9hyx7m+EP3/cPRzZQ gNztMDMn2wC/sipn1H6MQ+ZPudV2ZzIIvm92GfSl/zdfx/lP/gDvvirRlHjq kVXyFjmccwI8PXgOtNzIhLobI5XNE5OwJGRpSx9pBN8CQcc74v2Qpjz8bv37 cPw9bEORT66C/vc8P3UZa/Hz6zSBnyP1IOO8+RPTSgo0VEVeTfcrBgH6zoBq By/w7HweG1VVCazvM3n63Sthbv3gzRMpGbjDks/LIbAEt/7jx2BJdM3ufu4m HGTYbVxt1IuDL2yL1LzLMeu19C//JRp2Si/KD1Q24LyblGpp7Qia9jFq3HTP w6Qqraf0xxTcdCebz9SgGv8q72NqkiVjwgvvU5+zh5AlqNJyc3AlOt9ZIBXc rEX728Sq7L+f8H3RxcsOJR2YePvS1G/rlyhN8Bcw3NWCA4T7LboJcfDvvKYm R7Xi0udKMH0syH5hLAOjFk0PRnZUw7Dq/iNadvk4buth+EMk73/zhy2Yx7DJ r800Dl5Z6iq2ug8iW10VcIZnoKN/qkzsyDgGBJfvPVdR8l/d1u5JPphFK8Yt xWkLzwPHUWJMRrnmcxF2u2i/Fz5Lx1XCD1O+XXWYAbGxin2jyJKhwm3B14V7 7O8ErMAE8oZYKihmdqLyS3eu2OVRTLeF131Hu1D062qjVSwNb1eV7fdxImB4 KSliP/MQirHekWOjdaDHscEhtR9UPPJSN2JXQyf+z89F36UQ3cT0aLw1U2cZ UTmCbz2kn+89m4lcKyy+Xpd70DLvicdQdzjOHumca9pAwD6+s8zXvZtA1Wrh m8qTHlwWjZ5t/NEJG8ZffYhkacS/hU6hvwIocL5PyTnTtRaF/pmvhj8Hhqfp xwKQVnB7+/QTKsz/g19QYeVWtL60Hxg4m+MI3vWgettw42EHKsQbJ9+WfEqE 4EY17e38vdB/RTciY28XmCoqDlh+poDSRKZociEJtIZMuldv9MDezNKNFyXJ QDrVGXpPhQy/l0k5Nv09IB1uONTh1Q1WngoOOtoUIPo47B0QHIKkFpFvWpfo 4GW4wP9UsQu4TDwNAvbSQYpwujzPmARXvtVre9GH4b5thpU7RyKoejxlUVAl Q5CCosHb7HDg+tzRLXSDDqFFin38W9bur/73gZ6SfvA4+8V1fnMTji4X3T3u XAHhIz1sXF5DKL10izzTFY6JAjMpwRtHkfgg8visCwFJHdKfZdf6IeMw7w6x vXR8fNsprP8ZHS+bD6TqWUxgRued4kgJOgbeSbLeYDKDJivatoskCm7VbOTV fD+Bldma1z+8JSJrPlL4bEfR7ro04QZPF06lk89OtYzhUwvXEnVdAm79W/LO aw33fWmT3mJsDXhnnU2jlBkVU5e/HPzVmIXNMh8FTZyoeKp1s0YHhz3ejD7l +PEcFR2Untupbg8F55iGr5H6VFSz5hcfe/MFe251HFc+ScM3anfKw/b5w72I EvJy7SC+Yn7mdDapA7z3bvF3UK8E+QFFvXfcA9D/RiI1SLQcKt+0xjMzkOH7 P/M/qJpJWHo5TYKgh3I+aQzJMBUaeXXdLSKMH9rFaFNSCJ9cs7n3/GmFi7PD 9z9eIUL2cNn+K4/rwfhz3qkofzKkvIyXhoQyjHtz/vCIRhu4MHgxr3IQcHdi 5YS7JQnOn+3JHX7Vg74zpirn13RNVO6vN8fWzqnprgD1i1xr+mO9ju3UTypu cr/xXCK6D1zubOkOeE9F99/Shw8o0EGxol+zI5aMbpcoh08LD0PDzvWOzX/J WJLYddOxkQKfus6J5eYW4ODBFyun/UYgalWO8Vm+CWh/vG/q9WEA6LeCTl4M WOMfN4nc1p4j0KhqXdqn3gm9+gn7HbaSIYLpF2eURyuckT06OXSnHdxCVMzv V7RBtcEu4zrGDtAkpKncfl0BmyTu8ttJ1IPUQP6g4+98XC6oZRbekgc5mlby 5iJEzE+XpT9vsEPSlatmqQQySidgjfeNbGy6/XXkQgsZ+/5PjyGu+G3OFJAl 4bG7finH73aikib103N1Moqwv2qOpfdgQul0iurhQRRv5b+4rDyAN3j0ecn+ FLx8lkPVLYaC6tt24QVBChJMRx92XKQiz4naESIbDS/Hx776WDWEu8z0LPc/ p6CGiqJT7PlB5Lrbzckl1YuWzmlOqd8H8PsbzbicZjJ+9f911UlrCN8K/Dly bksP6mxy+fbuUi+ekh+T+zjThWEP0rMgtQ1Zil4SV406UKzju8/Ue1uY5+vk nTAjI+n//o/wAv4flFjI5A== "]]}, {}}, {}, {}, {}, {}}, AspectRatio->1, Axes->{True, True}, AxesLabel->{None, None}, AxesOrigin->{0, 0}, DisplayFunction->Identity, Frame->{{False, False}, {False, False}}, FrameLabel->{{None, None}, {None, None}}, FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}}, GridLines->{None, None}, GridLinesStyle->Directive[ GrayLevel[0.5, 0.4]], ImagePadding->All, Method->{"CoordinatesToolOptions" -> {"DisplayFunction" -> ({ (Identity[#]& )[ Part[#, 1]], (Identity[#]& )[ Part[#, 2]]}& ), "CopiedValueFunction" -> ({ (Identity[#]& )[ Part[#, 1]], (Identity[#]& )[ Part[#, 2]]}& )}}, PlotRange->{{-1., 1.}, {-1., 1.}}, PlotRangeClipping->True, PlotRangePadding->{{ Scaled[0.02], Scaled[0.02]}, { Scaled[0.05], Scaled[0.05]}}, Ticks->{Automatic, Automatic}]], "Output", CellChangeTimes->{3.764182247469627*^9, 3.7641823048180637`*^9, 3.7641823694266663`*^9, 3.7664465190958843`*^9, 3.766446823317062*^9}, CellLabel->"Out[59]=",ExpressionUUID->"f35bb6cc-7ea8-4bee-b368-c3f714d38b87"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[{ RowBox[{ RowBox[{"Norm", "/@", "magdata3"}], ";"}], "\[IndentingNewLine]", RowBox[{"Histogram", "[", "%", "]"}]}], "Input", CellChangeTimes->{{3.764184248449275*^9, 3.764184248509252*^9}}, CellLabel->"In[21]:=",ExpressionUUID->"c3a95ca1-f798-4a77-a332-82397c454067"], Cell[BoxData[ GraphicsBox[{ {RGBColor[0.987148, 0.8073604000000001, 0.49470040000000004`], EdgeForm[{ Opacity[0.5319999999999999], Thickness[Small]}], {}, {RGBColor[0.987148, 0.8073604000000001, 0.49470040000000004`], EdgeForm[{ Opacity[0.5319999999999999], Thickness[Small]}], TagBox[ TooltipBox[ TagBox[ DynamicBox[{ FEPrivate`If[ CurrentValue["MouseOver"], EdgeForm[{ GrayLevel[0.5], AbsoluteThickness[1.5], Opacity[0.66]}], {}, {}], RectangleBox[{0.76, 0}, {0.78, 2.}, "RoundingRadius" -> 0]}, ImageSizeCache->{{27.230392156862763`, 42.45855614973266}, { 89.55820578697187, 92.93223775489899}}], StatusArea[#, 2]& , TagBoxNote->"2"], StyleBox["2", {}, StripOnInput -> False]], Annotation[#, Style[2, {}], "Tooltip"]& ], TagBox[ TooltipBox[ TagBox[ DynamicBox[{ FEPrivate`If[ CurrentValue["MouseOver"], EdgeForm[{ GrayLevel[0.5], AbsoluteThickness[1.5], Opacity[0.66]}], {}, {}], RectangleBox[{0.8, 0}, {0.82, 3.}, "RoundingRadius" -> 0]}, ImageSizeCache->{{56.68672014260255, 71.91488413547233}, { 88.12118980300829, 92.93223775489899}}], StatusArea[#, 3]& , TagBoxNote->"3"], StyleBox["3", {}, StripOnInput -> False]], Annotation[#, Style[3, {}], "Tooltip"]& ], TagBox[ TooltipBox[ TagBox[ DynamicBox[{ FEPrivate`If[ CurrentValue["MouseOver"], EdgeForm[{ GrayLevel[0.5], AbsoluteThickness[1.5], Opacity[0.66]}], {}, {}], RectangleBox[{0.86, 0}, {0.88, 18.}, "RoundingRadius" -> 0]}, ImageSizeCache->{{100.87121212121212`, 116.09937611408202`}, { 66.56595004355484, 92.93223775489899}}], StatusArea[#, 18]& , TagBoxNote->"18"], StyleBox["18", {}, StripOnInput -> False]], Annotation[#, Style[18, {}], "Tooltip"]& ], TagBox[ TooltipBox[ TagBox[ DynamicBox[{ FEPrivate`If[ CurrentValue["MouseOver"], EdgeForm[{ GrayLevel[0.5], AbsoluteThickness[1.5], Opacity[0.66]}], {}, {}], RectangleBox[{0.88, 0}, {0.9, 24.}, "RoundingRadius" -> 0]}, ImageSizeCache->{{115.59937611408202`, 130.82754010695191`}, { 57.94385413977345, 92.93223775489899}}], StatusArea[#, 24]& , TagBoxNote->"24"], StyleBox["24", {}, StripOnInput -> False]], Annotation[#, Style[24, {}], "Tooltip"]& ], TagBox[ TooltipBox[ TagBox[ DynamicBox[{ FEPrivate`If[ CurrentValue["MouseOver"], EdgeForm[{ GrayLevel[0.5], AbsoluteThickness[1.5], Opacity[0.66]}], {}, {}], RectangleBox[{0.9, 0}, {0.92, 54.}, "RoundingRadius" -> 0]}, ImageSizeCache->{{130.32754010695191`, 145.5557040998218}, { 14.833374620866522`, 92.93223775489899}}], StatusArea[#, 54]& , TagBoxNote->"54"], StyleBox["54", {}, StripOnInput -> False]], Annotation[#, Style[54, {}], "Tooltip"]& ], TagBox[ TooltipBox[ TagBox[ DynamicBox[{ FEPrivate`If[ CurrentValue["MouseOver"], EdgeForm[{ GrayLevel[0.5], AbsoluteThickness[1.5], Opacity[0.66]}], {}, {}], RectangleBox[{0.92, 0}, {0.94, 71.}, "RoundingRadius" -> 0]}, ImageSizeCache->{{145.0557040998218, 160.2838680926916}, {-9.595897106514073, 92.93223775489899}}], StatusArea[#, 71]& , TagBoxNote->"71"], StyleBox["71", {}, StripOnInput -> False]], Annotation[#, Style[71, {}], "Tooltip"]& ], TagBox[ TooltipBox[ TagBox[ DynamicBox[{ FEPrivate`If[ CurrentValue["MouseOver"], EdgeForm[{ GrayLevel[0.5], AbsoluteThickness[1.5], Opacity[0.66]}], {}, {}], RectangleBox[{0.94, 0}, {0.96, 125.}, "RoundingRadius" -> 0]}, ImageSizeCache->{{159.7838680926916, 175.0120320855615}, {-87.19476024054656, 92.93223775489899}}], StatusArea[#, 125]& , TagBoxNote->"125"], StyleBox["125", {}, StripOnInput -> False]], Annotation[#, Style[125, {}], "Tooltip"]& ], TagBox[ TooltipBox[ TagBox[ DynamicBox[{ FEPrivate`If[ CurrentValue["MouseOver"], EdgeForm[{ GrayLevel[0.5], AbsoluteThickness[1.5], Opacity[0.66]}], {}, {}], RectangleBox[{0.96, 0}, {0.98, 135.}, "RoundingRadius" -> 0]}, ImageSizeCache->{{174.5120320855615, 189.74019607843138`}, {-101.5649200801822, 92.93223775489899}}], StatusArea[#, 135]& , TagBoxNote->"135"], StyleBox["135", {}, StripOnInput -> False]], Annotation[#, Style[135, {}], "Tooltip"]& ], TagBox[ TooltipBox[ TagBox[ DynamicBox[{ FEPrivate`If[ CurrentValue["MouseOver"], EdgeForm[{ GrayLevel[0.5], AbsoluteThickness[1.5], Opacity[0.66]}], {}, {}], RectangleBox[{0.98, 0}, {1., 106.}, "RoundingRadius" -> 0]}, ImageSizeCache->{{189.24019607843138`, 204.46836007130128`}, {-59.891456545238825`, 92.93223775489899}}], StatusArea[#, 106]& , TagBoxNote->"106"], StyleBox["106", {}, StripOnInput -> False]], Annotation[#, Style[106, {}], "Tooltip"]& ], TagBox[ TooltipBox[ TagBox[ DynamicBox[{ FEPrivate`If[ CurrentValue["MouseOver"], EdgeForm[{ GrayLevel[0.5], AbsoluteThickness[1.5], Opacity[0.66]}], {}, {}], RectangleBox[{1., 0}, {1.02, 123.}, "RoundingRadius" -> 0]}, ImageSizeCache->{{203.96836007130128`, 219.19652406417117`}, {-84.32072827261943, 92.93223775489899}}], StatusArea[#, 123]& , TagBoxNote->"123"], StyleBox["123", {}, StripOnInput -> False]], Annotation[#, Style[123, {}], "Tooltip"]& ], TagBox[ TooltipBox[ TagBox[ DynamicBox[{ FEPrivate`If[ CurrentValue["MouseOver"], EdgeForm[{ GrayLevel[0.5], AbsoluteThickness[1.5], Opacity[0.66]}], {}, {}], RectangleBox[{1.02, 0}, {1.04, 80.}, "RoundingRadius" -> 0]}, ImageSizeCache->{{218.69652406417117`, 233.92468805704107`}, {-22.52904096218616, 92.93223775489899}}], StatusArea[#, 80]& , TagBoxNote->"80"], StyleBox["80", {}, StripOnInput -> False]], Annotation[#, Style[80, {}], "Tooltip"]& ], TagBox[ TooltipBox[ TagBox[ DynamicBox[{ FEPrivate`If[ CurrentValue["MouseOver"], EdgeForm[{ GrayLevel[0.5], AbsoluteThickness[1.5], Opacity[0.66]}], {}, {}], RectangleBox[{1.04, 0}, {1.06, 57.}, "RoundingRadius" -> 0]}, ImageSizeCache->{{233.42468805704107`, 248.65285204991096`}, { 10.522326668975822`, 92.93223775489899}}], StatusArea[#, 57]& , TagBoxNote->"57"], StyleBox["57", {}, StripOnInput -> False]], Annotation[#, Style[57, {}], "Tooltip"]& ], TagBox[ TooltipBox[ TagBox[ DynamicBox[{ FEPrivate`If[ CurrentValue["MouseOver"], EdgeForm[{ GrayLevel[0.5], AbsoluteThickness[1.5], Opacity[0.66]}], {}, {}], RectangleBox[{1.06, 0}, {1.08, 29.}, "RoundingRadius" -> 0]}, ImageSizeCache->{{248.15285204991096`, 263.38101604278086`}, { 50.758774219955626`, 92.93223775489899}}], StatusArea[#, 29]& , TagBoxNote->"29"], StyleBox["29", {}, StripOnInput -> False]], Annotation[#, Style[29, {}], "Tooltip"]& ], TagBox[ TooltipBox[ TagBox[ DynamicBox[{ FEPrivate`If[ CurrentValue["MouseOver"], EdgeForm[{ GrayLevel[0.5], AbsoluteThickness[1.5], Opacity[0.66]}], {}, {}], RectangleBox[{1.08, 0}, {1.1, 15.}, "RoundingRadius" -> 0]}, ImageSizeCache->{{262.88101604278086`, 278.10918003565075`}, { 70.87699799544552, 92.93223775489899}}], StatusArea[#, 15]& , TagBoxNote->"15"], StyleBox["15", {}, StripOnInput -> False]], Annotation[#, Style[15, {}], "Tooltip"]& ], TagBox[ TooltipBox[ TagBox[ DynamicBox[{ FEPrivate`If[ CurrentValue["MouseOver"], EdgeForm[{ GrayLevel[0.5], AbsoluteThickness[1.5], Opacity[0.66]}], {}, {}], RectangleBox[{1.1, 0}, {1.12, 9.}, "RoundingRadius" -> 0]}, ImageSizeCache->{{277.60918003565075`, 292.83734402852065`}, { 79.49909389922692, 92.93223775489899}}], StatusArea[#, 9]& , TagBoxNote->"9"], StyleBox["9", {}, StripOnInput -> False]], Annotation[#, Style[9, {}], "Tooltip"]& ], TagBox[ TooltipBox[ TagBox[ DynamicBox[{ FEPrivate`If[ CurrentValue["MouseOver"], EdgeForm[{ GrayLevel[0.5], AbsoluteThickness[1.5], Opacity[0.66]}], {}, {}], RectangleBox[{1.18, 0}, {1.2, 5.}, "RoundingRadius" -> 0]}, ImageSizeCache->{{336.5218360071301, 351.75}, {85.24715783508117, 92.93223775489899}}], StatusArea[#, 5]& , TagBoxNote->"5"], StyleBox["5", {}, StripOnInput -> False]], Annotation[#, Style[5, {}], "Tooltip"]& ]}, {}, {}}, {{}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, \ {}, {}, {}, {}, {}}}, AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948], Axes->{True, True}, AxesLabel->{None, None}, AxesOrigin->{0.7512, 0}, FrameLabel->{{None, None}, {None, None}}, FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}}, GridLines->{None, None}, GridLinesStyle->Directive[ GrayLevel[0.5, 0.4]], PlotRange->{{0.76, 1.2}, {All, All}}, PlotRangePadding->{{ Scaled[0.02], Scaled[0.02]}, { Scaled[0.02], Scaled[0.05]}}, Ticks->{Automatic, Automatic}]], "Output", CellChangeTimes->{3.76418424892157*^9, 3.766446532764968*^9}, CellLabel->"Out[22]=",ExpressionUUID->"56e9edd5-bbf4-46aa-81e4-1926050b9e16"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"Graphics3D", "[", RowBox[{"Point", "/@", "magdata3"}], "]"}]], "Input", CellChangeTimes->{{3.7641842781124907`*^9, 3.7641843205781918`*^9}, { 3.764184373797261*^9, 3.7641843809209137`*^9}, {3.764184450262967*^9, 3.7641844707209997`*^9}}, CellLabel->"In[23]:=",ExpressionUUID->"25184dae-8e32-46f2-b4df-4067e177155f"], Cell[BoxData[ Graphics3DBox[{ Point3DBox[{-0.7722771412581422, -0.13853901286143872`, \ -0.6574307046658336}], Point3DBox[{-0.7722771412581422, -0.13853901286143872`, \ -0.6574307046658336}], Point3DBox[{-0.747524656612288, -0.17380347236852908`, \ -0.6725440939763878}], Point3DBox[{-0.747524656612288, -0.17380347236852908`, \ -0.6725440939763878}], Point3DBox[{-0.747524656612288, -0.17380347236852908`, \ -0.6725440939763878}], Point3DBox[{-0.7673265782954921, -0.1637279365085712, \ -0.6624685235019507}], Point3DBox[{-0.7673265782954921, -0.1637279365085712, \ -0.6624685235019507}], Point3DBox[{-0.737623827837645, -0.15365233345082308`, \ -0.6826196308519265}], Point3DBox[{-0.737623827837645, -0.15365233345082308`, \ -0.6826196308519265}], Point3DBox[{-0.737623827837645, -0.15365233345082308`, \ -0.6826196308519265}], Point3DBox[{-0.7871287641126133, -0.17380347236852908`, \ -0.6624685235019507}], Point3DBox[{-0.7871287641126133, -0.17380347236852908`, \ -0.6624685235019507}], Point3DBox[{-0.7574257495208486, -0.15365233345082308`, \ -0.6725440939763878}], Point3DBox[{-0.7574257495208486, -0.15365233345082308`, \ -0.6725440939763878}], Point3DBox[{-0.7574257495208486, -0.15365233345082308`, \ -0.6725440939763878}], Point3DBox[{-0.7326732648749948, -0.13853901286143872`, \ -0.6473551677902951}], Point3DBox[{-0.7326732648749948, -0.13853901286143872`, \ -0.6473551677902951}], Point3DBox[{-0.7524752195749381, -0.13853901286143872`, \ -0.6675063087391693}], Point3DBox[{-0.7524752195749381, -0.13853901286143872`, \ -0.6675063087391693}], Point3DBox[{-0.7524752195749381, -0.13853901286143872`, \ -0.6675063087391693}], Point3DBox[{-0.7871287641126133, -0.1637279365085712, \ -0.6826196308519265}], Point3DBox[{-0.7871287641126133, -0.1637279365085712, \ -0.6826196308519265}], Point3DBox[{-0.7673265782954921, -0.17380347236852908`, \ -0.632241778479741}], Point3DBox[{-0.7673265782954921, -0.17380347236852908`, \ -0.632241778479741}], Point3DBox[{-0.7673265782954921, -0.17380347236852908`, \ -0.632241778479741}], Point3DBox[{-0.747524656612288, -0.10327455335434824`, \ -0.7027707718008006}], Point3DBox[{-0.747524656612288, -0.10327455335434824`, \ -0.7027707718008006}], Point3DBox[{-0.6485147510456113, 0.12846347700148072`, -0.7632242282463219}], Point3DBox[{-0.6485147510456113, 0.12846347700148072`, -0.7632242282463219}], Point3DBox[{-0.6485147510456113, 0.12846347700148072`, -0.7632242282463219}], Point3DBox[{-0.5346534537416409, 0.4055415699221481, -0.7783375503590789}], Point3DBox[{-0.5346534537416409, 0.4055415699221481, -0.7783375503590789}], Point3DBox[{-0.5594059383874951, 0.5516372934766216, -0.6826196308519265}], Point3DBox[{-0.5594059383874951, 0.5516372934766216, -0.6826196308519265}], Point3DBox[{-0.5594059383874951, 0.5516372934766216, -0.6826196308519265}], Point3DBox[{-0.4999998761872266, 0.7430730459970385, -0.3501259059921972}], Point3DBox[{-0.4999998761872266, 0.7430730459970385, -0.3501259059921972}], Point3DBox[{-0.45544546985816825`, 0.889168769551512, -0.03274560404192063}], Point3DBox[{-0.45544546985816825`, 0.889168769551512, -0.03274560404192063}], Point3DBox[{-0.45544546985816825`, 0.889168769551512, -0.03274560404192063}], Point3DBox[{-0.38118801592060614`, 0.8539042764455266, 0.3148615773261596}], Point3DBox[{-0.38118801592060614`, 0.8539042764455266, 0.3148615773261596}], Point3DBox[{-0.1039602209037795, 0.7229219070793326, 0.687657550484739}], Point3DBox[{-0.1039602209037795, 0.7229219070793326, 0.687657550484739}], Point3DBox[{-0.1039602209037795, 0.7229219070793326, 0.687657550484739}], Point3DBox[{0.054455515745988246`, 0.7128463376204796, 0.7279598323824874}], Point3DBox[{0.054455515745988246`, 0.7128463376204796, 0.7279598323824874}], Point3DBox[{0.3217824819881714, 0.7531486154558916, 0.647355234988092}], Point3DBox[{0.3217824819881714, 0.7531486154558916, 0.647355234988092}], Point3DBox[{0.47029735684655705`, 0.8337531375278205, 0.42569281894606953`}], Point3DBox[{0.47029735684655705`, 0.8337531375278205, 0.42569281894606953`}], Point3DBox[{0.47029735684655705`, 0.8337531375278205, 0.42569281894606953`}], Point3DBox[{0.4306929852123136, 0.8841309848220855, 0.13350130878629185`}], Point3DBox[{0.4306929852123136, 0.8841309848220855, 0.13350130878629185`}], Point3DBox[{0.18811899886707983`, 0.969773291623441, -0.30478587245612865`}], Point3DBox[{0.18811899886707983`, 0.969773291623441, -0.30478587245612865`}], Point3DBox[{0.18811899886707983`, 0.969773291623441, -0.30478587245612865`}], Point3DBox[{-0.23762370402487107`, 0.7783375391030242, -0.5365239261703852}], Point3DBox[{-0.23762370402487107`, 0.7783375391030242, -0.5365239261703852}], Point3DBox[{-0.6584158439541719, 0.4710327378057976, -0.5012593959109569}], Point3DBox[{-0.6584158439541719, 0.4710327378057976, -0.5012593959109569}], Point3DBox[{-0.6584158439541719, 0.4710327378057976, -0.5012593959109569}], Point3DBox[{-0.9702969854082353, 0.26448363109710116`, -0.2644835905583802}], Point3DBox[{-0.9702969854082353, 0.26448363109710116`, -0.2644835905583802}], Point3DBox[{-0.9752475153541458, 0.06801009384725776, 0.09319899328964483}], Point3DBox[{-0.9752475153541458, 0.06801009384725776, 0.09319899328964483}], Point3DBox[{-0.9752475153541458, 0.06801009384725776, 0.09319899328964483}], Point3DBox[{-0.8960395314706732, -0.23425692272054227`, 0.30478590605502714`}], Point3DBox[{-0.8960395314706732, -0.23425692272054227`, 0.30478590605502714`}], Point3DBox[{-0.7871287641126133, -0.49622166145293006`, 0.5163729532160034}], Point3DBox[{-0.7871287641126133, -0.49622166145293006`, 0.5163729532160034}], Point3DBox[{-0.7871287641126133, -0.49622166145293006`, 0.5163729532160034}], Point3DBox[{-0.7227721719664338, -0.2896725211453386, 0.5818640269042509}], Point3DBox[{-0.7227721719664338, -0.2896725211453386, 0.5818640269042509}], Point3DBox[{-0.8019801558499069, -0.01763221295409768, 0.40050389275997667`}], Point3DBox[{-0.8019801558499069, -0.01763221295409768, 0.40050389275997667`}], Point3DBox[{-0.8019801558499069, -0.01763221295409768, 0.40050389275997667`}], Point3DBox[{-0.8465345621789647, 0.38035264627501564`, 0.214105906180687}], Point3DBox[{-0.8465345621789647, 0.38035264627501564`, 0.214105906180687}], Point3DBox[{-0.7425741266663775, 0.707808552891053, 0.07808573837468469}], Point3DBox[{-0.7425741266663775, 0.707808552891053, 0.07808573837468469}], Point3DBox[{-0.7425741266663775, 0.707808552891053, 0.07808573837468469}], Point3DBox[{-0.3762374859746956, 0.8690176306338061, 0.2191435906212103}], Point3DBox[{-0.3762374859746956, 0.8690176306338061, 0.2191435906212103}], Point3DBox[{0.019802169308751456`, 0.909319874870323, 0.4911840270299106}], Point3DBox[{0.019802169308751456`, 0.909319874870323, 0.4911840270299106}], Point3DBox[{0.019802169308751456`, 0.909319874870323, 0.4911840270299106}], Point3DBox[{0.15841595125857552`, 0.758186400185318, 0.5818640269042509}], Point3DBox[{0.15841595125857552`, 0.758186400185318, 0.5818640269042509}], Point3DBox[{0.3069305949997831, 0.8992443054114699, 0.4307305033865926}], Point3DBox[{0.3069305949997831, 0.8992443054114699, 0.4307305033865926}], Point3DBox[{0.3069305949997831, 0.8992443054114699, 0.4307305033865926}], Point3DBox[{0.415841593475021, 1., 0.09823684572466027}], Point3DBox[{0.415841593475021, 1., 0.09823684572466027}], Point3DBox[{0.5000001073044037, 0.8639798459043796, -0.289672516744473}], Point3DBox[{0.5000001073044037, 0.8639798459043796, -0.289672516744473}], Point3DBox[{0.5000001073044037, 0.8639798459043796, -0.289672516744473}], Point3DBox[{0.5000001073044037, 0.8639798459043796, -0.289672516744473}], Point3DBox[{0.5000001073044037, 0.8639798459043796, -0.289672516744473}], Point3DBox[{0.717822137271618, 0.7329974765381855, 0.14357684566183032`}], Point3DBox[{0.717822137271618, 0.7329974765381855, 0.14357684566183032`}], Point3DBox[{0.717822137271618, 0.7329974765381855, 0.14357684566183032`}], Point3DBox[{0.8217823416670281, 0.4559194172164132, 0.4105794296355154}], Point3DBox[{0.8217823416670281, 0.4559194172164132, 0.4105794296355154}], Point3DBox[{0.8712873109587366, 0.3249370478502192, 0.5415618794020963}], Point3DBox[{0.8712873109587366, 0.3249370478502192, 0.5415618794020963}], Point3DBox[{0.8712873109587366, 0.3249370478502192, 0.5415618794020963}], Point3DBox[{0.8960397956045908, 0.13853908005922877`, 0.6070529530903436}], Point3DBox[{0.8960397956045908, 0.13853908005922877`, 0.6070529530903436}], Point3DBox[{0.9702972165254129, -0.01763221295409768, 0.4206549665110539}], Point3DBox[{0.9702972165254129, -0.01763221295409768, 0.4206549665110539}], Point3DBox[{0.9702972165254129, -0.01763221295409768, 0.4206549665110539}], Point3DBox[{0.9752475153541458, -0.07304781137889414, 0.38539050344942255`}], Point3DBox[{0.9752475153541458, -0.07304781137889414, 0.38539050344942255`}], Point3DBox[{0.7227724361003509, -0.027707816011845788`, 0.6926952685241606}], Point3DBox[{0.7227724361003509, -0.027707816011845788`, 0.6926952685241606}], Point3DBox[{0.7227724361003509, -0.027707816011845788`, 0.6926952685241606}], Point3DBox[{0.18811899886707983`, -0.2997480906041917, 0.9244332550406201}], Point3DBox[{0.18811899886707983`, -0.2997480906041917, 0.9244332550406201}], Point3DBox[{-0.17821764182460204`, -0.2896725211453386, 0.944584597582885}], Point3DBox[{-0.17821764182460204`, -0.2896725211453386, 0.944584597582885}], Point3DBox[{-0.17821764182460204`, -0.2896725211453386, 0.944584597582885}], Point3DBox[{-0.5198017978704302, -0.14357679759086522`, 0.848866476482342}], Point3DBox[{-0.5198017978704302, -0.14357679759086522`, 0.848866476482342}], Point3DBox[{-0.8514851251416149, 0.12342572587094927`, 0.511335100780988}], Point3DBox[{-0.8514851251416149, 0.12342572587094927`, 0.511335100780988}], Point3DBox[{-0.8514851251416149, 0.12342572587094927`, 0.511335100780988}], Point3DBox[{-0.9455445007623815, 0.3299748325796457, -0.01763221473136648}], Point3DBox[{-0.9455445007623815, 0.3299748325796457, -0.01763221473136648}], Point3DBox[{-0.9059406243792337, 0.45088163248698665`, -0.3400503355177601}], Point3DBox[{-0.9059406243792337, 0.45088163248698665`, -0.3400503355177601}], Point3DBox[{-0.6732672356914654, 0.4760705225352241, -0.5768261744692352}], Point3DBox[{-0.6732672356914654, 0.4760705225352241, -0.5768261744692352}], Point3DBox[{-0.6732672356914654, 0.4760705225352241, -0.5768261744692352}], Point3DBox[{-0.4158415934750205, 0.5264483698294891, -0.7481108389357677}], Point3DBox[{-0.4158415934750205, 0.5264483698294891, -0.7481108389357677}], Point3DBox[{-0.5940592518079928, 0.5365239392883422, -0.6070528522936481}], Point3DBox[{-0.5940592518079928, 0.5365239392883422, -0.6070528522936481}], Point3DBox[{-0.5940592518079928, 0.5365239392883422, -0.6070528522936481}], Point3DBox[{-0.9059406243792337, 0.38035264627501564`, 0.08312345641410612}], Point3DBox[{-0.9059406243792337, 0.38035264627501564`, 0.08312345641410612}], Point3DBox[{-0.6485147510456113, 0.22921917159001076`, 0.6574308054625291}], Point3DBox[{-0.6485147510456113, 0.22921917159001076`, 0.6574308054625291}], Point3DBox[{-0.6485147510456113, 0.22921917159001076`, 0.6574308054625291}], Point3DBox[{-0.2821781103539289, 0.0982368022238168, 0.979848926248923}], Point3DBox[{-0.2821781103539289, 0.0982368022238168, 0.979848926248923}], Point3DBox[{0.22772284223348802`, 0.01259446182356618, 0.9848867450850399}], Point3DBox[{0.22772284223348802`, 0.01259446182356618, 0.9848867450850399}], Point3DBox[{0.22772284223348802`, 0.01259446182356618, 0.9848867450850399}], Point3DBox[{0.5742575612419663, -0.05793449078950977, 0.7934509396696332}], Point3DBox[{0.5742575612419663, -0.05793449078950977, 0.7934509396696332}], Point3DBox[{0.8910894967758578, -0.06801006024836276, 0.5415618794020963}], Point3DBox[{0.8910894967758578, -0.06801006024836276, 0.5415618794020963}], Point3DBox[{0.8910894967758578, -0.06801006024836276, 0.5415618794020963}], Point3DBox[{0.9900994023425341, -0.10831233808377473`, 0.11838791947573771`}], Point3DBox[{0.9900994023425341, -0.10831233808377473`, 0.11838791947573771`}], Point3DBox[{ 0.9306933401422651, -0.11838787394373261`, -0.23425694633286584`}], Point3DBox[{ 0.9306933401422651, -0.11838787394373261`, -0.23425694633286584`}], Point3DBox[{ 0.9306933401422651, -0.11838787394373261`, -0.23425694633286584`}], Point3DBox[{ 0.792079558192441, -0.037783351871803664`, -0.556675100718158}], Point3DBox[{ 0.792079558192441, -0.037783351871803664`, -0.556675100718158}], Point3DBox[{ 0.6485149821627892, -0.042821136601230166`, -0.8035264429462733}], Point3DBox[{ 0.6485149821627892, -0.042821136601230166`, -0.8035264429462733}], Point3DBox[{ 0.6485149821627892, -0.042821136601230166`, -0.8035264429462733}], Point3DBox[{ 0.5742575612419663, -0.17884125709795556`, -0.8287153691323661}], Point3DBox[{ 0.5742575612419663, -0.17884125709795556`, -0.8287153691323661}], Point3DBox[{ 0.25742588984199233`, -0.44080602942923863`, -0.8690176510301146}], Point3DBox[{ 0.25742588984199233`, -0.44080602942923863`, -0.8690176510301146}], Point3DBox[{ 0.25742588984199233`, -0.44080602942923863`, -0.8690176510301146}], Point3DBox[{-0.1039602209037795, -0.556675011008258, -0.8136020134207104}], Point3DBox[{-0.1039602209037795, -0.556675011008258, \ -0.8136020134207104}], Point3DBox[{-0.13861379845819433`, -0.6725440597850676, \ -0.6272040268414207}], Point3DBox[{-0.13861379845819433`, -0.6725440597850676, \ -0.6272040268414207}], Point3DBox[{-0.13861379845819433`, -0.6725440597850676, \ -0.6272040268414207}], Point3DBox[{-0.16336625008730893`, -0.8085642138806881, \ -0.4609571812110054}], Point3DBox[{-0.16336625008730893`, -0.8085642138806881, \ -0.4609571812110054}], Point3DBox[{-0.07920773625792529, -0.9143575924019595, \ -0.22418127506173335`}], Point3DBox[{-0.07920773625792529, -0.9143575924019595, \ -0.22418127506173335`}], Point3DBox[{-0.07920773625792529, -0.9143575924019595, \ -0.22418127506173335`}], Point3DBox[{0.04455465395460566, -0.9395464824501968, 0.022670067166381914`}], Point3DBox[{0.04455465395460566, -0.9395464824501968, 0.022670067166381914`}], Point3DBox[{0.06435660865454934, -0.899244339010365, 0.2846348323039499}], Point3DBox[{0.06435660865454934, -0.899244339010365, 0.2846348323039499}], Point3DBox[{0.06435660865454934, -0.899244339010365, 0.2846348323039499}], Point3DBox[{-0.09900992207504654, -0.8639798795032747, 0.2997481880156057}], Point3DBox[{-0.09900992207504654, -0.8639798795032747, 0.2997481880156057}], Point3DBox[{-0.2673267186166358, -0.8337531039289254, 0.39042835588443797`}], Point3DBox[{-0.2673267186166358, -0.8337531039289254, 0.39042835588443797`}], Point3DBox[{-0.2673267186166358, -0.8337531039289254, 0.39042835588443797`}], Point3DBox[{-0.5049504061331366, -0.6725440597850676, 0.4307305033865926}], Point3DBox[{-0.5049504061331366, -0.6725440597850676, 0.4307305033865926}], Point3DBox[{-0.7425741266663775, -0.3400503684396037, 0.4609572820077009}], Point3DBox[{-0.7425741266663775, -0.3400503684396037, 0.4609572820077009}], Point3DBox[{-0.7425741266663775, -0.3400503684396037, 0.4609572820077009}], Point3DBox[{-0.7871287641126133, 0.13853908005922877`, 0.5264484900915422}], Point3DBox[{-0.7871287641126133, 0.13853908005922877`, 0.5264484900915422}], Point3DBox[{-0.8168315475872004, 0.4609571683469446, 0.38539050344942255`}], Point3DBox[{-0.8168315475872004, 0.4609571683469446, 0.38539050344942255`}], Point3DBox[{-0.8168315475872004, 0.4609571683469446, 0.38539050344942255`}], Point3DBox[{-0.8415840322330542, 0.5566750782060481, 0.03778345647693606}], Point3DBox[{-0.8415840322330542, 0.5566750782060481, 0.03778345647693606}], Point3DBox[{-0.7524752195749381, 0.5365239392883422, -0.37531479857939154`}], Point3DBox[{-0.7524752195749381, 0.5365239392883422, -0.37531479857939154`}], Point3DBox[{-0.7524752195749381, 0.5365239392883422, -0.37531479857939154`}], Point3DBox[{-0.40594050056645986`, 0.49622166145293006`, -0.6876574496880434}], Point3DBox[{-0.40594050056645986`, 0.49622166145293006`, -0.6876574496880434}], Point3DBox[{0.09900992207504654, 0.34508818676792524`, -0.8992443624534259}], Point3DBox[{0.09900992207504654, 0.34508818676792524`, -0.8992443624534259}], Point3DBox[{0.09900992207504654, 0.34508818676792524`, -0.8992443624534259}], Point3DBox[{0.3861388100004338, 0.20403024794287822`, -0.8690176510301146}], Point3DBox[{0.3861388100004338, 0.20403024794287822`, -0.8690176510301146}], Point3DBox[{ 0.5346536848588185, -0.13853901286143872`, -0.7783375503590789}], Point3DBox[{ 0.5346536848588185, -0.13853901286143872`, -0.7783375503590789}], Point3DBox[{0.5049504061331366, -0.5415616568199785, -0.6372796309147564}], Point3DBox[{ 0.5049504061331366, -0.5415616568199785, -0.6372796309147564}], Point3DBox[{0.5049504061331366, -0.5415616568199785, -0.6372796309147564}], Point3DBox[{ 0.40099020173772737`, -0.8287152856006038, -0.3098236576933472}], Point3DBox[{ 0.40099020173772737`, -0.8287152856006038, -0.3098236576933472}], Point3DBox[{0.10396045202095706`, -0.9294709465902388, 0.05289684578749021}], Point3DBox[{0.10396045202095706`, -0.9294709465902388, 0.05289684578749021}], Point3DBox[{0.10396045202095706`, -0.9294709465902388, 0.05289684578749021}], Point3DBox[{-0.06930690748328229, -0.8236775680689674, 0.3602015772633297}], Point3DBox[{-0.06930690748328229, -0.8236775680689674, 0.3602015772633297}], Point3DBox[{-0.23267314106222098`, -0.717884088751011, 0.6171286243614761}], Point3DBox[{-0.23267314106222098`, -0.717884088751011, 0.6171286243614761}], Point3DBox[{-0.23267314106222098`, -0.717884088751011, 0.6171286243614761}], Point3DBox[{-0.44554437694960763`, -0.5919394705153485, 0.6120907719264606}], Point3DBox[{-0.44554437694960763`, -0.5919394705153485, 0.6120907719264606}], Point3DBox[{-0.5643564683334057, -0.49118380952571344`, 0.5516374162776347}], Point3DBox[{-0.5643564683334057, -0.49118380952571344`, 0.5516374162776347}], Point3DBox[{-0.5643564683334057, -0.49118380952571344`, 0.5516374162776347}], Point3DBox[{-0.4158415934750205, -0.6725440597850676, 0.5415618794020963}], Point3DBox[{-0.4158415934750205, -0.6725440597850676, 0.5415618794020963}], Point3DBox[{-0.2425742339707816, -0.6977329834322001, 0.6574308054625291}], Point3DBox[{-0.2425742339707816, -0.6977329834322001, 0.6574308054625291}], Point3DBox[{-0.2425742339707816, -0.6977329834322001, 0.6574308054625291}], Point3DBox[{-0.02970276696621736, -0.6020150399742014, 0.7531487585685802}], Point3DBox[{-0.02970276696621736, -0.6020150399742014, 0.7531487585685802}], Point3DBox[{0.39108910882916675`, -0.5264482690328038, 0.7178841611113549}], Point3DBox[{0.39108910882916675`, -0.5264482690328038, 0.7178841611113549}], Point3DBox[{0.39108910882916675`, -0.5264482690328038, 0.7178841611113549}], Point3DBox[{0.8168320428382952, -0.516372733172846, 0.2947103691794887}], Point3DBox[{0.8168320428382952, -0.516372733172846, 0.2947103691794887}], Point3DBox[{ 0.8316834345755888, -0.4307304263714905, -0.37531479857939154`}], Point3DBox[{ 0.8316834345755888, -0.4307304263714905, -0.37531479857939154`}], Point3DBox[{ 0.8316834345755888, -0.4307304263714905, -0.37531479857939154`}], Point3DBox[{0.1980198276417233, -0.3501259042995616, -0.8992443624534259}], Point3DBox[{ 0.1980198276417233, -0.3501259042995616, -0.8992443624534259}], Point3DBox[{-0.5148514990416977, -0.1586901853780398, \ -0.8085642617823904}], Point3DBox[{-0.5148514990416977, -0.1586901853780398, \ -0.8085642617823904}], Point3DBox[{-0.5148514990416977, -0.1586901853780398, \ -0.8085642617823904}], Point3DBox[{-0.9158414531538772, 0.21914360213115772`, -0.1989923824745391}], Point3DBox[{-0.9158414531538772, 0.21914360213115772`, -0.1989923824745391}], Point3DBox[{-0.7673265782954921, 0.43073049356928067`, 0.4861461745948951}], Point3DBox[{-0.7673265782954921, 0.43073049356928067`, 0.4861461745948951}], Point3DBox[{-0.7673265782954921, 0.43073049356928067`, 0.4861461745948951}], Point3DBox[{-0.3316830796456373, 0.5012594461823566, 0.8790932551034503}], Point3DBox[{-0.3316830796456373, 0.5012594461823566, 0.8790932551034503}], Point3DBox[{-0.2821781103539289, 0.35012593789845664`, 0.9496221812267129}], Point3DBox[{-0.2821781103539289, 0.35012593789845664`, 0.9496221812267129}], Point3DBox[{-0.2821781103539289, 0.35012593789845664`, 0.9496221812267129}], Point3DBox[{-0.18316820478725215`, 0.017632246552992677`, 0.979848926248923}], Point3DBox[{-0.18316820478725215`, 0.017632246552992677`, 0.979848926248923}], Point3DBox[{-0.20297012647045626`, -0.2947103058747652, 0.8589421477534744}], Point3DBox[{-0.20297012647045626`, -0.2947103058747652, 0.8589421477534744}], Point3DBox[{-0.20297012647045626`, -0.2947103058747652, 0.8589421477534744}], Point3DBox[{-0.3267325166829872, -0.42065489051153265`, 0.7531487585685802}], Point3DBox[{-0.3267325166829872, -0.42065489051153265`, 0.7531487585685802}], Point3DBox[{-0.4900990474125831, -0.4559193500186231, 0.5969774162148048}], Point3DBox[{-0.4900990474125831, -0.4559193500186231, 0.5969774162148048}], Point3DBox[{-0.4900990474125831, -0.4559193500186231, 0.5969774162148048}], Point3DBox[{-0.6980196873205801, -0.4559193500186231, 0.32493711420169835`}], Point3DBox[{-0.6980196873205801, -0.4559193500186231, 0.32493711420169835`}], Point3DBox[{-0.8415840322330542, -0.4307304263714905, 0.027707919601397586`}], Point3DBox[{-0.8415840322330542, -0.4307304263714905, 0.027707919601397586`}], Point3DBox[{-0.8415840322330542, -0.4307304263714905, 0.027707919601397586`}], Point3DBox[{-0.7128713431917908, -0.4307304263714905, \ -0.4659949328493256}], Point3DBox[{-0.7128713431917908, -0.4307304263714905, \ -0.4659949328493256}], Point3DBox[{-0.7128713431917908, -0.4307304263714905, \ -0.4659949328493256}], Point3DBox[{-0.7128713431917908, -0.4307304263714905, \ -0.4659949328493256}], Point3DBox[{-0.7128713431917908, -0.4307304263714905, \ -0.4659949328493256}], Point3DBox[{ 0.18316843590442972`, -0.41561713938100125`, -0.9647355369383686}], Point3DBox[{ 0.18316843590442972`, -0.41561713938100125`, -0.9647355369383686}], Point3DBox[{ 0.5792078600706992, -0.36523929208673617`, -0.7329974496252135}], Point3DBox[{ 0.5792078600706992, -0.36523929208673617`, -0.7329974496252135}], Point3DBox[{ 0.5792078600706992, -0.36523929208673617`, -0.7329974496252135}], Point3DBox[{0.8267326404957611, -0.5264482690328038, -0.3904281878899456}], Point3DBox[{ 0.8267326404957611, -0.5264482690328038, -0.3904281878899456}], Point3DBox[{0.7475249207462051, -0.5869017865826073, 0.05289684578749021}], Point3DBox[{0.7475249207462051, -0.5869017865826073, 0.05289684578749021}], Point3DBox[{0.7475249207462051, -0.5869017865826073, 0.05289684578749021}], Point3DBox[{0.5000001073044037, -0.7078085192921579, 0.32493711420169835`}], Point3DBox[{0.5000001073044037, -0.7078085192921579, 0.32493711420169835`}], Point3DBox[{0.34158413953745836`, -0.7581863665864231, 0.41561724847163245`}], Point3DBox[{0.34158413953745836`, -0.7581863665864231, 0.41561724847163245`}], Point3DBox[{0.059406045691898765`, -0.7934508260935135, 0.511335100780988}], Point3DBox[{0.059406045691898765`, -0.7934508260935135, 0.511335100780988}], Point3DBox[{0.059406045691898765`, -0.7934508260935135, 0.511335100780988}], Point3DBox[{-0.23267314106222098`, -0.727959624610969, 0.506297281944871}], Point3DBox[{-0.23267314106222098`, -0.727959624610969, 0.506297281944871}], Point3DBox[{-0.36138609423740203`, -0.6473551697368302, 0.5163729532160034}], Point3DBox[{-0.36138609423740203`, -0.6473551697368302, 0.5163729532160034}], Point3DBox[{-0.36138609423740203`, -0.6473551697368302, 0.5163729532160034}], Point3DBox[{-0.3168316879083437, -0.6120907102297396, 0.6725441611741848}], Point3DBox[{-0.3168316879083437, -0.6120907102297396, 0.6725441611741848}], Point3DBox[{-0.004950282320363161, -0.7380352948665071, 0.6675063423380677}], Point3DBox[{-0.004950282320363161, -0.7380352948665071, 0.6675063423380677}], Point3DBox[{-0.004950282320363161, -0.7380352948665071, 0.6675063423380677}], Point3DBox[{0.37623771709187315`, -0.7632241849147448, 0.4206549665110539}], Point3DBox[{0.37623771709187315`, -0.7632241849147448, 0.4206549665110539}], Point3DBox[{0.6534652809915213, -0.6725440597850676, 0.289672651140067}], Point3DBox[{0.6534652809915213, -0.6725440597850676, 0.289672651140067}], Point3DBox[{0.6534652809915213, -0.6725440597850676, 0.289672651140067}], Point3DBox[{ 0.8118812487584676, -0.49118380952571344`, -0.22418127506173335`}], Point3DBox[{ 0.8118812487584676, -0.49118380952571344`, -0.22418127506173335`}], Point3DBox[{ 0.5594061695046727, -0.20403018074508816`, -0.8337531543695846}], Point3DBox[{ 0.5594061695046727, -0.20403018074508816`, -0.8337531543695846}], Point3DBox[{ 0.5594061695046727, -0.20403018074508816`, -0.8337531543695846}], Point3DBox[{-0.009900845283013266, -0.2695213822276326, \ -0.9496221812267129}], Point3DBox[{-0.009900845283013266, -0.2695213822276326, \ -0.9496221812267129}], Point3DBox[{-0.1485146272328378, -0.5919394705153485, \ -0.7178841611113548}], Point3DBox[{-0.1485146272328378, -0.5919394705153485, \ -0.7178841611113548}], Point3DBox[{-0.1485146272328378, -0.5919394705153485, \ -0.7178841611113548}], Point3DBox[{-0.4405940781208747, -0.627203930022439, -0.6221662416042022}], Point3DBox[{-0.4405940781208747, -0.627203930022439, \ -0.6221662416042022}], Point3DBox[{-0.737623827837645, -0.15365233345082308`, \ -0.632241778479741}], Point3DBox[{-0.737623827837645, -0.15365233345082308`, \ -0.632241778479741}], Point3DBox[{-0.737623827837645, -0.15365233345082308`, \ -0.632241778479741}], Point3DBox[{-0.5495048454789345, 0.2493702769088217, -0.7934508724718362}], Point3DBox[{-0.5495048454789345, 0.2493702769088217, -0.7934508724718362}], Point3DBox[{-0.6039603447165535, 0.5969773224425651, -0.556675100718158}], Point3DBox[{-0.6039603447165535, 0.5969773224425651, -0.556675100718158}], Point3DBox[{-0.6039603447165535, 0.5969773224425651, -0.556675100718158}], Point3DBox[{-0.3762374859746956, 0.7279596918087591, -0.6473551677902951}], Point3DBox[{-0.3762374859746956, 0.7279596918087591, -0.6473551677902951}], Point3DBox[{0.059406045691898765`, 0.6574307391956831, -0.818639798657929}], Point3DBox[{0.059406045691898765`, 0.6574307391956831, -0.818639798657929}], Point3DBox[{0.059406045691898765`, 0.6574307391956831, -0.818639798657929}], Point3DBox[{0.47524765567528904`, 0.44584384775756014`, -0.818639798657929}], Point3DBox[{0.47524765567528904`, 0.44584384775756014`, -0.818639798657929}], Point3DBox[{0.608911138796381, 0.13853908005922877`, -0.8035264429462733}], Point3DBox[{0.608911138796381, 0.13853908005922877`, -0.8035264429462733}], Point3DBox[{0.608911138796381, 0.13853908005922877`, -0.8035264429462733}], Point3DBox[{ 0.7029702502832297, -0.27959691808759063`, -0.6574307046658336}], Point3DBox[{ 0.7029702502832297, -0.27959691808759063`, -0.6574307046658336}], Point3DBox[{0.717822137271618, -0.5465994751483001, -0.3602015100655328}], Point3DBox[{0.717822137271618, -0.5465994751483001, -0.3602015100655328}], Point3DBox[{0.717822137271618, -0.5465994751483001, -0.3602015100655328}], Point3DBox[{ 0.5346536848588185, -0.7329974429392905, -0.18387912755957872`}], Point3DBox[{ 0.5346536848588185, -0.7329974429392905, -0.18387912755957872`}], Point3DBox[{0.4059405005664603, -0.8639798795032747, -0.1637279194129075}], Point3DBox[{ 0.4059405005664603, -0.8639798795032747, -0.1637279194129075}], Point3DBox[{0.4059405005664603, -0.8639798795032747, -0.1637279194129075}], Point3DBox[{ 0.08910906028366349, -0.8337531039289254, -0.38539040265272706`}], Point3DBox[{ 0.08910906028366349, -0.8337531039289254, -0.38539040265272706`}], Point3DBox[{-0.30198003203713303`, -0.717884088751011, \ -0.5012593959109569}], Point3DBox[{-0.30198003203713303`, -0.717884088751011, \ -0.5012593959109569}], Point3DBox[{-0.30198003203713303`, -0.717884088751011, \ -0.5012593959109569}], Point3DBox[{-0.5297028907789908, -0.4559193500186231, \ -0.5314861745320651}], Point3DBox[{-0.5297028907789908, -0.4559193500186231, \ -0.5314861745320651}], Point3DBox[{-0.5297028907789908, -0.4559193500186231, \ -0.5314861745320651}], Point3DBox[{-0.5297028907789908, -0.4559193500186231, \ -0.5314861745320651}], Point3DBox[{-0.5297028907789908, -0.4559193500186231, \ -0.5314861745320651}], Point3DBox[{-0.8267326404957611, -0.2947103058747652, 0.042821174516357724`}], Point3DBox[{-0.8267326404957611, -0.2947103058747652, 0.042821174516357724`}], Point3DBox[{-0.7128713431917908, -0.4609572019458397, 0.2997481880156057}], Point3DBox[{-0.7128713431917908, -0.4609572019458397, 0.2997481880156057}], Point3DBox[{-0.7128713431917908, -0.4609572019458397, 0.2997481880156057}], Point3DBox[{-0.4405940781208747, -0.5869017865826073, 0.5566751007181581}], Point3DBox[{-0.4405940781208747, -0.5869017865826073, 0.5566751007181581}], Point3DBox[{-0.16336625008730893`, -0.5969773224425653, 0.7178841611113549}], Point3DBox[{-0.16336625008730893`, -0.5969773224425653, 0.7178841611113549}], Point3DBox[{-0.16336625008730893`, -0.5969773224425653, 0.7178841611113549}], Point3DBox[{0.06435660865454934, -0.516372733172846, 0.7884132216302115}], Point3DBox[{0.06435660865454934, -0.516372733172846, 0.7884132216302115}], Point3DBox[{0.2623764197879028, -0.41561713938100125`, 0.7984887585057503}], Point3DBox[{0.2623764197879028, -0.41561713938100125`, 0.7984887585057503}], Point3DBox[{0.39108910882916675`, -0.4559193500186231, 0.7279598323824874}], Point3DBox[{0.39108910882916675`, -0.4559193500186231, 0.7279598323824874}], Point3DBox[{0.39108910882916675`, -0.4559193500186231, 0.7279598323824874}], Point3DBox[{0.4356437792921422, -0.49118380952571344`, 0.6926952685241606}], Point3DBox[{0.4356437792921422, -0.49118380952571344`, 0.6926952685241606}], Point3DBox[{0.4653465627667284, -0.4811082736657555, 0.6725441611741848}], Point3DBox[{0.4653465627667284, -0.4811082736657555, 0.6725441611741848}], Point3DBox[{0.4653465627667284, -0.4811082736657555, 0.6725441611741848}], Point3DBox[{0.5594061695046727, -0.5969773224425653, 0.5768263088648292}], Point3DBox[{0.5594061695046727, -0.5969773224425653, 0.5768263088648292}], Point3DBox[{0.5099012002129643, -0.677581777316704, 0.45591942957268544`}], Point3DBox[{0.5099012002129643, -0.677581777316704, 0.45591942957268544`}], Point3DBox[{0.5099012002129643, -0.677581777316704, 0.45591942957268544`}], Point3DBox[{0.5148514990416972, -0.8035263619534715, 0.2695214429933958}], Point3DBox[{0.5148514990416972, -0.8035263619534715, 0.2695214429933958}], Point3DBox[{0.2920794343796671, -0.899244339010365, 0.25440805368284164`}], Point3DBox[{0.2920794343796671, -0.899244339010365, 0.25440805368284164`}], Point3DBox[{0.2920794343796671, -0.899244339010365, 0.25440805368284164`}], Point3DBox[{-0.2178217493249274, -0.8539042092477365, 0.2493703692423186}], Point3DBox[{-0.2178217493249274, -0.8539042092477365, 0.2493703692423186}], Point3DBox[{-0.7178216420205238, -0.5969773224425653, 0.27455929542841123`}], Point3DBox[{-0.7178216420205238, -0.5969773224425653, 0.27455929542841123`}], Point3DBox[{-0.7178216420205238, -0.5969773224425653, 0.27455929542841123`}], Point3DBox[{-0.9653464224455852, -0.1335012617309072, 0.17380359068404025`}], Point3DBox[{-0.9653464224455852, -0.1335012617309072, 0.17380359068404025`}], Point3DBox[{-1., 0.3249370478502192, -0.04282114091745911}], Point3DBox[{-1., 0.3249370478502192, -0.04282114091745911}], Point3DBox[{-1., 0.3249370478502192, -0.04282114091745911}], Point3DBox[{-0.7623763124834987, 0.64735516973683, -0.45591939597378683`}], Point3DBox[{-0.7623763124834987, 0.64735516973683, -0.45591939597378683`}], Point3DBox[{-0.11386131381234012`, 0.6423173850074035, -0.8539042953184588}], Point3DBox[{-0.11386131381234012`, 0.6423173850074035, -0.8539042953184588}], Point3DBox[{-0.11386131381234012`, 0.6423173850074035, -0.8539042953184588}], Point3DBox[{0.3861388100004338, 0.33501261730907217`, -0.9294710402778388}], Point3DBox[{0.3861388100004338, 0.33501261730907217`, -0.9294710402778388}], Point3DBox[{ 0.554455375424845, -0.17884125709795556`, -0.8085642617823904}], Point3DBox[{ 0.554455375424845, -0.17884125709795556`, -0.8085642617823904}], Point3DBox[{ 0.554455375424845, -0.17884125709795556`, -0.8085642617823904}], Point3DBox[{0.5396039836875515, -0.566750580467111, -0.632241778479741}], Point3DBox[{0.5396039836875515, -0.566750580467111, -0.632241778479741}], Point3DBox[{ 0.4504951710294348, -0.879093132894869, -0.21914359062121005`}], Point3DBox[{ 0.4504951710294348, -0.879093132894869, -0.21914359062121005`}], Point3DBox[{ 0.4504951710294348, -0.879093132894869, -0.21914359062121005`}], Point3DBox[{0.25742588984199233`, -0.8539042092477365, 0.3501260403877912}], Point3DBox[{0.25742588984199233`, -0.8539042092477365, 0.3501260403877912}], Point3DBox[{0.014851639362840936`, -0.7884131085618771, 0.5667507719892906}], Point3DBox[{0.014851639362840936`, -0.7884131085618771, 0.5667507719892906}], Point3DBox[{0.014851639362840936`, -0.7884131085618771, 0.5667507719892906}], Point3DBox[{0.014851639362840936`, -0.7884131085618771, 0.5667507719892906}], Point3DBox[{0.014851639362840936`, -0.7884131085618771, 0.5667507719892906}], Point3DBox[{-0.25742562570807515`, -0.7732997543735978, 0.4609572820077009}], Point3DBox[{-0.25742562570807515`, -0.7732997543735978, 0.4609572820077009}], Point3DBox[{-0.25742562570807515`, -0.7732997543735978, 0.4609572820077009}], Point3DBox[{-0.42574242224966397`, -0.7833752902335555, 0.31989929536558126`}], Point3DBox[{-0.42574242224966397`, -0.7833752902335555, 0.31989929536558126`}], Point3DBox[{-0.5297028907789908, -0.727959624610969, 0.2846348323039499}], Point3DBox[{-0.5297028907789908, -0.727959624610969, 0.2846348323039499}], Point3DBox[{-0.5297028907789908, -0.727959624610969, 0.2846348323039499}], Point3DBox[{-0.5841583900166097, -0.7128463712193748, 0.1889169799945944}], Point3DBox[{-0.5841583900166097, -0.7128463712193748, 0.1889169799945944}], Point3DBox[{-0.5495048454789345, -0.6876574475722422, 0.09319899328964483}], Point3DBox[{-0.5495048454789345, -0.6876574475722422, 0.09319899328964483}], Point3DBox[{-0.5495048454789345, -0.6876574475722422, 0.09319899328964483}], Point3DBox[{-0.6039603447165535, -0.6725440597850676, \ -0.11335006704072204`}], Point3DBox[{-0.6039603447165535, -0.6725440597850676, \ -0.11335006704072204`}], Point3DBox[{-0.7178216420205238, -0.556675011008258, \ -0.11838788587683909`}], Point3DBox[{-0.7178216420205238, -0.556675011008258, \ -0.11838788587683909`}], Point3DBox[{-0.7178216420205238, -0.556675011008258, \ -0.11838788587683909`}], Point3DBox[{-0.6881188585459366, -0.5365239392883423, \ -0.1989923824745391}], Point3DBox[{-0.6881188585459366, -0.5365239392883423, \ -0.1989923824745391}], Point3DBox[{-0.737623827837645, -0.33501258371017717`, \ -0.3400503355177601}], Point3DBox[{-0.737623827837645, -0.33501258371017717`, \ -0.3400503355177601}], Point3DBox[{-0.737623827837645, -0.33501258371017717`, \ -0.3400503355177601}], Point3DBox[{-0.7871287641126133, -0.05289673965897827, \ -0.5617128523564779}], Point3DBox[{-0.7871287641126133, -0.05289673965897827, \ -0.5617128523564779}], Point3DBox[{-0.6386138892542282, 0.21914360213115772`, -0.7430730872974476}], Point3DBox[{-0.6386138892542282, 0.21914360213115772`, -0.7430730872974476}], Point3DBox[{-0.6386138892542282, 0.21914360213115772`, -0.7430730872974476}], Point3DBox[{-0.13861379845819433`, 0.4760705225352241, -0.8589420805556774}], Point3DBox[{-0.13861379845819433`, 0.4760705225352241, -0.8589420805556774}], Point3DBox[{0.3217824819881714, 0.4811083408635457, -0.8035264429462733}], Point3DBox[{0.3217824819881714, 0.4811083408635457, -0.8035264429462733}], Point3DBox[{0.5445547777673792, 0.34508818676792524`, -0.7682619798846418}], Point3DBox[{0.5445547777673792, 0.34508818676792524`, -0.7682619798846418}], Point3DBox[{0.5445547777673792, 0.34508818676792524`, -0.7682619798846418}], Point3DBox[{0.6831685597172031, 0.002518925963608303, -0.7279596979868934}], Point3DBox[{0.6831685597172031, 0.002518925963608303, -0.7279596979868934}], Point3DBox[{0.7574260136547658, -0.3753148279466942, -0.4609571812110054}], Point3DBox[{ 0.7574260136547658, -0.3753148279466942, -0.4609571812110054}], Point3DBox[{0.7574260136547658, -0.3753148279466942, -0.4609571812110054}], Point3DBox[{ 0.6485149821627892, -0.727959624610969, -0.16876573824902458`}], Point3DBox[{ 0.6485149821627892, -0.727959624610969, -0.16876573824902458`}], Point3DBox[{0.39108910882916675`, -0.8891686687548268, 0.11335020143631604`}], Point3DBox[{0.39108910882916675`, -0.8891686687548268, 0.11335020143631604`}], Point3DBox[{0.39108910882916675`, -0.8891686687548268, 0.11335020143631604`}], Point3DBox[{0.02475246813748441, -0.9093198748703231, 0.23425697993176445`}], Point3DBox[{0.02475246813748441, -0.9093198748703231, 0.23425697993176445`}], Point3DBox[{-0.23267314106222098`, -0.8690175634360158, 0.30478590605502714`}], Point3DBox[{-0.23267314106222098`, -0.8690175634360158, 0.30478590605502714`}], Point3DBox[{-0.23267314106222098`, -0.8690175634360158, 0.30478590605502714`}], Point3DBox[{-0.31188112494569364`, -0.8488664917161001, 0.38539050344942255`}], Point3DBox[{-0.31188112494569364`, -0.8488664917161001, 0.38539050344942255`}], Point3DBox[{0.054455515745988246`, -0.7984886444218351, 0.5465995638426193}], Point3DBox[{0.054455515745988246`, -0.7984886444218351, 0.5465995638426193}], Point3DBox[{0.054455515745988246`, -0.7984886444218351, 0.5465995638426193}], Point3DBox[{0.5247525919502578, -0.5919394705153485, 0.5717884900287122}], Point3DBox[{0.5247525919502578, -0.5919394705153485, 0.5717884900287122}], Point3DBox[{0.9455447318795587, -0.2644836310971012, 0.16372805380850153`}], Point3DBox[{0.9455447318795587, -0.2644836310971012, 0.16372805380850153`}], Point3DBox[{0.9455447318795587, -0.2644836310971012, 0.16372805380850153`}], Point3DBox[{0.9504950307082916, 0.11335015641209628`, -0.35516372482831426`}], Point3DBox[{0.9504950307082916, 0.11335015641209628`, -0.35516372482831426`}], Point3DBox[{0.4554454698581678, 0.3753148615455892, -0.8690176510301146}], Point3DBox[{0.4554454698581678, 0.3753148615455892, -0.8690176510301146}], Point3DBox[{0.4554454698581678, 0.3753148615455892, -0.8690176510301146}], Point3DBox[{-0.014851375228923784`, 0.41057935465157464`, -0.9143577181650815}], Point3DBox[{-0.014851375228923784`, 0.41057935465157464`, -0.9143577181650815}], Point3DBox[{0.06435660865454934, 0.21914360213115772`, -0.9143577181650815}], Point3DBox[{0.06435660865454934, 0.21914360213115772`, -0.9143577181650815}], Point3DBox[{0.06435660865454934, 0.21914360213115772`, -0.9143577181650815}], Point3DBox[{-0.40594050056645986`, 0.022670031282419293`, -0.8589420805556774}], Point3DBox[{-0.40594050056645986`, 0.022670031282419293`, -0.8589420805556774}], Point3DBox[{-0.9158414531538772, -0.0025188923647133077`, \ -0.22921912749674878`}], Point3DBox[{-0.9158414531538772, -0.0025188923647133077`, \ -0.22921912749674878`}], Point3DBox[{-0.9158414531538772, -0.0025188923647133077`, \ -0.22921912749674878`}], Point3DBox[{-0.8861387026960297, -0.15365233345082308`, 0.3148615773261596}], Point3DBox[{-0.8861387026960297, -0.15365233345082308`, 0.3148615773261596}], Point3DBox[{-0.7326732648749948, -0.3098236936619397, 0.5617129531531735}], Point3DBox[{-0.7326732648749948, -0.3098236936619397, 0.5617129531531735}], Point3DBox[{-0.7326732648749948, -0.3098236936619397, 0.5617129531531735}], Point3DBox[{-0.5198017978704302, -0.435768211100917, 0.6574308054625291}], Point3DBox[{-0.5198017978704302, -0.435768211100917, 0.6574308054625291}], Point3DBox[{-0.4801979545040225, -0.576826116327069, 0.5365240269670809}], Point3DBox[{-0.4801979545040225, -0.576826116327069, 0.5365240269670809}], Point3DBox[{-0.4801979545040225, -0.576826116327069, 0.5365240269670809}], Point3DBox[{-0.4207918923037534, -0.727959624610969, 0.32493711420169835`}], Point3DBox[{-0.4207918923037534, -0.727959624610969, 0.32493711420169835`}], Point3DBox[{-0.4207918923037534, -0.8186397497406461, \ -0.05793453022801325}], Point3DBox[{-0.4207918923037534, -0.8186397497406461, \ -0.05793453022801325}], Point3DBox[{-0.4207918923037534, -0.8186397497406461, \ -0.05793453022801325}], Point3DBox[{-0.22277204815366033`, -0.8488664917161001, \ -0.3602015100655328}], Point3DBox[{-0.22277204815366033`, -0.8488664917161001, \ -0.3602015100655328}], Point3DBox[{ 0.08415853033775297, -0.8488664917161001, -0.4005037247654843}], Point3DBox[{ 0.08415853033775297, -0.8488664917161001, -0.4005037247654843}], Point3DBox[{ 0.08415853033775297, -0.8488664917161001, -0.4005037247654843}], Point3DBox[{ 0.23762393514204863`, -0.8136020322090097, -0.3148614429305657}], Point3DBox[{ 0.23762393514204863`, -0.8136020322090097, -0.3148614429305657}], Point3DBox[{ 0.39603990290899443`, -0.8841309512231904, -0.12342560391626074`}], Point3DBox[{ 0.39603990290899443`, -0.8841309512231904, -0.12342560391626074`}], Point3DBox[{ 0.39603990290899443`, -0.8841309512231904, -0.12342560391626074`}], Point3DBox[{0.3861388100004338, -0.8841309512231904, 0.0176322483302651}], Point3DBox[{0.3861388100004338, -0.8841309512231904, 0.0176322483302651}], Point3DBox[{0.3069305949997831, -0.9042820229431064, 0.1889169799945944}], Point3DBox[{0.3069305949997831, -0.9042820229431064, 0.1889169799945944}], Point3DBox[{0.3069305949997831, -0.9042820229431064, 0.1889169799945944}], Point3DBox[{0.336633873725465, -0.8236775680689674, 0.2292191610956474}], Point3DBox[{0.336633873725465, -0.8236775680689674, 0.2292191610956474}], Point3DBox[{0.47029735684655705`, -0.7984886444218351, 0.10327466456077732`}], Point3DBox[{0.47029735684655705`, -0.7984886444218351, 0.10327466456077732`}], Point3DBox[{0.47029735684655705`, -0.7984886444218351, 0.10327466456077732`}], Point3DBox[{ 0.5594061695046727, -0.7581863665864231, -0.26952134219670026`}], Point3DBox[{ 0.5594061695046727, -0.7581863665864231, -0.26952134219670026`}], Point3DBox[{0.2079209205502839, -0.6120907102297396, -0.738035302060229}], Point3DBox[{0.2079209205502839, -0.6120907102297396, -0.738035302060229}], Point3DBox[{-0.22277204815366033`, -0.3249369806524291, \ -0.8639798657928959}], Point3DBox[{-0.22277204815366033`, -0.3249369806524291, \ -0.8639798657928959}], Point3DBox[{-0.22277204815366033`, -0.3249369806524291, \ -0.8639798657928959}], Point3DBox[{-0.7722771412581422, -0.037783351871803664`, \ -0.5163727852215111}], Point3DBox[{-0.7722771412581422, -0.037783351871803664`, \ -0.5163727852215111}], Point3DBox[{-0.9504950307082921, 0.17380353956631925`, 0.047858993352474774`}], Point3DBox[{-0.9504950307082921, 0.17380353956631925`, 0.047858993352474774`}], Point3DBox[{-0.9504950307082921, 0.17380353956631925`, 0.047858993352474774`}], Point3DBox[{-0.9059406243792337, -0.07304781137889414, 0.19395469803401605`}], Point3DBox[{-0.9059406243792337, -0.07304781137889414, 0.19395469803401605`}], Point3DBox[{-0.7425741266663775, -0.47103273780579774`, 0.2997481880156057}], Point3DBox[{-0.7425741266663775, -0.47103273780579774`, 0.2997481880156057}], Point3DBox[{-0.7425741266663775, -0.47103273780579774`, 0.2997481880156057}], Point3DBox[{-0.4801979545040225, -0.7884131085618771, 0.23425697993176445`}], Point3DBox[{-0.4801979545040225, -0.7884131085618771, 0.23425697993176445`}], Point3DBox[{-0.2425742339707816, -0.899244339010365, 0.07304791953856764}], Point3DBox[{-0.2425742339707816, -0.899244339010365, 0.07304791953856764}], Point3DBox[{-0.2425742339707816, -0.899244339010365, 0.07304791953856764}], Point3DBox[{-0.2425742339707816, -0.9093198748703231, \ -0.22921912749674878`}], Point3DBox[{-0.2425742339707816, -0.9093198748703231, \ -0.22921912749674878`}], Point3DBox[{-0.19306929769581277`, -0.8690175634360158, \ -0.4307304697876941}], Point3DBox[{-0.19306929769581277`, -0.8690175634360158, \ -0.4307304697876941}], Point3DBox[{-0.19306929769581277`, -0.8690175634360158, \ -0.4307304697876941}], Point3DBox[{-0.14356432840410485`, -0.7682619024463809, \ -0.5717883892320167}], Point3DBox[{-0.14356432840410485`, -0.7682619024463809, \ -0.5717883892320167}], Point3DBox[{-0.15841572014139843`, -0.5717883987954326, \ -0.818639798657929}], Point3DBox[{-0.15841572014139843`, -0.5717883987954326, \ -0.818639798657929}], Point3DBox[{-0.15841572014139843`, -0.5717883987954326, \ -0.818639798657929}], Point3DBox[{ 0.03960412400869514, -0.3702770432172677, -0.9193954698034016}], Point3DBox[{ 0.03960412400869514, -0.3702770432172677, -0.9193954698034016}], Point3DBox[{ 0.6188122317049417, -0.41561713938100125`, -0.7229219127496749}], Point3DBox[{ 0.6188122317049417, -0.41561713938100125`, -0.7229219127496749}], Point3DBox[{ 0.6188122317049417, -0.41561713938100125`, -0.7229219127496749}], Point3DBox[{0.7574260136547658, -0.516372733172846, -0.4206548657143585}], Point3DBox[{0.7574260136547658, -0.516372733172846, -0.4206548657143585}], Point3DBox[{ 0.7227724361003509, -0.6322417819496556, -0.022669932770788145`}], Point3DBox[{ 0.7227724361003509, -0.6322417819496556, -0.022669932770788145`}], Point3DBox[{ 0.7227724361003509, -0.6322417819496556, -0.022669932770788145`}], Point3DBox[{0.39108910882916675`, -0.7078085192921579, 0.41561724847163245`}], Point3DBox[{0.39108910882916675`, -0.7078085192921579, 0.41561724847163245`}], Point3DBox[{0.014851639362840936`, -0.657430705596788, 0.6272041612370147}], Point3DBox[{0.014851639362840936`, -0.657430705596788, 0.6272041612370147}], Point3DBox[{0.014851639362840936`, -0.657430705596788, 0.6272041612370147}], Point3DBox[{-0.18811873473316268`, -0.5919394705153485, 0.6322418792764364}], Point3DBox[{-0.18811873473316268`, -0.5919394705153485, 0.6322418792764364}], Point3DBox[{0.004950546454280312, -0.3753148279466942, 0.838791074002397}], Point3DBox[{0.004950546454280312, -0.3753148279466942, 0.838791074002397}], Point3DBox[{0.004950546454280312, -0.3753148279466942, 0.838791074002397}], Point3DBox[{0.004950546454280312, -0.3753148279466942, 0.838791074002397}], Point3DBox[{0.004950546454280312, -0.3753148279466942, 0.838791074002397}], Point3DBox[{0.7524752195749381, -0.01763221295409768, 0.7128464766708318}], Point3DBox[{0.7524752195749381, -0.01763221295409768, 0.7128464766708318}], Point3DBox[{0.7524752195749381, -0.01763221295409768, 0.7128464766708318}], Point3DBox[{0.9900994023425341, -0.11838787394373261`, 0.31989929536558126`}], Point3DBox[{0.9900994023425341, -0.11838787394373261`, 0.31989929536558126`}], Point3DBox[{ 0.9603961236168522, -0.05793449078950977, -0.4357682550249126}], Point3DBox[{ 0.9603961236168522, -0.05793449078950977, -0.4357682550249126}], Point3DBox[{ 0.9603961236168522, -0.05793449078950977, -0.4357682550249126}], Point3DBox[{0.8415845274841495, 0.19395467848402523`, -0.6473551677902951}], Point3DBox[{0.8415845274841495, 0.19395467848402523`, -0.6473551677902951}], Point3DBox[{0.554455375424845, 0.5667506476649011, -0.738035302060229}], Point3DBox[{0.554455375424845, 0.5667506476649011, -0.738035302060229}], Point3DBox[{0.554455375424845, 0.5667506476649011, -0.738035302060229}], Point3DBox[{0.009901076400190832, 0.7984886780207301, -0.7581863758113062}], Point3DBox[{0.009901076400190832, 0.7984886780207301, -0.7581863758113062}], Point3DBox[{-0.2772275473912788, 0.929471013788029, -0.4357682550249126}], Point3DBox[{-0.2772275473912788, 0.929471013788029, -0.4357682550249126}], Point3DBox[{-0.2772275473912788, 0.929471013788029, -0.4357682550249126}], Point3DBox[{-0.6039603447165535, 0.838790922257247, -0.14357681206293194`}], Point3DBox[{-0.6039603447165535, 0.838790922257247, -0.14357681206293194`}], Point3DBox[{-0.6881188585459366, 0.8035264627501566, 0.25440805368284164`}], Point3DBox[{-0.6881188585459366, 0.8035264627501566, 0.25440805368284164`}], Point3DBox[{-0.6881188585459366, 0.8035264627501566, 0.25440805368284164`}], Point3DBox[{-0.4603959998040788, 0.6826196628428157, 0.6977330873602777}], Point3DBox[{-0.4603959998040788, 0.6826196628428157, 0.6977330873602777}], Point3DBox[{-0.2425742339707816, 0.5214105851000627, 0.9496221812267129}], Point3DBox[{-0.2425742339707816, 0.5214105851000627, 0.9496221812267129}], Point3DBox[{-0.2425742339707816, 0.5214105851000627, 0.9496221812267129}], Point3DBox[{-0.09900992207504654, 0.41561713938100114`, 0.9647356713339625}], Point3DBox[{-0.09900992207504654, 0.41561713938100114`, 0.9647356713339625}], Point3DBox[{-0.07425743742919282, 0.21914360213115772`, 0.9999999999999999}], Point3DBox[{-0.07425743742919282, 0.21914360213115772`, 0.9999999999999999}], Point3DBox[{-0.16831681304995905`, -0.04785888773176166, 0.9748110738139074}], Point3DBox[{-0.16831681304995905`, -0.04785888773176166, 0.9748110738139074}], Point3DBox[{-0.16831681304995905`, -0.04785888773176166, 0.9748110738139074}], Point3DBox[{-0.20297012647045626`, -0.28463477001480725`, 0.869017819024607}], Point3DBox[{-0.20297012647045626`, -0.28463477001480725`, 0.869017819024607}], Point3DBox[{-0.5445542825162843, -0.3198992295218977, 0.6423174161519749}], Point3DBox[{-0.5445542825162843, -0.3198992295218977, 0.6423174161519749}], Point3DBox[{-0.5445542825162843, -0.3198992295218977, 0.6423174161519749}], Point3DBox[{-0.8960395314706732, -0.3047858417347231, 0.042821174516357724`}], Point3DBox[{-0.8960395314706732, -0.3047858417347231, 0.042821174516357724`}], Point3DBox[{-0.7673265782954921, -0.22418131966279414`, \ -0.3501259059921972}], Point3DBox[{-0.7673265782954921, -0.22418131966279414`, \ -0.3501259059921972}], Point3DBox[{-0.7673265782954921, -0.22418131966279414`, \ -0.3501259059921972}], Point3DBox[{-0.45049490689551813`, -0.405541502724358, \ -0.6725440939763878}], Point3DBox[{-0.45049490689551813`, -0.405541502724358, \ -0.6725440939763878}], Point3DBox[{ 0.29702973320840004`, -0.6322417819496556, -0.7481108389357677}], Point3DBox[{ 0.29702973320840004`, -0.6322417819496556, -0.7481108389357677}], Point3DBox[{ 0.29702973320840004`, -0.6322417819496556, -0.7481108389357677}], Point3DBox[{0.6881188585459361, -0.7380352948665071, 0.022670067166381914`}], Point3DBox[{0.6881188585459361, -0.7380352948665071, 0.022670067166381914`}], Point3DBox[{0.30198029617105016`, -0.576826116327069, 0.6372796981125535}], Point3DBox[{0.30198029617105016`, -0.576826116327069, 0.6372796981125535}], Point3DBox[{0.30198029617105016`, -0.576826116327069, 0.6372796981125535}], Point3DBox[{-0.1287127055496337, -0.39042821573386866`, 0.8136021478163045}], Point3DBox[{-0.1287127055496337, -0.39042821573386866`, 0.8136021478163045}], Point3DBox[{-0.39603940765789925`, -0.16876572123799768`, 0.8035266109407657}], Point3DBox[{-0.39603940765789925`, -0.16876572123799768`, 0.8035266109407657}], Point3DBox[{-0.39603940765789925`, -0.16876572123799768`, 0.8035266109407657}], Point3DBox[{-0.3168316879083437, 0.15365240064861319`, 0.8740554026684348}], Point3DBox[{-0.3168316879083437, 0.15365240064861319`, 0.8740554026684348}], Point3DBox[{-0.23267314106222098`, 0.5113350156412096, 0.8992443288545272}], Point3DBox[{-0.23267314106222098`, 0.5113350156412096, 0.8992443288545272}], Point3DBox[{-0.23267314106222098`, 0.5113350156412096, 0.8992443288545272}], Point3DBox[{0.22772284223348802`, 0.6977329834322, 0.9244332550406201}], Point3DBox[{0.22772284223348802`, 0.6977329834322, 0.9244332550406201}], Point3DBox[{0.6435646833340564, 0.2947103394736602, 0.944584597582885}], Point3DBox[{0.6435646833340564, 0.2947103394736602, 0.944584597582885}], Point3DBox[{0.6435646833340564, 0.2947103394736602, 0.944584597582885}], Point3DBox[{0.6732674668086426, -0.24937024330992663`, 0.8438288928385141}], Point3DBox[{0.6732674668086426, -0.24937024330992663`, 0.8438288928385141}], Point3DBox[{0.5247525919502578, -0.6725440597850676, 0.5919396981753834}], Point3DBox[{0.5247525919502578, -0.6725440597850676, 0.5919396981753834}], Point3DBox[{0.5247525919502578, -0.6725440597850676, 0.5919396981753834}], Point3DBox[{ 0.7128713431917904, -0.7632241849147448, -0.01259439589524943}], Point3DBox[{ 0.7128713431917904, -0.7632241849147448, -0.01259439589524943}], Point3DBox[{0.549505076596112, -0.607052858302523, -0.6120907047286636}], Point3DBox[{0.549505076596112, -0.607052858302523, -0.6120907047286636}], Point3DBox[{0.549505076596112, -0.607052858302523, -0.6120907047286636}], Point3DBox[{ 0.2475247969334317, -0.21914356853226266`, -0.9899244631244614}], Point3DBox[{ 0.2475247969334317, -0.21914356853226266`, -0.9899244631244614}], Point3DBox[{-0.6039603447165535, 0.1435768311897602, -0.7984886913079533}], Point3DBox[{-0.6039603447165535, 0.1435768311897602, -0.7984886913079533}], Point3DBox[{-0.6039603447165535, 0.1435768311897602, -0.7984886913079533}], Point3DBox[{-0.9504950307082921, 0.34508818676792524`, -0.08312342281520774}], Point3DBox[{-0.9504950307082921, 0.34508818676792524`, -0.08312342281520774}], Point3DBox[{-0.7227721719664338, 0.26448363109710116`, 0.6624686242986461}], Point3DBox[{-0.7227721719664338, 0.26448363109710116`, 0.6624686242986461}], Point3DBox[{-0.7227721719664338, 0.26448363109710116`, 0.6624686242986461}], Point3DBox[{-0.9356436389709984, 0.04785892133065666, -0.10831234900130036`}], Point3DBox[{-0.9356436389709984, 0.04785892133065666, -0.10831234900130036`}], Point3DBox[{-0.40594050056645986`, 0.03274563434016728, -0.9395466443511743}], Point3DBox[{-0.40594050056645986`, 0.03274563434016728, -0.9395466443511743}], Point3DBox[{-0.40594050056645986`, 0.03274563434016728, -0.9395466443511743}], Point3DBox[{0.1980198276417233, 0.18387910902517224`, -0.9798488926500243}], Point3DBox[{0.1980198276417233, 0.18387910902517224`, -0.9798488926500243}], Point3DBox[{0.7079210443630574, 0.08816123276496374, -0.692695234925262}], Point3DBox[{0.7079210443630574, 0.08816123276496374, -0.692695234925262}], Point3DBox[{0.7079210443630574, 0.08816123276496374, -0.692695234925262}], Point3DBox[{ 0.9009900614165832, -0.12846340980369061`, -0.30478587245612865`}], Point3DBox[{ 0.9009900614165832, -0.12846340980369061`, -0.30478587245612865`}], Point3DBox[{ 0.7722773723753198, -0.25944584636767476`, -0.08312342281520774}], Point3DBox[{ 0.7722773723753198, -0.25944584636767476`, -0.08312342281520774}], Point3DBox[{ 0.7722773723753198, -0.25944584636767476`, -0.08312342281520774}], Point3DBox[{0.7376238278376446, -0.35516368902898804`, 0.2947103691794887}], Point3DBox[{0.7376238278376446, -0.35516368902898804`, 0.2947103691794887}], Point3DBox[{0.6336636234422353, -0.3702770432172677, 0.4609572820077009}], Point3DBox[{0.6336636234422353, -0.3702770432172677, 0.4609572820077009}], Point3DBox[{0.6336636234422353, -0.3702770432172677, 0.4609572820077009}], Point3DBox[{0.7326735290089116, -0.17884125709795556`, 0.19899251687013286`}], Point3DBox[{0.7326735290089116, -0.17884125709795556`, 0.19899251687013286`}], Point3DBox[{ 0.6633663739000819, -0.07808566330611075, -0.5969773154181095}], Point3DBox[{ 0.6633663739000819, -0.07808566330611075, -0.5969773154181095}], Point3DBox[{0.3069305949997831, 0.6372796002779771, -0.8287153691323661}], Point3DBox[{0.3069305949997831, 0.6372796002779771, -0.8287153691323661}], Point3DBox[{0.3069305949997831, 0.6372796002779771, -0.8287153691323661}], Point3DBox[{-0.19306929769581277`, 0.9445843679763085, -0.5617128523564779}], Point3DBox[{-0.19306929769581277`, 0.9445843679763085, -0.5617128523564779}], Point3DBox[{-0.6485147510456113, 0.7128463376204796, -0.3400503355177601}], Point3DBox[{-0.6485147510456113, 0.7128463376204796, -0.3400503355177601}], Point3DBox[{-0.6485147510456113, 0.7128463376204796, -0.3400503355177601}], Point3DBox[{-0.8613862180501759, 0.4256927088398541, -0.07304775154407525}], Point3DBox[{-0.8613862180501759, 0.4256927088398541, -0.07304775154407525}], Point3DBox[{-0.9455445007623815, 0.20906803267230473`, 0.042821174516357724`}], Point3DBox[{-0.9455445007623815, 0.20906803267230473`, 0.042821174516357724`}], Point3DBox[{-0.9455445007623815, 0.20906803267230473`, 0.042821174516357724`}], Point3DBox[{-0.737623827837645, -0.1637279365085712, 0.5566751007181581}], Point3DBox[{-0.737623827837645, -0.1637279365085712, 0.5566751007181581}], Point3DBox[{-0.7227721719664338, -0.21914356853226266`, 0.5516374162776347}], Point3DBox[{-0.7227721719664338, -0.21914356853226266`, 0.5516374162776347}], Point3DBox[{-0.7227721719664338, -0.21914356853226266`, 0.5516374162776347}], Point3DBox[{-0.8910890015247627, -0.10831233808377473`, 0.03778345647693606}], Point3DBox[{-0.8910890015247627, -0.10831233808377473`, 0.03778345647693606}], Point3DBox[{-0.5148514990416977, 0.03274563434016728, -0.8287153691323661}], Point3DBox[{-0.5148514990416977, 0.03274563434016728, -0.8287153691323661}], Point3DBox[{-0.5148514990416977, 0.03274563434016728, -0.8287153691323661}], Point3DBox[{-0.07920773625792529, 0.12342572587094927`, -1.}], Point3DBox[{-0.07920773625792529, 0.12342572587094927`, -1.}], Point3DBox[{ 0.06435660865454934, -0.3047858417347231, -0.9345088255150572}], Point3DBox[{ 0.06435660865454934, -0.3047858417347231, -0.9345088255150572}], Point3DBox[{ 0.06435660865454934, -0.3047858417347231, -0.9345088255150572}], Point3DBox[{0.09405962324631359, -0.677581777316704, -0.692695234925262}], Point3DBox[{0.09405962324631359, -0.677581777316704, -0.692695234925262}], Point3DBox[{ 0.09900992207504654, -0.8438286733877784, -0.42569265095157705`}], Point3DBox[{ 0.09900992207504654, -0.8438286733877784, -0.42569265095157705`}], Point3DBox[{ 0.09900992207504654, -0.8438286733877784, -0.42569265095157705`}], Point3DBox[{-0.07920773625792529, -0.9848866122128256, \ -0.10327453016518331`}], Point3DBox[{-0.07920773625792529, -0.9848866122128256, \ -0.10327453016518331`}], Point3DBox[{-0.22277204815366033`, -0.9093198748703231, 0.16372805380850153`}], Point3DBox[{-0.22277204815366033`, -0.9093198748703231, 0.16372805380850153`}], Point3DBox[{-0.22277204815366033`, -0.9093198748703231, 0.16372805380850153`}], Point3DBox[{-0.3267325166829872, -0.7229219070793326, 0.4508817115332638}], Point3DBox[{-0.3267325166829872, -0.7229219070793326, 0.4508817115332638}], Point3DBox[{-0.29207920326249, -0.566750580467111, 0.687657550484739}], Point3DBox[{-0.29207920326249, -0.566750580467111, 0.687657550484739}], Point3DBox[{-0.29207920326249, -0.566750580467111, 0.687657550484739}], Point3DBox[{-0.1287127055496337, -0.36020144015951955`, 0.9042821476906443}], Point3DBox[{-0.1287127055496337, -0.36020144015951955`, 0.9042821476906443}], Point3DBox[{0.5000001073044037, -0.49622166145293006`, 0.7178841611113549}], Point3DBox[{0.5000001073044037, -0.49622166145293006`, 0.7178841611113549}], Point3DBox[{0.5000001073044037, -0.49622166145293006`, 0.7178841611113549}], Point3DBox[{0.8217823416670281, -0.5012593453856715, 0.20906805374567158`}], Point3DBox[{0.8217823416670281, -0.5012593453856715, 0.20906805374567158`}], Point3DBox[{0.6485149821627892, -0.4861460919940771, -0.632241778479741}], Point3DBox[{0.6485149821627892, -0.4861460919940771, -0.632241778479741}], Point3DBox[{0.6485149821627892, -0.4861460919940771, -0.632241778479741}], Point3DBox[{-0.20792068943310635`, -0.2997480906041917, \ -0.9496221812267129}], Point3DBox[{-0.20792068943310635`, -0.2997480906041917, \ -0.9496221812267129}], Point3DBox[{-0.6831683286000261, -0.19899239601566168`, \ -0.6070528522936481}], Point3DBox[{-0.6831683286000261, -0.19899239601566168`, \ -0.6070528522936481}], Point3DBox[{-0.6831683286000261, -0.19899239601566168`, \ -0.6070528522936481}], Point3DBox[{-0.8564356550875254, -0.2644836310971012, 0.2846348323039499}], Point3DBox[{-0.8564356550875254, -0.2644836310971012, 0.2846348323039499}], Point3DBox[{-0.6237622663997571, -0.1586901853780398, 0.7128464766708318}], Point3DBox[{-0.6237622663997571, -0.1586901853780398, 0.7128464766708318}], Point3DBox[{-0.6237622663997571, -0.1586901853780398, 0.7128464766708318}], Point3DBox[{-0.5346534537416409, 0.01259446182356618, 0.8035266109407657}], Point3DBox[{-0.5346534537416409, 0.01259446182356618, 0.8035266109407657}], Point3DBox[{-0.5346534537416409, 0.01259446182356618, 0.8035266109407657}], Point3DBox[{-0.5346534537416409, 0.01259446182356618, 0.8035266109407657}], Point3DBox[{-0.5346534537416409, 0.01259446182356618, 0.8035266109407657}], Point3DBox[{-0.6584158439541719, 0.8337531375278205, 0.11335020143631604`}], Point3DBox[{-0.6584158439541719, 0.8337531375278205, 0.11335020143631604`}], Point3DBox[{-0.4158415934750205, 0.7984886780207301, -0.5365239261703852}], Point3DBox[{-0.4158415934750205, 0.7984886780207301, -0.5365239261703852}], Point3DBox[{-0.4158415934750205, 0.7984886780207301, -0.5365239261703852}], Point3DBox[{0.19306952881299033`, 0.5617128629354746, -0.8035264429462733}], Point3DBox[{0.19306952881299033`, 0.5617128629354746, -0.8035264429462733}], Point3DBox[{0.6039603447165535, 0.31486144479247113`, -0.7581863758113062}], Point3DBox[{0.6039603447165535, 0.31486144479247113`, -0.7581863758113062}], Point3DBox[{0.6039603447165535, 0.31486144479247113`, -0.7581863758113062}], Point3DBox[{1., 0.05289677325787338, -0.27455919463171585`}], Point3DBox[{1., 0.05289677325787338, -0.27455919463171585`}], Point3DBox[{0.8910894967758578, -0.2896725211453386, 0.3602015772633297}], Point3DBox[{0.8910894967758578, -0.2896725211453386, 0.3602015772633297}], Point3DBox[{0.3267327808169044, -0.5214105515011677, 0.7229220135463703}], Point3DBox[{0.3267327808169044, -0.5214105515011677, 0.7229220135463703}], Point3DBox[{0.3267327808169044, -0.5214105515011677, 0.7229220135463703}], Point3DBox[{-1.65083697926224*^-8, -0.7329974429392905, 0.6020152350509219}], Point3DBox[{-1.65083697926224*^-8, -0.7329974429392905, 0.6020152350509219}], Point3DBox[{-0.15841572014139843`, -0.8035263619534715, 0.4105794296355154}], Point3DBox[{-0.15841572014139843`, -0.8035263619534715, 0.4105794296355154}], Point3DBox[{-0.15841572014139843`, -0.8035263619534715, 0.4105794296355154}], Point3DBox[{-0.09900992207504654, -0.9345087985174556, 0.23929483236677987`}], Point3DBox[{-0.09900992207504654, -0.9345087985174556, 0.23929483236677987`}], Point3DBox[{-0.05445525161207109, -1., -0.01763221473136648}], Point3DBox[{-0.05445525161207109, -1., -0.01763221473136648}], Point3DBox[{-0.05445525161207109, -1., -0.01763221473136648}], Point3DBox[{ 0.054455515745988246`, -0.8488664917161001, -0.4609571812110054}], Point3DBox[{ 0.054455515745988246`, -0.8488664917161001, -0.4609571812110054}], Point3DBox[{ 0.07920796737510286, -0.4105792874537845, -0.8690176510301146}], Point3DBox[{ 0.07920796737510286, -0.4105792874537845, -0.8690176510301146}], Point3DBox[{ 0.07920796737510286, -0.4105792874537845, -0.8690176510301146}], Point3DBox[{-0.22277204815366033`, 0.1486146159191867, -0.8942065772162072}], Point3DBox[{-0.22277204815366033`, 0.1486146159191867, -0.8942065772162072}], Point3DBox[{-0.5693067671621386, 0.5214105851000627, -0.6423173825530765}], Point3DBox[{-0.5693067671621386, 0.5214105851000627, -0.6423173825530765}], Point3DBox[{-0.5693067671621386, 0.5214105851000627, -0.6423173825530765}], Point3DBox[{-0.7871287641126133, 0.6020151071719916, -0.16876573824902458`}], Point3DBox[{-0.7871287641126133, 0.6020151071719916, -0.16876573824902458`}], Point3DBox[{-0.9207920161165274, 0.39546600046329516`, 0.15869023497238446`}], Point3DBox[{-0.9207920161165274, 0.39546600046329516`, 0.15869023497238446`}], Point3DBox[{-0.9207920161165274, 0.39546600046329516`, 0.15869023497238446`}], Point3DBox[{-0.6881188585459366, 0.06801009384725776, 0.7178841611113549}], Point3DBox[{-0.6881188585459366, 0.06801009384725776, 0.7178841611113549}], Point3DBox[{-0.4306929852123141, -0.09319895029660014, 0.8891689263745828}], Point3DBox[{-0.4306929852123141, -0.09319895029660014, 0.8891689263745828}], Point3DBox[{-0.4306929852123141, -0.09319895029660014, 0.8891689263745828}], Point3DBox[{-0.38118801592060614`, -0.19395464488513017`, 0.8790932551034503}], Point3DBox[{-0.38118801592060614`, -0.19395464488513017`, 0.8790932551034503}], Point3DBox[{-0.40098997062054936`, -0.38539036380665204`, 0.7984887585057503}], Point3DBox[{-0.40098997062054936`, -0.38539036380665204`, 0.7984887585057503}], Point3DBox[{-0.40098997062054936`, -0.38539036380665204`, 0.7984887585057503}], Point3DBox[{-0.5841583900166097, -0.6020150399742014, 0.3098237584900428}], Point3DBox[{-0.5841583900166097, -0.6020150399742014, 0.3098237584900428}], Point3DBox[{-0.5594059383874951, -0.6473551697368302, \ -0.22921912749674878`}], Point3DBox[{-0.5594059383874951, -0.6473551697368302, \ -0.22921912749674878`}], Point3DBox[{-0.5594059383874951, -0.6473551697368302, \ -0.22921912749674878`}], Point3DBox[{-0.1485146272328378, -0.7833752902335555, \ -0.5062972483459725}], Point3DBox[{-0.1485146272328378, -0.7833752902335555, \ -0.5062972483459725}], Point3DBox[{ 0.23762393514204863`, -0.8942064870831484, -0.30478587245612865`}], Point3DBox[{ 0.23762393514204863`, -0.8942064870831484, -0.30478587245612865`}], Point3DBox[{ 0.23762393514204863`, -0.8942064870831484, -0.30478587245612865`}], Point3DBox[{0.3168316879083437, -0.8942064870831484, 0.15869023497238446`}], Point3DBox[{0.3168316879083437, -0.8942064870831484, 0.15869023497238446`}], Point3DBox[{0.5990100458878205, -0.7783374383063388, 0.17380359068404025`}], Point3DBox[{0.5990100458878205, -0.7783374383063388, 0.17380359068404025`}], Point3DBox[{0.5990100458878205, -0.7783374383063388, 0.17380359068404025`}], Point3DBox[{ 0.7128713431917904, -0.5113350156412096, -0.44584379190045126`}], Point3DBox[{ 0.7128713431917904, -0.5113350156412096, -0.44584379190045126`}], Point3DBox[{0.6485149821627892, -0.1637279365085712, -0.7229219127496749}], Point3DBox[{ 0.6485149821627892, -0.1637279365085712, -0.7229219127496749}], Point3DBox[{0.6485149821627892, -0.1637279365085712, -0.7229219127496749}], Point3DBox[{0.415841593475021, 0.06297230911783126, -0.8992443624534259}], Point3DBox[{0.415841593475021, 0.06297230911783126, -0.8992443624534259}], Point3DBox[{-0.09900992207504654, 0.31486144479247113`, -0.9697733221755872}], Point3DBox[{-0.09900992207504654, 0.31486144479247113`, -0.9697733221755872}], Point3DBox[{-0.09900992207504654, 0.31486144479247113`, -0.9697733221755872}], Point3DBox[{-0.5940592518079928, 0.25440809523714325`, -0.6876574496880434}], Point3DBox[{-0.5940592518079928, 0.25440809523714325`, -0.6876574496880434}], Point3DBox[{-0.5940592518079928, 0.25440809523714325`, -0.6876574496880434}], Point3DBox[{-0.5940592518079928, 0.25440809523714325`, -0.6876574496880434}], Point3DBox[{-0.5940592518079928, 0.25440809523714325`, -0.6876574496880434}], Point3DBox[{-0.7425741266663775, -0.38035261267612064`, \ -0.34508812075497863`}]}, ImageSize->{395.4771021555624, 375.3294807495751}, ImageSizeRaw->Automatic, ViewPoint->{-1.0425227059233841`, -1.9946079984138692`, -2.526793489839967}, ViewVertical->{-0.966126760928903, -0.07947874562883994, \ -0.24552435889396512`}]], "Output", CellChangeTimes->{{3.7641842853097343`*^9, 3.764184320952935*^9}, 3.764184471030891*^9, {3.766446530215829*^9, 3.766446540957491*^9}}, CellLabel->"Out[23]=",ExpressionUUID->"361b115e-8f0f-45ab-83e8-7704c0daae6c"] }, Open ]] }, WindowSize->{808, 911}, WindowMargins->{{486, Automatic}, {68, Automatic}}, FrontEndVersion->"11.3 for Linux x86 (64-bit) (March 6, 2018)", StyleDefinitions->"Default.nb" ] (* End of Notebook Content *) (* Internal cache information *) (*CellTagsOutline CellTagsIndex->{} *) (*CellTagsIndex CellTagsIndex->{} *) (*NotebookFileOutline Notebook[{ Cell[CellGroupData[{ Cell[580, 22, 253, 4, 31, "Input",ExpressionUUID->"bb7c7b01-0cfa-4c90-a2db-09590ed14465"], Cell[836, 28, 189, 2, 35, "Output",ExpressionUUID->"d714e440-83e1-402e-946a-6ad01a10cf86"] }, Open ]], Cell[1040, 33, 778, 18, 55, "Input",ExpressionUUID->"9d982e0c-62ac-49c9-8fab-0efac1e57ee1"], Cell[1821, 53, 1196, 31, 78, "Input",ExpressionUUID->"9e6d0196-dead-4dc5-9762-497e415abc3e"], Cell[CellGroupData[{ Cell[3042, 88, 242, 4, 31, "Input",ExpressionUUID->"55fc2693-bfc0-4284-878d-723d16de613e"], Cell[3287, 94, 48191, 807, 377, "Output",ExpressionUUID->"4c2f4e5b-4b4b-4dbf-bbcc-cc4398b0f533"] }, Open ]], Cell[CellGroupData[{ Cell[51515, 906, 433, 7, 31, "Input",ExpressionUUID->"f29f83fe-0d9c-4ec9-a48d-4ac4733e0b37"], Cell[51951, 915, 492, 9, 35, "Output",ExpressionUUID->"911192b6-57f2-4bba-ae51-8381b6d18c6d"] }, Open ]], Cell[CellGroupData[{ Cell[52480, 929, 338, 6, 31, "Input",ExpressionUUID->"9c3fe212-89fa-46ec-bed5-0affe4811ced"], Cell[52821, 937, 385, 9, 35, "Output",ExpressionUUID->"e15811d3-8949-4dc8-a5c3-30fc0630ea07"] }, Open ]], Cell[CellGroupData[{ Cell[53243, 951, 504, 12, 57, "Input",ExpressionUUID->"ba904e9b-6ade-4303-bb25-888ab020ce48"], Cell[53750, 965, 386, 8, 35, "Output",ExpressionUUID->"3860be71-d612-4c48-bf7c-2328dc7cb9f6"] }, Open ]], Cell[CellGroupData[{ Cell[54173, 978, 556, 12, 55, "Input",ExpressionUUID->"bd9700b2-e7a8-4e50-89dd-94e26b677ce3"], Cell[54732, 992, 50876, 852, 377, "Output",ExpressionUUID->"2f4cf477-3ca9-47d2-a895-c47b61a4e9d2"] }, Open ]], Cell[CellGroupData[{ Cell[105645, 1849, 339, 6, 55, "Input",ExpressionUUID->"6e2382e3-be00-4738-b380-b67947d32194"], Cell[105987, 1857, 2746, 52, 239, "Output",ExpressionUUID->"a18e065a-d609-4786-a54d-93e0c6bd1123"] }, Open ]], Cell[CellGroupData[{ Cell[108770, 1914, 305, 5, 31, "Input",ExpressionUUID->"f59e178c-131f-4dbe-a224-900a668b0237"], Cell[109078, 1921, 31291, 902, 239, "Output",ExpressionUUID->"606ea11d-61c5-412c-ad52-0bd41a3d1eeb"] }, Open ]], Cell[CellGroupData[{ Cell[140406, 2828, 663, 14, 82, "Input",ExpressionUUID->"af4ea829-9f16-4620-aa00-c20b3bfb3945"], Cell[141072, 2844, 399, 9, 35, "Output",ExpressionUUID->"9cb171b0-bd5c-4a80-9da9-badd98b5d3a4"], Cell[141474, 2855, 409, 9, 35, "Output",ExpressionUUID->"42924a5d-c702-4131-b625-77d84f2cf26f"] }, Open ]], Cell[CellGroupData[{ Cell[141920, 2869, 438, 10, 55, "Input",ExpressionUUID->"cbc8f16e-97a5-475f-8071-d73aef03f302"], Cell[142361, 2881, 54043, 903, 374, "Output",ExpressionUUID->"f35bb6cc-7ea8-4bee-b368-c3f714d38b87"] }, Open ]], Cell[CellGroupData[{ Cell[196441, 3789, 288, 5, 55, "Input",ExpressionUUID->"c3a95ca1-f798-4a77-a332-82397c454067"], Cell[196732, 3796, 10949, 313, 242, "Output",ExpressionUUID->"56e9edd5-bbf4-46aa-81e4-1926050b9e16"] }, Open ]], Cell[CellGroupData[{ Cell[207718, 4114, 349, 6, 31, "Input",ExpressionUUID->"25184dae-8e32-46f2-b4df-4067e177155f"], Cell[208070, 4122, 72585, 1490, 392, "Output",ExpressionUUID->"361b115e-8f0f-45ab-83e8-7704c0daae6c"] }, Open ]] } ] *)