(* Content-type: application/vnd.wolfram.mathematica *) (*** Wolfram Notebook File ***) (* http://www.wolfram.com/nb *) (* CreatedBy='Mathematica 11.0' *) (*CacheID: 234*) (* Internal cache information: NotebookFileLineBreakTest NotebookFileLineBreakTest NotebookDataPosition[ 158, 7] NotebookDataLength[ 351497, 6799] NotebookOptionsPosition[ 350869, 6774] NotebookOutlinePosition[ 351196, 6789] CellTagsIndexPosition[ 351153, 6786] WindowFrame->Normal*) (* Beginning of Notebook Content *) Notebook[{ Cell[BoxData[ RowBox[{"Get", "[", RowBox[{ RowBox[{"ToString", "[", RowBox[{"NotebookDirectory", "[", "]"}], "]"}], "<>", "\"\\""}], "]"}]], "Input", CellChangeTimes->{{3.7818513714565687`*^9, 3.781851390140821*^9}, 3.781851480175651*^9}], Cell[BoxData[{ RowBox[{ RowBox[{"GammaWW", "[", RowBox[{"mH_", ",", "mW_", ",", "GF_"}], "]"}], ":=", RowBox[{"GF", "*", RowBox[{ RowBox[{ RowBox[{ RowBox[{"mH", "^", "3"}], "/", "8"}], "/", RowBox[{"Sqrt", "[", "2", "]"}]}], "/", "\[Pi]"}], "*", RowBox[{"Sqrt", "[", RowBox[{"1", "-", RowBox[{"4", "*", RowBox[{ RowBox[{"mW", "^", "2"}], "/", RowBox[{"mH", "^", "2"}]}]}]}], "]"}], "*", RowBox[{"(", RowBox[{"1", "-", RowBox[{"4", "*", RowBox[{ RowBox[{"mW", "^", "2"}], "/", RowBox[{"mH", "^", "2"}]}]}], "+", RowBox[{"12", "*", RowBox[{ RowBox[{"mW", "^", "4"}], "/", RowBox[{"mH", "^", "4"}]}]}]}], ")"}], "*", RowBox[{"HeavisideTheta", "[", RowBox[{"mH", "-", RowBox[{"2", "*", "mW"}]}], "]"}]}]}], "\[IndentingNewLine]", RowBox[{ RowBox[{"GammaZZ", "[", RowBox[{"mH_", ",", "mZ_", ",", "GF_"}], "]"}], ":=", RowBox[{"GF", "*", RowBox[{ RowBox[{ RowBox[{ RowBox[{"mH", "^", "3"}], "/", "16"}], "/", RowBox[{"Sqrt", "[", "2", "]"}]}], "/", "\[Pi]"}], "*", RowBox[{"Sqrt", "[", RowBox[{"1", "-", RowBox[{"4", "*", RowBox[{ RowBox[{"mZ", "^", "2"}], "/", RowBox[{"mH", "^", "2"}]}]}]}], "]"}], "*", RowBox[{"(", RowBox[{"1", "-", RowBox[{"4", "*", RowBox[{ RowBox[{"mZ", "^", "2"}], "/", RowBox[{"mH", "^", "2"}]}]}], "+", RowBox[{"12", "*", RowBox[{ RowBox[{"mZ", "^", "4"}], "/", RowBox[{"mH", "^", "4"}]}]}]}], ")"}], "*", RowBox[{"HeavisideTheta", "[", RowBox[{"mH", "-", RowBox[{"2", "*", "mZ"}]}], "]"}]}]}], "\[IndentingNewLine]", RowBox[{ RowBox[{"GammaFF", "[", RowBox[{"mH_", ",", "mF_", ",", "GF_", ",", "NC_"}], "]"}], ":=", RowBox[{"NC", "*", "GF", "*", "mH", "*", RowBox[{ RowBox[{ RowBox[{ RowBox[{"mF", "^", "2"}], "/", "4"}], "/", RowBox[{"Sqrt", "[", "2", "]"}]}], "/", "\[Pi]"}], "*", RowBox[{ RowBox[{"(", RowBox[{"1", "-", RowBox[{"4", "*", RowBox[{ RowBox[{"mF", "^", "2"}], "/", RowBox[{"mH", "^", "2"}]}]}]}], ")"}], "^", RowBox[{"(", RowBox[{"3", "/", "2"}], ")"}]}], "*", RowBox[{"HeavisideTheta", "[", RowBox[{"mH", "-", RowBox[{"2", "*", "mF"}]}], "]"}]}]}]}], "Input", CellChangeTimes->{{3.781601173997258*^9, 3.7816012637932253`*^9}, { 3.781601301406*^9, 3.781601380633902*^9}, {3.7816014365607767`*^9, 3.781601472865967*^9}, {3.781601646630187*^9, 3.781601647367271*^9}, { 3.781601747135254*^9, 3.78160178783167*^9}}], Cell[BoxData[ RowBox[{ RowBox[{"Gammatotal", "[", "mH_", "]"}], ":=", RowBox[{ RowBox[{"GammaWW", "[", RowBox[{"mH", ",", "80.4", ",", RowBox[{"1.16638", "*", RowBox[{"10", "^", RowBox[{"(", RowBox[{"-", "5"}], ")"}]}]}]}], "]"}], "+", RowBox[{"GammaZZ", "[", RowBox[{"mH", ",", "91.2", ",", RowBox[{"1.16638", "*", RowBox[{"10", "^", RowBox[{"(", RowBox[{"-", "5"}], ")"}]}]}]}], "]"}], "+", "\[IndentingNewLine]", RowBox[{"GammaFF", "[", RowBox[{"mH", ",", "173.2", ",", RowBox[{"1.16638", "*", RowBox[{"10", "^", RowBox[{"(", RowBox[{"-", "5"}], ")"}]}]}], ",", "3"}], "]"}], "+", "\[IndentingNewLine]", RowBox[{"GammaFF", "[", RowBox[{"mH", ",", "4.8", ",", RowBox[{"1.16638", "*", RowBox[{"10", "^", RowBox[{"(", RowBox[{"-", "5"}], ")"}]}]}], ",", "3"}], "]"}], "+", "\[IndentingNewLine]", RowBox[{"GammaFF", "[", RowBox[{"mH", ",", "1.3", ",", RowBox[{"1.16638", "*", RowBox[{"10", "^", RowBox[{"(", RowBox[{"-", "5"}], ")"}]}]}], ",", "3"}], "]"}], "+", "\[IndentingNewLine]", RowBox[{"GammaFF", "[", RowBox[{"mH", ",", "1.8", ",", RowBox[{"1.16638", "*", RowBox[{"10", "^", RowBox[{"(", RowBox[{"-", "5"}], ")"}]}]}], ",", "1"}], "]"}]}]}]], "Input", CellChangeTimes->{{3.781601481116157*^9, 3.7816015595761414`*^9}, { 3.781601624402281*^9, 3.7816016609239597`*^9}, {3.781601692151063*^9, 3.781601731880466*^9}}], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"LogLogPlot", "[", RowBox[{ RowBox[{"Re", "[", RowBox[{"Gammatotal", "[", "mH", "]"}], "]"}], ",", RowBox[{"{", RowBox[{"mH", ",", "10", ",", "1000"}], "}"}], ",", RowBox[{"PlotRange", "\[Rule]", "All"}], ",", RowBox[{"FrameStyle", "\[Rule]", "Black"}], ",", RowBox[{"LabelStyle", "\[Rule]", "Black"}], ",", RowBox[{"Frame", "\[Rule]", "True"}], ",", RowBox[{"MaxRecursion", "\[Rule]", "15"}], ",", RowBox[{"PlotStyle", "\[Rule]", "Black"}], ",", RowBox[{"FrameTicks", "\[Rule]", "LogLogTick"}], ",", RowBox[{"ImageSize", "\[Rule]", "300"}], ",", RowBox[{"ImagePadding", "\[Rule]", RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{"40", ",", "15"}], "}"}], ",", RowBox[{"{", RowBox[{"20", ",", "10"}], "}"}]}], "}"}]}], ",", RowBox[{"AspectRatio", "\[Rule]", "1"}]}], "]"}]], "Input", CellChangeTimes->{{3.7816017343502274`*^9, 3.781601738871786*^9}, { 3.781601797548263*^9, 3.781601852178006*^9}, {3.781601912741486*^9, 3.78160191696876*^9}, {3.781602006389926*^9, 3.781602013361672*^9}, { 3.7816026827426853`*^9, 3.781602686178524*^9}, {3.781851396068861*^9, 3.781851423260047*^9}, {3.781851468770241*^9, 3.7818514703052893`*^9}, { 3.781851501524104*^9, 3.7818515084106703`*^9}, {3.78185157993048*^9, 3.781851610817889*^9}, {3.781851649073264*^9, 3.781851649729269*^9}, { 3.781851698418931*^9, 3.78185171099368*^9}, {3.7818518599615726`*^9, 3.781851923504311*^9}}], Cell[BoxData[ FormBox[ GraphicsBox[{{{{}, {}, {GrayLevel[0], AbsoluteThickness[1.6], Opacity[1.], LineBox[CompressedData[" 1:eJwV1nk4VN8fB3BmDNnVHVuEGSFL2oSUHFtERJZEZIlC1hClkiXyFSp9lfyI qKxJliI5RRpkHxJljSIiii+J32f+us/rOfe+zznv89znXpqr3xF3Ehsb2yZ2 NjbWdSD5COOpNwm9Hue36Lkmi+Vrbmo9AxsVsOd0gf0mOgvLwLGavxbbwWx6 VjcqwbeLujObwfR5K/sasDlH/AwGu9vYTDFY4+eeJxaAp8TthIbAm4W2vo8A L2c72gmcIaE/n8L0lcEi5ae/eYGLnRiyEXGy2OzjpXWbfUhoT5JXoWKsLH5J KzD+15eEUutVvl6IlsX3SsmN5wNIKCu72XTTZVlsxyxr1D9HQiEfJpZsgmRx p6hoc3ckCamMvLMudpLFDRn9LUt3SYhZZz3quEsWFxWe7NJlkJDDWcqtFwN0 vNCbY6gP5ntku1oB3k8ZqzQAu/PkeZaBWx3d043Aos6W6Al4VsDD3Qxca1Qy nQNWCzi1aAdO53lknAyu2u0l4Q9+HhC65gFmvPJzywC/cCrwp4K/tJ+fXwYH h9q6+H2mY8nfyURZIwkdCv56Qe4THSdo11jJN5NQnM2m1Jsf6dirVZjJ00pC vp7vfP2ZdCw/28Ds6iKh/cnmY1pNdHx/l2KP+yAJJXF/eMZXQccpVdO91xZI KCq4YrQokY7DGSEDHZvJKLDMypzLgI43l/T7dYGP+F8f4AC3pCL2brD9G4Yv CSx1imdzL3hsi0HSX306xpQMzwFw05pZ+zyYov/21yR4H7PoyBA4sYbg5ZAj I3Uiw+4F+H5piYY6OKEeeXqD69Mnk9PAou+v/69Nj455A5z03eTJCAlrH7mj S8dp4gce/1Igo5jonO9KOnT8wks4UFSZjJZJsp+steB8+MoojjvI6MtZsczq 7XTsZ/lT5Zs2GfU7Sy90baJj1z7vC6u2ZBQf5+qouETDRlPOYsrXyGghasVJ qYyGZ7ve5qmAQ1+uHNoCvlOttFcV/NxoVUsePBn/y3EH+JQtRZQOTlCMe6AB PmMt2yYObvd4omoAXu3I0OEG2w3/NXAE9zfdon17RsNePWkBSWA3/+CJXHAi ZjbNg/kCha/RwD0pxhdfxpPRdHwll3gpDXtobx8xS4D9z/9l5y6h4ejEtQL/ JDJKl3cbnyqgYbw9Q6fiNhk9NhMxq39Aw1rB/R662WS0ucE6tuQWDaus2pQf rSajbcwS/5AgGt4gZHokepqMkjdN2IfuoeH1ASKNMWCFtJDSELBQ57BOLFh7 jYMnGCyQEro1HvwtcvOLADCv2MN1yWAJf19RbzCHDHvtPbD+8FamI3hxW6Xy M3CjmIO5PvjTYVnKCFiz2NdQAJyb9KdS5wcZCa6F7s/RpGFNwcJNf8CpGQLH 2zVo2EmAfyJglox8VIYNFNVpuICv7fKJeTKKrkBNn3fSsAG3VZHWEhndfbWc YKlCwyEkh3U/OTiQ6BlnbTdpGu775fXKUZIDmc//blTkpOGsj/FKGqYcaGxl mXtjjwze/qCJNPmYA33U2W/rfEkGD3zbG/gdnGE2sv4EOEG1aHgKXDV5tcUR PPEiCc+AFzo7DBzA2e3Wl36DAx18d9mCqasDS2x5HEj40BuhQ+D/7OZnRcGv Hnc3a4CxgOSgIThtd76+INjivE91FtijhVvr1UUZ7G8pFHQsnwO5haTrSoJL 1mzGGAUciKe9v7r3ggzecXz43aNiDsR9SM7BKkwG7xT+L8G9jAPJS2zQPBwk g9Vi5USHazmQYcAxThcvGazpHaHc28OBnENVxyZsZTDapW7dwEFB2rOiWWE7 ZLBlXVZutjMFSYVo5fd9kMbO9RpqOeA/ssVevWDfty1vcsHMcrpyDzj+3dLg Y3BwjEBhB7i+2XLjE/Ax5mwRA6zJZE+qBotsH3paAZYacwllgr37PKtugic5 6aacLhQU37ml1QQcaZI96wm2Wm/NVt0jjUs7svfucIX7O2yS7nVL4w1DDzpq 3Sho+m3FUccuady5kvv3kwcFGRsEJY22SuMj6vk2oj4U9OzWztjlt9LYOq+U khBGQaEPGSuWZdLYLqnOPfgmBen96DHLviGNnRzG5IzrKcjShkTPNZfGXvNb Hk4rcCKzWYtTGh1SmNfPYfT7MCfSkvWJk2aTwrnL2pfCC7iQV7REXOaeTViX COV1DliHJMRF/3n1jyR2P+fYvaDIjcw+RVY9X5TAkd/nVqTnuFEG+2LJJjcJ rFCwy2WlkAedt4gtUhjeiNsWmyuVT/KiIy5PJg1Ob8R+1tQz00p8yNs7fGx+ UhynrnA5un7hQ+we7WqB58VxZVlBgWcRP9pr1/3HmUMc9y09nKoLFEBcjaPl j26J4Zh4M68OJUG03efJQI+KGFZUzjEMmBNEhvSLJNdaUVzA26XqaiuEnH4b 6rXai+Ia7sIJ62ohFBYd3rlvRgRbtJZsCpBaj3plpVRbrorgR5q8s+Pn16OI KKXKvfIi+E++9k+5wfUoubVcwfyVMCbq3ia/2rcBuQUtjg44CuPCrLC8iDsb 0IMsDfvmNSrWjaP85F3ZgPT5q28rpVFxGvVrz6wdgUY3ri/J20uFd+f+94wa AhnfHdKJ7yZwVf3hp5nggqtZ566Bo4dWQ+6D+YJdn8SBN4o5krLBjdZfpGLB BrHi4rngHTLf/kaB09xvHigAF47PVF8EH6BHZ1WCj+1k0wwAp987dbQdHFYv u90ObJKoWsf+ikBiXSEy8uCcsy/TToJDUw6xv2ES2H5/70GlWgL5h1fULXUR uKFL8HE5JlBzbKSpZyfkrV46+b6OQIqMWQ/jNsizdvy81EigI2bt7zkbIW9N vM26h0BzWxYso19Cnu2tUp4ZArU3b90a+YDAcoF6obxgR3Nl9yvg2es/tflY 4x1b/hcBjnl7uJEf7NMvy38ZXKLGNyQEDl4Sn74A5iRi+EXBDGfOomDw07aQ 07Lg0E+DKp7gdQftpfaBx2Nvq1iAy/fS4n3AJ4p5VaTAQrQnLu3gz2qyylXZ sL/vTUL/zhKoi21NcS6LwDuukPxocwTyczit5Hof8goDlDV/E6jI7r/dev+D PHaLHPc/BPrVVnuOlAp5RXz/Yi4qcsm/+iAqHvLIV8NCZKioaGTntbgAAu87 /m3HObBieG9rLLi0zGSSZQeRS1SWM9wFHcLAI4caM2PAIe/u7AsHh705UREJ lv+nYO0KuKUtYTQcfHVDR8x1MP/Zr9oB4AM0yZs54L7+jLlj4Ib9pfmd4N3q IseVwe/CBvpVaTAfj8K2Vn8CM2bU938FxxEd3QS4uf8ryU6WiobeGMpl+hK4 /dnBhD3yVOTqkf++3JvAfW78mSvKVBR7W0F71J3A03Up9ZEaVJQisvXBfnsC n5RcDI8Cn5z79k0b3Bd0bHc0eKQ1R5XlBjmphzHgyWuSVXvBGbGPYuPAtHV8 HZpgc9Mqk0Swmtz31Z3g4s7B9rus54fz7BXAvsNKn0vAx9wVNwiBf6zi3wNg nZTtV4aPgfdMy+/VhL4ST5yIBs8+Mbw2Dxb+qCPZZEfguXsLZie1qKh6ct0d m6MEXjhr98FQm4qu0CtSz1gTmG2z5OQ6fSoyNzxQmWYO/YdfyuYGT47w/b0L nmIO2fOAt1/p0mO5Nya3mRdcXevcmgou+apaJABuMrgwlgJ2LtD1p4I7fEuI JDDeeWpBGnxBT8I/ChyhW0rSAO/5NrflDJjthLGEO3hcJT9NG8yeFnToNbg8 VfPSkBmBSUItxWEGMH8v01AeTFm5eHbSkIpMt/J8eGpKYB7m4EqzMRXFB7qw NxpDvope+Xtw97GtRgzwQnSOTwuYobuU8A48sttzoBX8kLgh1gCuSp2r7QAf qMXb6sBeDpSoD+D16jJONeCmESXuUTAza7DqKTj+Z7DwMpgj0DkoDcwjyKe6 5SAVpf/y/OoN5jXRPBENPno5vUUAzIeTX+8zoSK75Mtp1kYEFizUvVpkSkUl zfvUhwwJTI1+IJhkTkX3KNeDF/Ug/xOFwbKtglP1Apht9+mIZHDlwW3sLE+N qfy8AfZJ7kj4Ba43quhMAefIieT8BAfxNt5OAxv4ZXZ+BzNv/pB4CDa8XLpt CJyStWdLDVj3Zt8EA0ytbUPfwc+jdjqlgYWX/wQYHaYiqxvsRtpgEX9r5hp4 ep+keJQugRMYFQlsFlT0Nf+HUySYRBM3ZAfHib/OuQL+0fG5nASu+s99ewS4 YdepVAp47NUTo4vgkMUwe16wrZd+yDlwz6XMIRFwprZ3lzf43+uTU1vBb7pf XrcGixZEUI6DR5pPkeTBYuOF6s/B+u8/fWcgAifuF5xhmTz0ZAfLHKkBj16A PX9FnnsHnjVSF6sGy0krkhvAjLzapRqwS3jwxjpwqE/nyzrwhI3AwRpw769F vTbwrhj08Cn4Dln/8Dj4AfOhcxpYjPbxFNWSipLUL3R7g8WPU+76gw3J+rUC 4OSyU5YB4OsvRSgsc/I3cQeCw0MmTfjBczWJ58+CTaZu9PCCm6TFjoeAHw0O Ta8Dnx9Vkg4He4xdkiSD+7wscmPBP89Uhy3qwPcu7N7TDPC2M+pqQ2Chzr+e meAOc57zg+CrSs70+2DxnQO1A+DA/s23ssB3l2NMP4NNtIuDcsDHbnW79oGX 2V5r5IP7R4NuMMH2ceM15eAhtrIfDPDG1B1N78HjSmp5T8HJM7ciW8AD6utm SsCcxgtareAL+p/UWJ77r6qgDZzrFI2LwU32Btc7wS/SmR8KwOeljlr0ggc1 gjkfgvtyw3tGwfTJCrc0sMXqQOIXcB3PP3l3wQ22ukZjYB6VEzN3wKVcnM/H wVf9uS6kguM9k+5OgHXY7W6mgLW2Zh+fARfqLuFEVl9l70aWwaH790lFsfri V7r3B/z6rNDJSFZf7glWK+CSvC95V1h9iVjW/wVfFL2+O4LVV2hfLtsRKupZ /nzoIquvvdOnOcFRQ5cvnAP7pxymcYFlZKxfh4DHp55+ZNnVeQsXy53/CzHh Bn8Yab8ZBM5fW1PmA1+eoeUHgGXs4G8PfEBtYcYf/G9JfTo/uDSsaTfLkS7X +AXBYZxnX/uyzqduw8x6MEOhvtcb3C4R/GgD+EXAHSmWDwR9OEGAD788c9IL /PL9HjEqOJ5LN98TvFMuvZ1lbyvh2dOs9ZhKrhcGW237Xczy/wGnct4t "]], LineBox[CompressedData[" 1:eJwV13c8VW8YAHDbdW1dEio7RGSFVLdkVIrMkhKhpYwklSRRyMjI3smqrDTJ +xqRHb/KukYXIXt0kfV77l/38/2cc89z3vWc55FwcDVzYmJgYIhnZGCg/8YU 8EUJmZHIW746eebuFsDExzIlm8FXlF7mRhfxY7/+x1eEwV8n9oRN3eLHtD1/ JLeAD8bae+04wo9dnhr30C1FVkpdFufH1NGCaBGwAveRm9FrfPjUQX5jUbDR RvPz/3r5cEvCDRYxMM/7wzeXMB/+dFTr5lbwXZ+2rpkwPqzyPFFpG7hjoujo plt8OHtldZhuster5ix7Phz1qtJKHBzpr6J6XocPE1ileSXABeORc3pyfNj3 7KM6uov/dtaxbebDV3iOaUmBdWWq23ImefGA8+sZui0jAjtutvJiK8SbJw2O W13J9ijhxYfcvm+RBbtekPsbf5cXi7SfXZED27pWGoQI8+KnCviNPJj7hN2W HEZezPZQ0kWB/r5u8ySXcR48pzZC2QlWi+LSqcM8uOGZW8UuMH+UqwTFnQeT p9q9lMFM/4mVGNvx4HcGGsoq4DXjt3ryx3lw5uJy2m5wUeUtKwEFHnzn9MMH 6uDCcesTCqPceKZ4WFsD/PDiOU7fTm7sTDSao1somd99az03NivjurAHnNxW H6j2khsrbI09rEP/v842UU8Pbtw9kMtOBt9YNv7kwsmNTbU5Md1vj+pJO21w 4drIa94HwUmVwkzB81y45JDq2CFw+p+T/CcoXDgkq6xBH/wgfOTA60IurHOp JewY2MVbT2nQlgsXYRUDY7B6kVIGyZwLy26JXqd7D4PPDYcjXFigwdr1BH0+ ll5Hmmpy4T87f5mepM+3ptgTJ34unDg9v8kaXJGj7L7cyIn5jKya6K48Zh3+ qpoTP0r/EHAKHKRa/uFGGSf2OHnv72nwq4HyHN2XnPjoG7YOWzBno2thwRNO /M9rS6IDuPqfbEG9CSe2Wd8vfh28Ij3mu0gl4m9WGZ1085cl1sdSiNigkDnS FbzRwl188CcRq57/yuhOH396f+7HeiImVp0cvAG+uHLpjVIxEX8KdMy+DaYx 7/vM4k/EotwhioFgytG470EKRBzlNDFE9y6xs2+sZIiYUHEi5RH4b/wzRUVx Il64voknCOzmtTd6UpCIm74lT4eAVZlK6usYidgnprDkKfi56Mnvdd0cmCL6 QysZLHmfwHErkgObee6Zpdvd/02CQBgH/tqUkJdCH/+y7JM3QRy49N45kTT6 /df8bVj9OHBo/8hKBn2/lf/QHbnOgXWf/6vIATs49monHOfAyQri+m/AhoIG nJd4OLDAQ/81us8l9I/GEzlwUM/Q21LwULtvfTMbB/YMzZN9Rz/vfw+4620Q sPGUKuEj2D6RwfXsDAGvFus3VoBTl8pF9f8jYFvtqycbwMofKwYKkwhYzOjd 2V/gz666tHgNAo5KFxaighWf7EiNUSVgwvKdFrrJbs5VUcoEvJB34MAQ2DpL 2jVWnoCbOOvFR+jrm/fj96etBOzT2jM4AX5zurvLk42AKVaMV5bAKhZ5vNFd 7DjZydiL15xEXl7y3vIlkB0LVBTs4gP/aGDwPvyQHQcJ8Y/QvdXINOiLHzv2 rPthLQDe9Gq0tOkuOzaWt9MWBJex+K1NubPj1Qn3VRFwSch76wfn2LGtZ5y/ LHhPp6dHixY7FntIDd8HTh2UZcuYZcNRPYcN94NnNAo57k2zYYJ6zgbdqvi4 kc0kG14YuupGBi+6sLsLj7HhJoO/J/XA5vsijZ4PsGEfIkHwCFjytE7XbCsb pkQqJVmAGWLO6F8uZMPJ6d45V8GWVm7Gvu5seGsFD04A+2u7DfgzsOEYIXfv RPA5LdahznVWTHT9TyUJrKg8+lx5jRXTtsdnJIPTzsxa9i+z4pYHEg/TwA/9 St0M51mxr766wQuw3fLajPZvVtzXdLqpCDwXjb8+b2LFqT1ZnXXg3Te3oCtJ rHjbss7sX/AQo2fGyAFWHHMyJY8G3il6NSZkP8TP37BfBLNqV7Hs2gfxbWra l8DV7hK2XjoQv/x46Qq4M7ioh0sD4vudv8VoQSK/ty9vNVWA+OyP1rjAby0f KaoKQnyhNg5psPXsv2GjCRa8Tf2ipBnY9nhzs2EaC44Jre+mm3/dqWl7Kgsm Du+MNgcTRkKll5JZMO3ZDLMl2O9x7kBeIgtuWbw9bA2+ekTYnz+WBfuWheae BYfeCtaZDWXBfYdKdl0GW9pp88/eYcGpJ9d0/MAmrX6XR6whvmu0eQG45fZ0 h50gC96ejwKIliSykrlX6c1kZhzLJLmPE3xqJlgzKokZc50J+Ev3XcG5iYJE ZrzEecSZG5xff5Y2Gs+Mv11rN+QD77256G33jBn77R4mCoH/dvHJWYUz44EP xEgJ8CFD1aDLfsw4vc4yRQtMu2NvLeXEjMWHx986gx121rtUqIDFhUeqwPcj GASetTLhWO87adXgqRbjjZ4WJszVRrGuAevrT/NIgZceZHz9Avb4wfSsuIkJ fxtUyP8KHt/6T+dbPRP2y9l3rQX8atcUdVMNEx7YdWG+C1x1Puxo6QcmnL6v YGMGLBx0p8kqkwmLnzksvN2KRBZ3MwzjucWEJWLdjtwFh/h3i5TJMGFJrvqX atZwf5vCjfsxjDjecaejOrjqznetpWhGzPM5TEwDzBoSyecO/nfNLEwTHCmg SnOIYsTtrT3XtcH6Lf4Jhk8ZsX/01O4DYLaXW3RJoYyYKkL6cBSc57a39dND Rpwpb1djDx6OyJDWvcGIJQ3/UiLAmpknc9jNGbGUvwTPBNhx90O7IEFGLL10 2y3rFIkc+ys79WUWA040pci9AMtvT2kgg/ny9v+iG/37wPjzOQNePc1slgMW 2LCOZAB/LwtVywczPZnRsMpgwAH302iF4Pls7yjmVAY8xPbFpwxsdtkzyDmO AWcJ8gW3gyVfs4wYhzBgGbXsDIbTMF7rvU/i3Biw7PX2dlvwJc7ae+wHGPCO IQUNQRvIX3OZ+/i+bKBU3bBJuh3bLU/a1Wwg0rPpF0Lg4107PAuqNxCDQamQ MJinaNuIcdUG6szZtyQCltjM7R+CNlDQVdMycbBreVIw4dMGGp27eVARrO4u 1sxbuIFyGSuP64EtAhtijiZsILnt1s7u4OHK4CqX62Cbh3HNYANx5XuHRDeQ wree5cAzUH+hY/sNfddRutz+kkfgNftEYtG9dST0IP3KY3DGtY5fwmAmVaee IHCxplDxn7vrqDt6qvwJmNzj3R5+ex2FWDP6RYKb/jlt7/JcR3/6ZNlSwDZC ET9vXl1H+ZPuAqVgv4gv51tPrSMFTsJOKjg+54Qig/o62mmgbrvfFvJpv9eM 3sQaUiwPraCBGzw0lSsurKFM0rTXItiXS5JRByx87aTyEjiD0bznrcMaYtkm lL4MHizyy31tv4Yo99MerIL7+SdfpNitoVC9ksNMZ0nkrPUtivfPrKGJho4G bro9Tc8Zma+hV12SHdLg0s692+cPQfzFD9NmYDvqtH6u5BpSUh0WLwSnhnGf ezi4inbl7oNSkETObvELjbuyilRipgw77WA92q0IQU9WUPaEKUMX+GNghtg2 sJj+mw90c8VIaJaGrCAC7ZZ8D1ggCXkPBK+gAWtGzj6w3TFHXe2gFfRUlNQy CEYHO8vHA1bQTKa2xTQ4yLAw1cJ3BRUVB5xnO08inzcN+KrhvoJUWkVuq4Ml C8ya1K1X0G6iYf5TcGHbpcht0itI1S+N64g91FMyjO9dKv8hDRfTto8OJHLO 4sCZAMI/pHO4xCbJiUTW+1n1JR0toaJk0qZkcJaj4ykLsOxfr0a641IyJtnB Atl7dVPBacemtrtWLKE/7F+2ZoDJhxqf7/u8hBIbOwaywb60S3I9n5bQP7M1 5xLwrzv9UsLvltAne6Mb9WC+AwpdCa+WkM79vieL4PDZtrGyhCW09xPxs7kz 5HfrbmFvzyWkq3JhO9dFEvn3t3iLzzuX0AEx0pDPJRK5LuppwlT6Ijq8cPPa uavQD5wY0yFn0tAn404ZO7B8+LsZZrDKC50+uiXmBHLrMmhIzGrjhD34VLO3 qAl44X2QiiMYW9JI59JpKOtu0vxl8Nf+LDOfVBpiYa68fRMcUrV76WMiDdXw cz0KBTuYiI9oR9PQYeXM1E9g9Yd2SsYBNKR/paVVyAX6NeXf8h+dachgQFa1 FfykOfTNS0UaOtLUQTtwnUSe5c3rKyj/i05kaftJuJPIOvmEIYvxBVSzmqQl CS6ybKqSBOtYrs/Q/To3PnPmzwKSZau2lwabk445hYLXLxrr7QCjXMHF6rEF VLDTjk0JHMK4x1htdAHxvAkI1QL73rIoFxheQC2VrfEm4Ca748Xf+xbQiX6n 4ntgovW/Tsf2BWQiEkXtAv9V5PJ++3EBmT79czjKA75/6RzDAsELyNwniYPZ E/LRft1L8QoL6JTFWtSQF4mcO3wxAd2aR/YslS9yfGB+U+WV36nNoaBPb6/l gp2YdfpDwQVu+Rp54MAfUxEXwP8o0V/ywcs5+vN84Ki3zsOvwXqncyqvqs6h KmcumVLwQrjGPYndc0i63joLg9MczFzDds2h32FTmV3g/3L27L8oP4eubBZL 57xHIv8Z5PeR3D6HPBRuJbqCdwdKSL8nzqEAU6WIPb6Qv5PJcVbUWZSdnOBd dx/yxebxKJvoWfRH3ePYiD/kA+tBh7GVGeTpJDUrGwzn9R257VftNEoUFf64 A8ysdWItFYzbuB7Igf0fb1WwBXPtp/EpgM94Mz76+WUaZQnVqyiB3zL2GTTW TKMfddfd1MAc74cmSqumkabCp+kD4Lxehoagimm0NGU6dQp80E6zTvXdNPLx 9h0PAZdMl1ZHvJhGgU+6hqfAgmPlXtcCplFscUT3uxDIT5msdm8PTaMPayvV BqHQL1JNqh0rp9Das++xzhEksqjJhz8faifRo9pA3exnML9j8sUPJsfRK587 LDngh42yOUbgdlXXJrozljJSeMHb0k7Z5oHHZTeFpkyMo3e3dvq8AoffG7j+ cXwcjci1lZWAd9hJG8+OjSOjJ2J7EZjz/F4n+9/jiGj6RrsTHMn6j0+vfxyF dw1oEmNJ5N5R2yNcbeMobmLv7uvg2z3ym96VjqNcgTkZzTg4Lw4/y5x8xlHj uXO8tfEk8gc2uX07uccR36ImdTiJRKZSbWqY1P+ghB2jj2UySWQjuWNdtTGj 6FXQ0f+yCujzr3p3y7Nh1L7/QNIL8M9i/Y/jMcNoaUHtQjb4xVj84mfwYfut 8zlgJ5MNTwcwRXtG4CVYp73R42X0MOIef2ZWDHbPc7izL2oYXT/+q+0zuMjw /kf7iGGkIuD97Sd4MHn3Yn7wMCpNetFMKIR6TPjidbLvMPpcwPDVBTynHbX3 1sVh1PL9Xbl6EdTnmx1aNukMo1lxqeyaYhJ5m5VCN8vAENL8uOI9VArrL94u nrtrCKGxV9uky0jkaal6LcGfVPQ7LeM33QdTvGf+/KAiLqvYAhmwn8mpXAw+ VXV//w5wiU2usAt4JtHsnALY4W/IStV3KhI3XkpRAb9/dLrB7T8q8i/Q27oP PHpdKLTpGxUdvtEtagW2FqamBTRS0ddV9i1B4NvN1uyLmIq+8V7YNAH+vj2g YeglFVE1thBKy6F+7uCpH3xARSz+gbN6FdAPhpOnXXZRkZHIuZoLlSTyu73W bHHBv1D7Ud4rz+ug3ys5mFxkOICWGFhUs8C/m8RXgsDb3i8t0y2kKWNjD74i RQ3OBl+eTREWADOtlublgZlWT8TdMBhAaq9txgrBjQMFSZr6AyiGN/tSOfjB mD0uPzSArL7rXvwBtmO8ebt+3wDqPnvFkf0r7Nd9pnlDagNo0O3LuavgXJOJ RQnxAbQQe9dcrZ5EFjlfI+U22482D47oVjfAfpHeEpdu0Y/2J1BYasDGI45e ZmBHk7YmugOoNEsWcFHZJ9tasN29ScFL5v3IKCbMp55+XVYmQdmsH3nrq5W3 gnPPfH5VYdKPunN891LA8zPBhN6j/SjZRVDnL/j471NRIgf7kTjt0J4djVD/ jy1OxCv1IzmO1N1PwPZxSYWZbP1IR9lC1ryJRDb9nkwb+9CHbO9i3sFmev/a vaa3rQ/5737bQffv1PZJ2tY+lDuSlzYE9tjJ3ZcHXjCPVv4NDqo0QrzgUEVn kzHw/dqugB7RPvS5lzNiupne/zqI3djSh7aRrXlWwSI/2e5lkvrQAMsUl2AL 7LcWZxYmzj7kGC5KNASPNHyTr1nsRdcyvFheghdvN1datPUi3zrFZY9WqFfX r5ZlB/SirHsSlTfAFyNalWzADWpCwZ5gxgs30rnBQukbwl7gxua7jzwf9qIC 73at22BCfITlIf9e1C/v7X0f/EaxaqP3fi8ih1YvPgF7tRgHCN7tRUwnbWhZ 4Muvq48HuveiR92P53+Cr2XHDlw814siJqmTOt+gflHpWNLS6kXpmxKoTG0k cnfyr1DiBAXV1oflM4ObD8/dqxinoIn7/h4s4IjTB109wFoTV5nYwLFfEs26 /1DQt5r9khxgnQgdsfwxCmL0GrLnBe/ZplR2ZISCHDqVf4mCF6kdO4KpFCSd UtuvDlbE/OWELgrKlV2gOINVAwJbiLUUVKxt0tEAvhY2Gy6STkGd03ppjWDC yurnljQKWn+hdbEJnD6rP+kPPiogudgMVrn51Hg8lYKofxaE2sCmn9l5ylMo SCA50aoD7PjEN/lsEgV5rg//GASnzD0aSY+lIM1qn++rYNHMNg25MArUU/lt u9rh+z9WU6x9h4Kq7FibosBC94dELllQ0Kjgv+ho8EYN4bEYmKdp6kwMuOXN 5flv5hRko9U5/gycH/SrSRs8x/eSMwHMsZjrz2lGQVJVpsfSwPVSscsFJhQU IJ3c8BLsWDJIoh2lIIMx1foacPAhUcbAgxTkkrYj8guYdd7BRxscZSl2uhYs LDiyOEmmoL5K1rE6cFp+1rQV2Cuxk9AIPsX895fcAQrKOeZr1AZOzhtra9Kl IEJBfV0v/foXsX6SFgU1epyvpYHbN90peLEL3lfOMnwR/MCpQ8sGLNx/xGoJ rDHnVs0Ddjym9nsZvPj+VNctJQpalWJjWwOr9v5jP6pIQYo/Xuoz/0ci72oJ cpuSpyCzJ+ncLOAjF/LWM8HeB5/9oFtNhi3MGlzz2teJDWyr6JmP5Sjo7KOT gRzgZ8qSo1E7KCh8z2INL1j32Jfre2QoqHRyPJQPvG6YyzAhTUHdzwcs+MGs jnVR6WBZvoYhAfB+2sf3HOCK0WQWIXDAVTcWiiQFDaVGNtHNc1Q9/imYaPko ZjP9eWR1RX2wVaWr9BbwTc9RiwIJCppOOHRYDEzpksjzE6cgIdM9XFvp8S7U 7tcA67IpfqdbbD37+9h2CgryEHTcDnZ1EmM0BxfIERXF6c9XLo5jB3/vW5+n u4jgv6t8GwWJHxt9KAmeGOiwlQEbMPYekwL39NkudG2F9X/ftkka7DmyNTQc HHWttofuoWURaT3wB6my5zLgk4IW5YtiFBQh+ZZKt5lV8mo/+H/NCyQb "]], LineBox[CompressedData[" 1:eJwV1Xk01dsXAHDR4CdRudeQyFCmCk+JKN+vqeKZIxnyyEypkAZR8XgU6VV6 T4P0Em7IkJnsDMWVHleXe+/3Ro9QkqhMXclv++Ossz5rnX3WPnutvY/y4WNO /sJCQkKPcS3uZxIYvuqvaeRlFwfm+8980NqTMbfo7KElG3ze8sHhR2qTBrov PkcvroMPUaVxlzXRtIaRGy6NfLgTdGq/FtpA3SGvo4IPjYpH5DejJx/bjYUV 8OED2/vdos8aZS98+IcPEpdd8reg4yPrTkrc4sN2U+uIrehVKqqD9X/y4ULh NhEddOJWd6PgOD7k+Gq8XPQvNnd2WkTzoV1O4bouOnWppmNwJB9kE5er6qGv yyz8PB7IhxIvnpk+WlhsPKDbng9c2r9iO9AyoTX5TtZ8+NnW2LXoLcNrqC8W fLA2KDhsuJj/tbqEFCM+DEiejzNG088Fh/5U48Paho2Npuh9Lp7GRSJ8MDwl d8kMXXD76G9XFijw2irhZI6W9xIciZ6j4FHGTL8F+ub5EPGYbxSYhbct2YdO ZinWrh6kIEL1uKkd+nuj+l8qLRSwE2qfuaO/CeUm0a5TIDAuTvJAzwdmaYle pUDpa7aDJ7qpy0FlSSoFR7yu/HcInaa3567wHxQsNfAR8kEvHVnZREZToP9h ORmIfv5idekNPwpuWjtBBHohtFOIbkTBQcmRpylo21ujhtljPIh93puQil5n Y7MtYJQH2dFdtlfQ1YamalojPJh4X9ubhhbTd3hbOciDpGdX5q+hlfSzl33k 86D6xPbdGeiSjauKs9t4sI59vu4h2up+kI4zgwdv/paurUefEB1p7A7hgbD9 ynhAB6cdTpkK4oHGMqFfny2+//Cao9KBPIg8MUI1oFv8MkM9fHkgbl0naEbP KFGqXz14sHvOx+glWmqQ3epgy4PMQ4XVHHSjdrTjC10eeKtYVE2gZYOldu0W cGEo/0S5CptGDlE6Tt7pXBA/HBCjihaNsEx5e50LerIelhvRzAw969+ucSH2 d4vuTejl27TsvdO4IH1IZkpjMf7R5yNByVzYI/F0uw76aMnvUVdjuJB3XLTM GH2T6zduHMCFEP17pc6L8ee8ZwcNufC5vr0oEX2r9N6dtgEOTLPUH31EsxRk D/RbcGB90vrwUbSkn5FNuTkHzEzWGH1CbxmgziSbceDKIwFzDO3MXRatR3JA Lf7VyAS64arMmj+MOeC6PUJzBh3luu+okR4Hqm7W54l000iVg6enWzdw4KyH S+56dJjViFnsXA8sDMZl26F3Rqk9kSnvAdHZ3sxStNAPLqdRpwe0H3cFPEFX c3pFGrR7wNmvRbsMfVfFwAG29kBWZ3F9OfrcywKrus09YMiI76tCDxlK1leq 90Cwu6YioOdrtLLKNvRAW13k3Zfo+IO1759L9kDKxZV3BtGaPm7p5hPdsHrl zgzpHhp5W1aJnV7aDXKKN66fRXPmQF94VzdoWVgnmXFo5AbZqvwYLzY4CEwc zNH3E4IkGIfYEFW8TdYCPTCkcpHtyYbG9Qp5lmit2gc3N3uwwX1qvGUf+heW 20XKlQ2Xc9JX2KMnLcDR2JENn0T7Ez3QLZPSz0Qt2PD41amESPTHzcXDLE02 6Lk+jMtBt6nnuktPvwbjEKEYMS6NrG2bN9H/8zXYXK040YUOE7E7Ed3ZBWFv VDwOUzTSUqk0OzOUBTeuyaj6ovt1IjdNhrCgZp/46KLvwd5CK/Ty8qmz/mjZ H4pdk0EsyExtvRWEPmR+7PivASzoMAmjwtB9Lf/8/O7NAt371W7RaO2qRjfP Ayz46u9w8AZ6b41xh74pC6LGY1xeoD90iX/YKcOC88I8ey0+jVxbc0n7THMn XNVIs/iKVhBUMsJVO+FJ5NzWuF4a+SCqQr6k/xXMirOF/vkP+9v55LjFKSa0 LUTXLvp9FelrFcWE219Vox6gMwsU3tieZIIJN2I0G+1eKNZ7IIIJ8Q+kenLR 38xz5IOPMUHCaH9+IXqtYurlK4FM2BjY5VKNXm8ZuK3XlQn2DZ2POtGOpkOp yYZMyDn5ynkBTch5PVcQtIJL34s8z34aKZHxTUknthVKi6odZAaw/qleU/8m t0Co072slHc4vwSS68cLn0PfXyHkqWHs5/CAonyVRmhWWXLB5hPWx6692m1r JdykM4xs0Rqhm54wN1dCoKjj1KKXDJcW79SqBLHPWSH26HrjkCo59UqwryZd nNBaWZYCnlIlUPYXtA6is4qT9nrQKmHi3ALbF32JJr7CZ64C5DnzmtHoaUb4 6jPMCgi/LHjNQFdElgrx/StAefKb+ooxGhmOLed3rxzn73BHA1peJ9b9NL0M DILaNxiM00iRPetkVVaVwKPCv0D5K418vYwzdsg2B9IMtRemZ/B/8m9KZ7/W J7w391TPoGPv/gx4pWtA6CnGRs6ia5WDW5pSDQm2yL8j39GM38V2MPYaE+s6 jrJ/oMsnTQPyD5FEtn8hQ3iWRhoOjUcpsiyJmmtbnCXQ+TLM31I9HIjhT1qM Teg1MDleQXgQJvfV9zuj1R6+Oul7IYj49D/l3BI0uz3zXYLcKWIfX8r+yHca 2bvDzmfUNZEQjv2e2S/A/PSUkwv46URkU7NJ+zyN9D4jFvw9+CHhbucRe1+E TnZd7Tl8oLuMUPNLmv9Vkk4+fjb9t9R0EzF7QLfKBl1rNrg2F8204obboi8a G6cYzTQRR3Q0PtihP2duivGZbSJKBC1djmitM59ciwRNxK4/V+S5Lp6ftPhi vdBEONUnOvmi3xRvf3JRtJmIkU3IPYte41MQObaumWC3X3RkoFXj+r8+JZqJ eP3oh8tX08kvEntFzJObif+Wh9k2oBWcV+T2yT8nMhj77+5YSyed3004+RMv CPFxxd3KdDpZJexjOnO+lfhypvzc9Do6eZaiNumOtBN1aQNzWWp00lMQ9SW/ rIvYX7tLMLWbTvJ27IGPFRRxLsugZBrtMe8Qo15JEdkJekEz6OFEwtgPPW2v 0TOLFhtuqehF3xqUKp1Di/ATCjqrKGJg1WjwEhM6WTZSca2ihiKOe2fwxNFu w+NWcfUUcWXZdJUq2qilw1fuBUW02hedckQ3SVCWe7opYteg8lQButcvv+XW N4pQW7Viwpegk4MtKcPaunxC4MUaYpF00qtSoWgpg09kCQewCs3pZFL+W6lj GW+Iz1Zpef5WdPLpwV37L5zsIy5x+w90O9PJsdN9U79I9BMNU4lPykLx/gVO uv/fg4SOLutIRAad7Dse2bTXbZQQLdwtUfODTlJxOfMvLk8SDzsWbN3dpEn2 aXezexkCwkSQUdf0VJpULpJcOnFMiLzdlsxMlJchNQ94JmeRImRSGPX9s68M eWcno9/Wcxn5f12hXzk= "]], LineBox[CompressedData[" 1:eJwV1Hk41QkXB3CMJYkiuT9+uqVrSRjSJlkOamrC1NhCMmihJpck6hpSqTCN a0uLkha9padEYiRZohUNoohyQ7gSScZk6f364zzn+TzP+ecsz9HyC3LaLiUh IRGDmMohdbWCwa0cuhR7/qu7lww5S5yR1n/DIWOv3ZNnBfL0efX7TWZmDK1P XZ0+N3IGnUj6oWXWeYYGzWZbvgqeSdeubGxUkVCnY/MvShcpKlPsli98vpc6 1UScfvFtpQpt4/JXpJSpk3Lbxv/tDZlN0ketMpS5GuRQb8gzSVAlnTzzqKID GjRf6dia7AtzyK5b6a9FbRr0rqVKdU2VGulUmJl/XcmSW8lHk5xGDi0P3So/ Aju06ifmwut0E15P2WZ0x8AdeFd8R9gorKEnuvk3fMsp4c4YfNmncVEFbNbR YShlzpKaXYl2I+wgLZw3E86simfG4NCfuqT14U8VmhJrmzhU+SzphRccfkPz xVt4W4N4WyWccO7EbqXXHLrSeU6YsoqlOmuTrMAWDi2Qk+xabMnSv4JMRcN3 HOI6PBXyiaWU6qHiaz0cYpo8urp/YmlPWWHqxTEOTRcLElucWdrQrRGQpIW5 Kpd8KA1kaZv40/TfAxmSrOy+WwYrmF3aGQirhKkcLYddY1yfBMHLWvx5D+Fm 5v7RUFhwScXnERy7OE4iCpZeEtBcDZ/V4o0kwozL7OpmuHjcVVQAU9rO3C+w QWZhoRSfoUQNtT/0+Cx9zdq17SxszAtSFsKhk8KSp0EM8ZdqWXgHscTb3cJf GMJQv9vRpPFglk7wD9d0hTEkTne0WBnKUm9EaYRPNEMdOm+T8gQsjX9qy3RN Yahp5XeLrOMsifsllloXMdTdpz/jKry+ISXZBh497/JmymOFup/tYFYq+8A1 2OOgw611sM8zl4IbcJ/M6YVOsNgz2zgPPjj049zt8GSE64JSOO5nL9k/Yd0H N+SaYRrMf90Eh9m618+IZUlP3zuSf4+hOfa5/qHwisTER+eLGXLx2ppsF8eS RWC4+3gJQw1Rj7tF8Sw9mfeboKiCoX8eCpO5CSw5LecVLqlm6Knj/J5TqSyZ OzYwC98x1PJ9feFpOPTllvBF8MfcfcfOwM6bexoNYSW159rp8Cf/ieTFsNPb fb4ZcP4feoqr4Fb+85Yr8PHUCMlf4EFhWE0u7B7JE++FmfrqvOfwjaUhxaVw gNuByO9wuK2C96Z2hqb9Vq/if5Il/7mGl4+JGFoXHGO5PI2lZ12LjLo6GHqU 3JP88hRLkh5GdKmHoYpXty2V01nqOfTUT3MI/ca9maECK2X/Ws6FO1fJtk75 W13zPC1YLnOzQBU20BK36sAOAbKFHLj1/vRNxnDT6GYTLpzQa29vC4vV5XgG 8HqmdkkArOK1Zdoa2Ki6Tjof9muXb9gP555sumr/Bffe6xfQDlsNNooFw7jP b6opOedYmnh0M6R5hKFSzQM9jhksCWXrD6WNYR+1lwt/gXP5Hu2n4ffRtcc2 wLeb2q3SYekuns6v8NKrA2MX4HU3a31d4F12imHX4XpL7Tee8Jmwdbvuwx+8 X9T4wzPLHji9h5Uu6tw5BHu0Z/N+HGfIW6c+8i7s6n2oqgqeNDKYPfcCS9uF evJfJxiysm6z/AiXlHkmOuMvbvgsp9gPL+sUfXKFfS6btk5ZKLfT0R0+Ihcr GIA/OoZP3wI/eWFaOARbNafE7ICdfGJN/oOdxdX7D8A7Di3hyWay5D1i5XsB TngYN20+/LlggWkf/Hbt8gbnKYt6Gg5LqlPkRmFAMWzLDebkSaFe6t6K+7C+ 7r/78uHM/E7ZEnjUKOplAVzBmGc9gNdankgqhmVFnaJy+I7nNYUqOHGP+eYn 8JvE9u+v4CvJXY6N8C7xxp4JuPrlqiUDcLTz4qKff1AnTY+eiQUXMR+Zz54i 2Ehhdg0PNpXcX9QBW5VYntOGu8cnOR9gX60Uc1141vCMRjF8tdcyXB+2Fy3c MAybCFIGjeGQQh87OWl1Wp1u1WEB5zj9Y2AE725LfeIGt6zJGd8PRwpLT22C pS2Wb46AE2zEO9xhDdOSokg4N8taxhOW4T4POwyPBIpttsD1wx8G/4SjJ62L t8JuGdyuDDh1Xt/NYFhL9FdNJZxVNydyD5z2UtXwMVxwhBxC4JHH6fFP4ebu k+K98P5b19fWwtzbpBcOCwRV5a/ga5SWGQkfVpq4K4aLhsqCouDLEjGq/fCz K31WB6f6G5q+dwDun2bTFg3HNzEmw7BpXZ96DGx7fmn2BGx3RK13yvcSiqdJ yKiTyzKbv4/C3Ghbfyk4/Eya23H4ut9GbTk41r5cJxaudX51WB4+O9E3PGXR am+RAnwjR60yDm5d1mWtBN/3tUmJhyt0d2fMgv8PSI572A== "]]}, {}}, {{}, {}, {}}}, {}, {}}, AspectRatio->1, Axes->{True, True}, AxesLabel->{None, None}, AxesOrigin->{2.302585186977111, -9.769213201233812}, CoordinatesToolOptions:>{"DisplayFunction" -> ({ Exp[ Part[#, 1]], Exp[ Part[#, 2]]}& ), "CopiedValueFunction" -> ({ Exp[ Part[#, 1]], Exp[ Part[#, 2]]}& )}, DisplayFunction->Identity, Frame->{{True, True}, {True, True}}, FrameLabel->{{None, None}, {None, None}}, FrameStyle->GrayLevel[0], FrameTicks->FrontEndValueCache[{{{{-18.420680743952367`, FormBox[ SuperscriptBox["\"10\"", "\"-8\""], TraditionalForm], {0.02, 0.}}, {-17.72753356339242, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-17.322068455284256`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-17.034386382832476`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-16.811242831518264`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-16.62892127472431, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-16.474770594897052`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-16.34123920227253, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-16.223456166616145`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-16.11809565095832, FormBox[ SuperscriptBox["\"10\"", "\"-7\""], TraditionalForm], {0.02, 0.}}, {-15.424948470398375`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-15.01948336229021, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-14.73180128983843, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-14.508657738524219`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-14.326336181730264`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-14.172185501903007`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-14.038654109278484`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-13.9208710736221, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-13.815510557964274`, FormBox[ SuperscriptBox["\"10\"", "\"-6\""], TraditionalForm], {0.02, 0.}}, {-13.122363377404328`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-12.716898269296165`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-12.429216196844383`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-12.206072645530174`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-12.02375108873622, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-11.86960040890896, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-11.736069016284437`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-11.618285980628055`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-11.512925464970229`, FormBox[ SuperscriptBox["\"10\"", "\"-5\""], TraditionalForm], {0.02, 0.}}, {-10.819778284410283`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-10.41431317630212, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-10.126631103850338`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-9.903487552536127, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-9.721165995742174, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-9.567015315914915, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-9.433483923290392, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-9.315700887634009, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-9.210340371976184, FormBox[ SuperscriptBox["\"10\"", "\"-4\""], TraditionalForm], {0.02, 0.}}, {-8.517193191416238, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-8.111728083308073, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-7.824046010856292, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-7.600902459542082, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-7.418580902748128, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-7.264430222920869, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-7.1308988302963465`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-7.013115794639964, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-6.907755278982137, FormBox[ SuperscriptBox["\"10\"", "\"-3\""], TraditionalForm], {0.02, 0.}}, {-6.214608098422191, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-5.809142990314028, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-5.521460917862246, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-5.298317366548036, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-5.115995809754082, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-4.961845129926823, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-4.8283137373023015`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-4.710530701645918, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-4.605170185988092, FormBox[ SuperscriptBox["\"10\"", "\"-2\""], TraditionalForm], {0.02, 0.}}, {-3.912023005428146, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-3.506557897319982, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-3.2188758248682006`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-2.995732273553991, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-2.8134107167600364`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-2.659260036932778, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-2.5257286443082556`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-2.407945608651872, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-2.302585092994046, FormBox[ SuperscriptBox["\"10\"", "\"-1\""], TraditionalForm], {0.02, 0.}}, {-1.6094379124341003`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-1.2039728043259361`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-0.9162907318741551, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-0.6931471805599453, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-0.5108256237659907, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-0.3566749439387324, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-0.22314355131420976`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-0.10536051565782635`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {0, FormBox[ SuperscriptBox["\"10\"", "\"0\""], TraditionalForm], {0.02, 0.}}, { 0.6931471805599453, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 1.0986122886681098`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 1.3862943611198906`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 1.6094379124341003`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 1.791759469228055, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 1.9459101490553132`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 2.0794415416798357`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 2.1972245773362196`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 2.302585092994046, FormBox[ SuperscriptBox["\"10\"", "\"1\""], TraditionalForm], {0.02, 0.}}, { 2.995732273553991, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 3.4011973816621555`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 3.6888794541139363`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 3.912023005428146, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {4.0943445622221, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 4.248495242049359, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 4.382026634673881, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 4.499809670330265, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 4.605170185988092, FormBox[ SuperscriptBox["\"10\"", "\"2\""], TraditionalForm], {0.02, 0.}}, { 5.298317366548036, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 5.703782474656201, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 5.991464547107982, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 6.214608098422191, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 6.396929655216146, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 6.551080335043404, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 6.684611727667927, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 6.802394763324311, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 6.907755278982137, FormBox[ SuperscriptBox["\"10\"", "\"3\""], TraditionalForm], {0.02, 0.}}, { 7.600902459542082, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 8.006367567650246, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 8.294049640102028, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 8.517193191416238, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 8.699514748210191, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {8.85366542803745, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 8.987196820661973, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 9.104979856318357, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 9.210340371976184, FormBox[ SuperscriptBox["\"10\"", "\"4\""], TraditionalForm], {0.02, 0.}}, { 9.903487552536127, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 10.308952660644293`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 10.596634733096073`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 10.819778284410283`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 11.002099841204238`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 11.156250521031495`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 11.289781913656018`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 11.407564949312402`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 11.512925464970229`, FormBox[ SuperscriptBox["\"10\"", "\"5\""], TraditionalForm], {0.02, 0.}}, { 12.206072645530174`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 12.611537753638338`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 12.89921982609012, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 13.122363377404328`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 13.304684934198283`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 13.458835614025542`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 13.592367006650065`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 13.710150042306449`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 13.815510557964274`, FormBox[ SuperscriptBox["\"10\"", "\"6\""], TraditionalForm], {0.02, 0.}}, { 14.508657738524219`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 14.914122846632385`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 15.201804919084164`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 15.424948470398375`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 15.60727002719233, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 15.761420707019587`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 15.89495209964411, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 16.012735135300492`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 16.11809565095832, FormBox[ SuperscriptBox["\"10\"", "\"7\""], TraditionalForm], {0.02, 0.}}, { 16.811242831518264`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 17.216707939626428`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 17.50439001207821, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 17.72753356339242, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 17.909855120186375`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 18.064005800013632`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 18.197537192638155`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 18.31532022829454, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 18.420680743952367`, FormBox[ SuperscriptBox["\"10\"", "\"8\""], TraditionalForm], {0.02, 0.}}, { 19.11382792451231, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 19.519293032620475`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 19.806975105072254`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 20.030118656386467`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 20.21244021318042, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 20.36659089300768, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {20.5001222856322, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 20.617905321288585`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 20.72326583694641, FormBox[ SuperscriptBox["\"10\"", "\"9\""], TraditionalForm], {0.02, 0.}}}, Charting`ScaledFrameTicks[{Log, Exp}]}, {{{-36.841361487904734`, FormBox[ SuperscriptBox["\"10\"", "\"-16\""], TraditionalForm], {0.02, 0.}}, {-36.14821430734479, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-35.74274919923662, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-35.45506712678484, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-35.23192357547063, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-35.04960201867667, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-34.89545133884942, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-34.76191994622489, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-34.64413691056851, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-34.538776394910684`, FormBox[ SuperscriptBox["\"10\"", "\"-15\""], TraditionalForm], {0.02, 0.}}, {-33.84562921435074, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-33.44016410624258, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-33.1524820337908, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-32.92933848247659, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-32.74701692568263, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-32.59286624585537, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-32.45933485323085, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-32.34155181757447, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-32.23619130191664, FormBox[ SuperscriptBox["\"10\"", "\"-14\""], TraditionalForm], {0.02, 0.}}, {-31.543044121356694`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-31.13757901324853, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-30.84989694079675, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-30.626753389482538`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-30.444431832688583`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-30.290281152861326`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-30.156749760236803`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-30.03896672458042, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-29.933606208922594`, FormBox[ SuperscriptBox["\"10\"", "\"-13\""], TraditionalForm], {0.02, 0.}}, {-29.240459028362647`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-28.834993920254483`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-28.547311847802703`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-28.324168296488494`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-28.14184673969454, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-27.98769605986728, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-27.85416466724276, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-27.736381631586376`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-27.631021115928547`, FormBox[ SuperscriptBox["\"10\"", "\"-12\""], TraditionalForm], {0.02, 0.}}, {-26.937873935368604`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-26.53240882726044, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-26.244726754808656`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-26.021583203494448`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-25.839261646700493`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-25.685110966873236`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-25.551579574248713`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-25.43379653859233, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-25.328436022934504`, FormBox[ SuperscriptBox["\"10\"", "\"-11\""], TraditionalForm], {0.02, 0.}}, {-24.635288842374557`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-24.229823734266393`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-23.942141661814613`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-23.7189981105004, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-23.536676553706446`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-23.38252587387919, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-23.248994481254666`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-23.131211445598282`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-23.025850929940457`, FormBox[ SuperscriptBox["\"10\"", "\"-10\""], TraditionalForm], {0.02, 0.}}, {-22.33270374938051, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-21.927238641272346`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-21.639556568820566`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-21.416413017506358`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-21.234091460712403`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-21.079940780885142`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-20.94640938826062, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-20.82862635260424, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-20.72326583694641, FormBox[ SuperscriptBox["\"10\"", "\"-9\""], TraditionalForm], {0.02, 0.}}, {-20.030118656386467`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-19.624653548278303`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-19.33697147582652, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-19.11382792451231, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-18.931506367718356`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-18.7773556878911, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-18.643824295266576`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-18.526041259610192`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-18.420680743952367`, FormBox[ SuperscriptBox["\"10\"", "\"-8\""], TraditionalForm], {0.02, 0.}}, {-17.72753356339242, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-17.322068455284256`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-17.034386382832476`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-16.811242831518264`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-16.62892127472431, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-16.474770594897052`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-16.34123920227253, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-16.223456166616145`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-16.11809565095832, FormBox[ SuperscriptBox["\"10\"", "\"-7\""], TraditionalForm], {0.02, 0.}}, {-15.424948470398375`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-15.01948336229021, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-14.73180128983843, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-14.508657738524219`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-14.326336181730264`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-14.172185501903007`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-14.038654109278484`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-13.9208710736221, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-13.815510557964274`, FormBox[ SuperscriptBox["\"10\"", "\"-6\""], TraditionalForm], {0.02, 0.}}, {-13.122363377404328`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-12.716898269296165`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-12.429216196844383`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-12.206072645530174`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-12.02375108873622, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-11.86960040890896, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-11.736069016284437`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-11.618285980628055`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-11.512925464970229`, FormBox[ SuperscriptBox["\"10\"", "\"-5\""], TraditionalForm], {0.02, 0.}}, {-10.819778284410283`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-10.41431317630212, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-10.126631103850338`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-9.903487552536127, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-9.721165995742174, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-9.567015315914915, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-9.433483923290392, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-9.315700887634009, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-9.210340371976184, FormBox[ SuperscriptBox["\"10\"", "\"-4\""], TraditionalForm], {0.02, 0.}}, {-8.517193191416238, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-8.111728083308073, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-7.824046010856292, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-7.600902459542082, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-7.418580902748128, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-7.264430222920869, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-7.1308988302963465`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-7.013115794639964, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-6.907755278982137, FormBox[ SuperscriptBox["\"10\"", "\"-3\""], TraditionalForm], {0.02, 0.}}, {-6.214608098422191, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-5.809142990314028, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-5.521460917862246, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-5.298317366548036, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-5.115995809754082, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-4.961845129926823, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-4.8283137373023015`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-4.710530701645918, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-4.605170185988092, FormBox[ SuperscriptBox["\"10\"", "\"-2\""], TraditionalForm], {0.02, 0.}}, {-3.912023005428146, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-3.506557897319982, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-3.2188758248682006`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-2.995732273553991, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-2.8134107167600364`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-2.659260036932778, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-2.5257286443082556`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-2.407945608651872, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-2.302585092994046, FormBox[ SuperscriptBox["\"10\"", "\"-1\""], TraditionalForm], {0.02, 0.}}, {-1.6094379124341003`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-1.2039728043259361`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-0.9162907318741551, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-0.6931471805599453, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-0.5108256237659907, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-0.3566749439387324, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-0.22314355131420976`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-0.10536051565782635`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {0, FormBox[ SuperscriptBox["\"10\"", "\"0\""], TraditionalForm], {0.02, 0.}}, { 0.6931471805599453, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 1.0986122886681098`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 1.3862943611198906`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 1.6094379124341003`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 1.791759469228055, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 1.9459101490553132`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 2.0794415416798357`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 2.1972245773362196`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 2.302585092994046, FormBox[ SuperscriptBox["\"10\"", "\"1\""], TraditionalForm], {0.02, 0.}}, { 2.995732273553991, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 3.4011973816621555`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 3.6888794541139363`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 3.912023005428146, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {4.0943445622221, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 4.248495242049359, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 4.382026634673881, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 4.499809670330265, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 4.605170185988092, FormBox[ SuperscriptBox["\"10\"", "\"2\""], TraditionalForm], {0.02, 0.}}, { 5.298317366548036, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 5.703782474656201, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 5.991464547107982, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 6.214608098422191, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 6.396929655216146, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 6.551080335043404, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 6.684611727667927, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 6.802394763324311, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 6.907755278982137, FormBox[ SuperscriptBox["\"10\"", "\"3\""], TraditionalForm], {0.02, 0.}}, { 7.600902459542082, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 8.006367567650246, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 8.294049640102028, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 8.517193191416238, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 8.699514748210191, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {8.85366542803745, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 8.987196820661973, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 9.104979856318357, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 9.210340371976184, FormBox[ SuperscriptBox["\"10\"", "\"4\""], TraditionalForm], {0.02, 0.}}, { 9.903487552536127, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 10.308952660644293`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 10.596634733096073`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 10.819778284410283`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 11.002099841204238`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 11.156250521031495`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 11.289781913656018`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 11.407564949312402`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 11.512925464970229`, FormBox[ SuperscriptBox["\"10\"", "\"5\""], TraditionalForm], {0.02, 0.}}, { 12.206072645530174`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 12.611537753638338`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 12.89921982609012, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 13.122363377404328`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 13.304684934198283`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 13.458835614025542`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 13.592367006650065`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 13.710150042306449`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 13.815510557964274`, FormBox[ SuperscriptBox["\"10\"", "\"6\""], TraditionalForm], {0.02, 0.}}, { 14.508657738524219`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 14.914122846632385`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 15.201804919084164`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 15.424948470398375`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 15.60727002719233, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 15.761420707019587`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 15.89495209964411, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 16.012735135300492`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 16.11809565095832, FormBox[ SuperscriptBox["\"10\"", "\"7\""], TraditionalForm], {0.02, 0.}}, { 16.811242831518264`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 17.216707939626428`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 17.50439001207821, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 17.72753356339242, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 17.909855120186375`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 18.064005800013632`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 18.197537192638155`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 18.31532022829454, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 18.420680743952367`, FormBox[ SuperscriptBox["\"10\"", "\"8\""], TraditionalForm], {0.02, 0.}}, { 19.11382792451231, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 19.519293032620475`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 19.806975105072254`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 20.030118656386467`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 20.21244021318042, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 20.36659089300768, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {20.5001222856322, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 20.617905321288585`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 20.72326583694641, FormBox[ SuperscriptBox["\"10\"", "\"9\""], TraditionalForm], {0.02, 0.}}}, Charting`ScaledFrameTicks[{Log, Exp}]}}, {{{{-18.420680743952367`, FormBox[ SuperscriptBox["\"10\"", "\"-8\""], TraditionalForm], {0.02, 0.}}, {-17.72753356339242, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-17.322068455284256`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-17.034386382832476`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-16.811242831518264`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-16.62892127472431, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-16.474770594897052`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-16.34123920227253, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-16.223456166616145`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-16.11809565095832, FormBox[ SuperscriptBox["\"10\"", "\"-7\""], TraditionalForm], {0.02, 0.}}, {-15.424948470398375`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-15.01948336229021, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-14.73180128983843, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-14.508657738524219`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-14.326336181730264`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-14.172185501903007`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-14.038654109278484`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-13.9208710736221, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-13.815510557964274`, FormBox[ SuperscriptBox["\"10\"", "\"-6\""], TraditionalForm], {0.02, 0.}}, {-13.122363377404328`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-12.716898269296165`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-12.429216196844383`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-12.206072645530174`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-12.02375108873622, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-11.86960040890896, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-11.736069016284437`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-11.618285980628055`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-11.512925464970229`, FormBox[ SuperscriptBox["\"10\"", "\"-5\""], TraditionalForm], {0.02, 0.}}, {-10.819778284410283`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-10.41431317630212, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-10.126631103850338`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-9.903487552536127, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-9.721165995742174, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-9.567015315914915, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-9.433483923290392, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-9.315700887634009, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-9.210340371976184, FormBox[ SuperscriptBox["\"10\"", "\"-4\""], TraditionalForm], {0.02, 0.}}, {-8.517193191416238, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-8.111728083308073, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-7.824046010856292, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-7.600902459542082, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-7.418580902748128, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-7.264430222920869, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-7.1308988302963465`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-7.013115794639964, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-6.907755278982137, FormBox[ SuperscriptBox["\"10\"", "\"-3\""], TraditionalForm], {0.02, 0.}}, {-6.214608098422191, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-5.809142990314028, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-5.521460917862246, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-5.298317366548036, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-5.115995809754082, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-4.961845129926823, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-4.8283137373023015`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-4.710530701645918, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-4.605170185988092, FormBox[ SuperscriptBox["\"10\"", "\"-2\""], TraditionalForm], {0.02, 0.}}, {-3.912023005428146, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-3.506557897319982, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-3.2188758248682006`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-2.995732273553991, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-2.8134107167600364`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-2.659260036932778, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-2.5257286443082556`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-2.407945608651872, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-2.302585092994046, FormBox[ SuperscriptBox["\"10\"", "\"-1\""], TraditionalForm], {0.02, 0.}}, {-1.6094379124341003`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-1.2039728043259361`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-0.9162907318741551, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-0.6931471805599453, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-0.5108256237659907, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-0.3566749439387324, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-0.22314355131420976`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-0.10536051565782635`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {0., FormBox[ SuperscriptBox["\"10\"", "\"0\""], TraditionalForm], {0.02, 0.}}, { 0.6931471805599453, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 1.0986122886681098`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 1.3862943611198906`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 1.6094379124341003`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 1.791759469228055, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 1.9459101490553132`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 2.0794415416798357`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 2.1972245773362196`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 2.302585092994046, FormBox[ SuperscriptBox["\"10\"", "\"1\""], TraditionalForm], {0.02, 0.}}, { 2.995732273553991, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 3.4011973816621555`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 3.6888794541139363`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 3.912023005428146, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {4.0943445622221, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 4.248495242049359, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 4.382026634673881, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 4.499809670330265, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 4.605170185988092, FormBox[ SuperscriptBox["\"10\"", "\"2\""], TraditionalForm], {0.02, 0.}}, { 5.298317366548036, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 5.703782474656201, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 5.991464547107982, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 6.214608098422191, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 6.396929655216146, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 6.551080335043404, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 6.684611727667927, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 6.802394763324311, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 6.907755278982137, FormBox[ SuperscriptBox["\"10\"", "\"3\""], TraditionalForm], {0.02, 0.}}, { 7.600902459542082, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 8.006367567650246, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 8.294049640102028, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 8.517193191416238, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 8.699514748210191, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {8.85366542803745, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 8.987196820661973, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 9.104979856318357, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 9.210340371976184, FormBox[ SuperscriptBox["\"10\"", "\"4\""], TraditionalForm], {0.02, 0.}}, { 9.903487552536127, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 10.308952660644293`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 10.596634733096073`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 10.819778284410283`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 11.002099841204238`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 11.156250521031495`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 11.289781913656018`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 11.407564949312402`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 11.512925464970229`, FormBox[ SuperscriptBox["\"10\"", "\"5\""], TraditionalForm], {0.02, 0.}}, { 12.206072645530174`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 12.611537753638338`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 12.89921982609012, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 13.122363377404328`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 13.304684934198283`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 13.458835614025542`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 13.592367006650065`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 13.710150042306449`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 13.815510557964274`, FormBox[ SuperscriptBox["\"10\"", "\"6\""], TraditionalForm], {0.02, 0.}}, { 14.508657738524219`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 14.914122846632385`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 15.201804919084164`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 15.424948470398375`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 15.60727002719233, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 15.761420707019587`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 15.89495209964411, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 16.012735135300492`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 16.11809565095832, FormBox[ SuperscriptBox["\"10\"", "\"7\""], TraditionalForm], {0.02, 0.}}, { 16.811242831518264`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 17.216707939626428`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 17.50439001207821, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 17.72753356339242, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 17.909855120186375`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 18.064005800013632`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 18.197537192638155`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 18.31532022829454, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 18.420680743952367`, FormBox[ SuperscriptBox["\"10\"", "\"8\""], TraditionalForm], {0.02, 0.}}, { 19.11382792451231, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 19.519293032620475`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 19.806975105072254`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 20.030118656386467`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 20.21244021318042, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 20.36659089300768, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {20.5001222856322, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 20.617905321288585`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 20.72326583694641, FormBox[ SuperscriptBox["\"10\"", "\"9\""], TraditionalForm], {0.02, 0.}}}, {{-9.210340371976182, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[{0., 0.}]], TraditionalForm], {0.01, 0.}, { AbsoluteThickness[0.1]}}, {-4.605170185988091, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[{0., 0.}]], TraditionalForm], {0.01, 0.}, { AbsoluteThickness[0.1]}}, {0., FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[{0., 0.}]], TraditionalForm], {0.01, 0.}, { AbsoluteThickness[0.1]}}, {4.605170185988092, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[{0., 0.}]], TraditionalForm], {0.01, 0.}, { AbsoluteThickness[0.1]}}, {-6.907755278982137, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[{0., 0.}]], TraditionalForm], {0.005, 0.}, { AbsoluteThickness[0.1]}}, {-2.3025850929940455`, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[{0., 0.}]], TraditionalForm], {0.005, 0.}, { AbsoluteThickness[0.1]}}, {2.302585092994046, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[{0., 0.}]], TraditionalForm], {0.005, 0.}, { AbsoluteThickness[0.1]}}, {6.907755278982137, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[{0., 0.}]], TraditionalForm], {0.005, 0.}, { AbsoluteThickness[0.1]}}, {9.210340371976184, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[{0., 0.}]], TraditionalForm], {0.005, 0.}, { AbsoluteThickness[0.1]}}, {9.305650551780507, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[{0., 0.}]], TraditionalForm], {0.005, 0.}, { AbsoluteThickness[0.1]}}, {9.392661928770137, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[{0., 0.}]], TraditionalForm], {0.005, 0.}, { AbsoluteThickness[0.1]}}}}, {{{-36.841361487904734`, FormBox[ SuperscriptBox["\"10\"", "\"-16\""], TraditionalForm], {0.02, 0.}}, {-36.14821430734479, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-35.74274919923662, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-35.45506712678484, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-35.23192357547063, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-35.04960201867667, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-34.89545133884942, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-34.76191994622489, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-34.64413691056851, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-34.538776394910684`, FormBox[ SuperscriptBox["\"10\"", "\"-15\""], TraditionalForm], {0.02, 0.}}, {-33.84562921435074, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-33.44016410624258, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-33.1524820337908, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-32.92933848247659, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-32.74701692568263, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-32.59286624585537, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-32.45933485323085, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-32.34155181757447, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-32.23619130191664, FormBox[ SuperscriptBox["\"10\"", "\"-14\""], TraditionalForm], {0.02, 0.}}, {-31.543044121356694`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-31.13757901324853, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-30.84989694079675, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-30.626753389482538`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-30.444431832688583`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-30.290281152861326`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-30.156749760236803`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-30.03896672458042, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-29.933606208922594`, FormBox[ SuperscriptBox["\"10\"", "\"-13\""], TraditionalForm], {0.02, 0.}}, {-29.240459028362647`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-28.834993920254483`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-28.547311847802703`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-28.324168296488494`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-28.14184673969454, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-27.98769605986728, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-27.85416466724276, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-27.736381631586376`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-27.631021115928547`, FormBox[ SuperscriptBox["\"10\"", "\"-12\""], TraditionalForm], {0.02, 0.}}, {-26.937873935368604`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-26.53240882726044, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-26.244726754808656`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-26.021583203494448`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-25.839261646700493`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-25.685110966873236`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-25.551579574248713`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-25.43379653859233, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-25.328436022934504`, FormBox[ SuperscriptBox["\"10\"", "\"-11\""], TraditionalForm], {0.02, 0.}}, {-24.635288842374557`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-24.229823734266393`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-23.942141661814613`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-23.7189981105004, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-23.536676553706446`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-23.38252587387919, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-23.248994481254666`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-23.131211445598282`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-23.025850929940457`, FormBox[ SuperscriptBox["\"10\"", "\"-10\""], TraditionalForm], {0.02, 0.}}, {-22.33270374938051, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-21.927238641272346`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-21.639556568820566`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-21.416413017506358`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-21.234091460712403`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-21.079940780885142`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-20.94640938826062, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-20.82862635260424, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-20.72326583694641, FormBox[ SuperscriptBox["\"10\"", "\"-9\""], TraditionalForm], {0.02, 0.}}, {-20.030118656386467`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-19.624653548278303`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-19.33697147582652, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-19.11382792451231, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-18.931506367718356`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-18.7773556878911, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-18.643824295266576`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-18.526041259610192`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-18.420680743952367`, FormBox[ SuperscriptBox["\"10\"", "\"-8\""], TraditionalForm], {0.02, 0.}}, {-17.72753356339242, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-17.322068455284256`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-17.034386382832476`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-16.811242831518264`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-16.62892127472431, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-16.474770594897052`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-16.34123920227253, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-16.223456166616145`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-16.11809565095832, FormBox[ SuperscriptBox["\"10\"", "\"-7\""], TraditionalForm], {0.02, 0.}}, {-15.424948470398375`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-15.01948336229021, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-14.73180128983843, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-14.508657738524219`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-14.326336181730264`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-14.172185501903007`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-14.038654109278484`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-13.9208710736221, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-13.815510557964274`, FormBox[ SuperscriptBox["\"10\"", "\"-6\""], TraditionalForm], {0.02, 0.}}, {-13.122363377404328`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-12.716898269296165`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-12.429216196844383`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-12.206072645530174`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-12.02375108873622, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-11.86960040890896, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-11.736069016284437`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-11.618285980628055`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-11.512925464970229`, FormBox[ SuperscriptBox["\"10\"", "\"-5\""], TraditionalForm], {0.02, 0.}}, {-10.819778284410283`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-10.41431317630212, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-10.126631103850338`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-9.903487552536127, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-9.721165995742174, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-9.567015315914915, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-9.433483923290392, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-9.315700887634009, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-9.210340371976184, FormBox[ SuperscriptBox["\"10\"", "\"-4\""], TraditionalForm], {0.02, 0.}}, {-8.517193191416238, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-8.111728083308073, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-7.824046010856292, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-7.600902459542082, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-7.418580902748128, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-7.264430222920869, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-7.1308988302963465`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-7.013115794639964, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-6.907755278982137, FormBox[ SuperscriptBox["\"10\"", "\"-3\""], TraditionalForm], {0.02, 0.}}, {-6.214608098422191, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-5.809142990314028, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-5.521460917862246, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-5.298317366548036, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-5.115995809754082, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-4.961845129926823, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-4.8283137373023015`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-4.710530701645918, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-4.605170185988092, FormBox[ SuperscriptBox["\"10\"", "\"-2\""], TraditionalForm], {0.02, 0.}}, {-3.912023005428146, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-3.506557897319982, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-3.2188758248682006`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-2.995732273553991, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-2.8134107167600364`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-2.659260036932778, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-2.5257286443082556`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-2.407945608651872, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-2.302585092994046, FormBox[ SuperscriptBox["\"10\"", "\"-1\""], TraditionalForm], {0.02, 0.}}, {-1.6094379124341003`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-1.2039728043259361`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-0.9162907318741551, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-0.6931471805599453, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-0.5108256237659907, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-0.3566749439387324, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-0.22314355131420976`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-0.10536051565782635`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {0., FormBox[ SuperscriptBox["\"10\"", "\"0\""], TraditionalForm], {0.02, 0.}}, { 0.6931471805599453, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 1.0986122886681098`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 1.3862943611198906`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 1.6094379124341003`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 1.791759469228055, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 1.9459101490553132`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 2.0794415416798357`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 2.1972245773362196`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 2.302585092994046, FormBox[ SuperscriptBox["\"10\"", "\"1\""], TraditionalForm], {0.02, 0.}}, { 2.995732273553991, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 3.4011973816621555`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 3.6888794541139363`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 3.912023005428146, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {4.0943445622221, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 4.248495242049359, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 4.382026634673881, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 4.499809670330265, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 4.605170185988092, FormBox[ SuperscriptBox["\"10\"", "\"2\""], TraditionalForm], {0.02, 0.}}, { 5.298317366548036, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 5.703782474656201, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 5.991464547107982, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 6.214608098422191, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 6.396929655216146, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 6.551080335043404, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 6.684611727667927, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 6.802394763324311, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 6.907755278982137, FormBox[ SuperscriptBox["\"10\"", "\"3\""], TraditionalForm], {0.02, 0.}}, { 7.600902459542082, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 8.006367567650246, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 8.294049640102028, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 8.517193191416238, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 8.699514748210191, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {8.85366542803745, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 8.987196820661973, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 9.104979856318357, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 9.210340371976184, FormBox[ SuperscriptBox["\"10\"", "\"4\""], TraditionalForm], {0.02, 0.}}, { 9.903487552536127, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 10.308952660644293`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 10.596634733096073`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 10.819778284410283`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 11.002099841204238`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 11.156250521031495`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 11.289781913656018`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 11.407564949312402`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 11.512925464970229`, FormBox[ SuperscriptBox["\"10\"", "\"5\""], TraditionalForm], {0.02, 0.}}, { 12.206072645530174`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 12.611537753638338`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 12.89921982609012, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 13.122363377404328`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 13.304684934198283`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 13.458835614025542`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 13.592367006650065`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 13.710150042306449`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 13.815510557964274`, FormBox[ SuperscriptBox["\"10\"", "\"6\""], TraditionalForm], {0.02, 0.}}, { 14.508657738524219`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 14.914122846632385`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 15.201804919084164`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 15.424948470398375`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 15.60727002719233, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 15.761420707019587`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 15.89495209964411, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 16.012735135300492`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 16.11809565095832, FormBox[ SuperscriptBox["\"10\"", "\"7\""], TraditionalForm], {0.02, 0.}}, { 16.811242831518264`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 17.216707939626428`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 17.50439001207821, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 17.72753356339242, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 17.909855120186375`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 18.064005800013632`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 18.197537192638155`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 18.31532022829454, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 18.420680743952367`, FormBox[ SuperscriptBox["\"10\"", "\"8\""], TraditionalForm], {0.02, 0.}}, { 19.11382792451231, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 19.519293032620475`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 19.806975105072254`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 20.030118656386467`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 20.21244021318042, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 20.36659089300768, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {20.5001222856322, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 20.617905321288585`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 20.72326583694641, FormBox[ SuperscriptBox["\"10\"", "\"9\""], TraditionalForm], {0.02, 0.}}}, {{2.302585092994046, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[{0., 0.}]], TraditionalForm], {0.01, 0.}, { AbsoluteThickness[0.1]}}, {3.912023005428146, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[{0., 0.}]], TraditionalForm], {0.01, 0.}, { AbsoluteThickness[0.1]}}, {4.605170185988092, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[{0., 0.}]], TraditionalForm], {0.01, 0.}, { AbsoluteThickness[0.1]}}, {6.214608098422191, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[{0., 0.}]], TraditionalForm], {0.01, 0.}, { AbsoluteThickness[0.1]}}, {6.907755278982137, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[{0., 0.}]], TraditionalForm], {0.01, 0.}, { AbsoluteThickness[0.1]}}, {1.6094379124341003`, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[{0., 0.}]], TraditionalForm], {0.005, 0.}, { AbsoluteThickness[0.1]}}, {1.791759469228055, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[{0., 0.}]], TraditionalForm], {0.005, 0.}, { AbsoluteThickness[0.1]}}, {1.9459101490553132`, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[{0., 0.}]], TraditionalForm], {0.005, 0.}, { AbsoluteThickness[0.1]}}, {2.0794415416798357`, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[{0., 0.}]], TraditionalForm], {0.005, 0.}, { AbsoluteThickness[0.1]}}, {2.1972245773362196`, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[{0., 0.}]], TraditionalForm], {0.005, 0.}, { AbsoluteThickness[0.1]}}, {2.995732273553991, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[{0., 0.}]], TraditionalForm], {0.005, 0.}, { AbsoluteThickness[0.1]}}, {3.4011973816621555`, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[{0., 0.}]], TraditionalForm], {0.005, 0.}, { AbsoluteThickness[0.1]}}, {3.6888794541139363`, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[{0., 0.}]], TraditionalForm], {0.005, 0.}, { AbsoluteThickness[0.1]}}, {4.0943445622221, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[{0., 0.}]], TraditionalForm], {0.005, 0.}, { AbsoluteThickness[0.1]}}, {4.248495242049359, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[{0., 0.}]], TraditionalForm], {0.005, 0.}, { AbsoluteThickness[0.1]}}, {4.382026634673881, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[{0., 0.}]], TraditionalForm], {0.005, 0.}, { AbsoluteThickness[0.1]}}, {4.499809670330265, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[{0., 0.}]], TraditionalForm], {0.005, 0.}, { AbsoluteThickness[0.1]}}, {5.298317366548036, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[{0., 0.}]], TraditionalForm], {0.005, 0.}, { AbsoluteThickness[0.1]}}, {5.703782474656201, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[{0., 0.}]], TraditionalForm], {0.005, 0.}, { AbsoluteThickness[0.1]}}, {5.991464547107982, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[{0., 0.}]], TraditionalForm], {0.005, 0.}, { AbsoluteThickness[0.1]}}, {6.396929655216146, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[{0., 0.}]], TraditionalForm], {0.005, 0.}, { AbsoluteThickness[0.1]}}, {6.551080335043404, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[{0., 0.}]], TraditionalForm], {0.005, 0.}, { AbsoluteThickness[0.1]}}, {6.684611727667927, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[{0., 0.}]], TraditionalForm], {0.005, 0.}, { AbsoluteThickness[0.1]}}, {6.802394763324311, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[{0., 0.}]], TraditionalForm], {0.005, 0.}, { AbsoluteThickness[0.1]}}, {7.600902459542082, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[{0., 0.}]], TraditionalForm], {0.005, 0.}, { AbsoluteThickness[0.1]}}, {8.006367567650246, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[{0., 0.}]], TraditionalForm], {0.005, 0.}, { AbsoluteThickness[0.1]}}, {8.294049640102028, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[{0., 0.}]], TraditionalForm], {0.005, 0.}, { AbsoluteThickness[0.1]}}, {8.517193191416238, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[{0., 0.}]], TraditionalForm], {0.005, 0.}, { AbsoluteThickness[0.1]}}}}}], GridLines->{None, None}, GridLinesStyle->Directive[ GrayLevel[0.5, 0.4]], ImagePadding->{{40, 15}, {20, 10}}, ImageSize->300, LabelStyle->GrayLevel[0], Method->{ "DefaultBoundaryStyle" -> Automatic, "DefaultMeshStyle" -> AbsolutePointSize[6], "ScalingFunctions" -> None, "CoordinatesToolOptions" -> {"DisplayFunction" -> ({ (Part[{{Log, Exp}, {Log, Exp}}, 1, 2][#]& )[ Part[#, 1]], (Part[{{Log, Exp}, {Log, Exp}}, 2, 2][#]& )[ Part[#, 2]]}& ), "CopiedValueFunction" -> ({ (Part[{{Log, Exp}, {Log, Exp}}, 1, 2][#]& )[ Part[#, 1]], (Part[{{Log, Exp}, {Log, Exp}}, 2, 2][#]& )[ Part[#, 2]]}& )}}, PlotRange->{All, All}, PlotRangeClipping->True, PlotRangePadding->{{ Scaled[0.02], Scaled[0.02]}, { Scaled[0.05], Scaled[0.05]}}, Ticks->{ Charting`ScaledTicks[{Log, Exp}], Charting`ScaledTicks[{Log, Exp}]}], TraditionalForm]], "Output", CellChangeTimes->{ 3.7816017391007013`*^9, {3.781601776041802*^9, 3.7816018525810633`*^9}, 3.781601917415288*^9, 3.78160268656022*^9, 3.7816039985944233`*^9, 3.781604041787335*^9, {3.781851404513373*^9, 3.7818514238441277`*^9}, { 3.781851470755063*^9, 3.781851508855422*^9}, {3.78185155744956*^9, 3.781851650407247*^9}, {3.781851701918352*^9, 3.781851711900766*^9}, { 3.7818518577838297`*^9, 3.781851924302532*^9}, 3.7818522173669786`*^9}] }, Open ]], Cell[BoxData[""], "Input", CellChangeTimes->{{3.781851957851562*^9, 3.78185196053125*^9}}], Cell[BoxData[{ RowBox[{ RowBox[{"WW", "=", RowBox[{"LogLogPlot", "[", RowBox[{ RowBox[{"Re", "[", RowBox[{ RowBox[{"GammaWW", "[", RowBox[{"mH", ",", "80.4", ",", RowBox[{"1.16638", "*", RowBox[{"10", "^", RowBox[{"(", RowBox[{"-", "5"}], ")"}]}]}]}], "]"}], "/", RowBox[{"Gammatotal", "[", "mH", "]"}]}], "]"}], ",", RowBox[{"{", RowBox[{"mH", ",", "10", ",", "1000"}], "}"}], ",", RowBox[{"PlotRange", "\[Rule]", RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{"10", ",", "1000"}], "}"}], ",", RowBox[{"{", RowBox[{"0.009", ",", "1"}], "}"}]}], "}"}]}], ",", RowBox[{"Frame", "\[Rule]", "True"}], ",", RowBox[{"PlotStyle", "\[Rule]", "Green"}], ",", RowBox[{"MaxRecursion", "\[Rule]", "15"}], ",", RowBox[{"FrameStyle", "\[Rule]", "Black"}], ",", RowBox[{"LabelStyle", "\[Rule]", "Black"}], ",", RowBox[{"Frame", "\[Rule]", "True"}], ",", RowBox[{"MaxRecursion", "\[Rule]", "15"}], ",", RowBox[{"FrameTicks", "\[Rule]", "LogLogTick"}], ",", RowBox[{"ImageSize", "\[Rule]", "300"}], ",", RowBox[{"ImagePadding", "\[Rule]", RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{"40", ",", "15"}], "}"}], ",", RowBox[{"{", RowBox[{"20", ",", "10"}], "}"}]}], "}"}]}], ",", RowBox[{"AspectRatio", "\[Rule]", "1"}]}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"ZZ", "=", RowBox[{"LogLogPlot", "[", RowBox[{ RowBox[{"Re", "[", RowBox[{ RowBox[{"GammaZZ", "[", RowBox[{"mH", ",", "91.2", ",", RowBox[{"1.16638", "*", RowBox[{"10", "^", RowBox[{"(", RowBox[{"-", "5"}], ")"}]}]}]}], "]"}], "/", RowBox[{"Gammatotal", "[", "mH", "]"}]}], "]"}], ",", RowBox[{"{", RowBox[{"mH", ",", "10", ",", "1000"}], "}"}], ",", RowBox[{"PlotRange", "\[Rule]", RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{"10", ",", "1000"}], "}"}], ",", RowBox[{"{", RowBox[{"0.01", ",", "1"}], "}"}]}], "}"}]}], ",", RowBox[{"Frame", "\[Rule]", "True"}], ",", RowBox[{"PlotStyle", "->", "Blue"}], ",", RowBox[{"MaxRecursion", "\[Rule]", "15"}], ",", RowBox[{"FrameStyle", "\[Rule]", "Black"}], ",", RowBox[{"LabelStyle", "\[Rule]", "Black"}], ",", RowBox[{"Frame", "\[Rule]", "True"}], ",", RowBox[{"MaxRecursion", "\[Rule]", "15"}], ",", RowBox[{"FrameTicks", "\[Rule]", "LogLogTick"}], ",", RowBox[{"ImageSize", "\[Rule]", "300"}], ",", RowBox[{"ImagePadding", "\[Rule]", RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{"40", ",", "15"}], "}"}], ",", RowBox[{"{", RowBox[{"20", ",", "10"}], "}"}]}], "}"}]}], ",", RowBox[{"AspectRatio", "\[Rule]", "1"}]}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"tt", "=", RowBox[{"LogLogPlot", "[", RowBox[{ RowBox[{"Re", "[", RowBox[{ RowBox[{"GammaFF", "[", RowBox[{"mH", ",", "173.2", ",", RowBox[{"1.16638", "*", RowBox[{"10", "^", RowBox[{"(", RowBox[{"-", "5"}], ")"}]}]}], ",", "3"}], "]"}], "/", RowBox[{"Gammatotal", "[", "mH", "]"}]}], "]"}], ",", RowBox[{"{", RowBox[{"mH", ",", "10", ",", "1000"}], "}"}], ",", RowBox[{"PlotRange", "\[Rule]", RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{"10", ",", "1000"}], "}"}], ",", RowBox[{"{", RowBox[{"0.01", ",", "1"}], "}"}]}], "}"}]}], ",", RowBox[{"Frame", "\[Rule]", "True"}], ",", RowBox[{"PlotStyle", "\[Rule]", RowBox[{"Darker", "[", "Red", "]"}]}], ",", RowBox[{"MaxRecursion", "\[Rule]", "15"}], ",", RowBox[{"FrameStyle", "\[Rule]", "Black"}], ",", RowBox[{"LabelStyle", "\[Rule]", "Black"}], ",", RowBox[{"Frame", "\[Rule]", "True"}], ",", RowBox[{"MaxRecursion", "\[Rule]", "15"}], ",", RowBox[{"FrameTicks", "\[Rule]", "LogLogTick"}], ",", RowBox[{"ImageSize", "\[Rule]", "300"}], ",", RowBox[{"ImagePadding", "\[Rule]", RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{"40", ",", "15"}], "}"}], ",", RowBox[{"{", RowBox[{"20", ",", "10"}], "}"}]}], "}"}]}], ",", RowBox[{"AspectRatio", "\[Rule]", "1"}]}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"bb", "=", RowBox[{"LogLogPlot", "[", RowBox[{ RowBox[{"Re", "[", RowBox[{ RowBox[{"GammaFF", "[", RowBox[{"mH", ",", "4.8", ",", RowBox[{"1.16638", "*", RowBox[{"10", "^", RowBox[{"(", RowBox[{"-", "5"}], ")"}]}]}], ",", "3"}], "]"}], "/", RowBox[{"Gammatotal", "[", "mH", "]"}]}], "]"}], ",", RowBox[{"{", RowBox[{"mH", ",", "10", ",", "1000"}], "}"}], ",", RowBox[{"PlotRange", "\[Rule]", RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{"10", ",", "1000"}], "}"}], ",", RowBox[{"{", RowBox[{"0.01", ",", "1"}], "}"}]}], "}"}]}], ",", RowBox[{"Frame", "\[Rule]", "True"}], ",", RowBox[{"PlotStyle", "\[Rule]", "Black"}], ",", RowBox[{"MaxRecursion", "\[Rule]", "15"}], ",", RowBox[{"FrameStyle", "\[Rule]", "Black"}], ",", RowBox[{"LabelStyle", "\[Rule]", "Black"}], ",", RowBox[{"Frame", "\[Rule]", "True"}], ",", RowBox[{"MaxRecursion", "\[Rule]", "15"}], ",", RowBox[{"FrameTicks", "\[Rule]", "LogLogTick"}], ",", RowBox[{"ImageSize", "\[Rule]", "300"}], ",", RowBox[{"ImagePadding", "\[Rule]", RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{"40", ",", "15"}], "}"}], ",", RowBox[{"{", RowBox[{"20", ",", "10"}], "}"}]}], "}"}]}], ",", RowBox[{"AspectRatio", "\[Rule]", "1"}]}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"cc", "=", RowBox[{"LogLogPlot", "[", RowBox[{ RowBox[{"Re", "[", RowBox[{ RowBox[{"GammaFF", "[", RowBox[{"mH", ",", "1.3", ",", RowBox[{"1.16638", "*", RowBox[{"10", "^", RowBox[{"(", RowBox[{"-", "5"}], ")"}]}]}], ",", "3"}], "]"}], "/", RowBox[{"Gammatotal", "[", "mH", "]"}]}], "]"}], ",", RowBox[{"{", RowBox[{"mH", ",", "10", ",", "1000"}], "}"}], ",", RowBox[{"PlotRange", "\[Rule]", RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{"10", ",", "1000"}], "}"}], ",", RowBox[{"{", RowBox[{"0.01", ",", "1"}], "}"}]}], "}"}]}], ",", RowBox[{"Frame", "\[Rule]", "True"}], ",", RowBox[{"PlotStyle", "\[Rule]", RowBox[{"Darker", "[", "Green", "]"}]}], ",", RowBox[{"MaxRecursion", "\[Rule]", "15"}], ",", RowBox[{"FrameStyle", "\[Rule]", "Black"}], ",", RowBox[{"LabelStyle", "\[Rule]", "Black"}], ",", RowBox[{"Frame", "\[Rule]", "True"}], ",", RowBox[{"MaxRecursion", "\[Rule]", "15"}], ",", RowBox[{"FrameTicks", "\[Rule]", "LogLogTick"}], ",", RowBox[{"ImageSize", "\[Rule]", "300"}], ",", RowBox[{"ImagePadding", "\[Rule]", RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{"40", ",", "15"}], "}"}], ",", RowBox[{"{", RowBox[{"20", ",", "10"}], "}"}]}], "}"}]}], ",", RowBox[{"AspectRatio", "\[Rule]", "1"}]}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"tautau", "=", RowBox[{"LogLogPlot", "[", RowBox[{ RowBox[{"Re", "[", RowBox[{ RowBox[{"GammaFF", "[", RowBox[{"mH", ",", "1.8", ",", RowBox[{"1.16638", "*", RowBox[{"10", "^", RowBox[{"(", RowBox[{"-", "5"}], ")"}]}]}], ",", "1"}], "]"}], "/", RowBox[{"Gammatotal", "[", "mH", "]"}]}], "]"}], ",", RowBox[{"{", RowBox[{"mH", ",", "10", ",", "1000"}], "}"}], ",", RowBox[{"PlotRange", "\[Rule]", RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{"10", ",", "1000"}], "}"}], ",", RowBox[{"{", RowBox[{"0.01", ",", "1"}], "}"}]}], "}"}]}], ",", RowBox[{"Frame", "\[Rule]", "True"}], ",", RowBox[{"PlotStyle", "\[Rule]", "Red"}], ",", RowBox[{"MaxRecursion", "\[Rule]", "15"}], ",", RowBox[{"FrameStyle", "\[Rule]", "Black"}], ",", RowBox[{"LabelStyle", "\[Rule]", "Black"}], ",", RowBox[{"Frame", "\[Rule]", "True"}], ",", RowBox[{"MaxRecursion", "\[Rule]", "15"}], ",", RowBox[{"FrameTicks", "\[Rule]", "LogLogTick"}], ",", RowBox[{"ImageSize", "\[Rule]", "300"}], ",", RowBox[{"ImagePadding", "\[Rule]", RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{"40", ",", "15"}], "}"}], ",", RowBox[{"{", RowBox[{"20", ",", "10"}], "}"}]}], "}"}]}], ",", RowBox[{"AspectRatio", "\[Rule]", "1"}]}], "]"}]}], ";"}]}], "Input", CellChangeTimes->{{3.7816018751370993`*^9, 3.781601923505692*^9}, { 3.781602044098722*^9, 3.7816021167580423`*^9}, {3.781602154866351*^9, 3.781602394134021*^9}, {3.7816024312740993`*^9, 3.7816024340671673`*^9}, { 3.781602470134894*^9, 3.7816025044533253`*^9}, {3.78160262151012*^9, 3.781602669836062*^9}, {3.781603977390872*^9, 3.781604055254644*^9}, { 3.781851963469248*^9, 3.781852049340426*^9}, {3.781852207304604*^9, 3.7818522142374268`*^9}, {3.7818522540550823`*^9, 3.781852259591104*^9}, { 3.7818523069677553`*^9, 3.781852312238832*^9}}], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"Show", "[", RowBox[{"WW", ",", "ZZ", ",", "tt", ",", "bb", ",", "cc", ",", "tautau"}], "]"}]], "Input", CellChangeTimes->{{3.781602094539916*^9, 3.781602098690683*^9}, { 3.781602198426585*^9, 3.7816022284783907`*^9}, {3.781602287672427*^9, 3.7816022880966883`*^9}, {3.781602362136635*^9, 3.781602363180421*^9}}], Cell[BoxData[ FormBox[ GraphicsBox[{{{{{}, {}, {RGBColor[0, 1, 0], AbsoluteThickness[1.6], Opacity[1.], LineBox[CompressedData[" 1:eJwV13c8lW8UAHArJCFZycomIqNSya2sokJ2pF+kklSSKMkoCfca195kz8zs Y29CiewkGrLLrH7n/nPv5/t5733e932e85xznn1X7xhco6GiouLCD8r34G3o 4zTgIHgw2DyhP8pSK/DhykkutN/Lhi7LwQ0IPdCwTvE9e5bF7e9WgOmFWCE3 esEvakmEdwk8xl/Y8aC9CRsRcdYL8Pvwd+E96NZ9By1/GcyBfZDuMMWbb4uc Xt2ZhcmveWReNJsGFduz79/B9OQu3b3oM9dCU0TSv0F31H06PnTPklUEY+hX UF/qr6LYpC32elXqDFScPfKAH23Mb7pl8n4a5F9FywqgWcVn2Q/yTkPa5tYX iq1H+nq47n8BPkOreEH0TX7uoqHhKQjJqTMWQleNPQQ6gylg3CbKug89JbfX MendZ3C39Gmh2LzlbYKg1WewY9E5IoI+oZdCN06ahAnb3AWKD1i5PFI4OAnG wJopSpmvMS8B54+f4NTd93vE0XPHjy9bq3yCstZDfRQ/HPvxiWVhAg7si/KT QPcFN1OlZE0Ab5/lpiT6ZLGhkYL0BARJ1xZJoeMzN/bJj44DvbewvTQ6r+jH zONb47CkODOyHy1rP0SeDR+DGwFnwmTQe3Q8+cwUx2BsKvucLGW+D/kb9b0b hfawuzUH0DtyHr78IDgKhLk+Zzl0aUT1+Zn2ESjVVJaTR7+eiRxmcR2B5NX1 hIPooUkLzi+jw/DIzNtTCa3NLqeu1zQECwVfVJQp82dOoop8NgS2TNpLFLOe lkvt1RgCg0pm68PowxV/ct50fQRp/nD1o2idsZlvKwuDkPhgbYtiEbLxhHX1 IHB1m5ccQ6tJUEuI+Q8CzVNBcVX0200PrmvSgzA0kcFAQFcM7TB64DwAeio7 ain23hDPZ9IdgObg2y4nKesxO1IfIjwAhacUvp1C+9I83zTu+wB+KZXtGujF Y6ZKncc+ANUffm9N9MRgES8bzwdwNvI4poVmN5O8sf1XP1yl18jRpsSvwOxx uoJ+OHqjm6hDiZ+RzR+e8v3wulZeUxf94Jr+av+ufhDfQ/5LsfeRtt8ly++B vd3kznn0yskW6e3l7+H7/k96+pT1Dms/HnzmPUTPL+82QY9vnpPUfPoO2LSN OymuofvXVXz9Hfgklj0zReuW9v9y03sHjvpPfpmhl3lPfmcTeQdni+gHLND5 x63u7uzsgw3nPdFX0e5Lpw7U7u+Du28fG1ijj1GleE3w9MG0xBiTDTrmpI36 Cfo+6BtMfnwNPZqv0Z/zqReyjspY3kArZ7gWK8b0gvnfE0IOaMf07bsWuXuh xzhpkGK+M7tHLRl7QTOfNvgOGlK5GFbXekDhSiv1PfQ/fm7x7KEeYKrX/3wf bcrnEUGX2AMVz23SXCnj31fzHznYA3t3+sk8R9/a18AwO9wNIddmpyjekPUj 6jd1A2PN+TgfynhttGnf87phxWE3iy9a9E+7a7FXN3T2xM77oe0vcmwFy3SD W2h+YRA6UcrvwLBvF4zs7T8SS9lP4faSz6w6wcDp8CLF5dI/rATPd0JrZ1Rm HPqaclDp8PFOKH5ymTcBXUnezVvK2wkB4zObSehsmCFOD3TA8VcbNenoeTtb q0mTDoiVFtIoouzPo3S5v261A7u31x+KaXYM/d12uR18h6dKitFiPi08snrt 4BSQKV6KHvn1K6tGqR105xQYy9H+DszpX/+2wVaBRkcNZb33CfaIRbSBhcot /Xb0b1ft/0b6W6EvuGt7ByX//CxUt2hvBe3vcvUUf2C8kzRb0wpKMSsKXZTf 73GWPJHRCsx/nnD0UN4nfVYp8XErVNUGDfSjo/nJogSxVuDTLrX8RFmPxZ8+ 27xbICSRh2uSkl+uD2XpubYA4/qjboq/9LDLZdxpgZVMNbUpdNfco7nHFi3Q uaNNaAYtt7rsVHSoBdzeDn+epeTvpJxfuj+bYcSY2m4NTdjt+NzvajMY5FsL r6MFUkWLFM2boZWheYji+ypVD6b1m6G4zE9nE/35YfGdGyebIYCXQ/Yv5f8P LI6PCDXD8THxBdqLmM/LJKidPjVB7DVdZ1a0fqO+6/KNJmCvyTvAhubj6/mQ 918T+HLtmqE41I27+555Ezi19Juwo69eSDdk0W0CXSkrFU40cb/rxUS5Jtia vbfFi36Vo8/Mv9YIFk4RXuLoqVfSDBKkRuDzniSpoqWvkNuOdzZAyLC61gn0 EZ7qFZ/mBmBUSv9HMY29mPyH2gZYmbp1l4CObAos9y5pgE7NX/qn0flj2lq8 CQ3gxsTIeQZ9ZWqSVu5+A4wEy8YYor1m1iNaBBogNtEl/RbaopqG3dqrHtjX h6ww1glq40+8ap7Ug6++Ks9tdNCRbT78rvXgREPz0gGdJ1WnOH2nHnRt/O3u oecJT7KSLOthSyJe9iHakZ5FtFqlHizyG4q80L5N7b03VuqAv4alNgrddnbv erVjHYRy3XOJRovo3Lw35lAHTHfeycegtUQMAqhv1cFvwcikWDRX02zcBes6 6Pbc552AftDEP8pkWAfuGkqaqejXki9ObirXwVinWedr9MExKtXXm7UQP5wy 2IL2aZHlHSXWAocSQ3Ar+s9+Z9Vgv1rwC7h5po3yvK/ErbVe1IKz6oGKdvRp Xt/cco9aOJ/wJqYL/ZXRflvp/Vr4e7X98jv0GyteOmbzWrj8fX5qDB1ed3lC ULIWBNaPLv5CuwRVfmUkA4Tqx2X+RkskpFsZEQGYsv79t4o2avDdSnkB8Nu8 sW8NTbXoEXvODaC76lzxJrpM5LFo4zUAd48rD6kNOQiCjrpDp1UAxhh8/jCj a0qzmh5N1kA8V+92UfQ3QmXaEdUaEFC6LmyAnl0sd9nDVg2hAW1DFH82qsrI 2VENTF/2ky+iTWq0Z04yVMPvsAVaIzSVZvhLx79V0L3q+sUEnTPz7NDsbBW4 VwZkWKJtL5q9U2uvgrFThQduol/9u/TE0qcK4vX/HPVAu8a/6RGmqwKBO+SL eWjR7eLHE3ZXQmjLrx356LOZ1CQWtkpgEjJtpDjrofz5p8yV8LuHT7kAzVCZ y3ltWyV0K6RxFaPzXW3STq5WgPvvso/laGfJ+E3V4QoYezJm1YSGtOztqikV EB8gZT9CeX/eBgbRoxUgmAXPmIxwfJJh2iGncginEVbdgd5bGJN16l45MF96 9oviibVv5RccymFtxxnbnehrQSKr9jfKoed2nxYbWlZpdKjIohw8Dn5h4kJ3 cqaCo0Y5TJQxBe9DRzMfGXrNXQ6JLUZxR9CDzfsrWKAMhL78KLFF106tJNrx oIV4ZurR3U0d3uHzpRDu8iihAR12LnHyzs9SYO4dMWlEx8mbjZ35UQprnkmt TehTV3Wz/02XQs9n6axW9PSPXWTHsVLwSFe93Y2+svbC7EFXKUwcsF7+iBba 59sym10Kiap5/xbQ/2ToZ8l2pSB0SZ1H0JiDUN+RetZgrgT2hd898xidZZHN 6MFcApFzfdRu6JtXTFsHmEqARUu5gmI+B+OfcttLYGN1Xdodber8yvbTthLo M/Nm9kQPs3Kzn/lXDF784W990KK0llL7l4phMqXSKAS9c6lQQ2WwGJKL6K9m ouOKZMacUotBuDf20QBa8vHKrLQ6mrktW9EE64t85PaBoCKItNlvo4Tmv+3M 6R1YBCzVRD5l9G3zQ9flSEWwcduAeAjNRbM57OtfBH1vhx1U0OniawxqPkXg RZ47qIYWz501LHtcBJO8HGVn0ZE77QTGbIsgWcqq8T/0XOGxe4uqRSCs9Wsk EK1araS+a74QRLz2scyiJ+pYn4tZFEL0kHczxa7+H/l3XioENsVp95/oV47H v62YFcLW56z5OfRNmyDuJpNCeK+h1LuInvze1HP9YiE8264Vuor+ekYso/Rs IUwF2fPSmmK+3FzwdFUphJSEN+K8aOWvX/ODuAtBtPqcmjb6lKF1zGx/AYiu ud5NQd/cZm+YaV4A0XojkqloMrXWYJVZAbBlnvhEcbyglFePaQFsmdEapKMz mz5qrRkXwPvKAMUsdHV2d9SZiwXw7GnC73y0JqvIhWWdApiib3KrRDNpCpZf VS2AFE62l33o3l2j1vlCBSCmmJZEZYZeM4me//oaxB36+izQIlfeWIY8fQ0S U9LKnObYv1dJeZ5/lg/xx4k/KXY+N/1n1isfOMLmU7nQLL76mf6e+UClWczF g1ZIZApoc8+HwXTVNV50Q/P0Uy3XfPC9pVcphH6YpMuj65APX5cenJRBW/5N anxomg8Z1HXnTqPFbVRGjGXzQVLQxPYeOmlkUkrkYx5ImntHdKF1CFduOR/J A+me4fXnl/C8+Ye8EM6eC4mSJwp90F/MLUo8d+UCl2ei3Qv0sLNClD1bLtAo XBv2Rd+IWKg+xZILQ+S5Kn+0mteuxwvbc8HPhNojGE2n+q5GnzoXvo+J08eh fb+zqu9fyIGsn/fYi9EndgkxqnTngPQOxv2T6M3xrYES/xzYr6lkccIC99eg GsfsjhyQqQqo+Y1O6GAc1xDMhmSOeedV9DyfwaCNQDbw3NaXW0M/P/tkxps/ G+gEuBLX0e+X7bTq92bDyNMEzy20VrnaTgJPNgScLlSnscT97VOUq7YrG2bb B9p3og/rsEtdoM2GnI/CA6LoiH0VmnkzWSCzWjZvgK4uqz1wvSALZBW+COWj 1x2Fk8K1s+BAhqr39cuYb8582JX2LBPkQ+e0Bq2wH0jyU+DdnwFps3pUH9EE e9nxR9IZwKdRVEZx3Z1dkcNSGcD4+6HUMHpXR/iBOMkMmDCh3jGGbiXazQmJ Z0DQXo7uz+gVqv430vsyYCFZxXAeLeZVYavFnQGvC55dob+C9ZVneDSFNgPk 3/K6KqE/+rr6/hxJh4NMWllB6GTWszZJwemg4JHAfOY/rO+DB/22aNIhY5C6 ieIdz5RnHNECB22enEXXaXWf+0adDkyTknM66PHYisMfqNJh8nTh2/NoC0Er 99d/0yCEoSnEEC2mONpvu5EGS6TvPFfQW8FTqUOLaVAYpyz2EH3v7Z2AsYk0 UKzsUE1FX6ghBBpBGij9XnWgvor9WsrC4OKTNFC21+stRzMIBUs8pE6DnMbC lxVoPWamrL9UaSDMz3mqEr26W0bJB83S/bGwCg37b1iF/UuFaTnrUECfCsnc VfwnFcKXH5g0oSvVoqeW1lPh96OY0R50yRvPE85LqVD6cvrbDNrs9ukw8udU OJTuRsNljfNfFn9Lohk9maHoiIZ1SbrMgFQ4YkodLm3DQVDSDappEEiFo+qF 5jHXsH6eN6EXNUqB17Ecu2PR+R1BZY2GKSD+y7mDYoLB8p1raPa0Y8fj0QXh B+fSLqbAd4Ym/iR0UO9zSWmDFIjuGJhIo1x/KxJ68EIKbBj8sS1EN0rNn1Y/ kwIV/2nfb6OMzw0/XFRT4OjTMf9VNMOIYqCAeAocq2CqvmjLQTBmCJg1XHsF x+WtBZmvcxAuB25uU0t8BWp8HFNuNzBeJcsiyraSodTJOfYJ+lXKRKkdWqZr 0NAdfcmz+CMfmsc9rukpulHOUtpzMxkWxsXTvdCfFLJWz2wkQ+IrFTtf9M/n iydHVpOBar/VAhktkiNDpl1OhlqVrK0s9IqdNI/lt2QgmBA4P6LvrkfJHPuA DrHXVL6J5635uZiE18lwirEp4yd60Y2WdvZ6MqivPLh9+Rb2gy/6/avGk6BC d1DMCq07xa/3GC2fenSMYpHDAtxH0XzG/87/hy5Z18h9M5YEK2985W3QN8ky G4WjSZDyOGb5Jrpddj9X1nAS0NHWuT5AS6ZFGEUPJEHjLmafAPTJFL8Zr7dJ oC6XHF+BthatoHWCJNCw637LZY/nJcan/u8SkkBzQlzhLXqrgaTgdDUJznQO /FZz4CAsGTFNZs8lwvkUFY999yj960qBmGAiNG7FHBFGH1h8eemXQCIcNfq7 QHEKUx19E1qcvuE/UbShFOdVG/Tf67qnJdCT9w1kXvEnQt5+K3pZ9LwCM+s+ vkRgKXoWcATN4/CeWWBPInTXvY28gG576z7FtxvvP36t4AmannZgSJYhES7w hkx+RPukSqoeHk8AvaDv6iGO+H6TTPdUvBPgolvMdlonjJfj3hWD7+LB1PBP yJQz9mvWbT/8yXHQnWOl8wVdN/XiNgGtvq2edhpttttucSUkDuRLfZxm0KOs Uf8s0Yw8bMbf0frR8crywXFQNiy8ZwE9kSPP2E+KAx5r7YRN9L1PpZpCfnEw eI+czf4Q+yMlL5FqjzgwDZRqJKCnYiUOsDnEgVm70a9YtNwHRgHeM3FgTsgz MXLB9a8VdiqkigMLGSu+ZlfsZ1aig5MfxMJ/dHWp6W54/1dCPw45xYBvRcnt DDQ5z5q0cj8G8u5mKWei3ZSvKxaiN0bITVlos6v5XrLokBLbL7no2M2Th0Qd Y6DellmsGK2hcXlx190YEG0zSalFz6lPlc7dioFp4lzyR/TT14WPcq1jwI6b L3HHEzxf5NDUq12MAUfph9F30JIdU0dKFWLgmZ5s4GF3zM9X5y9OLkVDWmyU S8tT7IcySfarD6Phu5KjzowXB2EgYOqJLjkK2H7Y7v5Ksc6dX5zoQ0mXhilm GTniMB4SBV47NW59R+sc9bV2RPNOc/v/RIuSuCwjg6NAJ6K6fRnt+WDafyow CnLWGc9SeXMQ7jzfGHgSEAUONQnae9BdjPISxc+jYEmrS0MH/dV40F/OJQo2 zSUJ+eg4u4TaK5ZRwOw5pvTwGcYjjUFgumQUyHWdFWDwwfPiqe0h8fWR4HRN ZFH8Je63gaxWFtpIiN7LUy6Bpj/76f0ETSTU9jJ7SqL/vaOdLEQzn/jNJo2+ ybLznzE6hatNXhbNoCCnnkAdCf0tDncV0YszWRtyVJFwSLpiXg2dU6HBY/An Atbm9OZM0SmlhzmiViPAzcX9hx9azjCSSmE2Ap77f/wyh5Z5vH4ksD8CwgsC h0r9OAja1IZZyxkRUPZns0EzAOfHOGj4jEEE/Al7H24byEHwkujrup4XDj7N z4+nhWF8eTmJqb4Igxy3R3TpaHnWmjRedJ/CnU6KuS+ESa75hIFAgqlFJjpu YFa2CF36cL9bDloqRk1NCj0j2VtZiLYyvevG+TwMtP35jgH6Oe/klTmvMGDS K1IZpLhOuDfJPQxIHycOMYVzEPYYUmuzOodBxOyxgw5oqRfUJnTXwiCDfUns UATm96Z+gtHpMOi4fJm1ORLP2++ubjyjDgO21UOTX2Iwvl10Jcq9QyFK4usL sWTMpycL6RtjyVA7OnJBHP1cTbkkAz1N7uWWQMvQctoQ0QpUlemSaI7e7/XG 6PZBYst+9CHt+WffYsiw8VKRQQEdmm3Gy4q2mHX3OYEW8kjxM48ig0AB53MT 9F+nUI+lMDIkHz3t9RIdKLVULR5Ihqxz8W4/0cVOL60SPclQdd/wXskr/D2N ypkBWzKMQa25RirWg+v9OroKZBA2jZK9loH1y0xVY29XCOT4nn2XksdBIM3f GqllC4G+E2oxqejG18rWWei1FUXrNHQqJ+E7Ga3+H/9yOtqmiWvdFj2issCe jc4O69izE73zR5hBAXp/u/51M9YQcDj3qbcarcXYorC0MwTk2V16PqDVxbf7 i+4IgeKY1C7GfIzHm0EnAraFQHUeVas9usxhIf76RjB0vy+tUnrNQaDllSs4 NxUMi0IiaY0FHIRj7iZxfWXBcKh802WqmIOwMHzuWZxNMMC3HAHRSqwHPeSd p5qDYDohaZpinwefGOXQzMbheWJoov5lOj60af3TExJouuwvm7+agmAh2uCy NDqpTfpnJlpIdy1OHq3yizi4C+2Vd5pfFR28XND3qSEI1O8P7TVG23MSDL3q gqB1i2GPL5r5+pJfU1UQ9LBa755FM/7KrTAsCoJJ5T2MxVV4vS6xMSwxCOi8 ni+ersHnIaTEJTwOAm3ey43WdZiPvE4YVCkGQd9ZVrtXLZjfaXyaF40DYY2K TiEFTUhU+9SDFniztk7xw37CVj7aTmTyZRr6Eg2vogOaZqs4MxPdTpBI+W4U CIq55t/y0Tbnc8ifDQMhlDXtRhXF3qYZ/QaBYPz++PV+9GfZtfSK84EwZGln w9DKQbCr1P37QjMQPt9tunwLzXBYZFXuUCCshD++qNiG/b1tYVQxZyBwf545 3tDOQeB1ai0P6CfBiagRuka0cGT/N3u0zYXeToo/jInxnkO/rqywaEbf7Al8 vBOtHUp0a0O7Sb48SXpPAhcNxaq36PZKtqHAdyQYSnc/NoK2prFXJfeSINae 8+gvdFA+d1d0FwmEfp86LNHBQTj34SZLbhMJJLfHH/RH39tGYBorIcFROUPx i50YH3zSjvfCSWDxuJb1cxcHoZuF4GhuSgKvgyUDFGtURqcdQ2fMZCZMoU8+ UhrmQ69cJMtNoxVlxDTGTUgQIGN74Rva6/TmXht09eiOwHm0/Q3X/tvGJBAg mLBsoS/XlT70NCTBBN0cM2c37o8H/1wy9XA+SHuZtNDJijy3t7RJcDvJmS4b PZuxvDNPhQTuLTLrjm/x/CDd36K2lwQpT/bV3Uf/ELd32YduV+R66YQWv0CQ okVzJf7jcUZ/2Jfo38xLgjyXviOuaLEi1Yvn0ONSLi5P0eOl8z/N95CAENCw 6o+Ob5DUd+YmAY2++e8UdA1XZXfubhL4DL1Y/oCub6hPEWQmQeDPyZ9HezgI spYe+Sx/iJC4O2qSphf3Z9+7j3vGidDcRsyiRQezLdBsjRFh9qmXIx36XaaW zBj6yOwtGnp0wo+Mp8nonsYTwtvRi4GKUvvR1M5T/7Gi48NuvDg+SoSrg3Kf 9qK9L+vctRomgmhc87gS2vB0/XLqABEyxFdGbNHLp7+Bcg8RClQuDLSjvyV2 XLlSR4TB+dMJHegDVX2Np9B/U49c70SLGnBIiaHPsguvdqFPf9Nc+lZLhMnv K1y96I3cmy/uo9ljo40H0Ns6Uqp8gAhOf7/0f0bnn/xhkFtNhEMNbu+30NsD fQ9slhOx387qPdCH9VDQMzGqkAj1Vts6Q9AvrCytP70iwlfODTIZnV13l7oR zdI5dykUvbe+OiENbX5k8EcYWjOKbvQWeokte0cU+nGAhvnvZCKI1OvpJKBL m8hWO9DPRGPbs9GB5EthyolE0Pym0NaIDt11M9cvlgj2CRLBTWi3c6Nmt9Eh RnxmzWjSoh+9Hnqsbtu3FvTu2yFXONHO0YOMHegIfgPuxBgipOu4a/eiBVLI gSXRRGDMa2sZRZOv7smeiCRCh+OV5t9oSTMq0uEwfF5JI9IqumWqRZsXzTN+ xngNfSC5lfZPKBFsdBSn19En8h88qkdvidDT/0FrbzyxO4eW6c/WoH2H+T9S 08iaTAQD/8SddGjCaOJuTbTLybB+ip01lPok0Y257tfo0Zc96PXmQohg6aP/ fDva5bnpeVc06fBqIyuaxF5oFBhMhOKfPwLY0P8Ox3M7oodeTRjuQrc5NXw0 RIuztU+xo5nlyi/zomu+xtJxoalD9G+lBhFhKj64k+JIE3o5XzSTkU8oNzpW dmXJDm1cd0d0D7qX/vFjefR81Cl1PrSZsXJgZSARuPQOM/OjD/sUGsajj9PL vKc4DG7weqJ9HTltBNHVOh5pmug8SSYZIfSf2E/2Uuj3Y3+XKZ5afqzIjBbS +eotjLYquFTXS8L1px7VEUGLcyX5FqPt3/TuFkXXPxHUi0CH3G4epthh5gP3 I3SZSOUrMfQn/ZZxC3SgcMkkxXfjfmdfRP8PDYnyIA== "]], LineBox[CompressedData[" 1:eJwd1nc81e8XAHArkVHp3iuFEpmZWfFNn2RlExVSKJSkjKjM7MqIZAvZe8/w ULLndd0rK0l2S1mJfuf+/uH1ft37+dzznHOe8zx8NneNbeloaGhk4Q/1/8Og vOtCQzhM+7mWik9KFBLVSNiiOluFyHE+OhoZ/g1/JwyO/BvU7/LsBXIv938m Av4UcyLbwywGJd/0uCAK1jPzdtrP9hK95XU8LAbOrxDmu1z8Es2TrD5TvX4X o1s5G4vYn5kWnAB3k5kLhrtikexZbVdxMCG0g8isE4f8ik7SS4LZlLC4Ufl4 lH1duJvqqn0TDbaZ8aiHi+eFFDg1rtDagC0BHQxm5JcB7xEjdGsPJaCyqx9U 5cB/s7Z3/zyVhEZwfXvkwaN8c78uhSehna63RKqtPy5qp00mIW2FQhtFsJhp F87RMxlN7/X1VwZzbVv8VEpPQRwtAm/Pgnv2chxiLk1Fih5cT1XBBy+bGBh/ TUVXxdmNz4Fzl688mMSlofyE9U9qYKaZ4b+shmlI1aWLVgssRK/1arYlDbny 3zurD+a7kK2lEZuOSEFvms3BHQx1517uy0B/lEtDLcDnpN+ciBXMQEdXMg2v gGXGf95y/C8DOV6NmLIEGyf6hSfbZyAGBWsaa3B74Lgjf0MGkptnxOzBKxqH Hd2uZqJYbWPkCs6wortoEpaFGmg0Q9zA+zIXXhu/ykLT1coG9/8ffzjTqdIs JMF//KM7uGKlNhgNZaG2rfWdh+Cj+5fLG7iy0XphioofmL3D4WVDeja6vHeh MQw8U93LmZWRg3zeTwSFgxPLgmpPVuSgTE+iXgR4pDw4tvxtDvox92Yikpr/ Q0fR4085KLQ5YjsaTPspI8iBNxfVOcueTgC3pL72e/IyFx0i+TZkga8q8USv P8xD4/GEN03gayW3elr5ChCdAUsAAptkjjnZShQg4V00Os3gRZMws22lAuTm vDDaAh4TktA5YFKAWLUb/rSCe60MHT8EFaDTW9ZK3eCmruN243MF6JVlUR0F LH+2nciXXYisjqnV/gALhHInXmAvRl8KnKuOkXBYykTIVpR+KWK1sfPmB3+m F2OwvVCKZA5aqAuAvdttduQulyKfQLXh4+B7sXKDg9aliGDJuSoMloybk/np Voo02BtlJcHBvIlLA4mlKPceU6UyuPTsMS/+L6XIQS613AQsrnGBM8CtDH1r 6ikJBpe3DJr/8ytHa4NC+YvglWRxzXWrSsQdyu2yBNbxbzF8cKMSqarsV1oG x63reG/YV6KI/D+dX8FDyiFn15wqkWBA78IPsKuyZvCcVyW6JOsqsg52DnP2 So+vRLWxTbn0wzgs3vfXiHt/JXpkYZrDDb7/7oX7O6Uq9G/GP1MfbGXJ5F/I VI2YNiZelYMb5Qf3dgXXIIliol0F+JBjqmTGkxpkcqNdohL8bnt3v2dYDUob KG2qAmdxRIWLRdcgxbyAyVqw1E3K3qCUGnTLXIQXgYW3tCyOVtagrga3lG5w fVXhy82pGhT2mCV5Bozfe+OC6qlatI/lVAKBjMNuPnDWCJipRVy8MS8egZtp AoL2C9cjUTXtUFUKDhOtHHE2cm5Ahn9UDM+BhfqyQj1cG5B76cmDauATtVJW Kfcb0Ftunlx1cPdOm9H8wwZkvvq9XQvMkTCDefo3oGfZL3cbgOeGVK++fNGA lpk+BVuAox+S2ZOqGlBxr0eQGzissHf9+0YDkrmU5Z8NvifxZ3bMqxEpO9B4 7xnBYUnKjaHBj5qQ7vNqZyJYpL2gV1qkGbloFJwaAidEZRw7INqM4v+m0pLA t7tWr/8Gz9x8EjUMbvWvK6g+0Yy8zl4pGwHLxoobKkk1o6IV2p+T4AgZ7Mdp hWbEbqp3bwl80Sw0V169GQ1wzTgxfMBh4xLHB79ZNSOTjP2O8uDNA4e8/eKa kWW1o10imM7zjIkZbQtyGj9mYTMK69cd6JbobEEx0Zz818G98h/NvoPrtViX qL7YrTBa0tWCGKtWH9mCDcr7yqR6WtCr8I7Em+CVxIEG6f4W1K/iNOoEFtrP qiY93IKk0uvMPMG8vN6Cgp9a0Iqt4eUYsMse7fK5jRbk/t3btA18z4jxca/Q W+RL98FAdAyH8fu8FTsT8BY9F45UWwGrvPg+4SX9DlW4bYn7T+Cw71FO2vr3 WtGo6I9VqjfaDqzNgGk+zTQGgLk4ChI8nVuRrl6fXhD4V0hFR65LK5o5nn4n FMwjod5Gd78V4SgaRRHg3mJZrOphK3I/FX0iCcwgECyHC2hFijvCYpXgagv3 S/UvW1FDyEXhWXDUF/W/ufWtqDWx7Jj2JA77IlJrf5j+PSI323NyfMRhfpxW bvkR79EGK4nm9RSsL8C/sTG6DXX983xD9cno/+qlX7ShpBV+9wxwiKhSeRZY ZcR1KRP8NYA2JjymDQVkHCDngHmjunktY9sQu9KFgiIwTf9ro62ENiRgTzSt A/eQmCRl09uQQctA/gBYdHlqIq6kDWXf7zX5B36gmlgu1NOGTCfbcq98wmHJ iUyaTgztqLykzpBzGtZXfFal0bkd3TZOTQv7DP07oURywTrQf+qaFuFg7yQD TzKYXfE7PgJcGDjBq3S2A5XynHkWCfbssLWgVe1Aa/OT96PBPU0S+ZHnOpCf L69OPHjlOuVVgUYHii1MWc0A65qKzk7pdqC3jMnab8BZl9c3MbMOdOhN/O8F cOz2xxSKcwfq4I/W0pzBYYd9V/9Zv+5AAquBP2i/wPuaLp2hp+1Ek3EOmMcs DvuQojYlWNWJSp9ybFF9U8MQ5wN+7F1f9QCceixZfRgscH2P2CNwC9dqakB1 J7olkY/3Bsu6lJ6cqulEv1sXFv3Bd3XuUeLrO9GelZsvI8B6byX3MzV3Ijld +8UssEzlo4uTXZ0ojOZGDAl833LujsNUJ1K+ZTkvPQfz6V3ETzqWLhSvZPh8 GWzC6J2pfrULGU3ITVkvwPz43KXzdLsLtR6j9dNdxmEvbBn7dI/1oFh8npIe +Jfe7MFosD2T0SrVMfdWrCngPd/SHAzAdm8iv1nz9yCDOszUGDxTM/XTXaAH jRr4iV4Gp05/S0sT7EE/vP6RroOHdAzTV0R70GHKtognOHazVTLqZA9yefZn KA9cwoHLrVXrQXy/fwnt/grz95SLYLldD5z/s/0t4NzWyv2X83qQws2eIwrf cRhnHDehTKQX5RfFIb4VOF9PKszaH+xDXmlnHh0D0xfe7E8D672Yk+VfoeZT u+YD+McDhXwBMI0Mb4AOVx+SU6PECIGrafawSB7qQ82jBAdxsML7v2Orh/sQ eXcs7hS4oi7H3/9IH6K1ibllCNZ0pHyJE+xDlwlRB3zBDDnxXBWyfYjR96n9 OJj2K89MgWEfum7ovTfuFw5TE47RLQzpQ9y/bK6xrsJ9p/SF376VPhSpKPFv bR2HaSyIh4TW9SMrMXLdOvgwj4NxLViG18dtA/xiIpd7Hkyi71vYBEsISBRr 1vejQ/13SH/BLBWX3zO+6UeZtkV5dBs4TJpTrjWwoR/VR58wYQeLbaox+KF+ NLssmnccbFYfGen6vh+ppAtdMAGLdEh90h/sR8vMfDll4Lo4g2nyfD/SGjtg 4LgJ/cwavhjHMoDofDZfffoD88PtCNNzxQHk9q5VpWcbh3WdT3twNXwAaVQ7 blItOrEy4QLmzMNV9oJtHaZVQ8D1ETdE+sHePvEspeB/Zgw4Inhl3CqeNmIA Pf1xboECJq7fSM0Ep/G8e/EZvKtF//pi5ADq9miZ/wO+w3X+nVv0ADp2oila ZAeH5WHk+cC4ATQYUzMbDD54euRndPoAkrDLjzj7D4ehYU9p+6oBNMf0fLKa Bo8VSVXWbo4NIHN9C590ejz23eTDLtbjg+jEWfpTr8GF9iVZPODtkwW/qNYk yKtLgtO4tm5mgmcNTAOMwV9mEi/kgNudxrbiwfc8R4WLwM4STJPHBQdRcK7Z UC349PkVuzNCg6iM7rLwAPi6jvczZ5FBxFRjQtwBi19h4yeKD6KaI/qCVxjw WKVOd26g/CDC/cT6CLvwWHeR448SzUHU+0KQN4wRj92TU8UEbw0i7MPPRndm PNZIv0VszR1EgjdCt3X24rFnEzxsUtxEtHFRqlYXbHJtO+Y0uPP8iIse+NBq NrcO2FFSeF4fPGF9WcwOXPannWgEDrCW1UgG/xe1O/cSOGQ30ZmJh4iMm4KN r4NzzAvTpsDeB4NyHoEf2By1fH6EiEg9j43ywC/FeS98PUZEAXKeWYz78FiB xgG1FBEimmJ00msBC3DtbRyWJ6KEvAsp8hx4bHSNbXeRIRGxfuc9zYfHYxZB PNwH/Ino58Mqr7VDeGy//Vb2y3EieutoqbAOntS7ZZIGjrm2a4Vq9uxS2gKw vLqp/SY4sKjbohnstW/V6C/4ssRJ9iUwY46sEN1hyE96x21sgoi4SRWDbOC8 VI49S2AtiXLB4+Dxe3pDZz4SUdp08cAFcCp7WcLcJyLS18kVKANPvq6kkZoj onzupJ7b3HisSbr9aeZPIrqB/Lg/8UC9Y99zHmEcQmQG3Ybuo3hs526c7R3x IdQQOb2VJojH3i7lB2zdH0IR/k+r08HhzjY8DO5D6Np9GefX4ALb7WpWMJ2F /2wG+FDSxAIPWFPw2GA2uFhLUx8DExusswvBJ/ma9weB5xemDGvBwpd1Atg9 htABtY9Z/eD6yzP7+B4MIYeNMYMd8NoEPUXt0RDish7OsBDCY+8GmQghPkPI XaZDhyAM/XyANW4teAhJDhclPRPBYyJVTuYBcUPo9aGHyu4n8BjflbF/VjVD KDRrr6eODB4T6xyQCl8ZQubxNXK64LcMDsoxYLFn135QvRT8VT0J3HevxFYf 7GVVYZ4HPvCfgaEROMNFKeA9+BUx4vgl8JCN/MA2uPIf24ANOHNlzszp1xD6 aMZ6/BH199rVTxj8HkLy7Mz9ueC5hGe9e9eG0Bd3On7Gk3gs2Fh2d/jmEFLV Wu1qBv81VPLxoCGhrcXRQ/Jy0O8HmEvY2EnISSq7/qgifF+N+aqWMAldePPf n9XTeOxXckimshkJzhOFsjUwq4n4tbPgzCCZm+tg/9G3XJrgNQNh8gY4+WJj hDE4ceZA+RZYleOHxy3wNNvSLVoV6JdeXc048D2rhA+s4MMsXz6sgCN2rdXy g3nOvurLMyehDoMSDyOw8f20NcIVEvpvhm+1EFy8o6H27SoJCbLt/nH9DB7L mlr/8fwGCf25OvhlEMNjWoj5es5dEkqjsxssOgf7ddSH+UgQCX07H5lrex6P 5VsdZrhVREKckk+v2YHP5eNG7oAxXBDBHmx4nLbQBRw9+SjwJtivtOKCF1jO 1c7qNljpqO/rSLBX8umDzmDliJLT1WCW70shXmCBJQ8H+mISEo7Rsn8BFp0o TUkBX5+kFWyhPs+Nvz1YQkIjLm4Z3Np4rExKKlO+nITeJpm9GgJzL/ZnrFeT 0Muv/DFndSGfkwc9TJph/VG1vjwGeMx7cFLRh0hCT0c+XRw2wWMKUe4i1b9J qKJxnI0MPnXxi3o9ePw1pZVqbOy8TRNY4k6vzAiYdPx3Yht4kLaOfQw819zL QgEfFHveNgW+KPFyaR2c460ivwzO/Xg/49QqCe5HSXh6U6iPffDvBvA/RxOS FFjz3DHud2sk5EbbbhQGdjokF9C7QUJXRQt1z13EY60PhJtH/5KQtJe7atkl 2E837ztRGIbRyBEWiXBzPBbjYHfeEjeMBO1ld6lb4bHQI6ioWnoYtawGV1Te xmNpYwnttnbDaHH0sUMVuIhSM3ITzNHsxVcNVsL3L9wG33jqElkDFjZdYHEB Mx25erseXL7YY+ADNtSS428Gp/oakmPBk4mfo7vB+xbOT7aD/57BXKbBDN57 RkXsh5H8002pfY6wnoJ5v6/gfF7H4tvgIye0wl1vDaMYTaO8Y3fwGHPoVt4j x2F0M+Fw6nMnPPbnzp3T912GEfvp0qeOzpBfNWd2Xp9hdCXwg7WABx77ML3p YRAzjDY4TuyL8cdjt4bL+wsbhhHfhmA71cw6aRIlYO0JPp+XYBeZJ+Fl4OQc zuVY8OxFPZ1q8Jn/6DsSwEnrr9oQONh21DcVXJFp30AE42tDv+eD59kjMzfA MpZf+lrA/uKn7NUah9GdnFfh38FV4xzVY+Bp5f0sOgF4TKco5REzGkY9N9Z2 0QXCvCzHZVm3DKPU6uatu0EwPwJYShjahpGGuemcTijMh4/DzJz9kI90nyb6 CKjvVvInj6lhJCk16OiaAPUfCRJ5RENGTK5XT7qBDSrVFb3AU1VLm1RnTNJq +oCjlRlD3MHTR+7e8AevaSinPwQPmPKkPgU3WWYN+4LHEjoOJIH1nz1UCQPX ksz/vAE7zfLtywIHZN5r2AYXJrtUkMF3ed1xj2nJSJgZ9+dUIuz3wGe4EDoy OjZ9MYQmCY+p0P8we85ARoSY8fTwZDzGJZHEF89ERn/X58g5qXhMj0dz3Hsf GXWhHWw8C4+1UWxVC46QkZ3BCbx6OR77OZ28OKBMRmei68aoDqqOjyOCDw5r vNYAOzFHq5HAXebWklpgdXHvVxSwhF3seR0wq5Oc8SR4zYvGxwicNCpetwQO yifNWoLZXqoEMf5HRpm7vGvdwdeVPuH/A39+02uRC36RoMiVA7YSvvuapQLu G8sJuV6nycictlySCDbudP16/AwZ6VUoaF+rgvPfJkHEWZWMZDnP+T6shfd9 0VdY0iIj2o9mC0VNMF8Vnte6mpJRslNII6Ebj3E4/rpFd4eM7pfhAjnBnjfk SPRg/d/p2gfB+pn3VXaBaR41ULjASn9+cDCBbwT9/MkNfvOP+IYNfCLZQpAf vHRfjY0L/KZTMlISLCczUSwJHhUYsdIC++2aW74C5hoTZngErl68YVIDjtXs 0p4Afz9oOHjbiYyeH2UbyeiB83HjQNDQXTIKIEavSPXBeZ6e/CXFhYwc5F8J 6QzCeY717j/ygIwUdiqjfCkwv/Ys8FD8yYgYPm07/xn6c/2xjXIc9GfRafb6 v3jMaGPpRnwDGYWd8Gmn2qc4+E4CeF9hk98b8Hr2UfdEMFfBmV8N4KyrxiHJ YNG8syMI7LpQmJcG1s1Sf/0ebO2k8i0X/DxFT34QfFd1yL2O+nyE5dV5cPKj 1qBR6vN3vYsJ23jsmm1HIncj1Eu6Ud8VnDt9Nz0NHF31X+SJHYjHcM+x3CYy 4mlS3pf6D48J7rSsVTaTkUz/KY5AOgJWSeo/0tZKRld+yhH0mQjY9Qvay+09 ZFQiJ8E7fYCAKZArTUzGyehiE6/EHjECZj3GQzu6SUZZ/f/0zM0I2GaRp8YZ KQoaLSQSLMDC0qNCGJj9adZHqvtsFZnPgt3VdJwtwZGff3WrgrXqYmOswBtS 9kYa4MXX4mN2YOKBM1f0wFLuFjddwUrbFc4W4HruGv8wcKtneZIHeOCWU00T OGUv/XIJ+A/9xFF+cwLm2bnpfVSaggwV638tgS0+u9vTysDnaW4J3lcIcL93 M357koL0XRZm0q4RsAXMIBZToKAN3JDnnC0BKz0epiKpQkG65tl5bi4E7ObT Q8wjOhS0MqO7K/IZATMN1fzhYEdBKn8SGt41ErBaPd2k7XgK4sUdfdAKnvt4 2XgHvC2effI9WE/LlvkfuMG6PL8N3JTk7UGTQEHKnV3xneD/9Aov0IMV47fc +sE1o7SszGAZeUvxMfBOargXDizocvTVCtiWImQpBmZfzPblayJg3Hh7bjPw xw8Vqr7gtez9LyrBfnW9HUqIgKl/47G+nUhBLQ9oh8ua4fdCtfxGkihIbf3m 19R3BExjPrCn9BUFaf9W4PXqJGCzV3pyzTIpyPTbsK/sMAEL6WhvCyuhIMfp /eeylgmYza+a0kfvIT9/43aozp0vtPQEixF467PBcCvf4wVePC8qnQvmG396 wxt8q0z1SAE4UN/ioB/Yzs91qxRsNPDbNwhsxTtc0QDe0Nxj8BxsYh4vQAK3 MKHlLPB/RF5G+q8EbHzEQHAQzPZWrNMKPLrBHi3URkHF6eoG3N8IGM21Xbok 8HerhxYvvhOwd4Wfz4t3UJDLxynXxyvQn8Xzdya6KOjBeEmm5QYB69o/YS4/ QEGBZD1GAgMnZhQZPt01SkFJXU86gw9zYm8yhNR9v1MQkWzzOATM4ij2heo9 n5VPhYIl90oG+YEfbH3NfQIe/yL3/jHY5IRxaBh4nXRWPRDMHnFIMxrMUW+s /gTsZ1TQmgL+l3pZ/QXYbqQHVYLXRn+r5YBlZvdWT4Nz995V7Qd30Ma+VuHm xFKDHeSP/KCgNcXXnmvgARUfOgQ2zqkXt+PlxKJu8Ijt/KQgpsClKHU+Tuzu J8umR79h/53WM2cQ4sS4i359ddyE75fuW3osw4ltSB98KEc/gp40LLz2B+ud foCTBzd3vDUPAMfyj5RQLfnJrSsQTPc4blYBzMrxIS8ELOeLM1ECv3dNvxkO FniyW/IMWFFBZjYevE0cnNEC8zZd+FQCZjuzbnAFvNAdS5kAyz4KEggA+81x t546yYnNPylpGwAX84qk/ASrP1T6fpthBDGHnzWwluPE9OclBtN3QXy3XCow RU5s1rFwhIVpBEnwkzz/nebEGmx61kZYR9Ce2DhW7/Oc2OtidfdLhBF09vW9 VqpDfu9iuwx+UHzeywfsi2/LoHqubWvJF5w0rz5oBm5dv9btD84dOnfiCtjb TPhpKJi9UXHaCvyDu253DJhmglHfAUzOGKUrAL8zkj3uDU4v49kcAT/ZRxp8 DVbszfgiqw3x/RQU+Aa2YyhtWgbfrTlUFMg5glpcOu5d0eXEXm2fNiw7CPEZ bJKUDTixwotRY0yHR9Ask0XKHxNOzEPfZnfZkRHEg5c13QJHypOSqDbhY2P7 C+7fVJcqB787hby2wRX7RcwqwGkO/FdoTDkx4ZCv+VVgs56lQ4zgnNC7+vXg nkiv+P1ggdlLL9+BywmvXgiDL7HUHyODvQU+PbkILqZpVd4C4zB793LweM43 O/WjI0jVw9XA4SKs925q+gdwypdntKOXOLHPgq65tMcgvrcNtnXmnNjC6q6/ BgIj6FnfS556sMgRo0hD8NtRp2GqY/mTjxmBpX8dVW8ArzRKnzcGswsECSBw p6JFrAm4PUjvcyt4QyNHygysdH7SagCs9Z7f1gZ8dOCfxRx4l3Zxrxt4aULV GG/BiZ13Z05JAPtvdqg4g8UdR2Q/g0ulhjlFrnBiy9c+aLkfH0EsqV874y2h 3kyOdMmCEJ8nr8QDK05MgvvPmy/CI2gzZP0L1fEfePVnwVIxAykPwUou56ao Ti30Z/MEi8qFMcyDvSZml73BmbTceotguTMlBQHgI1Wyk9/AuXSYSCRYIFib ZgMc8cRaIBs8PLBbbY8I1Csu8xAJLMvS2SkB/lEuulvKmhNrE7Lr8wDzLspP zYFTU1kamEVHkOna3vh58Hz/rN4ecBjdgsEC2GGs5SPVW4eS0CKYO9CDnhU8 ovPv1VewCvcnbXZwVFG75S9wtH3RBw4wg/PlsR2wu4Po+mHw4vpDMt6GE7vN Vy0tAa7a1dhzDpxyEZdlDNblO1eXCvZeWQpMAj+8bBB96Trs12gmEXExyPcN Ye3L4F7lxHqq5+/R0pmBl5CYrgT44pMKZ3PwjJn+XUmwTD2nkSUYkaKqpMHL h6f2Xgezzu5XlQdf/Xgv3AnM4LFmfgasZhcdGgT+bmwUZgT2dLmNBYO1uz/w GIPLfdQ2qF7ktSmhmi9uzT4UPH3JhXgBvNNurvkMXLcv6uBFcI0IP2MUmOlV e6Y5WPRrRUAy2EqIq/E6eJ/bsE8FmLCq9/U+WNOvWL4SzHa618cd7BMW8o3q 01a6+zzAXzNPXa0GX1HUPvkA3DWccroOHCGp9vAROEDB7m8TOPuU9C5f8Nqf tYdd4L6G79yhYPHdA9Ld4DhHh2KqbxzIW6A6eX3mzBMwUczCrBdsk/rB5im4 5ApSHKCuT64lNwx8sylkfZj6fp8nslHgsccH738Ca/ju6CSCOSJ+npim1ivW bYJq7cSuGarfP1l0SgLXlnuZzIDP0pKjksExn6dOzoGFFQoor8Dd3+uWqG4Q PnorFUz3Nzpjnhrvaswfqp1x6gcWwTR8PjzpYH31vJVlcFeT/vUMcJCRf/5X 8IWnb39T3WBpYfMNfExaPjgT7Oc0ukl10+39O1T/D90OTLk= "]], LineBox[CompressedData[" 1:eJwd2Xc81V8YB3BpkDQQ7qVEyk8qIyIyvqJQKiu0pJREtkpEiuwVktJQNi3K Vt9QtopsMm40jBQlIX6f019e79d17z3fc57nOc85V+yYo9EJdjY2tp65bGzk r239G4/vVoKU858rWinrW2mOVOesUXh+w42oNFj96c5TY/C2kMlj6fBZWlzs J3zzcaNyBtzX0hT5C9b70z6RCb/kVHGagGuOX8l+DP9ezif5B5a6MZL5BJYW G+omXixklZ4F31a+s3cK5j3a+Pgp7GHLLjMD81Tc+JwHy9dWD889LkjFfNg9 8hJOiThotxSO95yaboQ/xCuIL4M7BV4aNsPL0xZ3EL958SStBfZ9Se/khafn zxxqhy1/iEvxwzf80ru6Yabx0BchONCmXnMQDhXwspaA1S1X2M7d0Eq73L5z VA3eIXkpbgucnn6OqQ7vGdA5oAL35BjUE1d3uKxUhfe+YdekYJ6Sb6ka8IZZ a1EtuHvcsG4H3G8p060LH+d1Md8Hm695ecgE3l1/0toVVsvsNbOD7f+4rXoK u+UVLj0Nu33kls2BH5RFVxBfufhCMw8W6tyu5ABn+tjZFMHj3BkCzvCqkabS MviJg0vTWXjYUDWzEV69aa7xZXhyYtX23zBnwZo9N+Btqza6a2xspRvLT2pX wPcc+j+3w4veU9PE6jlpzh/gbd3MZ5XwsmGN6W4463eNeDUsWvyFrx8Ol5Sd WwePljF3j8A6wRMlDfCgfsanudKtdOHuII0u+Eyn2LONcEJjhsov+JNMZIov bMcalhU/IUht4Thqt0WmlWafcV15ERYPm9ErlW2llbl2NxGHXlrj/xp2EpAI 84Fr2j+WVsLd0q3Tl2DLtdLqb+HiI6qdfvDo3OGtnfCZknnxwfBmnzHjcfiL 3zVGLMynuPaXlFwr/WZRHt9D+MA7t5/X4BvMyYUdsGBF3UOXTa207GafcUVr QSr/AteF7Qqt9EnN/Y+U4N4vItv04Du7N1lvgfl2P+HcDS+27mtShr+l6F03 gQdidXNU4UfaJoVWcOLEMrdtsM+pXMHLsEDxvR+74WfmQjI0PL2tbOg4fF68 u0ZlcytdYbDgYxTcuoAvXkmxlbY4Hfr2G1zHFhK7YwviNzEuLeWkIOXQwrB7 qtpKf+bJOiBwSpCS2FGan7CjlRYRCeYVhHn5XNhTYFMpq2pingJH/Uz41TZ+ FSa87IxJbw6c4HqeuQL+70fpkhr4QJNmqxhMrZB2/wXXxjXs2whvjVlyZadO K5296qeBNmz1y//KL9h7o5KOC7xxcLHAXj3kp95z+TdwRDPXqmX6iCefKm5/ W+TTmZfGFYaYv2+9L37ZCVKSd6qF/xxupZsmC8+OwzPl8c6zMDdHjPRvO7K+ qRXzLVppz1U77kzA5m6n3Xhhc4MMrylY6teTd+thnmwX1TmnBakoU5EYC9jv zNxCbnhwr/OOV7Dt9JoccXinjox55JFWejOXTaYhPLKhY936o3i+td+uP4QP nq/dZ3e8lZ48NOl0wl6QErj/5dhyu1Z6Xw2veJODIPUy1OjvjDvGl6YV8MxZ kKp0Gej6HttKnz+avNf1nCCVNBW8MrUN9admmaAbPH0t6eETWHfzhS5ipnaX WiEssNDY/ixc3JRlUQdnP2ELOQ/PpLbdG4OHZg+WX4RH3kpJU+34vDu8aqGw rV2VRRus23FRKhmuYM9Yxd3ZSjP2HZjfAl9aFb7StauVztVdWqTiLkiZba8e 3/Gxlf4pc16C/bwgte/PbND8YeTTjP7fSA9Bqt+7vKSNrY22jv+Z8cgL9ehD z4/n69pokyatBQO+ghS9NGH4+sU2WlaPVWwZifryxzHHULGd/iS7SmpPuiD1 NXlR1MizDrruZvAP4sNSYhFT8LN54/l7YbNMhVCOnA7at7VWxxBWu7/PfxUs 6uNxwgSeZ3HRYy984G1TwgE4h+V87DH8xj5U8CS8srJe1jG3g87N+DPPBw7e 5lLxLa+DvrKmsTsLFpLp6Rgu7KDXMIKu8WcgPy69vjP4soM+NjvK9gF21b57 rr+2g/5QV95i90CQysgJfVff10E32jpcCXosSAW5U7KByzvpkqTnPa9yBCk2 i3wvHddO+hbj0PWtpYLU58J7f1ds/EAbs92Yt64D8XP1hgUd2kV/Ssl7QexT Jr2hCnbf3ewuBQuUFP9pgO/c5BteD9uLlMV8gr8ohDdJwxcsz1cvDuuiL5zy TVGA46ZCFA7BSQ32uhRcYqY39w88nrQt1Azm+bU6ZFNEFx2nN8TnD19X0dZO vtpFd0ZpiH+Ee2zfHwyK7aKt137SvN2JfP3xfoV+AsazU/4iTxfmc25MbdHT LvpWTN2fPz2In2weUa12jF+SfaT6kyDleM9UamhtN+1haNd2elSQMpDZPs8/ r5vmngiKtocnPH90h8N376TtdoClp68VXYdfDfaXOMKLrle4pMNL/C0zXGBP xbqeWvh+4T5Pd/ik0LEivvxuukacWukHl1pn296DV4wvPxoPH7s2lFVc0E2/ uPniSxWs4VLGGi3qpuf28UxIjAlSj9931h1+2U2Hns0X6IXV5BsqN1ZhPPHz Tfb9wnyuq9+Z247x9N99ozYhSMlJde0+9Rfj8WgsWzIjSNXb9PJlivbQ9++r PXqykEEdC7HLSjzaQyvoHbLJgj8/cruXCleMeKzOhnX6zl/NhIdU82Ofwr5+ 7s5PYcWWTRdz4SXxO+TK4OpFkgbF8LCoxBMWPObGO1oB80WPZogd66G1dT5v 7oZd1pfE3IU/DUY+X8zFoH6wKyrHW/XQ6zf31drCRSJXXl890UM/qwgeXLOI Qe32/jHoeQrjGWqRvMHNoHaE9DlrO2M8ii6Jl5YyqIsXlrum+GA8NSlxRvwM qjpGffjRHYxnbKnvT1EGVd6x7GhrSw/9Q5tltmULg3pyK5+jWb0XzxstpgyX PyjTboPP7tYeJNbyqb7UCU/vS/HeCvs710yx4AUnbZPVYV2vmyMjsFDQ6Kg2 vETVvnmhRi+tXccebgi3WPcnqMFx+8Rf2cLfx0TXJcPq1sdlb8PO7FUL3Khe OjjgEye7MoNif/R3fNm2XnpN9UBBDez7cTZTZ3svbbp3TPjIVgY1o5PmlLar ly7cP6/nijqDSni7NVXJvJf2c5Cwea/NoLrkBb6GO/XSjDhbdwdDBvXHhdbe dKeXPnBLeJsjHCYtOqsA306oXeQEP/p7oUAJXp0ufdcZ9mqWklaDNxaOvnaD 37mYCerC2zo9+DxhX/OfXw7DdqIhjwJgpwHVoCD4RVpmXwJcVrTwRQ98vGDI 4D3882HsRPjdXjqr3WHdFiMGFXL/ftZAQi+9c6Vr+xxjBvU2IV3hbmIv7XXf U/WaCYNal/4oYDqtl2Y9CGUrNmNQh2pTMwOf9tKZJY8CF1owKMcmDY2vFZi/ wdG4JFvM36XaA13DvbTPSOKxZFiZOXarBy4bM9mQAmsLCXSzYN3pXDoVXm1u aPUZNl7s+SkDPlF2y+47bCMzVyELljwQ4Mn+rZe+6sr39jn8Lj4zTgLum5Kf 3wKPLZCrdICDuc84L7RDPCgpTM/ALRt/6znADW2a+SLfe2knp6lJpdMMSrw3 7dLB0V468dfcwzX2DMqoXNiqeryX5mTjFxt1YlBrvNQfeM320g3LldI1zjGo aDbpZ6rLWPQJdc+Cdl8G9bU6yUFGhkWnbdvg2wHviDTVkoMHdnzQ74Rrls9n yMNOezV6PsBOB81LFGEPy7kcvbBedwufOhx+OcTkM1xUppKvD+eXx4+MwZy8 kTOnYO69xWsX+zGoVvPzl5Lg7CN/r2rArE27LJmyLHrG56JtEhwmz3OZXY5F x5X5CjtcQbwL7DVr2MSiq3VDveYEMKhM3SZDG0UWLW18W1MymEG5hky8s1dj 0RMn6aozkQyqlqGs3buTRYdendu+7DbmK3f/pgtWLFoikCOBB4666XDbC37p vciaF76d6cN5Ef5pxzfKByfvu9V1CT68Q5xLEH5UlRUcAEtPbVNZCVfK72NF wfXHL99cB5eLekekwwJb5hzcBnP1mfc2w3e7ZjpcyedrKFrJHcfzrp/80Ayn VmR198Otr7/33rrDoIwr8or1rVn02skPXyUTGNQN4/1LeU+x6BfH8v9QiQxK 7XDAfk8HFv1d3p7pnM6gAjv8o6rdWXSwlHM3cXf/3foaeI3YmWQXWFUrd1kd bL7ES84NXvu7PfwtXPIlVO8c/EFrXkgjHHX7wXkveNil+XIXvJljqC0I7lA6 7zQKe7Tb3rwPj3flawmdZ9FzL9kIN8Le2WuqT8ECb6xWKmUwqLahN6acHixa 1eaA2F/42lFnJy1PFh10S2dd0AMGpTTB8TDLi0Wvnr9a+d5jBkVv4wp1uMyi jZubzetzUD8WtPfahbDob7XtIg2w8Ru936fhwLKuPuIdi/O4HeDiJ5+cGuH5 o0FKTvCakPHAFni9GU+YGzyuIVDwAeaOSlHyguPS9zEH4O62geBwuPNCYxt7 LoPylOlYlwVbizccUICzeyz0xmEPp7pD1+F35TxLfUJZdALXK8vDeQxqBS2a ezWMRQ+pZ9l8zWdQChL5Hg8jWLRfaoj7nGIGJR8iu6IimkXnulNxcqUMis1N 8bFfPIs2cNS22ATfWaR6+wo8cEJ3jTwsoa4R4g+LGBs8UYDnuKmfDIQDNlpW KsHLxEVXhcLmrIsTavDVSKfwaHhqF22+E96av93uPkytUmdawfZPS1a+hKte b70ZA0eKz7Oegjt5lW79hmuV6n2db7Fo9ocbE56XMSimifevg7dZ9N5eoTS9 11jfzVn56+6y6C96v/KOVjKoBcPxk2n3WbSQcEbL1TcM6tz5XXpb0ln0M55H t6PgZD8eXmV4D2e2VTT8Ur+pnfjyr4KRGLiCz/T0VnjwbRVHHGzppRqhDhf7 fVW6Azu9vNWoDR/5JhmXAT9ennnYEE4qSTUvg61sZ21s4Y02yW0/YQGn4OO3 YConocPsLb5vkc7ILGy993r3yneoz+e0TF5nsOinvn6f0+sZVP/xUCu9Byxa f8jid0kjg6rSla9XfMyivZ/zCY62Ix4Or36a9oxFM54JfiBeH/zCPB3OzhBO HIMZMeYzxJ+ui8v8gpspf71MeK+LvM4ELDVT0f0QFv3P+NwM3LWwf9FTuCwy qoWrg0GFu1459hzmPM4TJw7zsVkubICvci1l7oO5vC+qTcFJZlzC+bAkt5/G 7hzUtx9sq7w7MR8ivpkjsKDENwmuLgalLmckJZ3Hop+EVyqu7mVQIuJ5k1cL WHTvES9To88M6q/u4Tvjz1n0BdNLK4xhD8a71b9hgd1XWMRjfVQq8U6VMId9 8Be3FU8m4Ozlt/3N4eXORSWTsF9Vca4FzN8Z1zcDS8hPC9jBmsH1khwvWLTt As8WXzgmWyVTEP75wN08hzh85PoWmHPS9QDjC4PatXNmmQcsHWNr0QWXqflf noI9Ks2sbQcYVLr0yKkJmkXzym06e3mYQV3m3H+xvYRFP/hPUdUXDnv+fYx4 h4gKux9c4+1v0wF7LNoWfgV+v/aBYSf8sd8wJRB2WdAj3gU/u+ncHA5b8w1U 9MJm87IU42GPUwFLvsK3WmR+P4UNHT9f+w2v9d7o3g+XSFFhy0tZ9JYaSQ/d b8iHRAeRPbDFiVXeS0awv5y5WkPDmTe4/W9+R32acDe7Xcaitdk/X8seQ34w uk5pvmbRXRMDB5/C977yviV2H/km9gxuatqusA1+0Dn+MAd2nE2eIebPW1Ce D3tf3xutDX+ykxh/ARd36hTrwEFNJ0xr4JDKWu498Ju0PoE++FCoZNoB2Gwv 6zr/T/TTU1KVrrDtrQ833GE7yTMPk+FIxcbb6r8YlPD8ocWc5Sz6g21JcvU4 g7pVXLWhAj77Pj6H9YdBmb+X5ZepZNHLqu96foTzDrrbEWe8TNTsgx8uflFC 3PUws64ftvim5SAL6wQW9X+BGYnKFXIwQ62DfwR27ah1V4CLUoTOTpH/j4lq V4bZPG4oLp/E94fEx2nDQaLX87bDh5+lzOyHb9lHFaTBEUuLXPzgUo6g5w5T 2O8eJU21wEtVz76enEY8Wj+PPV+FfiXJoImXjUntVnwnnlqN/aOFI5wPXj1a bU0sv4jesRyeEn2VTvzCeWM+P1zRkiWTBjeqc8Uz4IF0j63p8GxrmaUInNFb YpQJmy5WGloHz6ZJ+DyG551dOVcTbvqk15wHH9UZkHWEa2//cayEhQZ8Q2vg kgGe/V/hUJk8Lb85TOrGodfsUjUs2rFwZfYvdiZVZSpTkAIrvhsIb53PpAqm braF1SJ/597XaYOVlQ8uC4dLFPeztcOLfjF1iPVvVzh3wOmfo54RH7NNMumC B/NdIiLgsHkWQn3we+4B7atw35b65BH4i2/eoxg46l5e8YIFTMr0b51XPDzi 4jegAF8OH1yYDqfxi+y4Cic/mW4rg4UOGv7V42BS1DjvgQn4b3+eXREnkwrz GOo6VMeiX0356d5ZxKTklBauXv6GRXPJqM65C7/Y90WfeO+xsQLizL+vzxG3 Vx5dfw9O+Hqhjvj7NfUlSbDCpjZ3flhYduJ9OqwSsOutAOxy3O5IDqy9U9CT CYvWGZ6thd/57HojAnvdEUmahAv41lmtgxU182dNuZmU+XDNDnU4zX8wd+li JmW3Wm/cGg7hMVp7aQmT+rG8b/Ip/E57YRfxZMTYqmewgPvL2Mtw840524kT uqQ5/cjr+5kRxLmZiwb94Y2hSuI5MGv76yehsEOB9K5cWMVji2ocXE1x3syH v7BEjB/DD/fYyD+HtZ8N+nyAT7/qMimHp02vdCovZVKs2TyjVtjhVn70KBz0 OltlCjb6bxX7cR7E85j3S9W36GcONBcSi9g3dhN/CAtzPQHrekrOEtv8nOqz hmVNatXUYO+S1opTsPsEexFx+sGoMEeYh3tDjjrMFjmf6QnX2tinUfCjiUGZ KFhG62GwNryoOv/wS/hmg7i6PvzqtFHBCl4m9WrprOVBWDH7ilMTvN157nV3 mKk21LVjOZPKVxiqfARbOCVe14Gtl99mESclHjDQhaPD9KeJpbmqSvTgC/qp Mo9h7ZbkJH349vSuWGIn5yO2RrDRf0ZWT+DK5IZfh+HSx4bTWfDZJQXcZ+Cy 5pVSOXBD9xWVRPhB3ZBbERx8eVXsLLy++1xFBTxdYbQ7n59JGVg2W3bDPUYF ResE8XmGBqe43mG/83dyk4Lvljp7EdsV/LdxPazWcPUq8fiq2Dsb4Pq6ugJi 7mGXSzLwOcXNXItgpYANOpvh929KMojDi+42UPDUmoYBblh1jf9XM9joyVvr pfCNX0aC/jBPGLVnOWwUN+TCgvUzF3WshF99WCUVz2BSNY/ahmRgLp4WFrHo jq0zxHu1w+Nvwc3e8Utl4faMae47sF2j2Sbi7+faRhLgU8teniMW5o3OSYHp 2j3scrDLjgWa2fCPIycENsGij4fMquCdyudUFGAvn4Irv+GIGRmXLbCiuHGv MZNJGS/gTKDgVBv/OG4hJrXF5eOvvfBQvJrhYrjtePA8A3jT258Ll8BnpmT4 iIs3W3kuhZOWn5MlbmCnLHjh3+M/bYlnbv0RZ8CRFx53E5vWn34sDt+NWVVp CM9TMS5XgVOpoRhj2HKR6E8beEGtsogZzHhUsPc1TFXljRyGg8eGFngLIz/+ vA23hd9JJNHEJW4lN4n5Dxx0vwhXx2alECe8rPrqA4e+CXtBnBuWUusLsy1W /Ebc+59lVBBcVb59tx285dD7ldfgRsVjXKfhT68KFB7AAwYRPvawVqz/sXbY 8mHxISd4eovoC8UVTCqA42zjGdjB2/jMCLyEZ6zkIvwsi0v6O5y4VaGG+E9f ySdio6VujcR+u2TNR+FV2SOfiG8yFm/9Bbv2Ny/ygV9nl7NNwZvmndhHvOKz cuiClUyKud7nM3H1XtHElTC3dTbHZfg/seF3u+DXdZxb/OCeMv8NabDCrgjz QJIPv9X6iU8qe1gS20n9up0Oz2mwsiEej7Ramgm7scu7E3NbUKMPYSfLkuvE ShN/8p7CPTx3monDN9hr0XCQsZlxEMmHa8YHmuGQG1W6wSQfrEUD54kwqT67 x+KhJB8WFn60hMfmRt2IgONUnW8dhe9P/5dA/MFRct8xmP1ecQqxTXNsuRVc M9T7lNg70TXdGn4ZueINcbraRsfT8IFFRuyRMJtLwuQ5mNH4/BTxo3Z/ngiY bypO4Sq86IGxxnN4YduRwijYoJtrglijftdL4lje0icv4NdnFMuJRc/Lrn4J vy3jaCBW3LF4fhnMcr35lfhYT3l1Jay21ocRDRcuVzFthBOb9M8Q23iJ2g/C +s8GpWJI/u8ZvslchXy+r+l/jeT/5SRjITh40DeEeG/OQW5h+Fbvq0jiduFq rxXw3cZt8cTfv6RYroL3Nks/IRb2tZRYC5vpVbQRu+S9z5KFuX7/WR9Lxi9a WKkD8+Rb1xJf+OE/fgae4bT8ex3eHCNq1ABrpX5cdRP2qGjheg93XnkvTvxy MryM+DFv6X/EO4/+VWiC5yrFyxBbSrcLtsIBGWoaxKGV0R8+wELqWhbEfdML Tn2Ft4saxhNHnRi+yCaK9RZ054mHvykWPpSGLRf+GiZWsHW2loGNN6j+ID5/ W3KVLLx25tJP4nnzrkfKwWaPFk4RC9W7uirACpoLOW/B2+02KqvATXJVYsS3 7ia82g5H6OibEO/kDOg4BBeHHMkhTmkzXhgCr3hYfPI2qXfci0qJzU4ctCWW o0o9QmH+uonTxMUpskNh8NxMGRfiBtfFbyPh/oSwC8R/F1fExBKf4bpKbLJN RfQ+nFnHUUDMnimqVABPevDMvwPrdrWMEEuvOMRBHMYTkVYIb7BPXkjMcP/L LIZjRRSWEEtvb59+AavSmoLE+7ujS1/BfRMr1xE/4ePY8w6ONm3fRXzkwvDx z/D3OVZhxEmPk1Z+gXck7I8gHmAdbCYu/LbnKrGbXrXOADzn1uZrxMECqVLD sOSWsVvEuU8sv4/CU+dkHhAv6X/vOQP7ijyoIi7eXRjFL4b+aHcu213yvJec dwmIkf7UnJ1Y55nkPEHY/vDkXOIGoetnGPCAtDIH8ZfPrubC8HbB1MXEfJc3 iojBSTNaQsS2uQnpG+Bi2cubiBmrAl5qwVM2y44QJ175JbcdZn/14Cix9JBV 4g6Yi6V1nFi7AAd/eNvJY6eIHY0nd+2FHa9buhKXB9i3HIBvXz/qT2z4rUP3 EHziv4xA4k6TnYWH4Tcew8HEo2L/3baE008fjyBeWdxzzBrO8uKLI3b7bvzN Ga46fDaNeNa09IgrbLXBLoM4+LlsvZsYWc8DD4gTghc/Owf3ykk9Ia5ZU3He i4xfPziPePV+lflBcOyhva+JH9JpZ4NhXrfv5cRbJAS/hMCuBqGVxHvGxqrD 4QXmz2qIPcIeRsbAUYmv64nrS0RXJMACm4c7iT+F/525D595e7mbePpge28y ed1nLotYcjw6NRPWXlv+iVi9zCn4EXxOiPMrsUnkbvssWPy/zYPEPlIc8nmw RqDBCHHs74/8hWR9P6j/IH7w6uVEMbxkF2OMuMXC40UpvMIldPxf/PyR96uE h2Yf/Pm3ntHDem/gv+Pnp4kPbExd2gi37x+bIb5SYdnUBs9KMeckkHw4KhTf DY+dHmQn7px6b9kPb1ltO49YXlZn6Dtc+f30AuLg44XnpuHSDDEO4t64jXM5 V6P/OB747/UtdQnhfLCZ3L1/7z9+8oAJE/Y9ITuXOGLOcqFVsKjE6X/fXxhf 170GfnjGZPbf/G4OSJaCs0y//hs/7zvKThbOrJGaJFaznZRVhIVbGL+JjZRa +JRh7linX8Q2856Nb4WDPZ/+m6+YO/bFmvC5osl/85tht/OuNnxFYHaY+OWW /y7rwMdvfPu3HkMNPTq74XrBiM/EWhwm783J87E1fyA2b5TNPQjH35fvIHa4 t/iGBazteKGV+ObWCovjcGPg24Z/8e+oMuAI33zt+S/+vJrTDjrD3V1tr4g5 1QTrXODdZZvKiEW4fj4+Q94/3EgT6yU9POMJJ1a35/+L/1bROQHwdOZQOvF6 jQiXQDj1wu9U4tzkvx+DyPww/yYT17q0l4fCoTkT94h/c8eERsG5Xlk3/sW/ JgfjDtxuvO5f/k6nD0vnwBGHN/2rDwHLDiXkwrxFsRb/1uNcNU8+nNL/6+C/ eNdO/VkIL72fZEps3GVZ+BJWKijb9W++eRu318L2pzg3/5s/z8JDH+ECwQf/ 6tudR878ffD6ikX/6t/HXsk3xBulbP/VRwfd6xqf4CEu8b+kfvrxu63+Cp9V ujJO/Pjxxi/f4A9qi74SL+hLcJ2EH3CK1BHn6AcE84gzqaOdFv/q9+RFdS1e +D8Pu3/1nXr6a4q4rubsv/pfzTxuvxyuCA4KIu75RBkIwr7n7l4i5r40yb8S Nlkc5kx8PMf+niQ8s8nRgJhXxCRfAw58sJeL2GFE9JM9vDXQ14Hsb89Wt95x gDPVB+yI/+yLMHOE76TvPUXsV/y30gleelvgOPHNoPZMV1hlMmY/8WvxGOfz 8KdwY23iFeYcf/1gJalWBnH1y2G+W3Cxw+xzsn//F1WoWQ3vt6icIP3A6dfO k8THvIJ+EWdPSD6tgcMM9UaJVY9cX1MH6zFfDxIbbXDjeAdHSzzsIvYu31jX BJ9Q1nhF3DyZYN4L1+vahRP7WQU4TpD5MvkoQtyjYHJbYg2TKt+9T5b0NxI2 i0z/g5XXOm8gtosvXSIJ22SHSBKPz5HzWQcLfCsWJeZ+u9hqA5w9sJSHWOlU heQm8vrkuR834PDbKs/UYA0Pgyxi1QViNSZwzXbxjcQ3WoYnLsMHlYz44+Au ruQsX/iLQNUy4jXqh2z94KYH6tzEj5KqO67AzVNr5xK/ck59EQiHSfR/J/3g 90VH/cLhxU/W1hLrUo1Lb5L3xz++RDyeViiRBe9f8fkL6SeNPAJMuuFXw59S Sf8Z91B9cQ/MtrbgPvGHnl+vidX4gm8T2+gcV2LBz5dLRhN7L9cU6oeHM028 idMfTXYPwJIbnEyI2T7a242T+bnwZJb0z492mVxevJZJ5SWaGhFzrRR7shV2 3bz1C+nHy+jCRXFw+auzzeR8wDnm/Ir4+Q22d8R7JNZ53YDHJIKqiFtDr3+7 CfPbxhYTf9vvVn8bto++d59Y6OfG64nwJVcPB2IXyXurH8MNzorziUWvBiiX wzYPWqTD4QvHTE7+hIe0SlzIeUdh/rdSAwmsh/625+S85LEl2dMQTpj2yyGm 7Q4pGMH1J8ofEu9sqE42hlOOb79DbHk3NdAUVlmucJE4RPnonkMwU7WRImbZ N7adhE/mrSoLgCObC797w0fufSzzh4dTA0Qewk/txHLJeTBlp5jHwv+YlIiI /2Fyfhzyat3EBT/vu2xCLJcVMUi8zNp7F3Gx4MwhbvhDnLMycUNfu8ZSWI7W 5Sf+6x0znx9+ubSwlpxfTZ5yXBWFZarSVIjZV3xLVYIlWLm83vCR4cKmEzDr /fWnnjAj0kSuFH72zSv/LNl/mwK+eEgi3qKPvyXn8XecGvc8YXnltjJiftXx /Rfgonj9fOKE+8drvGCDOJl7xLmOmo984PuOn1yIexdOufrD/HGCAv/O9+oO s1fhqtaAg+T8/ynFRCAd/nQ4gWVD9kN3Me0WeGv8094TZL8QKrorvw7PP8ct 8Qipd5bfTIfgN/r9m41IvYtOXjoMT+Q2/0f8p/xQJXFpTzmT2G9jjfIIvMY1 8S+577g5mbpiFLaJ3v2a+HXMUdZv+E/pCRPiFVWN9nOlmBT9KdmZ3JdUyxX5 CcHMKyfS9pB6NzcwWxeWUe9bsIvUn2SxJclwf9r3AC3YcNDk9eH1TOqjbd1N eThWhNvbAh5yp4KJOw3LFI/AM7rZ54mt8+XSLGFKJsqc+MKVJSFWsM1yLQHi tFWVBqfgfdtOXSX3SWwmWzvdYMHNFf7kvulRsdhYCMxWWGX/7z4r/JtoIRx/ ZHDDerhUNvCCwAYmFceZ7bia5MPZIvm3sAGzkWMZWf85q+9T0vi8+Pv+n8n9 okLbAU1YweU/Z+LEk5F822CpZZkHiaXfzPhpwQ8THskSa8d3nNwBiy1Pbf8E O26+tlEfbtx+WJq4/BRngRnc3NnV2Ae7NXx76wDLr1ASYcH1iUV/b8E3J9Tu d5L7xR379v+B1T/lONaT+8WQwGXZMkzKZ3+jaCHcLTDiLS7HpEJGx7sD4DU7 U5TWwMVFCa+Jbb0OfycON9DLJP75seaoBLz0Q+xZYq6sNO11cNol8cXEiruO ccnAOybZVfzh8ItN11Tg01ntUX6w6peiB4Zw3vlh6hK5Ly4IbL8I2/vdD/eA DQ6tVuyUI/eBB7+fhkvv7RuO2YR6pRNcZwCnbCg+uEAB/UII29hyeOiI63IO eJ4y6z2xXLRUHfHT3NJnxMV/4tQXwkvFfc4SN5SfEeOG++ihP3zwX0uZzzzw X64wNmKTa/ddVsLKI1+5eWD2mcAgBZiS41+9GD7ydl/eMbg+VV59PsxwGeGl YcfnCWq/3mC+81ZXn9uM/tvoxf5G2H5b0Javikxq8K7QoghYwdyUv1YZ54PD FS7jdaifIYvfENu8NdhJTL945V8HHxBuEyPeuVZ+4g3MRn169wu2HF3aUQ8H F49KE4eEViW0EPs2DozBrJeqGz7CuoZFR3/AkevEtSbhxvUC+kPw8OSIk6QK k/L7wM7HglNuB9X6wWXylafqYMbHYl+1ragvfpe3JsJT9uKjj1RRD4uzXHfB pb7f31zVwPgtHpuS33c481IDouAXTevWEu8esKCiYX7ZxDHye1GrQV1WDPwo NCqS+NvKjJjrcFG/VXUozMy3OnAbVmfUq4XATkPN/WlwqX+TeCAssu/5NA2b VvoPXYI9JYKlvsEhDaFOZ2CFKnH/nRTyK1VR6xCcssRMba4mk1ql4823Dg66 8TzTbRvOE5alVnQN4utxcKDZdoyPEmZ1VaOesDQ1zeELpm9SiTv4//whPmDu Y09sfeGk3QE4TqR34gN8QU97z2FYIOfaUuLUj3/5rODVi2pUO+AZQee7DrCk lXVsC/zAxyz3CszDZrnjHbzQaE3fU7i/2fJGCVz687nGsh3Y3zXTFiXBCio/ xivhAxsqxWxgwddmJ1R0mVROthBjuAr9UPuabSt3oV+5YrxroBL94QJ6imWA /JcoLcouR3+ofPbZR9j4ba4T8e/TG+374CVnMtYSX34f39UPa+SGR2TBcQnu JV/ghqW7rJ7AZSqbAr7BV0WjuR7BQo7JvJMwTVuap8OVLSHreAyZlI7M6Pe7 8Np0czMN2D1lhD8M7to1mh0PfwmzkjkJG1xda2tihPrWmZggBMuvCG19bcyk Pr+R9PF+jf5ebn9OminyTUfaQOUViw48PObgcAj7S9dvhm8J+qlvqkqO8IvZ qNzLsOtF/1ni4LkbTYgt7jEjneH8rMMRl2CFfo0sNzgyLWu+D9xzOnTMAzaZ s2b0Arzlwlr3AFjAZlP1WfjLTbNLCbCX4fhZW1ivtSi6Ab5fu6LMEOYy9stX PMyk1kmMrxWFQ3X52Wfhmxo2AsUvcT6WV7oWcYRJCbnnpHynEU8LPYueHGNS GenMNP0XLDoph51zzIZJnRnp1aovRH4v5r137gz6G593+/mfYr+9c/CUOzzi ItG8HM6QSZY7D+9x8DQijjXcUuoBB19cvYsPPn3N4qMXvIn7hCoPzFiZudYP 3va2SGQx7LRBOyMSNp/3hDUPFt119mk67G/79OTPbBbtE9j+ugPeLylp/R6m 5iYOaJxFfjm3KVyFSyfkFTjPYf/S6mByw+Uf91XEuTMpN7H9C2af4HxacGO4 wBPnkSPjgW2PWHT7CTGV6UtMqrDcXuZYBvrp57LvfcJxXpWZTalKQH3e4xF/ CX7LkbqAuLe7zOoyHLtoj3UlXDvH7KcvrBp7Y20FfH+7F38A/CNPIukVvKeu yiwMHt3IvEfDKZ3HOm/A3oMWN3Ng06mY/mw45ZN98D04b8uf331weWa85XnY /WnJCr0InI8/avdLwpNpRtY8kUxK3F7TIOAu6n+02597VzGfCp5PNO+w6Hm2 +avKYkj8+ec+iMf5UIA6PT+eSR3a0lV4KJZFb3TYOz84Ff2iXlLA+hCcJ0Uc lKJfIj7HdJLyXVj0/CHbUeLdeVv78uCUgpMPY+BXv6TXEH82OSoeCzt85EvK gW1DTJbegMsutSRmw84TKp/vwAtqtic+gL0bOK5nwHUxL+4lwNf9742XwMfW i90OhKu/NeZ8hydiMsPMYTl6q8KeEia1paNr34Qz6tGRhXILSzE/qxf5KsE3 7iVJXSzD/qDTavTMkUW/WdOx0q6cSc19zt+Rehr5sV53nlYt8le8Z/U5a5zn tqyuH23BfnFhnlDRfsSrYbOt0QieXydu15Q65uuK+h0eESGKnzenznw+6kG2 infBeSHqUv37+KjgXlrr85IwqQ9ClO2qU8VjbL302tItKr+UhanW9V9VOfx6 aEU3q4XjsMFW340LYF2J8FZidZeVIvNh2+CPZyfgAFOjWXb4kVH40yn41cTz khnfHnrLx48b2FWEqcnEWzvGYf15EauWwodjzxn0w247+uetg8+MJh4vg19V X317CHYqaw6/CB9/P3D8Fbw1KWXg9+UeOqnvVkT0VmGqRmGG/nKph17NMadf Tk2YkotmZ1Vf7KFF9KsiHCj45gKOq549NKN5f//nHcKUxbuYH2tce2iuAY/I dmNh9OtSa04f66G/8zz/RNsLU3rvZvS8NXvoOa8+57yE9ymf2u4F857lvVIC T7x7T12AN7efFC+DF4amK3nAHvd5Lcvh3XJma8/C8+Rt2mphvy1FbA4ww4Sv tg02UUnJOwxTsaeyxmDvZZwSanCkkMCF/xyEkY9T86apHlpG3JEnAna+mFBz HnZQEFO1cBSmZIJ+eJ7R6KGHTa9cnXYSpq78+Gtjr9ZDD8TvVlV2E6b0H6id O6LcQ39c23U120OY2mRefU5froduVp5VTQ4QpjgnV9zeKdZDfx5cx50CX/t5 5Y4ePHHbpIP4oOjIXV1YmD3jfBoctqj0/g7YstokNxO+L2ubtg0eOJAhk01e zyl7qgLPeO5bTcM/M+KrpWCJF5kcbbCEbvcEF3x2m3kDd6Aw9el0jlmNaA/N vyvrpBu82fqOiD5scsgqSitImOraZle/e1UP/d674nNvsDB1J1SuxnBlD/2u LCJKJFyYkspy4jnE7KGrdot+uR4jTHnU7J44z9NDt8/uzIuDmw6/n3aHh7LO +N+AfVbvn0O8RKBmTTz8YdsJrrOwUdeZo3fgiO6LK1zgToea9iT4R+ALyhb+ HnEWDZEwxbh1NOgAzGioza6Br1eoC2+FbUzPe83CmQb7NKeX9dCcRxp4T15D Piz/GesN6zr5qSnGClNtibMnfZf20OVRX6IaryO+rwbeC1vcQ5e2PFHjiRem ojwl3ZIW4nmDOrh5YTt6m0ci3Ld1QSexsOJhn/swR8JBj+XwdFFUaAKsb7Mg TxCuX8eWfAtunjgoKwKXhPU1xcADTA7x9bD2ufdKV2DeQ4c5t8NKjXrTJ+Bj PQvfu8Ny9XEB/8Fzvh6z6YEbsl+mZnAiPieXRz++JUxpflFfksXRQ9Mrzn/Z fQfrY7je7cV8rMebxLw9cLodj+dzmOXzxn8vHJz/+1IxPK9ffK0h7Df4KqIQ 1n345qgJ7JZ7NDMXblBb03EAVuxJYj2CP1m8rTsJv/A1NLwLL7m39uklWG6J towPbLG2wSsHVtoVPqwJz2xcz7fyrjClq5Lv+npeD62u8UFtCA4OskmpndtD 7/3BsXgYlh549rAGtkzc1Ek833tOTjXsyxHoMQLv0Igvq4Qr327KG4U3SNb3 vIKNLANl/8CB0TuEn8PWl+TFFyQIU1/emUU+hMPLgjhF4fivfJ7hcJeO4ntj +PuDUSMD2MsgwqYIdtLfxd3Ijv9nL1Qqhrk+V/O9hxOe9S14Dvc92yncAJcy VJJfwMcGdkq9gxf09vWWwPbFu3Vr4UhnlYOVcPf0Ib9XcFJU/+4m+O7Iveln cG3jVvkRuPbu6+Fr8Ir9X/6uvof40HZrMIM3LuKrE4enLi1uN4XVn6vdWgO7 jKb07oOPikWrSMDy9u3fjeGUr2rn1sES1VpLDWBZj+jvMnCNmKi+Lqwdr/5R FfbRnX29BT79IabSFG44a1bIhL0i6OtmcKr/3xIGeX7NAWtz8v6qxCpBOCtZ Y/4BMp6v31v54XH7Ac3D8PDVsN88sM+MRpEVvNPnnQIXHLNq8KETLN1y4fHk nB46uZ7fyxl+ZrAu7w+c60vpu8BBf5teTMBtn68NuMLCP2TejMMiT6j/zsE/ NT4NjcJpVGyCF+xw4ZDUIFww+tLRG2ZJcW8agKuTBtUvwoncxcpf4WFOzQ8+ sIDtCr3P8Kb6QaYfXBDaffIjrOUr8JU4vSnSkQWbbNbMvwIPGm471wufuxFr GgCb9yX7d8OBu0rWBpLxTpqFd8E3/w7+JObQ5or9AGc+FngVBDe/LL7dCRcf 1YwOhv84OSZ3wP8DOvEB7w== "]]}, {}}, {{}, {}, {}}}, {}, {}}, {{{{}, {}, {RGBColor[0, 0, 1], AbsoluteThickness[1.6], Opacity[1.], LineBox[CompressedData[" 1:eJwV13k8VF8UAHD7nn0GJWWpKCEhsvSSCmWNFpKtJD8pS0hkiZJEIWv20EKy JAn3ksoWEZIKUVlDM2Ps/M78M/P5ft68++4959zz7kg7XbI8x8LExBQNH4xv GYOUVJXPogTJ+uWbkv+EMaVdyHYXeFNz847WQ8JY/CaHrCpYql4laqesMNbT WRpn+KZqx5sxZmF8ljJduhs8/7dEv2JICJec+aqvDtZPqQ1MeCKEe0XbeDTA p0tv3jgcK4RXm+s7GW6khXYa+Qph4z2FTprgwnKvsbrDQvjy36ztWgxzHPdn UxXCibkPKAwvV1pEKW0UwkMCwWHaYO+ugJp/s4KY6723sQ7YR5ZdzH1YECsF ugrrgidmqj7HdgjigFGLHD3wUMerLfnFgli4Tq5+P1ho/+gMt5cg1vSTiNIH Ryh33a9zFsRndvJbHgC78WwkDVgL4qcpcz8NwArKj/Q0tAWxvlczsyH4884p qy5uQewqj5oYLmRWDru4LIBj+svuG4HfFK9pV/0WwH3G6dJHwDs672R+fi2A vWUv7zcFt9CZ7X3OC+DUr2e5zcD3XgqeGT4mgHHsqQ6GH7xNtS8jBDDfsr6j BVibrrJ2foMAftRFCrUCV2yOsWjq4sddEW+wDdhiQ/82cWt+vKj9ItIWLLrt 4TadQ/x4M+WR+Wlw50BifvIefux+JmbQDuzKWVJAW8+P2fY4MjmCu8VUhAV+ rcPqoxzEeTD9nKdK8fV1+HTGEqcr+Lf5gXevvNbhMKuZdoYvfo42+O2yDrfh r/ZuYNUutXvPzNZhl5TC4Itg1tiIvjaZdTjR2BJ5g22lxw92tPHhaqbDt3zA SvKW/9oa+PBQhbbZFfCRkfKUP1V8WEl2y4Av2OFnQrdjAR9+vzS3epURn53D fgGhfHiuMF0vBDzcnbPrsxYfPikwVhMNrio3Ovqokhdff/cj4i449vvdUMkS XvzoWqdJDKPeHqTH5z7hxTMjb37EgnsEFi/8SOXFkThmJQ7Mc8l/dCGIF7/2 VNNNYcw3ZWTn00O8eH1XcHUeeE3hrkbVIA8monzC8xn14qlhU9bHg12IC0cL wAXkabGKLh5cWmj5/TEjfhkR418aebBxxJblZ2Bpj7TG2yU8+JpGi3Ypo35t bf7EhPPg78nkN7VgdyRL8VfhwSxmvDcQ2P7W4xM+O3iwPDvTEQxWFt3i5buV B/t4jvXVgdPOGYbESPJgPuPqxQZwzeHMbXzcPFh3yXFvC1iEeT5HeZgbZ9gV vf4C9uL6Vlaaxo0bRHJCe8FZAjFHzydx4/GmRKOv4LHD4V82x3NjDY2Qr32M +H+bSsqJ4sZt/McWfoAlh54kDFzlxmtoXvMXY7yA5Osap7ixg4xB5Qz40s2A UPIGbnyzVzPkH5hjzsn2uBg3LozZaUgBV6saMKeKcOP5RXIvFVwsQIpX5OPG 9z6PzdHBKleesFxf4cJ14bF7VsDsD6WoLYNcWGakr4K7S5TIjvjCMvKEC/9+ 5vlSBnx53EnrtwEX5nNyCZIF33GM8B7dz4VVxW0PyoFNf0dtnNLjwtfDDbq3 gC/96Cph0uLCZDuxWXnwMouvp/5OLnyIv0ZNGfzw5biEOpkLP77MVa4NLjF1 kEJjnNhNPbPUCnxh3NG+JpET35uID7AGp8/VcR9I4MQV2ZH6x8FobPpc831O zMLv1XkCLGpSu70/mhOn/jGg2IAbck8+lrjBiVuSxnc5MsYTF47vv8SJFRfV Sy6CWyWaafeNOfFUbWvxTbDmc5MVTTZOLHqlzu8W2KHr97cNLJx4746KfZHg 4S8WC2trHPhmUmb7bXCW59J4yxIHlrrsNR0NDvD3CfOicmAzaXHleHC+TpL5 whAHfnHD+XkmOGpq3OJXPQf2MlwsrAQrBsYU/Y3gwPSObU/HwVJ8t7OExDiw ZKSk1wRYvKiw/DKJA+vrCe2dBMvfir79SYQDxzxdbPoLPmjU5RUnyIG33vg4 NgOOFlpR2cTDgU+oeSvMgTHFrNl2hR1XJtY+Zu0WJeJWCCG7X+w4wNa6QBIs q2HkZV/Ojtd+hT0yBb+woX0ItWXHW9P83M3AJkuH3ivbsOOjFu5q5uCOdteD /SfZcXKNdYMF2CE+p0HnODtWSZT/ZQW2NMPVa+bs2OFwm6wt+O3BgAPph9hx /ROJ3PPgplMnddVU2XG4x4vsEPBN58Z0xMOOueZ/ZJSCD4fXyTRjNqz0vNOl DOzGrZr3HLFhq7MflMrBw9zPbsTXsuGsTy9qXzKuT3ceO1PNhjWf3OivBJ/u bd07/4oNX7BRkELgwj35FJ1iNtxc7ZPewlj/blIMVwYbjg7lffgLPMqNldMD 2bAgr1YKuUeUGI89neumy4Y16nY6ioHbTQY5/XTY8Gk/GQVx8ILI6ZIb2mz4 8TDvawnwcG5BZ7oWGyaq+3slwf8KIo271dmw58VwcVlwXlTWtLkSG+5sb09S BtdwuJMDNrHhhASXRENwudLWC9EsbFhCKiE+ACzdF1Qb0MKKia5I22vgeied 2LxmVuwSFSQbCGbhiH7wqYkVl9JdyoLApGl//W2NrNi4XetzCPjJ/XfrvzSw 4oCQAeFbYL5jh4qJWlb8fWh7XDx4Q/ax6r0lrDijoO5eIfh7uTXxLokVy+ya vtsPLgm16Ft3nhVvNzCO1P8iSpjlnh92WceKzRf1zA+Ard31mWv4WLHvi93i BuDP+bz6IuB6yY2PD4Lb03YrYh5WbDM7/cEQ7ODslL2BixXfyX/AaQYut0tj /crCiie5ft60BT8wYT16cZ4FP//oF+EDtjNLkV8YZsGqJ/LC8sFUOwWL29Us WNuNKYinF+pJ0CVn3osFO22eNeAF26ln8bqDI3vG+PjAXayOdwc8WXCX/ueH 68C6H473vb/Mgt035FcLgtkn1VISPVjww9Yjy2TwTf3e3L1uLHhVKemaLFhW +GxFgiMLxtSdATrgT9M1CrHmLNggyNbPA/z76p7395RZ8NF7FZ6djPHrU1+5 /2PGXoeeaX0Gr4oL6MzOMOPk5UzmLjBXRX5nEPiX6+373eAatx0asdPMOHD/ 6ZJesEjHcnfpX2ZcRGH+1w92WzzuszLGjPmtTS5PgO1rBbmzhpjxJ4lfHmxf RYlns75hEl3M2CpXyF0DnKb1X3L3K2ZsV+Hukgo2d98ssSeMGXt8l7F16hMl hPMbGgSlmXFCnJisM1jF2yTt5WZmXGXIN8FwSvBAoA2Y4+VswDnwnySS46NN zDjjbmOqK5hWG1GkKcWM2/U8+jzAuronrZw3MGOV7NenroHHm5ibMIkZU86Z n0wAC0o0NafxMGPf6SDr9+DE3Z+12mhMOJjlq9n2bzDf5SMmnC1M+J58rAEF /DLmnMRKEBOu6L/BRwUn6gayloO/J/h3MWy7f47mBpZndjo7Czb9JTrVG8iE 8Ve18Hlw8Wyj5strTPhfVN/bVbCi/ajSpatM2PLvlgO832F/D75KGPVhwqKl 1fvlwC377VZm/mPCKdrjesfB4SGlPMdtmHCO6UGtKnBZD9XeQZMJl/ks7Qz7 AfHj3z+x8m8N9W2fmWXY6foHHA5m+vmr5gY4/8WPLF7wUZM2kwiwdXNpiMTM Gvq1JftiJPjofEet+tQaEv1yqCgGbFLsu/vy+Bry1YpTTAPn3WaiTg6tIc1V +R3l4Az2UE/2rjVUfeu4/B/wJzfV0uKKNdSQWiJj3C9KyP0Wju4KWkM9+LyY 8IAoMcUq96pJGE4HfF1MOYOixC+V9cPBx1ZR89q1NwzXCWztUQSnUWR9c8FW fbfavlquIr1e74lH4Cstxu27wTdyRXoKwCNONYKj5quIf++xZ0Xg1fftcRam q0jufKf1a4YfhcbKG60is7pPTz+BiR+Kxn/0VlH+lY9Wa+C331TrM7evIuv+ 949P/4T+WNs3y8K6ikqLX5uLDcH6hJRSzF+toP8sM7Oih+H/QapMpq/iCtI5 eNj2Ltjo3LYVNTC/5jQpBvzjWeUZ6o4V9GLjvjuxYIczwYqXwfTR/itxYOmN CZQL21dQSLDUkWTwNvf78mfkV1BiYfpsLvje13taRnIrqJ7jofEbcN4xnx8K kito/Ztk2hh43aaMdFG+FdQoG2d4+BecJ8KkntyZXEZys+EzzL/hfOjuf3ig eBn1J7kRfn9EiV3xHDZq+5bRiyjhJYY9FAafr+oto9Cgqpf+4Ltn9DiawHLO PDsCwP++3Kq2A19QekoKAod5Gh2+pbuMaA1j42Hg10k23X3ay4iH4vogBlxe at55Q3MZqR89P54HzjwSbPBj1zKKZjqb0AUW6i0sLZJbRtoX7EZ3jYgSIT5t /PU8yyh5r/m9SfA/m8WMR71LyOKH+qDjmCix/V2eAwpYQg0yzCFHJyG/Fiwv bnYtokTSk70m4De+nIcdwOe5LGYZ5nMMGtAC80xluZmBpxTeiP79vIjMXhPW luBlwcB7x8B9ZiHbT4IzzdZaN3cuopnAtS5n8M9+91PV7Ytow5cVhWtgHavZ qrnmReR1Z/HzE7DpycKrwXWLSJpG3cb5V5RY0Uwu63i+iK6/+9NeBy73lxr3 i1pEe1xbN+2Zhn7+Sj741sFFxGXr08ewlHW0hgu4z0TygeY047wvMm0ADtzt zrMXvHU+2pkFXL/KO6sDPjwvbxNksIiOPjjSrA+OY5oP8j6wiJzqm31MwfxT IZkO+xdRjGRT07lpRv+sPKSnu4j+fHrnnQC+7dTJzam+iBK00Id/4KH3l259 lIP18pReKpyB+ukxfbeNfRE9LUpC0hRRYmaQS2KwcQEFZu0LkAG3b2gaqweb xI+oyYKPSV95kwee8d/zVA78zfae439gdYMvCdvAiURnJf3DAsJ9ZLed4N8W V+PXgXs4E0W1wCoizAva7xYQs1PCBXPw7q92YWl1C+gk+b5IMFg4s/jquaoF xBEcdf47uHQh5qRc4QJyNg8SSKJC/XOmzhjeW0CSVCd7vlk4Dz+/3cZlu4Bi NZXW6HOihIvxK7r9wjxy2NHzeg68bY/Ab0OwqtR1n3mw+H7url3gLta2sQWw 4v3hMlbw+vaLXcvg8NMq1wrm59Gjc0VPWOZhPwfLyU/PzaOqOEUrfjDr8sGl 6/R59Gdy+5MtYL2AkfAs6jzSy952zAqcKRYpMfF3Hk1ySxeUgIUm34ymD80j w28iZu4L0A+UNmn6tc4jlusLGT8XRYl9E555Q9nzyOdtg17riijxNDptYtVy Hh2qcF9gmNVLYPskWOyJaPlH8I68edev4KqYswrt4PKh7aNl4LVTbKKd4EU9 /klXcNTMgbEv4PuprdyfLeZR1sa38cNg2gBXeoH5PGrxqxtdBKf5RUpbms4j GcXaOIVViAempxYazaOOhFd/boItK0aF/Yh5pOTyNGb/GpzfI1/qOijNoxGu e/0VTCTi/tsMlyu888jG1PZ6NiuJaL5NO2PQPIcU97Nq5YAld99uUQOv7H5G ZdiS3VdzCzhLYsn1EVhd/KQIB/j3r9RjBeCVR7ofPzTNocvX+uSLwCx1dyyO gG8+PvW5EhxHbHpo2TiHSlhOyn8Cy6IgTaf3c4jrlVXnKtiWmxoZUT+HXm0y 3XqaDZ7vyubwvWoOif4j2sjsJCIoarag6dkc+hi/VSqag0S86VgUSYmZQ8TX fzW+3CRiUcFT7t2JObT1bOTKEQESMbBXiepFp6P54yqVR8H+fxJLz4ObjHq9 TMDvUtW9ToPdleVHTcH6YiTKQXDJ4odOC3Cd+mmaOFjnPufjE2D3V9ysaJaO LGtvWjqDxw99MeQFB4lHFASAp+6NXnlEpaOu1lCLJ+Cz+YeOfZ2hoxvq1/I4 BElEuPoeDpMJOhrk8DCpAydGcz+1HaSjlCfH0jWEScScWPCaYAsd8U1L6UqT SMSXqmjlVzl01P/z/RzDGqHh3kXg4i6PUhmw8K+CV7lgy6rabXLguABP4h44 KeKM8Dbw/RYBqwtgGcmMEUXwILP/jQ1gTaONcZpgvZEplpBsOnLO3TBiBt4+ syfcKIuOqk6I378OXvp5IKY/nY5csdDvb2Bl6ZYXgil09O4+291EMokgPva8 TIilo+tq4995xSEfnV8ExYPo6N/Vl4H09ZDf/4QdZ07RUb273Z45sI+2+M8R cII9O4Vh19b9jgNgjYPW5xfAPDuZnNrAgYKzFsvgF58UzhWCOQrUtrFsgHob UvZyBUt2lXWsA+eoMBcMnqQjQ6XSrVvA7k8jr3WcoKOsoeefjoFnlovayq3p yPTIY7kSsFFgiFCYBR09lUxr/U+SRBzTkinUMKKjsyhE8udGEqEkt9uJXYuO etiOVrdsJhFnWlnCZNfTUXXs0FLWVoiPSIpV889ZFBMWVZENHsveX/YWbH9F 1TMH7CzDKlwDZrEN+5MLtqN/ai8GH94q05EPTvmWdPQBuLPaMb8QvCLXaewA Hh0bNK8E32CZPUUfnEUiBgN57WDPiz31MmC3+W9mq2CTGcnawP5ZJOHYnWu7 jUREe7ofU/82i3xVG4+Q5WF/3PZFlV2zSLm7KO2OAokobpH4ztE4i3LWX9X2 VSTBcUm7s7R4FkXmCVw7okoi7F9KbRoLm0U2ya/Uj4KbxZU7h8E77tjPMKwQ bxHRD267XHzOFGzY0jrxGSyiY2ZuAXbf9/B1LTijM2bLCTDTeMbJBHD52rpP TuCIfpVH+8ADp/i2BIDPrnh7JobOIg1+7vbH4CjDH8MGIbPoty+LLMduEmFG 8ZHNC5pF+oazzRhs3j8z4uU/i5bG+9ZrqEP8zT+c0feYRR4q+VWbNeF6bqXq Y5tZdOyNzuKsLolYXjk6ZqoxC++/PSV0MDN7TqEx+FGEqusc2JWT7fIhMN1M vmce7LwyRdcFp/4SKV0C/ytwYN8JHlo3cYFZj0TUvCuV4wVfdkj5ygeefiB4 8YM65J+dXikLPrIhX44AN5oV+1mA5eK7lVTVZpHOL+nZQnCe6K5CcdVZtHUd 54zzPhKxY8lTdXrnLFo80/G7gyARLqofi+q2zKIsFpeOogMkwvTFlhw6aRZN GcU+PmdEIuqN2gV952lITDnK3gVcMOQS5QUmRCPI58Gl3lxsl8Bx/QHhruC0 oAtz58Hq3i4O/4HNFHP7T4EDH+qKe4IfddCe64J5pyduBYI5NgueYAfLJxie jwe7TW18lzBHQ879zFvrwMv3zcTL6TTU6+WTK2lMIm5nf0mm0WioPu1Uxmfw 7zs8/wL/0dCDv7IJ+4+SCLVGgStPx2nQLyuDN5qRCJEEcqHPDxqK6v15vNuK RDSluigUNNBQWc33dT1gcSVllUfg7zlfGhgWiF7TyAYrXfyo2gsOLHhlkAbu YH7N/w1MOhXhEAsW33Hv/SBY9m5iih+4IEhPYxIc4RorZAhukEkjsVpDPNy7 xMfe0tCau1WXCliq0S98B9iH+YNFNLjmzs22kjoaOrO98OiB4/D++E3f3FBL Q7sCffVLTpCIbOUAm7VKWP8mXqW7NiTiXP0U6WMRDW09r8Z+0IFEzE+IUp8n 01Dd7M2y8v9IxLppzYRJLxoa7wt1ewmOTX3vNA4WxoHSFeDBvad2jYLPRnnF vgLHn7rbNgzm2nTmvyrwnXW7uL+BzQ3VZTH4E+ES3ATuTx2OawF72t26lA9e 3kd4DYF5K7LOOIA1ohZUBN2hP+wQ9u/ypKGnUu7P/wNP6rMm1VymoYTDFk9k LpKID97vguI9aMg1ZUPmPQ8S4Sg4Um7iRkP8ui+i3D2h/9025Fp0pKHT4V8d 5fxIxOrPRc4tljQ0L6womBBGIjz+TJFc1GlIen7rB4a7gja4nAUb/5C+/gAc a3ekwgn8sEBsMhHcP1t+3B68T4e1MQVcFVmcdBJ881xfcCb4hJL++iNgUmXk 9FPG+Co/pFXAqna/2+rAEi0jexfVaOhiQcbdabD7Xt2EGPCQthDvkRsk4krI yeFXu2mo9SydnSWcRAzFdk3xqdJQZgVeuhQB/b/7ehJWoqFDNtYjRyJhf14j S5rIQzyyr9eyxpCImLarTZQNNKSs0uHunQL7X692Sp0d8uF9ZrcPOCur1F8N PPhyYoHh2LwnLLvBcdoct3zBc8mZZBUw/ZB29lWw7JZnetvBtXZ53cHg4BYi VgpseueqXjRYjOSiygn2+CMtmAem1CeG9LLRUOFDr7IecEVjqM41sDy36KJW KonQGuBSrWOlIZmh47eY0mB+SE3QjIWGyAnfs+8+hP5PqAd6rVHR8txIT0Em iTjVkqL6ZYGKmtEq8T2PRBTVcF4RmqYiFzNF0sFSEvGMezFU4hsV7Yt7/Y3h IRlsIQ4W7z6UcwhswREpLQZutnFUNgTjHRvrRMFKLolGR8CmM6eZBMH0QKbr FmAPW9VgDnDE064/dmC1BLXr1D4qesQeVOkLdnB+EPoRPPzmo+1j8LI4Sg8F O8hfyuEtIxF75Fx3jH+lIhvmUuVOsHN+bUp1LxWZlO0xtn9JIlJ3K7xw6aEi NbEDwVcrScRzYzb19g4qYh44NVZUSyJ8E5/Y/22koocet2rILRDPQzeu7Kuk oislouFi4MD6PVf0wKa0bGNxcEbgXx9dMFNA9RcJcHrhaR9t8NmIf/8kwduW jLz3gBUf2m6VBVuZOXgqg980Kccqg3PfXPPYBO6T63UwBMsOuruvvaIiiW/y bAFgex1VPwROPNxs/AO8M0K8cR/43uZ1vbmtJKKss916fwUV3eiMo6i0Qb+o p4gallORm0bGtiMdJGL3fFaD8wsq2rNafj/4C4l4bRom3fGYijrvDp0bHSYR f0q/JlxKpSKuIl3+qmUSse9ke5daCBVFK17/wLBHJ97AsGBhbcgbcPr3Uqfd YIln+6jV4Lms5Jld4O1P9vcisP+YG58y+GjewZx34AT/7QYK4HvpJhodYMOb pPKNjPtj7M6MgovF0x5wMO6/FPScvALPG3K07w2GfO2qMfUGf7RrXRcIjnup E6u4SiJKrCO7316noo212oKZa3AesjzAZx1ERartWsLhLGSiaPg1LSiAik7/ UyebcpEJp/vZhaM+VFSsriQ1JEImPgYWaq53o6LjtVJKPDvIRPSMyEiVNRXl ta+Z2JwiE8lu79eaVSAfhZ1kW7DlQLgrw/xReQMMb0k+0NEE9jU44mkH5u2p y2kEG75OTHAAfwmrO/gePJ6z85sLmCPr4506sIqvras3WPaPuHgluEryVVg0 OOvOtV154E8XPF7VgnfGXD4fDF5k/bFZ1oZM5HCLDu4Gm2tWUSfAE19IbOnK cD3LJyXoNJlQiXpBuqwE9eg19ivLnkycu/LNSkKRiuZFP18bOUcmKsrOUv22 QT5s8p/4eJGJRFfTC85SVET5dZQ99g6ZqOGw6hnmoyK9xZTqtzVkQvW8N7vq JAVJiW72bwD/q7p5bxd4ZWf+7nfgS7tTNzBc7Vj69D04O65ulwpYu6k5uQk8 wi18Rgmsmbzk0w7+8+11xXawqobdzm9guXVbXGXBW702Z1DAV7MutIiC+cfz g6VryUSX67P4uQkKGvhaph8MHvQW3FEDDnn9sXEvIhMyEievGILr/Jm7SzCZ aHFO87MfpyCDOde/mW/JxKLOmErsKAUZ0/ZIBTaRCbZNYy6zvyjIeqo7WK2b TMxGD7h9/0FB7kNCB/ImycSJ0YuJQp8o6Ohy0irDw9oq2xneQZaqygdff0Gp EQSPG23f9Rg8sOz3WwB8oUR/0zOwiUy4Gj/YJcR76QW4LzOnkwfsINVdVg02 PTfPzwa2skmW6wJriHFG0tspSKdTioP1L5lwYC259g28rn5HkwO42l7jQh74 efZBM8kpMiGmz2KnBZ52uGobPw3xeeNX4NhGQV4Dg96hFDLBzZ7/vqyVgvy/ Fz+ymycT6w1K5c40UVB4jwkHmU2MOPtpl3hLPQWlNd9uurlBjKgML+pkraCg zh6n0FvgqgbbywzzDGtrRYIPy/DwM+y/9PfxbfCS+nkjFrCVomVkNLgLyWAm MH/M+sNxYG27zKKVl5Afi2cN6eAXtc8j58Auva2oHBy1fuu+CbDqH4GKIfBG Bb+iTnAjc2KOnqQYYbM3JzYbTNfMuUYH36eKu+0DWxZU7XSREiN+8l3yu1ZO QVzhE/cPSosRt9/8o9BKKchX18SGbZsYMc/Nef5vMfz+heBEqKoYgVUuC9Oe UNDt6rGcMLCDU10ZFYwb621ugJ++ELZmWPmnT3M4eG/uyyQKmE/465NbYJPB Zcl/4Hfe2a53wXpV97ZNgTX3qP5JBov8/agzCpaqPfazGCxlknH+O3isJfHL D7DcRGJtAzhkRLJBazfEb/+I5wPwcymF9H/gFR/mKQ0w9939Zo7qYkRHO5tO wGOY3wWvMkJTjLioE6vEUkBBSrJd19Z0xQjZ5rXzYo8gP4lJfEFGYsSkeuDa 8QwK2p9zuYFhlefWjxj2f24UeB1srq9sxPDI+6WJYPCO2qE4a3DDnH1LGFiH 7chWK3DQKfmoSHB902YTC/CM5GvOBPC+vT9Tj4B7cvtYnoEfF7/UIMDZJRsX esEmPwsvKYA1P+b+VjMWIw5wd/1ZSod8s72onQRTK1jGs8B1Xo2XTx8VI7rH Ww5MPIT5mS10aZuJEWH7HQ1C0yjoD5dt+qKVGFFUqu1TmkxBG0lq1kvgb6Pt 6xm2kl63bhkcuvdsXQn4rRYKXAHrq9zlZzjLTfY0k7UYEXFu8HEx+FTrxHoO sPjcnR+F4NbYwGQhsE7F3KECcCk5I14eLJcrvf4hOEju5+3j4CFFVBcBFiXO +5aCHZ9tJp8C6/t5m7kdFyMWngd8XkuioPTfd5j7TogRu55dyTIBW9VXn3tt A/l52h82/oCC7rQ92FgFbp0z2c5wfZ9HN8P1DjUdY+Bd1M0Hq8F3wh9uZphf LkIOgXNETteOgD9EmAw3gNvNBhd+gfca9Tt8Aq/sW7k8AN78ac12BHxyNdK+ CzzxQ9+SZCtGxI6O6NaCwxYa9TzBApvert0Hv1DpFlM4DfXlM5mkBebN/NuU bCdGLLfOStxOgPldk1LydxAj7Jq1zyrEU9DCrbnfDF8sDudjWCXhU/pVcFLx x3J5cGZh2LprYG1mB3aGA3/8mQwCN49F5G8Fq+8rfnYD/Le9Z1QW/JiFUIgF K89EX5QCx9x2lMsHHwg29hMBn0p6tL4LbPCRJ3olDuqvdDuniqMYYdGdWdUB lhrXGBwBb18SVwwAW9MFkkfBF3iSu66Co1nGzMbAlWpiQQwvrU9D4+DQPlKb P7j3yFrGX3Czm+hlP/D9og92VLB8BrncB8zmefLbKnjGTFnnEnh87moPyQn6 RX/J0bPgl+w1rQfAVg+XPEzBR6UPvM4EnzDKrpQBXz1pFnfCWYy41abq0HIf 4n1W3vikM2O9I1wMj15mZjkF7lNML2kGH79d5mkD1pzjZGVYtUrMwg688VN/ XiN4csOggDPYP+7+xDvwmYHLdz3Alqd4/TDYwCUuMgKsP2UW8xIs6NN9vQz8 fPvG2kzw4ZDnGuXgvR8HXBi+Hn1riuEPUTkCDP99pHWmAjxwXN4xA9zcna77 GiyyW50tHXxjj8tyLfj60jHjVDB9kX61GazdmteTAN7J+WlXC2O8tv+CGT4r 8mSMYdPJXfIMd+6wPfURbO9fezUeXHwaaX5irKerVzIO7Fp7a64bfPehsHMs +Fuo+JWfYEH31OnbYOGYf4pD4OA252SGjVObfzE8eWTnfoYrSwOtfoEbknBc JDhheHD3CPic96j6LbDpwSeUSYb36gaGgyMswp7+BaOjXFsYrrazdZoCiwV8 /ngDHOLRt8DwH7W5CIb/B7VaOXc= "]], LineBox[CompressedData[" 1:eJwd23c81V8YB3BF9iYuorLSQEWUjC8/FZVUSksLSVZWkWjaSUYhe4ukSFbp KqOykpCMIqLsXITC73P6y+v9ute5zznnOc8553tZaX5+/5nFTExMpixMTOSn zYd6jzELUYp9MLLpRug4/SJdZuUEbGG08cR1uPdTc8gkHCzyseUaXMau4TgN L/0w13IV/i0spDAD3yp7e59YaeXQV+K9qyKOE8dtiTf+A+eNC/24AnvYLFae h5N+vWMjVqmtHma2FKXecO6w94RtWlPSWGDrrE1axMm9nseXwD3JH3iI+eeU 6ljh11KsuZfhIcXwbA74vChtwQNOv3PMlg9+9ny48BLcGaMqww8nVIeHEgs/ 4Gkn7mOqtCW+WUbfKQi/+/R6JfGpXzJrlsIVLix33eHIub/dxKtS2p2I6zla 7ovAtCUqe4k1pf05aDBv4nFeYjGToR/ipP1HN0Lc4L0nKxMl4LU5W52J/W3j Dy+Ds+TsDhBP3dz7VhK+HKcsTtyYn5+xAnb5Lv/wIhwk4mUlDw/xiX27AJdL m0qtgrscuqqJZ5WUW4hXCwrmE5/b0b1tNYnfOtePeLv7Nrl1cHNXnQqxl7dU J/HxpqblxPkhv+8qwjE9FDexdGYmizIc/3tbnyu88JmndwOJf5IRT6zW1xez kcSXJxRM7DBON1GBTfnvehF3cDqXq8JtMfnHiYu2tiSrw9HfraSJR3c8ProZ lg7yEiaWP+AvuAXO/DbGSnzPTuOGBpxcPTjkAjvHxZ/Wgn/zyZcSZ2a6iWmT /j1dmkfc9WzvB+JIvxMZxMb1i3Up+Miy2TBi37b2aeLtfLsDiF/25T/RhddH TF4lXrdgteI/uLjRyIHYgotqJR6v+HOGOFpULEQfNq5YOE7Mvr5mYRu80ond mFhHM7VwOzxsyW1AfNHA6/wOko/jlrrE308pfzWA01wENxEvs2ePNIRjC6yU iQ9c6t6zEy7bwLuG+JZPCesueOcddjni16HhL4k9PQ6uIJ6Js7u4G76bMCFB vD5rm5IR/Pbhd1HiswVSfcSUkYIwcfzr33F7YCGVF/zEzfUNB41hPZ4kHmLu 9kyevaT/QS2cxPr9NyqJdSzM2IkvM4557YO9/tvISpy3oLppP8zoOsRCPMDF O0w8NVq7mHglrT/VBM6VC11EfFi2zOwAWS+bU5mIVQ/Kah6Cp50XFpxhAV9/ iaPw/LKN/9ozCDv9kdjDdn4J8bV4jVvHiNtF/sVTmCX0nxncv+byv3hHCoZm iY/Q1v7rj1x5Zd5xmMtC/l9/zd7H25yAW6vthIir+/e2nYT1Jz6LEy+aWB12 Cs7ZzLSceDMT887TcGmCowxxBu1ZsTn8uVtJkfiLbLCTBXxY33MjsciGs6st YbNWwc3E3oZi98/AvzLF9YmfHxzfawUfcLm1k3j8dA37WbJ+ffT3EZ/y8HK3 hj+kBJ8k1nrYfciW1Idsz3/56VpYwmdH5iNttT9xdnn4G+LrSpKhxOId29Qd 4Krln1KIp7izRJzIenwfUkusKHaznlgk1u4TsaWcma8zif/E7W/EH7V4p1zI 58/FzhA/cXBuvkjqxaHRNWQ99nvsuu0GM3sNqxNL+cluc4efiyhvIw5KaMm/ BF8auXyK+FyDxl1PmG+jejSx9EZmkxuknlA84qS+HNHu4LwJd+QoriUO2fns NfHgx2BN4gXzsxt94A3xgqeIO8JrBPzhykqJLOJ7k+ENt+GALoGdpD7WLrL3 D4Z/CKw9SczCu526A1sG3HAldpaffhwClxQOJhDvOWR2J5zUG/GUGWL2Ytk9 9+FUFr8iUn91KueWRJP13O7ygfjih5ZS4gtvYweIv//0V4yF88ySJUm9fy0+ zJ1A2u909yW+7PmsJpXUy+3qFmQ/GdHZbviE1O9wGQOyX8ntXr4ol8zXNVNr YrPD00XE1cWv/IlrHLMUnpL4k6lq4gdJvOwFsPrBTmOy/51m/lT1HNad9Djj BTdVndV/Q9YDI7yY7LdcH6m/xKytcV3Eel/F8t+S8e/oYCP7d+7vGplqWHRg xpQ4WGE9cx28N/TRb+IdgdOvGsnnb+vXI+eBEqMAnS+kPRsuJh84sSlLY5Lk FyOB/xb8qevmODE37y59Yt5hs6wpUm+3yrsTey3hE58m9cbProv4qJrLzCxs sqD2NAgWitpaxHRGlPrvUv7pYFKvj9Vu4ob5DnZ2h8K234bXy8AVjW629+Hk kaofxHMcD7KI22YTEmXh6PMsA8QGQvv55eGWYN1z0bCsfsGoAtwYV3Muhqzf tCs5SrC9gpBLHNmfz/Gt04AjY4TSk8j+NrZ+1T44baf4rSx48byL5FVYZKOi 1kt4C6dRM3HJd0YIsaOI/O1rcIFIdy/xV6XWv9fhpTVKt+nwi5OaHd7kdbeI r2XwhVcsMYHw96rgW+XwD+97tAh4PLtn4S1cz1Uo9Agu6lU93ATfF5vlaCfv 36JePETq/aZrU2pWqIeCva0yYaj3ukdy1OGm6zuNZeF4o41Wm2FDk4ZKYh6r 3uYt8DdWjady8ECEwTNN+JOYz51VcMo0v6sezKozabQWFnmR9MsItvOlfdsI /9UrH7KEHeJ2WunBb/ay9oTBFv7VzebwCbug9yNwe1GjYCZ8z/2M3yhcW0Ol E9d6a+uMwXsb323JgrfGjeX8goMerjv9EKbVHwiegHlWb8p9BH9QljSahdvk 95jmwfqMR9VLzmJ9SPvlP4fXeLyvXAY/ydlbVg9P+gm+2Akv+nGEbwoOSol6 kA4Xsx05aRiO89Jjp1MZcII/jXsnPPt8J+0BnP1ltIj4XNNfv0z40sJ3wd3w 9iWnz2bD0u9G3+yBF6xWy+fBEwpuagdg5zUlKaVwabKe3En4cG57fBOcJLjV 8AIsQ5e6t9ga9YlvZ3oyXNKWev0E3MiWHb7oLuqpQO5RkXNYX53ZRu9hKalA QVF43ixQrgE2XWNRTdxx8fIccYXeUg0xON456lEjnOhySWwZrHGslLcFPtqs 27oSPn0pt6kDro1qPKgI92qrnx+A85ZP7NWHczPMviy5N06/oqi+wxneukgr WQsWNixVqSdmL856Autde8fta4P9NOLY8tQI5NNI98tJW1HqVOSK3S+icH6Y Lbk4Ba/XjThbCnOz3VX6DRvGit98CV9evj1+Gq40Ny4pgw/vzfL6Ax8RPbe6 EhbIc9ZcZIf6amLGWQ97X2Au4YYD32799BW2+Sv7TAZusc6OZb4/Tt/Eaf1w H/zU5W3TLrhWbiTyEXy/vHv4CzxrNut4xl6UGrHbZc0XM04/WCMo0+wgSuVn Ff6IiEN8D/7zy3cSpRYn671WShmn/5e/TOcZ/ERySHM97FE2OUW8yTihcAP8 szXDqhDmapR+pApXcXBvL4EjdsZHacBXbZtYyuCbaVZO2+FxpTM3auDoqS1r TsCtz3y9vsFbSxuLbsMp5e9c+J1xf1jLbTgMa3w1PmUHN3jnKuekYv2KmG2R dRGlPr5t6ldLx37i7ToY7ipKmRtYZZpnjtMvnU4zdnETpTa75FeIPcF5oYZf 1BWurWpMl4ANNnl+IRY3nPGXhEU4TOwvwratJ4xWwnlPmG5dgtfTgloU4KGF Y1VXYVq9w4A6aS9eUCsIzk3eTzMl7bVfXZMGF166FhQG0w4eXfKJvH9dWzNX 7ji9wIDvuYa7KCWrTe9fgCeUL8kvvoT8/8PWM/wU9XB+91yIB/J/mF+iq3Cc bhUzkZXjJUp1U30OS8tw3m3+j3XgJu5b69v1gz6gnhl+e3EqBPV21MHw6O9x et/65Wv2ZIpSe27VZ5XsYNDrogN/Ed+wM9tYCuezTBUZw8ETP4vp8M3W2h37 YPYZ5ncV8IprHmcOwGKNKv318NH3zYlH4ZHiGzI9cL19kOhZeIGjM4bLgEEv yJphuQY3z1y7ZQb7yDZ9zYULIh2t5mFZWsC9pVnIjxf/certZNDNF8aZOmE1 HUeWd7sZ9M66qk+22dhP39+837yPQW+ycfAJeCxKSS3r4fhxjEF/lVraVfFM lHo4n//rx3kGPZZmFrn1Nc6jix7USkYy6CZM91lWt+O8Y+z0fLqLQe9LL3xJ /OC31NtZ2N2oxX0NnMmobvoLx0cLDa+FjfskR5i6GfQfqsHNSnDDs8crOGDP czfTVWGOvzd8xODURnsDCr4j+sNIA55K1Qs6BD9Zlv35MhxlOCTkCxuOiXbO wx1hOjI9sPUFi3CWHgbdSq5PN64D85k9/oL3O+LZqXJV4IsoJTxyZk7yJ/pz t25mpkuU0vwrtFjhF+JXWDxa3Yf50J8v+sE0QffYZ/vZblyU8gssUhdePkHn ng4It4eNsxhcInBC/AMjB/j11LouUbhi8Pur83D00mh/CZjX91SWM7zU9sRn aTi55OBld/ix6x2PDXCNDCXpDR+dD3u+B142JXw6Bh6uXr45AH4Z/fLHO3hm m7HEPMzcKzAtz8D9qGouoH/FBD3oYpFIN5zy5Ch7sTTiiVly4OAk7gMZmn6m 8ojne0K91rQopVJ97dplRcTj0VTOO4/6etKW334r4knWynnCQaP4eO9eHT44 QVc1NLPOhd8+b6SNwm9GPaTz4J2hfHlj8JBmUcRTOPzpzV4GrPZp49UC+Ejz QcNZuJpLYe8LuPt2kiCb6QSd4So4/gY2ampJWQHr7+jf9BXWel1UZgL3DYaU 8nDSqCvXjvYWw2s39dbawCq+tI8+hybo+W8CB2W5aBQtI3LPsiOIZ+iTwn1u GtVb4f7yPzPEo+accp2PRjXQLAM8zRFPTXrU/qU0ys3gvkiEA+Jh8N2cWEGj NBsaVtv5TNDNopW0JmEOl7f+9vAoZfSbmHn3y34HWDg40PY3bJ2YmuYEn1BY cmAWXvvx2Eo3eNxsVpZpJY1SOO1KuwFLVPVWccGeMnuWRMF2UcWcMvDcmdTP 5TCvlkXYPjiCtdNOwneCbuJbkJQD83b5aVXDHbTjZdbSNOrMWx5/eX/Eo5U1 1yGDeIw2VHwORDz++u6V8jQqtopnaE0I4ll2yT5iHY1yKd0f4x49Qf+l/+3Q 5s00Kln43WDVIzJ/4Su3wIa5+WvfwheN9AeJk/bF276D/x5Mv7IVvhRnO1gD s561SdOG350eGWiAxQPGx/XhRfF3f7bB+nWLg/fBhUMW30fgqIMyFTbwUWne TyI5E3RtK8v1cfDLH2HJVnCgXx/74i00iqfYvm3J4wm6bPVAcQ1s6dVfp/dk gm5qzJA4uRX9+fXzTUHeBL3kCEuXjzaNcmx2VfArnKB7O8hbf9SnUZVpc8nV ZRN0WpSNu8M+GrWUO/Nv74cJ+tFYCb3zsK6C3cJ3OC6xlssR/uOguLgfls5U SnCCl3lmsf2EFUvGK13hDfeCBYdhvQ4PoctwRfn8qknYdsWtHD/YR+LqviWN WG8PHvYmwtN/F+LlYMviob0f4WvlLLJWcG6bw+rN+2nUR2pdSx+8U9KlbZEJ jSpae6O97+ME3Sv5sua9AzRKxqDSobt5gv4tO4jpxSEatcYhpb3s8wT94asc f44TNGq1LTW2uhvjNzgelWpDozbpHpHNGZmgXxtNMU+DI3ctGSUuZxxYlw6v z3pc/Bg2+FtAz4DZLBf25MImPJf7smCP6sBL+bC1MrNqLnzbYl99CRzqIvS+ FM58H3fxDdz7R2XJJ5j6rPK6Cw7kvuDEYUuj0uZNtwmNTtA/Kf42dIBLft/6 4wY7Ov6ZVbfD+qn/T4Eam6CnTDIfr7GnUewHvf1qfk3Q2ZmWrhx3pFEGtfw3 6icm6I3C6pk6buh/5Z7bvrPIX7EfzhSsvLFPyw8+JHlfUxe2Y/ccIe6Q+/Ne Dw4YSzYOgPvV6FPb4GOPOwWC4L+Hd+jvhu/9YI0IheXiDn09DN/crxAXC7vL uS91hm8bZaTnwVJqxddT4drVUelfYNtDW49yuNOo+1WHjqr9maCzROtwfYRf fusK7YXVlxvYW3nQqLjz2ds05ybosauPbLjtRaNS9bJ6Wxcm6Ge0Lxe33aRR U92nZd6yTNIf6K272Q5Liao8Jx7Y3rm7A9auXmzyDnY01unqhN2z4m5Uwx6n mNm64Z79r7pr4eAbtw70w6/0yxI+wEVVMaMMOPNZrHg7zG38Qo7HG+0JN3CN wHkn50J14FdLZDqElkzS569dtUmFb72+pXoSjiq/KeHgQ6PMGqcrJuBqgyCv RX4Y/+uvrCXYJulKJnG6CoE0qunXzFdTjkn69Fn6uwshNKpqmOuhH88kXcPO MfwiHJB+aq0/7OW48rgb/OTX04fEiy/dHHOHN+iYZgfAPIE7RD1h6cKAR7dg 6ez3ljfgeonsx3fgXWNfF4Lh9a++5EXC8e5Mag/g4td/8jNg/QDd5DZ4uFnk wRs4NKvcQyeURh3u+WbIxjtJXzP8Zi1HGPqff9LTBz7u3HA7NpxG+R8zSfLi m6S/9uzeVx5Bo9Kv6vIeF5ikB4Uyt/HHoR4PX7j1WXiSLu/PligAWzCSGMRl V7isBGHb7NpjbfCErdC4EDyoJrWuHT6+XYZTFH79KLe2A1b6o6chCX+Riebp gj9Y3oheDXdvcQrug0U2LzqmB6vt2RzEgBO+zLe7wL4r1rnzLMV8rZ3tbIEF c0oEdOHWyrHu2HgaNWA+uSsDlpvt/KmQSKPqpEa7zotM0l+aF81QKVj/sdsf /RKdpB8+8oKuCx/lV+Iah8eNy3z0YF9K+ByxvNZbAX14cXOHLAO+I9q6egd8 t/5E7AR8qvb3ESN4/RL5W79hZjX1kiMw5f/q7BxswFHg4QwPySlKctDQv8dP /6TA28ta3VfAvX9z5lhTsV9dCGXsgTkj0xbVwf4D7L+z4EM1YRxH0mmU0kle jZNik/QxFXsxp0waddDZoKFIfJIeuMbpKzFPvKpsMSy78kKaM9wbvNyd+DCv 1wZXeJz+a3kJ/OpHkKEbXHnS7/xzOCwu+5IXvDbSjfclvIlt6HMA3D1ku6sc 9miziU6GxV1SX9XBzNetJZrgSz2mCd9gkXoLSfUsGsVJ+7CcW2KSrml9dOUc 7N8YtekEHBC7Y3VANubnkUXRPCy9RHpL0mMaxSjdrLFBcpJu0tJy+MMzGmV/ x3XV8eWT9JHaNqlGeJWFrjWxf/mXXuIXPDyZxC+e9Dk2wdf7E9ecgGVvTfl/ gm8/KlE8CU/piBR3wmneBSqn4ajMg2IDsJvVe+0zcIdn0+fFBTQqZZPvPnvY SqbxqCrc9JPjnBfs4VhnFgm/+e5+Kg5O5Kw4dbwQ9WrIwakDHtLOtf5ZRKNM lfyWH1oxSffOuOW+6AX6b5JRrb1yki4Vf0d7MSz90GixDlx0N5yFGS75Nr6F eOh6TAgLbDu2JZP4oNnDB2zwhE+JHwXLC9S08sCB0T76evA7D84t4vBOp/9K t8G8ewJmNsKT/Cce7oYjJ3w9LOHx3/weR+Es3Rueb2C9o57dF+CGdvdrt0tp 1Ma/Xa0PYUl+K38xOurbfIy9sPQkvcCditrwGueBioDdrfDe8/onNsLXRfZc Jh44YyCrAgfsFcgiljLZ+0QVvuN5l+0z7Kd46q067JF/+zXx4W9Xp7Xg4tRd m9vhP7voh3fCu4Inpb/A1HJtMQvYvmzRZA/8rnJr9F048+LcrVG4Q1A99jcs +DnEh1UG9fCRYmJpOfaP8tgMFdi4W/yBYSWNcr35KysQ/mE4WXj6LY3q2ve4 Zq3sJP0GNeNlDm+pbfpFvEx97j8LuFNtRnQdvFd2SYMlzNGpbUlcPC/84yzM a1/6lzjwqSrNAc6P9VNUghUlXd094DTdvcHrYeex8c3h8Mv2vN2b4D8RY8UV cLkk/YU2zNs7+HzVO4yX9mKbfbDqlW/0YTj4b9rMBfh63vs3l2qQf+EzY89h cYmsT6H1NCp06ymzrXKT9HyBnLgwWPOVggfxHvY8i3D4sM5YJPGNyeLRu/CA rOdH4sH379ii4Ih7fjs14RfeP9Xj4TEe+81a8MkRhagsOPu0s5AOnPoq43A5 /KLOqkoPVrRO+zwBr/ScXr4Tpp4lth96T6OM99QlHYatjCO/SjYgX/wfdbnC T29692d+QD1Xqd2TReLz8H+UBS8NumJN/MMxyOUhXNilfIN42Ym7C9nwiat3 nhF7b04VfQJbh+ktewibDpfvKIA387v/JJ42ZX7wGq52WnHzEay55oZ1O5zN cvbpE7iq4epP7kacrxXq2ArhNsnLg+dhximua+UwU5HT6KaPuM8o0XPa4d1D J36/aqJRNYNX2DnkJ+l938xLX8OfBNZKEV/7bHWzHN6/uUWFOL/Kga8Svu+7 +iSxZNKVVW/hewoVz4hHDsYfqodFbr4z54RD6Z2FbcT3hV9wwS1hZu4M2Ota ti0vfHLL0RnZZuTD796XQrCz78E/fnDwEd9NUnDUit0LRi00Ssd8xmIj/P3A Fra2T6jHbILvDpH4dmnVEV+ufdNGLK6nG94OK0Z4DhHvUTZc3glnq/XwHYYL OI6od8G7slNNif1fup/tg7ttpnuI1ygUvRmHKc2euSOwwx81f65W1E+rKiUz eDpJlUMLdr1T4X0K5h5V5kqEM7oeLToHbwyQ57P6TKOC3ifpXIKvlAqJjrfR qOPKbu8jYFq+aCfxka3bO4nzsiRSGHCksfAgcV+kjPIk3B3yiDUSNnZW2TEN 11xs0iJescrEbR7+0MB4SFweEvaJsx3tVbj7RcHslgJRMnDa15it0WT8OfnE DsJ3ogyi4uDUQ5wSRbBInKFMKlz9i2n5lQ7UdzHTa09gyx8s34nfRKsHEc9/ YX94tYPsz7Qo4o21/OrX4cajLY+JY9JXGHvDkjo7vhLbHaOuBsKh47NauTBf 5dWvEfBjrqxZ4gNR8wmP4RTNVU5P4U7tvyu64SSDhP0F8Nit39L6ncjXq+H9 z2FR+RF5zi84/yyaPlJFxmvZ+BDx9w+jFsS7habyuGC2nD574mtM89o88IPA D9eJf7TxHOKHPZtjMolL7ij6icAb8hbPEJvN2PVLw4HBYpFv4MTawYytcAy7 XcNbkg8uPxXsYdHHaeo1sHZZ75oGWGDNpdb3cGvBjzHiylCvbmLnR0MFH+Ag 1usDxOnRE3of4f2iPn+J+S6wHGuBfzRfX9EAd62WvdUB8741sia+GW4x+AP+ 6av8m/it1beHi77i/JUqLtgI7+PpWqcC/+AI1Wwi83W0XSkCVmznsmwl87X3 6wSx5HtJO+KoHT0lkbDwByVX4lrVwe33YbEFI2/iTXx/TsTCMczXU4lZK8Tv JMPWj4t7iTMVj47mwPlRFyw/k/XN9PnxG9iuX/R0G+yW0bJ+Bl60gt24Aw6c +LDRrItGLRinzn2FnwS/VZPuRj5IqKX3wTt9av8SszFbZRP3Xm54LQNbz97N I6ada90jB0/Rxl4SX//vh5UCfGJpzCfi/dNskUqwNHcFez88eXrHbw14zfRp G2KNTVWFJrDBQt2aH2R9tJdv9oHnnKwTf5L6o0DX+AHrrs4/MQQ7Li9n+gk/ vjhhQcwp8qaK+G+Tyjlibeb3+wfhzRWPXYgzOr/YjMAH7GP9id3D5qMn4NEB gzxiib9af5i+0ai90SMsw/Cp9y+ei8GJ83YZxD8vlGjugqO81btH4L+vn2nn wG9e8Cv8giOKi1kewxLm5uuI1z8prSbeJvZ0PbFlXKVpLsxeum8LcZ1bs0M+ HNB2cydx/LrJ+BJY2+G5HbFuhOpCFfxn3u0Jse+5p/SvcNCs/KZxko/8uZRA D/KZ6YQKA85ifcYqCPc83KxOrD9XVEv855zgVmL3gbLDwjCfZLkecVdFg6Mo 3HxCbD9x3qWxREk4a999R+IDPcqL1pD3/+nLJo4qyHmlB18NLZaegKWPZ+u5 wsbOWsyT8AuTJ+wXSHunkliJTXfm1xMvN2fhJA5Uf3HUjcQT+4afmCFQ6+wB Mxh6UsQVVYPJ1+CKVTxbiM+uX8t8G7Z+NGpPnM2cVZ4GHz8z3ES8KStD/xPc uq4ucgpuSHzI2QprR5dEE9tEPm4g7hTPiCOO9y40a4MbDnqlELOefOPaCUfn ST0mbhXqT+2B77NvqiL28JJfMga/WveEQfxyb1oley/yM7Br12/Y4Hfydg34 rvbaX8TfhtO5t8KDVskMYs/erEbiiWTaFPGTD3kntGA508V/iMWyX1+kYK7M apZpeODUt/Tt8KtFyjTi29Ur2Uzg0z7btYkb4xLf2MKjHLl+xHZ3U2/bwTry wwHErLcemNjDV00Vgog13J98dYA/jMeEEKfsL/vtBFeJu98ndmXrWuUONyuw PCQWcVru7w2v0retIz6mH28QB488vMA3A09pJPPGw5tqLgoQh2xIbyLOmr8o RFwhlXMqERZOdhUlXjdT6p4Cc7ZbLieef9T5IBM+JiKmTJwoKslRAEsUNxgR 9w7EvKsn8fd4+hM7hN7fyfSdRvU5VI8Ts/vH8S+COV4dnCBOvpLUQly7qmuS uMU205wZplTGp4l1thd7sMIDulwLxPx/WrO44aU6Alyz8FNLGpcYvJduJ008 rR5ZswF+yWW+hzhMKSZ0I1x2O8+YeJ1cwiEVOF528T7iU4IZParwbEi8CfG7 oYI/6rCOZe1h4uiklrXa8KfJP+bEmlwiQTvhtzVZF4mvf7m72wJmctsRQ1xQ E9tqCZfyOMcRDxSlWlrB36ejEoj3h+d7noPv1LanEMsaNGWfh+VtNmUTV+UK 8XjC/d6bXxDPxkvc94LfnFF4SawUJCN3FQ6IES4jjrRS0boB1y/5Vk5sLWFi 7w+rtuytIeb0Cau7S/pnd+UzsbZz9JEI2DVBpZ3Y+WTy90h4+6rvHcTtW/Lm osn4qmt1EWePfFBMIvEdftVHbHxYIPgRnJ4uxiD23iYm/hhev/HuBHHRxpXp T+AgIa4p4hU8G14+hRs+DU8Tj7/aO1IMW5/1mye+uzZkTxV8IJOT4w/Zb2lR bW9gi3s7OYn/Lkm0ekfm85MvF/GZrsdXasnrJyd4iNXuvc9phA9eThEk/jzP y/cVPjq0T4JY77PUqm+wyuBhSeKsp0o630l/tu1bTuxpvef8IGzIJSJDLNV4 +/1vmKd/dDWxb3Zc/yysVXl9LfGo76OFOfgs0xJF4rKtdcosfehv8FdlYgWR zh1s8KJvahuIQ8eGTnLCx8KvbiQ2T+MO4Ycf839XJVY5uq5MBLZm51cnZuHb PbYMPuXJtIW4pdx2hQzs4lCgQZzhfmvvavhq1wZN4qFdnAJ68KO6Fh3i9csD Phwlv2/c9M+N/m83nIVl7V21iS+Ms4W5wHkda/79/vaMVa8vwXVuOf/ap5nt GL8KD2f/3kz8k/+stC/M8GL9F19Jpe/+oD7y/L/tX/zSiRE2d+AWnccqxLc8 0m+EwaJ/XP/110y5Ki8KHstq+jc+lRwt1THwfIKDErFS7/dv8bD4/Mw64oWo JUJp8MWp3n/jb+2ydO0DeE2ovgJxg5Hcfw/hznv35ImTF29zySWvf+H6N3/6 dt4fS+FBR8N/85+9/e5gGSxkripGvHRlKnMFLEznFyXuay5XqYbvlcb9y58A Hea7LTDHR/Z/+fhyHdeKVjisoZKNeFxMKPszfHP1VVbioxPSFR3w0+E+ZuJ1 mXoT32DpssB/+V0veOPAKFwULvNvvSxmCuwag6V2pf8iVhsOtRsn83VCbow4 4U2S9yQcFUUbJnb0fJX/B842+/hv/Qn1MS1l78d4r47+t54PF19tXgGrc9v/ qxdB6X6npeFYo8slxGXhd4Zl4HeDPkXEqx0SlqyC07RD8v/VF2n6JkV4uc6l f/UnNmj+3hY4JTf2Xz3rPulluh9uDlntRuxpen2ZCfxgZuoCsYiRzzfin5fK XYl3atx2OAg/LTviTJwnHOd7GA47e9n+X71496LgBKwqEW5BLK/yV8QW9l4h /K8+27Be/nQTPv7JTIaYZe5KnDdMlx5bSRzPuGHhA1f73FhB3NgVOOoLd4Wl ShJvfR7NFggvfdcpSsztWKIeAvuny3ITP/48ExkL/17L8m//mch2P/wMHrrL +Yo4OMVTqgDO/2BBJ1aIvtZLfFL+RSmxmZ+/YxFsLmpTQlx5Osr/OaxNe/6U OEKkqOgVLBKxIZ14y7XftHr4jb9jIPEVk4uf+2CWK2p7/+2Hsy5HaT9olNv2 3gayXyePua0Qg53C3tUTa/Zf7iN+N/Woltix6aazBOzL7vqW+HNOeKAUfHYv 9j5S3yyelsjCHs61OcRGdePiG+ALrHW3iMMSndoNYYck0f+IJXacN7tMXtdt SifnmQItF2lP+OOnbanEe1XdfhCz+BUkEXuvvOp6Bf6kfC+WeOhPcNB12PHh jjDil09yXvjBkruuexGfEh9Zdhf+s3GHCXHqsF1nNmzTKvmXnMeU7tqc+AL7 iE7rEb8NdJD9CpurTOkQm193HiD2tmZoEkc4eFzshuOkBtWIFwwCg3vhnSXv 1/w7P85lvhyAdzyxFyR2OftT6jd8OO5vFzlvFmlYf+X7SaPMHltdJtbtPnNK F241tk8j5+EDSqfNU+ENZ/fVk/P5iOwZhTR4VvtcNbG/xLkR4qn116qIX7A7 eWTAARYPXxLL9VwLy4KVmX/nEE9FJr5+Ah9RtLhDfH9Rl3QpfEPljjHxl6YT Pc1wqoZaHbkfnL1sZsk2gPr7/lXpGOzx9pCVDcw03u5C7ivC9GPrbGFpJ97z xDnPTo4Tm3NRNsTfks9esYc1QhNPEe/ycotwhF2+mRoRL9sYWXUR/hATJU9M j2mRvwnnODq2kvsRy/mD/THwhhanLcS3l5pY18Gza0rHBuFE8z026wdpFHP9 DVVyn9M4sn/9Bljna4MScZOx6RTxdW6p1cTsWiduqMAyz59JEjuJOkSrwf3W bazEerW3qzXhg2wzreS++H1T3RpDmGZ6y5N4DcfuwdOwowPLK3K/fPrY0C4c bpfZqUPuo1V/9R2m4F6b9QI9JN8YBqq/4QPT0ZzEsz93zxIXJrOwECt9OuA7 A5vuaZ76BkfmWsb/hXkX2XUQW1t51y8ewn2+2SGDmKuhXIkPztCu1iTem6I3 ugq+athq2U3WnyHleAQW+7Q/i9y3hyK2Or+ARcLqOcl9XHDDxos3hmnUuNV2 afK8IHuVmuZNOOjBkBjxdimNxd7wAHuYALEHl16wD/xLro2JuOf7vnR/2OjD ya8f4fxop5ZgmHWEiiU+xJKrFgM3bju6lDj2k/Lvp3Bq0k8W8rxC7oqi+3dY KdHzM3n+sblGwcNgBOdxq2uHyfOUE2eWX+EdxXn0nGXOK3j6mIw+Hzy9YJhK HLZ/FSc/PFWgFE1cpaMcIQBn+076ECuL6+QIw7RH7seJmd6f+CIOvxQ5yE2c sjleexWcYGF1rgz+wSW5oAPLiAyuoJN8yBO/5gT/cbri84LUl4WlN5rgvsTP soXww/vcvtFjOB/dr3rxkIxXCP/uGHjlitEnxF2+woKx8JZ3ImnEwq7L4uNg nxsWt4k996wrSIQLQ8ePE+9h3t2XDm+V6Z/Pgsfsbm1/CkuJraGIVSlOtlrY 8YZo2QNSz/rY/Ofguo7QZ2lkv1FhDjz1C/VFQ8AtgYxX3cxt+XHsL5XxB8Jg /cX99/IYsI2w1wWyvqcHjj2F0+7U2RO7j46szIdz23xOEGd3TD16Bid9Y+gQ Ly1krSqCu4srFxP32cpPvYRLfCl/Vzig+YxpDbyQEBbmAtc/6BXphd0WZ6Y6 kXww/ha5dAL9EU58aU/209jO++7wsobyd2fgELWmOO1J1Ocifa2DcKfNq7Tq KXxehF7sBhLf6UrbGtg9MDqAWPDwuw21sF/Gr4vE27d9KK2DeU7E7SPOWd7d 3ADXvhhgJb7WxMT6Ce7XPe60HpbWpqx64GLHpG3KsJUAXf4v3BKaPriOjH/h iwzF3zTqkk2aogKpP0uKMkNg68LrAeT585qEnEem0zRqW45IEnmeffFjzLNv M6hfNvT9XXK4D1YnXO6BGSoVmsRZZSm6vTDbmrfyxF8ePaz7DvPF1c1+hXf4 P//+A86Kr08mpmm1Lx2F2/kzx7/Az9PFL/6BNxTSQzvJ83qP+2rCs7gva7rW tcEBKyILt8GpD/9oNMOx9mHFD2Bb7ZCRd/BrtoBShz806j7LhqI8mE/zYuXs XxrV43Ow9Tr8IHVvsyCTGGWVvc5SBB75xBYsBLdKxBsSq3DRtwvD0Z95lYlf OikWLYWFqZGZpXCTNmcMDe4rSr1DvNBafkoKfnh0rESYfF/Boz60GvaxWCwg BLNclGTWhWeeCDzng0/vGFh/Hk5y+MLKAYsP3Ayqgf8KaHj9kcX5UbnwP+9F YlTGm+3fv8LnSyTzJheLUQHN4mnpsFrDQHDrEnzeu+dT5PsrT+bkHZ9hxZBn LcSv1I4wtcHns3IKiHfHvXFqh7Xa4i8Sm9ukHvgCM69ym1oD32Y5Id4Lv7/A NrUa7t38IW0UXjucPrEKDksqfMHKKkbdtu4elYFHnb0HVGEV+rYvEvCDpVLb Q2GGSXM0F/m+6ti+OUM2MUpA71j4gMwkfe57oe1zdvSn44h3Olzxx9sgnksM 9+8qdxGYU1lzUQK8btrFhNjYnFFM3Oa5Qom47e3ptUmwe6hbz1J47J42bypc 2i+5h1hi/fTHTHiJ4S4ZYdjZ0vbkM1i5R6FOAF5Rt+9iLZwXPSrFA3vFS6XO wsu0skuYYTXdogVTbjGKdnOwcUwa/fEdLODjEaNuRdb4VsO3BPbLXecVo/g8 zeYvw/tXLV9sKSBGZefNaX9aifq3v/j5alExavxXfMT5FThP+zq6roGXma4/ S2xbvEpxLZwu+UqdeGp5RPw6+EtLV6sDzD3sfF0ZHvlFkyBW91u3YxNMq7FN sIODnyc0UvA0T2zGOVhT1vfnIVh9Rr7AAr4/uV/UF7a/2l9Dvm/eHzXk/A2+ KrqsTQeu6Fy+JoYmRr2suH+dD86w9o3iFhejHLhpC9nLJ+kOV0wujC4To0Zd Qiq7pHDfzxxWeiYtRunkX+JcJ4n1uUg6mVISozbbaj46KIb9SvXzUV2YFuhs S5xyNkRID45e/mA1sVL9vPd/8I0cgfQDsH5M+9nt8OyxL/Em8PlN9xR3w3OT x0P2wVXn2IsPwSfXTDkbwa6NI+8d4LL8QLVt8IeU53OxsOS+bYWqcOD2g0dm 4CtP2BOE4L+3/PnzlDH+quzsH2iT9K8io1dkNohR+w0HdHfC6eteHGNVFaMW icqeURPF/nLYdGntFjFqk+WR/klhnCceB/of2iZGKZ07k7+UH+fbb7q6h2G1 liBz4valMzPE9jVP+YmtPM/aHoWt9zDZC8Oehvp7jsMJBeFyQnBGz5yQBXyH PzWCH54XdUpwgEVHbNy54Oxrhwp8YDH7UI1FMMd+2d6nMPsZveIh8vc0E6U6 /NtRL4K2JpbDqhq/pt7CcWsqhZ1g0cpDZzQMMH6lbNHVvKivbbJ6krvEKNXU Khl3nkm6HSv9z7e9YlTRf1XppZw4Lx9nODiYiVGPdewHJ1lw/xnRVD8PR24P vEnsctV3gfjMx3QJ4hNJYiFOcPGVL7smYNXvOrmusP4yg+xxuMsuiOEB+7iw 2I/Cmz3l3P3gLxErR37AP6IPXU+E2xuHR8jfTxm2Pg9vhI8qvx94BXOaeBep HUc+MUprbsNBBksXL8BO++9slIPvqKjfu3NSjGKTl4zYz4z54Lj8/Im5GNVr /6AyYxHuL88WszOsxajlgRM7Necn6HQewSS3Cxgv+YPTAr8n6FOl6z9eCxaj HG+uSAjun6BbSjmoh5eJUYfdHnQ/rJigLxmyGSdO+XThEHF68dlHd+EbLP/V ZcH9B07LRMDT5R1FmbDNrQN89+GmzzwhGbDTtEZ/PHzttJV2CnylkS0yC/7z bSw6Go70TZp6BVuV2ZoEwNUjTc/GYF7XmVdW8Ab6VtU9r8SoQLVL91bC8yc5 NnC8FqM+tyqKRJZP0O8npa65Wo56uNn/6vXXE/R62XZJ2yoxyjOxddakbIK+ ea0By3+1qMcqlZ9Hn0/QuTdLfxj/hHg45Y4ueTpBz9/XYrN/VIw6LsgaX5g4 QWfx0Y4XkBKn6JwRL3M8JuhyeRpXii+JUz6vL4a5KU7Q/+vnvb2mU5ySGBm2 PN3GoMu93qwxuUWCOvCuoaMzhEFXc7XgmILbqu9rExvIB7cSr/9pntgB2wT2 XJyGDT0nLdrhnP3BT//ASn8lBlvhzT096xZrSFCfzR1mPsK7We4s54PnahRE qmHX7d9ZVsMB/BPGBXBFdeh7M5jfo7ciGLb8OGBZAS8EKObrwKm9sXfCt0pQ 2U5WD5LuMOjSbIu+b9CSoJ4VJ/WfCWbQpXa/u+NASVAxVtmvR28x6LSWI9/7 t0tQkm+2TrH7MeicAx4hbSYSVNxh2Qf7vBj0MYHSPro9+qd2M1rbhkFfVNH/ rAxOmetgJha8KOjzCh7uUbPXgje1nZUph1n4BnU0YY9kwVNVsOHXA9+3wCwq 1p9rYRVrpfWbYNoBodrP8FuJmcq1MBVxLpcBF3AN/6LBIeIinqscJCgjSeNd jHMMurLMeYE7sK7nX+YHsIPqSs0T5yWo2ZqFIAF42NQn9K+jBPUzuHKu9yyD PhBjpLnFVYJa1rP+2O0zDHqP3JfQPA/Mn9VZ7t5TDHrLlgXNND8JSt3y0+XM Qwx6/+Bq7nT41+P1Px/A03EH2omFlwWaEksszrr0AE44qLUhAz5VfaDgIfzc KK0vFR44mqWcB8vsv7wvEZ6/fFCaDlc91FkVCcu/fMj2mThl9Udv+KLe4UZu fwkqMvfGulPw0l25Z13hzhjD7yLwATOLsP8CMH7miue9TRn0j1fe9HcHSlAl Wua9Jw8y6A3ld8KkgvF+pTUHaSYM+jujFT8i70pQ55kNDt7Zw6C3LewsjIIZ f7MqguGh3Au+92EdUV5VYl6RGtkYeENOk+BteP+XC6fjYZczFg2BcIdDTVsq fHHGd5cvPHbnYl0unFzYp+sF0xpr82rg3NvsyrawteklrwV4PrOZcwfMfrJR 8Ow9CUp++N7beSOsD0dvLbUIxPfziZkDXBX2I6wpEvnXb95vtJtBf/3piZZA jASldnibH+9O9DegnVsQnlZ9/JsH7t3K2kGcvVHMmpgt8ZiHMNwTMmzADe+2 Zi0UhaNaIzk54ZbpY+ulYMl747eXwANibDJr4dzXZXf/GiJ/zY6zb4MFf9GT B2DzLo6P7vCWFMOyKnjRT3PrLtg9MXDRVZiaFQ5/HCtB8YlWxo4aMOj0ZZd+ GMVLUIv816l92IH5qE8p3APb7xbPaIC/Xav3NYY7NrDTiFm+y8jtg8tP9s6Q /5cxeFR/+gBcvCO+tBZu1JJtPwrvMaBtewv3nXhfdxZeyy13gPz/DW+S3NPr 8JuEJOdH8Am5Rq9n8N15+dwAeF5xrZBkggRV02auqgdr63RqDcFt3EkmT7cz 6Ma/2HiGYdbuhoo8+FTKxg5inRYmNeKbbP4eo3CzzGlaLvz2/cbCcThil0xn Drz/lP/6Gdit7pFVFmx1XUWGNVGCqohuv5QEB5cHsK+AQ8yiE+/AX3aofTSB P3injtrCXnvvWD+Hc9IHw2XJ+xeXqL+AvQM0lxAn5veylsLnbt++KAO/pmmk vYRtp5WPSMOs3b3dr2DVYxelVsAhThrH3sJzJhyZEnBq2HejZthF0OClIFzb tFVlFF4oV/jJBC878mNOOkmC2rHIjercxqArcgnVycCS9q25HbB2qVasLMw2 u0WG+PTKcA15WNBtbkk7nP5Ty2018bxPTSu83iN8TBnO1okzbYL1Y7R7NGHX 0F67Gtiu8+5bU5hybLlfDHvdoUcegplWUlzEwboDVofh5vFMzyI4N01nyVG4 dMbrZCE8ZT+gexy+cneV3DP42rzOcwv449y1J0/gu8sHHznCvQm732TAaR+W ejnBqi4lm4kLblK7neH7ZxWy0uHP/fcGXODkpyy302CpJ9QqN/hJ68v9KfAD KiLRC35muuVLPFw8Xnb+Cnxwa6YxcXXqoPZVmFNX7FUcPMyu23kNzn08kxIL b/wwKOYNz4m9OBcN/3dT5CfxNjbF9vvwgU26RT5wytL43cRu9yNM/eDYe9eU o2D/Xa/k/GFNtvHESDh6bnCCeOi+hSDxw8ciFQFwvlHzzQj4xWnd8EA4VHrH 5D34f0KsBhU= "]]}, {}}, {{}, {}, {}}}, {}, {}}, {{{}, {}, {RGBColor[ NCache[ Rational[2, 3], 0.6666666666666666], 0, 0], AbsoluteThickness[1.6], Opacity[1.], LineBox[CompressedData[" 1:eJwd2Xc81d8fB3CulZWQXJtsFfoqScZHQyoNW0KTRBGVJEWZqYRUZLRUUske UZ+PRBENexYRMlKU5F78Xp/fXx7Ph+vc9znnfc55n0Npn4+1G4ODg2MdNwcH /dMn7/Dcn5OShIRdQWmOlxhVaCFSahggSXTtHIs77ShG/dY5pcY4JUnMTnk8 OLxYjDo6azkTGyhJSHEUCJwuE6UcPIpfx8F5atXsTbBJvfKleHjnxeyfTFj4 wbR0AiwSM9VVWCpKZW7NMLgBp/499H78uSjVl8J1PBW22FbI61UiSjmueT70 CB53kmh0LhSliAD11lewrt50+4ZsUUpknDPvN/zhmN++ZemiVNa3Qg/H05KE naDQ4x2XRKnhWsVGhSBJwvDyMocOF1HKPfl3ZtYZSWLHeGDyPR5RaivPHr9n cMV4yVQAvMLn3epseDP3PodtMNe6u29z4E7GKPMftyh1e2h7fz58SGjkyTa4 ffVjpVL4DXGaOc0Qpba17k18AycuMp+x4hCl9CU+hHfDG1UbpnhYCyieK4/2 iJ2VJMQ/uMSf/bmASj/vusgftujh0MrpWEB9PfT2nHGwJNE8/FBRPG8B5WKQ 4lgbIknEHuojLrgtoGyb1vEOhUoSnKErojmeiVBrTJ/V0c6WfXn0RZYItfiR 9LVhuKVZZmcg/Cvol/IovNLKRuf3UxEqRuWW2U94pPvZr4EnItTbY9NBk7Dj GcH3HzJFKCOxnAlGmCThH/e07/YDEUplu3yPDFxa9yjMIk2Emng7VboV5o0z 9nh6WYSKL3vqmwNzCI1G1R4WoT7ek+wKCJckqtLc2u2XilBb/Ibz+CIliXnp hyrtsudTa0Wu7lWNliS873sVzq8RpjRPzWqowSuZQ+0t1cLUgt5DP2kPbMjm uAN/KSSCNWCHFPEdenCQ64+UJXAzuWLW4a0wVfh0U+tyeHRp0407VcKUliXH dhN4p+5yamWFMCV24YiRA3xe4MjXvWXCVA/DQvICnFrWYledJUyFTLJrR+CH PTprG68KUy+73A3yL0oSaXG/HjS6ClOrnxiKrLssSVQf+fbMbkqI0t30tWxP rCTxaMGdP1oGQpRk3tawvfDxqogB9iohala2ZMs+eNl51/b3cN3PK+37YfHv va/8YM9E4yl3mIjccOu5vhCVPpCodwROj3MO37xSiGJGbM88BZ/al8br9Z8Q xVFRdiMe7gu/3pG1VIj6YHTD7zXcFZVCmSkJUd66lhoacZKESXw0I0FAiHoi WXh1DP68Jay1v0uQUu+/4Hn2qiRhu3pVnlakICUfupyZch35u6bpgFuvAMUz mvKF9qat5X+N4RH7eQ9T4XsmBy8ugku1vqy8BRdldOe/+SpAOdZfsrkLa05H LdCC45UGYzLgmxcyh350C1C8VBpPAZyrya916rMA9YMtOFEHf3w90XClTYB6 4d9fNwdnf4yoqfwgQDl7JofuvyFJFDyiJmzKBKgkK54xrURJ4ohIRu3kNQFq oWJbZUkSbDAivn6LACX4IuRYS4okEdwz6X78BT81rjZi2Ap33uhSsYbbYx0Y bfBZN4deHTjjgHZcO+y8invfcBk/tV6oM6sLVl+71n0ffHbXqqFeuOmAZfSO UrT3b3TPTzjpeBCxrATt6e/axp8qSWwf9jgwmM9PZWav1FwD92xxC3V7wk9Z pA99ToMDY3n6A5P5qYiLtpvd0ySJmqKFkQsC+SmGk4bSn1vIlzt5jHYDfmpq 8sN7sXuSxMTrb2mhZfOofl0FrW2PsP4G9deFt/FRdTejf9F+36Ec6Qnnc08W b4dHTY692w6HttZutIIVtqy2k4YVQwLdbOFmo31HnrXyUU4fmm47wR6XVbPb Wvio90cuSR6ETTX3BWs381GFmf+4Q+D5L1aub6vno8JVGr/kwBHvXfbr1fJR KswL1yQyJQnJuset/17yUfvmxjm64Fd3+zPfp/NRXXVVLV5PJAket30Rsb58 VKOnd/iFZ5IE9fyunbEIH1We/qL7dYEkIbovmD9rJy+VMV8zoxL+eFg1JBGO DUjwqYKXPhP9ex52tfSafQPfayr75gBPTzBl38Gx512qOOEV6447fIKLNN4k 2DmivR6t912wjsh/7jP2aE8+sXQSXv9AqmOrLS+1J9HvukahJPFYrE5gfBsv NXtR3fISnDJZ571xPS9ldCyuyKYI+W4bnKeqw0sVm7nFfC3G/vCk+/ZjHl4q 67OQEUcZ1mfPFc/nBTxUCtP5xppXkoTLk0u/BxV5qNDzb1yN4CMR+votsOfI f2rGtGsWBlTCqyn+AhM44ZI3+w7cfLCo3gwu6L7OtwteUCQ23wJeOFeiXqfA Q4XZVYfZwuver7uSI89DHY7X9zsCmyXpsQJleag1QqJbb8FTir/XL2DyUO1z lQyuCpxP7pevrhfhoZgDOt418NbmgecNM9zU1QKuDTsrkV+Ohv9d6OCmoq0f j/u/lSQmNb5/Wp3ETQVcmt6a+16SODH78SG/HDdlw5HErdkhSUTZvls7ZsZF 9T8oekk7VazyTC8csLU5QAuOfN1e3AKn3RQfXQLPYzjpUPDgipgmbdiz/aFc HBx0KPTBCjjiWcjcf3B6/RELAj7srtLqT3BRk+lrLznAQgMKXbMmXFTiphHx CPrzV8xXLjDiojrjTZV74cAOaykDfS7KXbXfLLVTkhjqKI9K0UI8m/WCRT/j fOdcWlcozkWlJNT9+9ctScTrJ4SoDzCofg3GWE0/xuvaC568eAYV8EHx0Tv4 yvBsUwYs6G+6vxbW/s/hQRqsWxHUUgc/irPcGA0HuvwlP8KFcZuj98Lz40di m2HznVcXLoBXsZr/+wpzK9obHoljUFF1j/3/wX+c42rUYxmUlp/drPqAJOG2 020m9TKD8inNEA6HW6xfZMREMaiprduXmg5KEv1nVk+FnEU8x1IO5X3H/rQk KCbDE/G80O9LHpEkLvSe9mOvQzxWXm2Hx3EeKsVZnJvmpISmLlw9Au/UnzsY AN9Ky9jqDRscCon0gV8Pfyv3gZM0y6pc4PkRezL94M75UuaG8N3ndqcD4H1G HhYT/zipd8qEXBjM88RplxssO7lwbzKsrBr2fNMUJ/Xy5svBavhW30UX8UlO iqtPdEptQpLQDwnTy/zFSV3yL17UAx+5/JuvfxDxJPPY2v2RJH4Xbk651oJ4 vt16bzwlSbTtbhh4X4B4Ahsr5s9KEtu2npMPOYF47hpnZfMziVseH5WyOTip FZucPXLg8I08mx7Bb8YCF+fC50Y3Hr0LjxgVX8+DbWMmXybA+i3/BRfCyQr/ nE/BNYIaO8pgmf1Xk9fCE8fFxt/AV87JKDfNcVDrNw6s/AL3lPrtmp7loPqH Y18IC6B9A4bvhhkOasnKvlpPOH/fh2Wf/3FQ+W+ih1UEmcSfe9FfpCY4qDcj LRpJQkxCVn5Ndsk3DmpE3+/eOREmMWgweP7GOw5K/92DRGsJJkFtF9PMSeKg 3vpWWtvAh0/8k30M72L2CdnCcqdHFtyHQ9yUztnBemqTU4lwzVzyIUdYcepG dQjsuiLO0BUWOCZxZAccmXq68xDswfO3bCyRg2r12aF4Dj53e1uINhy4cPrh M9jmq8K1J9c5KNJla5HQIibxYFPdn8yrHJTFz4mmKphhdzoy+zLikTATX8Nk EuphZ2M+n0M8uzsuK8vAPZbbKzwRz4RI6G9FjGfmg8okEw7K+aa28R/4tWap ZwI8Rmz9S5vFahO5Ai+Mifb6C3+5oe8UBrtq8NhOw22ZXmPe8LjztAqHEpOY 0ayUWQ/LVPVVCcI3x1YE/TDmoA4nlggow95ZDOd18Hzj/fFWsECJzo3RNRyU TUThnSx4Sdv16XWrOahOpgvlsZhJ2E12eU3pIR7jzJlOZXy/jPXjYE3EE7U+ oFKNSZTL7FvHI4F4ZE8dub6USRySWXy/oGOO/LX+q4OBAZN4u9aMy95yjlyx 6arSajh8WVSXJey/df0w7YFPPUXrYLbdg7Nr4GLzusPLYd6DnvdN4HudYS1C sPSF8fH1cMJ1/+yKLXPk+jpGjBX839L9R5fDiXbKrz3h+KWOGsKb50gT9wO6 qXDzvMMBlRvnyOjI/nmM1UxCe2jBjdXr5kiVmqGSd/D8rRIvdAznSPvtEzK7 1zAJk62FyjYac+Tzndzd4SZMIvqAlK4fzxwZ5q3m0bCeSVSc5Nrx69UsWeXX srwRtrTSXPcd5j8ZxaJ9PW23fg8cEzwU0wyLJ8zIfoKTYrMK2uCW/tmhbDgr V5+rG341XzL6KNwyaZ42ArOCUxrHymdJreCDjTwbkB8Zv2/+oGbJj1cyCAPY SO32yMjLWVIuR0sqFY6qlLg78nyWLJzQrnE3ZxKjAvIbp3Jnye8Bq5ZOb2QS dbLf+Ih7s+S2UIufiluYhMR0z+DlsFmSmegZ4G3FJKrut3nM2zxLOqXIrPWB 870TbDjh1Nu1gkdh59cuJtObZsnFj7Rv+cIJErILR+Blz8crj8O7LDdSH+C1 nYHip2HRCQeZG7CX4sWsSPjr3r2dqvDLjMd9t+FTT+ZHr7OYJQ+UjOxogHvN 7l4NNp8lc9q9NQ2smYRrlYbr9NpZcrPcsXZOGybxcFvq6+k1s+SZu6eNrtli PqoPnlTTniW/PrnEUebAJCaqA8LVxGfJx+VZUfyuTGKkxe1Z7pcZ0mR4PDHd k0m8cVWosDk/Q4aM3dt3H64attu6Da6YsF36AE4QSmyxgC3YheRD+AS/6Ygx bCN8uj8T7h2VXKQBe+hwrciBx7f/8WKfmyHjjol/eAEHD7so3of7WHo8LXDn oq+PJ0NmyGihE778XkzCfDZ+683gGbJl2d9N3nBb1pnnvUEz5NGjrOlVh5nE XGHB8uCTM+S9P1wu745g/7DYvKP18Aw5j0NCafwok0hryV0q6jhD1i9c9cj0 JJOIcOb9eUl3hlwoNehHwAd7ezSjYAe5JCMz+Fz9m/2hcKcq68NaePP33JZT 8IA+ObkB5vzLQ7nDbMeN6y1hqbBb8QSsmurwxRH2Gb5l+ltnhgxQDZDwg0eV 64t3wfL6JefS4cU/u9SXaM+QXg5rnPgDmMRzqTt/3y2ZIblvmgo2wL4rt9tL qM+QqxQsjrgHMgnNY8mNVXIzZIrmzuWXzzCJ2Og7c3cFZ0g3k9Ml7aFMYvpF 2tfl39lkxtqloR3wPqXS58vgIfMuy064Zag7XhM+ut20uwtOe2axTgkO3MPF 1wOrzkWlL4Bjzl+0HYBfZtR6jA2yyeKq5LEJWO3F7qknsND2MlXhMMzPvRw9 DTh390ycKRyhPyStMMAmZ0OCPdPh2a1dmfO/scnEilAZ73AmsUhtU83vbjZZ Y3HpDGckk7g6ltDQ2comtW1SzTSikW9z2aekq9nk1EGy+kQsk3hv4l9j+phN Xorjal+QyiR2fuWybj7BJtWi+G6Lwrf3Dm5qgKmzgu5i8ArnRrOP8G8v8XFx WL7i1fIa2MVcWUASfmX/T/QlrM1aaygHD1ysa7gPfzpw/qYmbPhV1OUEvMiA c9daOLeXL2IhfOvzbMcx2PzA9eU2x9HfJdNdzbDt1IMfn/zYZGvlz56UNOwn 3QOsRh82qTrd9V3jNsbrXZnxr0Ns8uW+4n/EPSbxd2/16nOubPKn3hEp30dM YkH42uWTFmwyWsv3C23BiJzkCVhF6cR9P9hvjzrvL9hx/pnlx2H7O+odw3D5 4KVNJ+FT1oHhPXB86pNTZ+DJQx4dtfBKvpG2CzCx5OCle3Bgu+fNu7Bd3wjD CuY65yHTCJukzlv7ZCP6+36/3KpMJrH0A5vvgDmbNPJwUpqBNUxLslrXsckL KRs1LzzBeWP31rzZhE0u5lm8+s4zJtEnu+aW0ko2adPc7PipgEkMMVfL/lrM Jn/UtsvXw2YncsZ+wFEVn/tom8vqVozAZdn9Rxthtc2E5yCscnEyqgV2VXlS /AWeNF1U0gVbvsuxfw8nPrKTGoLTMo7feAx3BjW2MQqZxId3zUvcYXfleqcV sOf82VsdSujv0TrnGzARvb/gjSKbvC3weo9LEZMw7vwWmy7PJkdMcjy+FzOJ 7/daR49Ks8mwhxcDOMuYRN7fNbtsxNhkYQCRuPwVk9jCmbjQgItN7vBZ7/of PPgyz0IfHnKzUNGDyy2aglbA8jY7slfAcuWa33ThyGV73q6C49cxCzVhx6/B U8Yw/wXBnTIwawvpuBlmfN18b5bBJgkFE6n98LclSzZVwtWVa24mwEsU3dqt 4U6xVSl/YYeX9mI+nGyS8XTZ7RcVWN+b/jQ+nmOR23ukMzZVor3soxf12Sxy cNOfor1vmUTQ7vzxK39YpLRMZkvceyZRM3cqxPI7i8wXzUqNh+OrKoW3wNvm 5e6/Cpt/X5S8CT7/p2QsAdZfW11gDg9/qOZLhJ+YeQ8TcFnY91Vp8ArfEoeV 8O4fGomZtA/YrpCH08sfOlbA9urJM2ODLHKZx/2233BZzJ6PV2Gi4HaHwwcm Uejj7d85wCLdt9/4IvcR+5lLQblvP4vMCw0bePQJ54X6fJMnvSzScsT1b3kj k5BetFFqz2cW2f9134tXMKfY3Y+ucEibe2gFvE6fEeUC51d5i1TCtX8/TTrB cnfOqr+F9V2fNdrBP+zSHN7Dk7l747bAcWRXUTu8fUf6/FVwc7xzwAS8kH2L OR/evdrpn0oT5lvd3bOsi0X6RdixIuHffs3c0nCiouXc1machyYxYm0dLPKb 7Wq+9hYmsWfL89PubSzy7AtxyfF2JvFsNdH+opFFMvMlu2iH3JR6XgbnZsrc m4Cnxv8mlcL9N5R1/sBvoyt2lsDb/fQ2TsE77K635cOK6jYnZ2Fyh1b7Y7gi Nr5FoAP5WyT4JQmed0A0URm+Np379wQcJyAiZQcLsKMOaMPpDgIyxfCirRxL bzewyJpfHApnO3Ff2HjBJ7KeRUqq/VAT+Iz7ROSV/AMfWWR2zFv9xT3I38ud CTtrWWTP7jP21gP4vg0xr9QrWWSQ/TlZG3j0HN+YGrxoa/hX2rLO4TK0Nxte 9raDlwzFHFeBcxemRjjC8Yfb1JTgsOqyQle4nsfykjSspsde5AUz3B46CcOe vKdbQuH5T1fyTLxmkb+fBDgWwJOyD+NewvOmjzkxB5nEp/1XI+1h7QRP18+w 5MO13y5UsMjAtw7unkNM4sXuu3az5SxSbPl//udHsd/uOHxKjmSRT9T1jULh R7raNbKwubwhIwxuC/8tTTtQcG1MOPzlckyZNNz7zepBFPxXfGpOEs6/6dsc A49M3I4Ugx24c/ST4Zwvm27ywSktOn/zYJ6tf2t/vWSRqmeXBXyD7fKKDlbB Bu80Ai1+oH3vKL+jsKubwtn5Y0wiZc/qjjcvWOTjJKGImz8xn2/8BkLLWOR6 xsC13Akm0f769V7d5yzy89TQrjw4VeRykw4cMPZDKR8uerhzE+0nnZNPC+Dv 5JyuNixRxFtVDBdfCeZYCvd7qU2+hN9lbL2tDl9ocrN/B+++pdwrD7/P6FvU BzOuFpwQhh22f70h8Rvja3To/VAJ5ielKykAlvtRu/UBHKvfmGryh0lsWOV3 XhHu8iy/XzOJ9bc/J1epGPHtrfR6BxcRF1bRFnOsXl4Llzm6lSnC5hs+vaiD lxloVSnAWQo9TR9h4/z+Njk4pJGDtwUeT9FiSMOLTQj3Xth0wWc7MdhdlFRj w79PjfNzwT+Lyh4u+8skjhtUp/cVsUhunuJHsbDO0dH0DFjrVtZT+ykmEfBR oE4P9m9ILvj6D/VQ2Pkn9oUsckHNrdO98OcQhbW0M6l7Zn3w8/tUix38+enj um9w2UERLtobo0q/DcLHaj/vtIGZxh0SY/C7hRvm7YBLH0j7s2Cnczoem2CO wCT9hdM4j2sDVxjBFxRvFG2Aq4x6Z5XglCPxJRm0TcqcfhSwyFd8F154s1Cf sq4tjYZFjPwrp9lM4qeuoeb7fMT3X+BFFmxG2nyog9drnrViw2/3+56gHbAo omsGPjxWXF4Ld/+89odjBvm14JTTOzj3foEqH3zK/8Wlt7CtyJ9wcbg4x/73 Kzjx6zHzpXD2j+oPRfDiC75vXOCr1Y+L7sD6zYerKbjfWmGLP+x8dH9dxCzW S2bb2cVwRvqOJjEOKSI/wVogMg/7cQtfjDjcPpRQGQHrCZLmC+GVVHsI7Ze+ y4ol4NODR/+Gw40mAslMeEb7TV8YPNdasUcezoyVoc7D9sKrRjThFTH7T52F uf3luMzgbVk+kyfgvRuHdH1gbnc/aTdYeij00jv495ef/OvhSzpF68I4pYi2 E5bh3HD9Pm827el1ERtpS15XLQiHnaIr+GnfZV9Vi4Rbgi1iuODi6qP80bCV cNANBty7X+vDFdjo2YVMDtgwMdUpGa6ZNGlg5+K85gjzzaU/37BA5w+8oX7H rW64o2jLgn549vjQtBFDimCNjga8hX2ey+X+gXsk9/dcgfNHGz0n4froiEza 04qXlP/CKj5Pj9EOi5xOmIK/X+ThpX3TtuUkCw6U+KIVA1f9iDXm5JIi6txW nbgEyytzVwvBO3uDhC7AtReHvijDDfFOG87DGi5Fwtaw6jun7uNw99yOQ1nw 6E+TUifYekOY4kFutH9TiksT1v84FNPKI0W4uWz48CEH5wXX3Y1tcOIG8Qe0 y/V3crTDj+L6gmhbpr7x7YA97eK0aO/zTLf9DI9Ei0e8hy9zu0r3wZKPnxvX wX0Gn+6P0X+fcfVZDRx/p6iMl1eK4Pjsk1oJj/mFDa2Am5zf3SmFMyTkzeNg XYluywxYepfVzCY+KWLhG6ElYfCemHmFm+GSj8nzaN8vJ723wHdWafeHwroa 2t2WsJKcyx3a5n8EKrbDF817JWn7XnkdZQcrLIjjOQ+/rVi1cC9sdtCvNxj2 Xyq/JACuPbzl0Wm4YWbI8QGcJGrlcgy+dDssnzFPijhSGOS+H575VuRVCrcs 6GdtgNdK+aiUwZ8FNLtpR1mqddG+vsvnNW2xvIRtL2EBTt7LtDVCfJeXw093 7ZKnbSu95G8VzL31gdl6+Mm2tPP1sBT/i+i1sFNRWNJ3OF53VM0ULoyyeiPJ L0XoRVtHGsDeS4YXH4db+7gGl8D5rnc7aHf+TP5A+1/czoQTsM2OVUW0w6be 8JyEw/gDImjfrEwfPAXfPaCkSrtyt2tWMPzzufh+LVg24dPqi7DGJ/8eDbiG XbTjLlzwY+WgKqz+PuzsRzqe9fFyinD3Ufn2pQJoj3ldXQJWS2+KXwb/nQoW o+3VcmmLNnxO88jMQnjSmFWmAy89bdVAW0iw9dZ/sF+3WTDtVffj3AzguWfl LeJwTBv3r3VwiKXxRTHYaO0w3y74U5UyWwROEi9eeQGWU8jgEYStC63ivsHj e/YWccKJ3+dt7odzOpPu0+6SpRgD9Pfdb7pK2yNU+/gg3CvncJT22R2CDsOw VuY5TdqPhl7L/oIjlp1I4YA5FAwy2DBXdVPYXDbOx0h5UlwQ83EraPcMLLhz eMQMDtPbZfQPfs0Ks0iDp1bpJPyCBXSMOG/BDJm8cNrb902U0G7daHiSdvvb vUvuwN1nrZ1o/7xmMj8d5tiXqUhbRneq4RFM/fv79Cfsd8BrdwH8x1Hg3Ris WGflXwuPKAuK/IDPpMmnT8OTTidfDsGvPjU5s+Ar5K0c2vN4Lkuw4b2H36XT jvdiRczA19KWXqSdYdB6iEMI+++BRY60G+vjdHjhCf/I8e/wUj6eUlF4b9IX TdrtPsOfNGBftYN3B2B9s+I5e9i5se55Hxx03KfYAV4/lvSMdvlDNV9H+O2O Q+m0Ledf+7oTfjAgGkN7X4dvpTPseCB6L+3LJ5Zc3AfXX2fy0+57lLbIGx6o fuTUS8cvFr4sHPYuSuP7Co/1Wu3Kg9lqdVFf4BWS/Avz4XPLjIJpB26mamkL n8o6QZs7R9ukEF7zJWUfbemzgkolcOLAbSPa5szK/pdw6LcNvz7DaZYGfjXw vBAuF9qWBfIXeuAFwZYmXfT4RQwXighLEdsVF2h0wD9K7vosgG0tlBRp643u 1BCF6/NWMmm/tHmbJAar2nnMo92oeD9IAu6ifg+2w3PPXdfKwM2rMzNp2499 qlODO5MjdWlzOxb3GcPzjwqat8GbL/qkmsCrXEZNaF95qWZvCotfrl9FW1r1 2hsCfpX/QJO27rhv5jr4tbK/MO1dl5Yc3QTHnclpaoVzqTSWLWwhcNOD9l7N cLHDdPutyxNb4AfORu9or3Hsi6M9cmUi9Ai8WPrmRdr+k3v/eMPx+0WCaV+q MGn1hR8LKbnTLnaZSj0J/8rvXkF7QbyXZijd342fGpvp8Zm2Im7C+9/4y9OW rpX3fgsXZte1NsJ75prUqun4ScVG2vf/u/yFtqrIyQ+0dZNYO97Brd7Lqmib u7fqvYfvLS/Po+3LEf+vARZ9FXaF9tsVPOFfYN+p05to+6cOJ0/CnEJabxrg so93bf/CHpJbK2hzcjsJT8FO+46RtC95vj37D24qrC6ifXfV/b1s+NPO1Aza dZ9c1RnzpQjZ8O5o2iq89bnCsPiuZiva9d7F1SrwPbvg7/Uw867PeVXYZYlf P22XJrU1anCXqUcv7cE1156owzKqrl20Z+f5XdGCV3cf/URb894SO11466L/ ntMOaUnrXgP/9lKOoV0lYJ9kBMstPHuRtqCJsLUx/HC6I4r29fTTFSZw7fk7 obSf+Do+MIOFg21O0W4RFDu8Ec5RsXGjrU2E/7WGr80vN6V9/JhRtg2cGxRq TLvkwYSHLVytsWkN7fXC+9rt4G+Gn/VpO7WbvHCE95rraNMOPz513hV+/few HO3ODK/5nrBrlv3sJ3hx5+I3tP80hbBpHxRpD/aCVddkTdMeP2Hx6zC84aXY X9rz1qk2+tDj/5Dxk/aKrs9JJ+AIjrNfaV8UtVY9B3uUfa2m/XE9/2favHHH 39JeFEBdPw+33eV/Q/v2Z+15YbDoWePXtAsfCw5HwEfFal/S/rqhMvsSrJ8d lk/7yBO9xTGwiqF4Lu0psbtXr8ALirOe0Z7ffdY/no7nitBj2oaBBkaJsHLm /ru0K7sfPE2CbT/tvE17x0YJhWT45bBzGm33heOcaXDzvws3af8K3HPsFmwz mpdIO6jnfd9ten4bhq7Tjst6/OYefDAg+CptWQnp1ffp/NPviqP94HRU5gPY amBjLO0yC7fLj+BUhfWXaQ9+lbd5Bht/b4mkPfuMtTIX5jnlE0574ZlWZgEs +cEwlLbW5gJWEd3+0OpztE0l4z8/h0drDgfT9szZkk7R/W8+EkT7+hYezyo4 f9g4kPZocMCfT3CP1JYA2uvzh0O64DfKCadoH91237wXviHoc5p28qCr0He4 oIV5lnZ2wZqxYdjHqvT/31d1nln/Ax46F/f/eDq3/8n/ReeXR/L/4x2Xrb/x m+4Pd9v/+zNvKCvwLyxluzmKtnzRRZdp+IPDWDTtR3LT71l0fhvZXfp/foV5 EDP0+M5/+//x2mS1QZlDBPXvycb/j2djUV4CJzwp7B1P21V+MS8XLBG3MIH2 8eHZQR743q6oG//Pt/DiLEF43ZzALdpLRtQUheFtfwTv/D//rK/FzYdrm6Xu 0a5V8DsuCr/d5fyQ9t+SJYaS8D/PoGza5xVvPmbCf0v6/p+PQpHz5KTh+xM7 C/6/vmy/zcnCGWpez2lv+5FWuRi+HaVRSTtByf6sMry2LKaKdput8CoVeI/W 1P/Xx4HS0xmqMH9hYw3twCjHixpwdnT+R9r3F4tZaf+/fZEu2mz78M7VcKi4 7hTttdFG1wzhmtiZf7QjX0xsXQPrWrxn0RZT2UcawcZup+Zoa/wyuWsKczlO 8tL7hc3FqYMb4EdyFxfRziS9JnbAieKKBrR/ji9+YgVrvbc1pL1Srf2ANez3 6pIRbeqSRbMNLO/Ia0a7eadqiT0d3yrFzbQ5f38+6wx/rPjhTNtRw1rAA25n T4bRTtvFX0HbbjA+knZvDHX6EKwi/F80be8/2qOe9HgwAq/QDnsl+PEIrJ+q e5P2M+fKa8dgo8sG2bR54wyUguGIdXmfaRf8kze4Dms622ygz4/ppc0/ae8J e2FBm9hz+dENWPWbliXtmiqWdBJstUPEhnb31daZZDpfamf30BbSjq+4A+fv CjhD+8A+nu1P4ZjSpmLaYu+G3V7DTc0Gq+nz0XH2rnwlfFDA15h26nKnFtoV J56Y0dZIfGvxhp6/iaWbaZu43V9SA5dfst1F+9Cc668P8A0dk7O0Kb36oA54 p/Lp/5/X3inFV8fh6kXJe5rg/A8+lhOwm8odN9r/GOo8v+n8OpTpSTvs0DX/ P/COG1XHad/U99s5BUdGql6gXflxicIs/CPvTC5tWZ5bmfwLpAgR9Rt8dH1R cyS8XBH2qjlSSlvd1HpsG/w0PX0TXf8c9uPP2A6/qN+w4//10X1qzw7YUn/I nraRkE69FVydanSAtnWbYIEtPDfKF0z77LHKQCf4UaxBAe3mhwa87rBnNacK XX+FLVCQOwP/dNYTpOu77p7hzY9h2WfCHJ2wmsQ9riew8epN82h7WTiV0d7+ N3IB7cmst8uyYDMRESXaQkH3F+TAM0/XraW9atHu5kJYNd08nHbM5vq9r+B2 lzxhun41yisOaINjdqlr0PVtUlj4Az5RKYKpfjy0m+6PugLjACy2wb/hG5zo 1PyctotR32faXZcvH3ODLx6wG6Lt8ZvV5w7HbDTj7Kf7X9765hD83sFUh/aj XfGXfeC4tMaLtDlieaROw/3P9m+k7xNZU8M68bDXKvG3g7BgTbELBT+Lyh0b hl8fti6RFZMizhe/aRmHBW7z+8nBYmJu/bS3N1Ba8nBQEs8f2u2rdVIU4Lbl O8Qm6PXPKxS8GPaOEtxKW+ZO5XoN2KRGuoK2X5PBRz1478XknN+woonCwGb4 oJNq4iR8RmRk4Sn4U4/txWlYPzf8aBNs7viPn4t+f/lmpNkM3xKukKFdzvzd Q/v96JVltC2D99m0wk+09axo77M01e+A+XNvJdK+3D/F6oYzyhZocNPvL9KH I0dgn1rrTTz0+0uodRqXuBRRtcz+Gh/9/mKrULscLi2wtRGi31/+FqvHwGNt vAcXwVLGI5/NF0oR6VY/h5fCrkfv3dgI3y3j514Gp99z2mEBn7VUk6WtLVBd vgl+3e5hSXt9y/10S1gpR/wp7aO+uz2t4ey1HD7a9PvL/fo/LvDSvhV/dOj3 l/klQidgw0BBQT24/ku44T34B+nhvBqOPq9wfQ4W0Hp+zRxmv7HeWiyB+4Ts kb30e8xaFj9vCazjUBNMO1K7/CXthTlaabTFrunolsLZ5b/baWvsExJ/Cb+2 y7I9ANuwK1sr4HbzIgs3OFN39YEPsLaBot5B2DFJ4XQ/3JC7VdQLLvAcyVi4 SIpw6BOd8KPfX4QjuH3hT+qLLOn3pm7rklJNSdSDF6usH9DvHxFHj2vBR+t3 naTtVaK+bAk88d/vZNqTCtfTlsJGptrfaAuN+p3TgUPC3px8SL9/RC7duBI2 J2NS6fexmNJb9QTs3+MznEm/f6hEfHeA76wMin1Gv3/8sZaMgBXmFc8V0+8f iSN+X+Hu51f9auHXXQpayUzcX3bdyPgDC4i2fKUdLbyzgfb29THJKfBEvdws 7fZMtlAa/OxGts0k/PNk29ht2G8ea5a2jNjVggdwZpiy/RTsZ85rlgtXN7zi ZcGKz0YcqmkvMfTlyMV6CCkJ/wublvF6CdLvkco2PTZSUsQyg7FfSvBDj4hE IWkpYr3Riy1W8EiysZUwHNJ6K4j2fx9+88+Hrc6HP6VdtnL/aRG4ZHaniDVc zyBcxeD/bqo30J5N+afMhPfvtNtlC9t/OvxMGe7smz7iAHMb2lQZwqOxR1Jc 4D2Cir89YPcNI3KeMDOrZHslLOelnhcKR0+M8J6VwXne6qBaAnuftTkxJitF rBh8I78sD+dPjoD2T/j6zppdtP/1lffTtq/7kEg7bIuu4zjcUNorpg3fZAqv +QNH5evw6cCVuVUcLHi3mONPXVh2YPUlXjns34eHXq+Aa7Yr3pOD784sPGkE qyuNftwCvykJmtsCd1dELM2AVSt8bnvB1vzPe/fISxEjRJbSU3hlgqJ1vYIU sfLnkOTqfKynR6PaBYux3s3kI48XYD11pQ/QXtfW0UE7coHz7UI4wCVF9wQs drJGtBhOWaLWTltj/cPfz2H/z87LTsI2n/c8p+AVKfaNp+BMscYNtbCu22mV YNjx9HPnXtgg8ULdBbjAMjJaVBnnT0fe2luw95hi/xFYMVe6pAbuXmGbqqaC ek2av0m5kEVWkM8FE1UR/5wu9RmOboocDNSQIopls6RPFuM+Ns/0zmm4KTwo graE0eTOIDi/aus47dt3D7w7A2d9mKoOgAt9zLJC4M2zR08Fwj38rGMR8K93 31vPwAYm3nNxsKLkTFIY3P/AdtEj+PDnRyrx8LoApfUt9OfLJJ2fwmzp0lt6 mthf1ZRs+mDvPT/sR+BPde/32JawSKth20qXJbhf9Zb/MnqO/OJcfJfQRr3o oJiuU4b9dkWbkxmcGuKspgvfOxgrvhYOO5KcQVv7/WzYOrgsXunpcvr/j8kd B83hYIHthXqwz8pryyzh5U+1q1fBVYfmlTjAxlkcv0zh4/U/PnjDdovGLHbA n+6VzqTANYa/pHzhaHO7nf/gOcqDyIPZF6MW5Org/GlYmLb6BYv8smjsrPJy KSLcd+Tqtpe4/y0t28W7QopYteS2WhKF+4yjvUTtainigsiH9qxK1PMXhd/T PneLGfUMJl++jqiD2+oOrMym/x+tqjf1Hs7g4YnNgfeMi3R8gv16DmzIhy9e qr7dAldvvJtdAn+ljJb2wn2k+IXXcKym8rppWL/7o1k7PDo9dlTDEPn+51k9 TxXiS71QGwbrq3z1dYGZvWWhxmuw3lJl789/wyJZR5THs4ykiMcbVFoC3rLI V6E/38eZShGxJ4eWHH6H+/Oz6CiHDWivSKGg9hPum1/NzBxhFx2Di3Vwh8S/ f7RfLrbZ+x52Dzro5QRvPxMr/BEO2rR+mwt8lFPTvQF+2Dsjvh/+te6TZDs8 K+l7yxs+dG82aAB+EuJQGA6nOdZuY9SzSH5rlb48WJJDd4EB/Or3C9MF5lLE oBeLPx1eYfhr8i08FFXWeqaBRUpWOrgZWkgRHSpkh0ETi/zcrrJWbosUsaRQ wLS2FfUpL8n6ugP3NwvnF+7dLDLKZcLb2xn32br1ui6/UH/9MFrlA2875+zp Ch8Ljpijrdzmn74bdr0jFesLhx7PY+6DV3wzzTkOv9ppyXkQ7j58aSIQtuhk 1x+FDYJUAyLp3+c4BoTBgzcdzt2mrciqeQxvai29Wg+vWjxwZRoWsAkr1nfB +etglJg4ziIvWUgw5uA3Fj13midY5BW9Vdeu7MZ6ltwa5zSJ+eA/XZq9D/WI Ee+9cyzUJwWMeRMeuK/57cjazMsmSWGxOydPSBE2abWtJXJsMj9t16EAOIyt uL8UztS5v/wUfKDs5GgZfN3K4FUgrLN3KYOCD19z7T0DZ5nkLqmCmXKPVcPg hxt1g+vho0vXZ8bC68L+qA/Dilv88x7BJ4zTQ2Tl2WRIVHtlB8y168q2YJjg ujdk6o/z+f455w0KbPLVlN6KeSdxv+JlEA2KbLKq1+5NYgDqMf9m+UllNllb kjRachr15TIfPkctNtnupmTIPidFcF6Q/B69ik1OvtBtCImRItQGJaJv27DJ kW2ByedgLTmGy12450vF/vPw0dM/ddLhWk6H36EwmdfQ9BC+u+GMRCRMiOcr PYO31VU7XIbXXeoseQE/6NzXmQTz76odboftWQnfcmGDBer2ErZsssjg398+ OHiucn00HJBXLrvpihQxrnX1wnE7NjmdYe0uGot8HsjP3uzAJmeuHv93Jw7r 998RnxknNsntWaxQkSBFSN3rPBe0j02KLSIO8ySjPnshf/OLL5tc5r2dJ/oh /l5O4bd2PJs8IO+96iqF89g29NXdVjbJM+I5TtuU49xIOvyg5ODTBPijacii h/CA7V7l6/CqU6Gej2HPi7YiSbBwU4pYPuw7ZTiQBk/oyOyvhM/W893IhJO8 zHkG4RsRdybL4cZX9tuWtbHJmh+NBT9h/RUuE0XwcnLNim3luF8TE1F17Wxy djf/cv5X2O/lmnr+dbLJpDvpWsEVUkTuJra5Qw+bfK/SIedVJUUIfvKpUBli kwZLLLjX1UoRV4V7n/Cz2aSQweJP4y1SxE2JirzfijNkvlWzp/UY9sfTj4Tl fWZI7nCTNFF5acJKRk9ul8wsyV4fYycGf1h7aMAF/sP9WUgclr18O2cP3B92 5vRCWDFazNwdfhNW5igJ56py+/jC0WGG4nJwwle58khYJEw/SgPW8Vning9L h2r7mcKMvKw8YdlZcvk5efMjsPdnW2cKdj0zO/oWDoiT7FOVnyWLT7w0DlGQ JmqHVtT9Upwlj7ibdP1QlCbKJSq5LqvNks0bTWRrlaWJ/35wjn9cPktmCJjc jNCUJv655VjHWMySlrHG11krpIlgXqM1Hf6zZEKyUcy3LdJEXUVN9a3mWVI1 1/BsySlpwjKg0+3fnTly3cD8y1pd0sQDJkevSSUHpfrKwPDPahnChdcl7mI5 J6V/fD//JPwwKqDjMmyhFtNK+6hngmos7Bnd6z8FH7esK0mAs6xj8ljw1uh1 X1Nhg97epQxDGUJ31EwvG7bkvqIgAp/bFtHUCB83/8atCUf5L5ORf8VJva6J ++AMP5T4k5kNH2gYOvAaTnc+2NlUwUml96VcubpGhqg4URWhWMVJLebj/Lbc WIbwcP06VVjDSclbVl/xJmSIxPbl2wYbOClm885vA+YyxBavMzed+zkpgaHA 2HYbGaJwOCEjWpBB/RR90U8ekSF2lW+3/W3PoDhfDxRQsOPyRQWTsJi/WHg5 7Pa3U+IfvLL9oHIFnBPu1TIDB94V21MFszIvOfE5MChuPY+2WtiS+WWPNMy0 Fa9tg4eCXh8hYOL6oZwJeKd7XNQlOFZ6UZC6twyxLkjvlYojg9JR9hG9AmdX Xd9gt5NBea9QMnL1kSFKDtdcKtzFoEbtw+PYR2UIzx+esoF7GNRQ8laj1cdl iOVTpUY8ngyqV/VzXG6gDGF6a/n+JWcYVPPqOaP7kTLE5H/XHArvMaiBYU2h B3D52dZXxfBUqm0HbVtZWe1SWIaReSoD7rRM56bgPTW2hY/hHaHFOdXwkFOm Ti5cseGnYBc8e9puMQmPKKRSXOkMSu3lY742mGfxiJYV7L/WsV4oSoZwUt7N NQJLbMk5eBz+sflGhdIDBmXrvD9+3QUZgjvf7NzlDAbVcPbNQE+0DCFqJ/jL 7SmD+lhxJV4+Rob46dKaJl3EoKq3Kg7eSJAh+sNeLbpaw6Da5zYXJcJls6KR 1+CRnBMRSbDt271/b8DzF71TSYZLNzNaU2Drzyf2psH+QhuTHsCd3u/a0+HY 0C8yz+GfV/zrcmAnU0ulHphZX5v7DtbrX7hM5x2D8rA/dWYOfle8z+IdPG93 vdjBazJE27Mfl7nqGJTF0TBj/esyBH9Hie3xDwyqKn4wvvGGDOHL8/SjfSOD etWSbSyaLENwNUSdVfiM/l7oEBKD72+w/qUE963h7aTNwyd7QAXmu70rcCE8 zz97kyZs6cFbJEn/nqdroR7cPLVLVx5+0b/+sTk8JMWnvAS2L97eegQWc3aZ twE2vGylVwbv6+ZvCIAPVPGMOn5Bvn/f59ENW5Zq+8R3Iz+nF159liJDNLQf z+LpZVCk7KnBrWkyxP4z+5mjA5iP9/eKtsHHxt0vjcFfQ95HbIerCzw5xmHu b8qqVrCe+rHBSdji6fu9trBYQWQxxyCDqjdW6XCCx4JIx4Vwv+uHuoOwTtmh pDXw/Duqeefgnl8ZMtGwq2r9mQJ4IVe9svp35NuyJeJyt2QIaZ66tXuHGJSJ aZfxCLyrzrG0aYRBbf/FJzwKf4iY0mmF99z7r5O2RUxiejscyhcVOAavj2y7 /AV+++G/onHYSmn3nu+w9Z4o3X/w6z8BPDOw+zk9Zd7bMoSiwsB2lVEGFVNx YZ4i3HH46Tc/+PNG/QYbOOFFz8IFPxjUmR1XPEphibMD5zaP4fOM56vK4DKt pklL+HZ+H+8LeLNqhdd2+BXT8P5LWID7tp0tzNvT11MOL/Vw0XSFY30Nd72F x2r6P/rC6fHftjbBJ/7pKSbBtY1r9MbgnIkicgCW3Tk4s/gOxl/NnRH+k0Et ExSvU4afU4EnI2GTF8YpKrDEoysjF+C9SlcN1eCN+583x8APvhuf1IQTzog/ ToR1A6/+1IHzNzXaPIHXJ5v0GsGmprH3G+DDXQlv7eGnib82Lf6F/l8hbzjA Kx5KkSpwjNmQuyMcxbV2hTqcc9+Uxwm+ef+q/FJ48siQmQtsdsVwYiUcMmta uh9+MHU9ZROcoDD89CjctTh67Ch8/5PEGV/48VDpgWNwYShh6Uf/PcePthNw 28C1oWNwzUKb14GwfDahfpIej17FpDA4g7h++wzsKvFubSJcMk75nIXvlHAW 34Rr0odNguFHjw2WpcKj88y6QmCRUw8l78L/fRqWCoMVSqJGHsPrQhd9px37 rnxvFmy70qw4HH6zhNWcDZ9Mum4fCYc1eZcXwFFbylWjYH6FR/rF8M2Z4d+0 7Qt7Hz+HHz9b9PoCfCBZXukFXLbX7Go0vPr9zusk/D9OBHfv "]]}}, {}, {}}, {{{{}, {}, {GrayLevel[0], AbsoluteThickness[1.6], Opacity[1.], LineBox[CompressedData[" 1:eJwd13c81d8bAHDude1NykiUSkhJSZSOEUJDyYqSUajsbKVsCYkKJfkaZVVS 9j129t5kU/bMiPg99/fXfb1f53jGOc/ncy9hU9srFgQqKipbIhUV5bM//ErV l7sEVC6nza26uoEPFEXIfQU/kpcIW1zZwLYTLenZYC/9X0zvwFRKV5/ngE8k /mNc+7OB9y5dNSwChyR/2JO6vIEtrl2brgIffTKRwLq4gad59dkHwU93xLN3 T2/gvwnG+qz3CEjjxRE/x+ENzPPN8rc12HrD4xu5fgNf6H5IL3KfgJ4c+6yR kbiBC4XT1F/aENDLwWGp0asbODaLWO1uT0BXnXDHk5y/WL8tu1rZhYD2xLzN W32+juOp/sifAx/e5aT3BTwhcSJTFex+JX/FGuzu9y3iPFikIepUf/g6fiPz /folcP2bgKbysHU88DpnxhBs56alHPFsHd82zudwANPoMp6WDFrHTuPYIB78 KqjZxdp7HYev1UxsgrdlvGmWbdbxD4Ehhu+uBCQj+6ZVQ2sdy1iwaIi6E1Bz TO09Av063rFiUcPsRUDCUc9POfms4ZadO2vbnxCQhWGYz8WgVcynonemE/w1 7ZkOJ9jM7tWnLnDDvYwDHYGreLlqZ2Qv+M9u7QZjMI/7LuMh8FUdUfH7AavY oI93bhoc1sfKH+K3igfjBbhofAhoCz9prXm8imcP7b1+DOy9Uy5J030VM54+ PBUKpjGKKTK8u4oVTZSZ1H0JiOVI3eXMC6v48wdbzXw/Avpo8Nf/INcqDjtV VRsXSEC2HdRmau9XsNZ1t7o7oQQk+tTj8IPqP7gyrrd+PZqADrqPfNipsoxZ a/nRBrhXpEB8UnkZ661ez9oE+0hqfyoE/77U93Ib3KSVm3sLzEj98yYphoBm pB3a0pSW8QWz/gV2cGdy+BGkuIzbDg7tEAVPr+o5WSks4+HP48a64FMRbCfJ sst4q3RhJgtcvyoSbXd4GZ/4Rcd6L5aA9r1wC1/jWcaJR45f7H9DQN2xvPov JpewT3FIQ+k7AroeuuPA2IsljIbPND5NIqBQr13vA2YXcf7++KbdXwio/R9V WUzxAiZcGVTaAy4lrpx0AWs+FPomBHZPsc24Cu7riI/eB44smo9mBm8FvDc9 BJZrP+T2EC9gxcmE5eNgkzMPLpuSF3BVZtIuLXDcRWNTscIF3HEyzcQd7JPc zlmYs4AXz3+f7wAX/PZ9P5a5gA/Z1LGHZxFQihbrJe23C/j197XLhGwCSqa5 nxvkvoBd1LSbx78T0E7xc/YPZBbwcStCy6dC6Ed55OPC13mckW7eqlhFQAyW DGPr/nN4pSvxnDJ42t90qRisQBrLUQF/EvUkBIIbjC3eqIFvjM/v5QHPs962 uACuGB64d8xvDh+3v7OqD57/1CRy12cO55+w5rcDc3KNivx8NIeryLZmceB6 alqLMtc5PNrkvvQXTA7q7X9tPYcF/oRzZVfD+Ssr+d+5OIdDzhRdPVBLQO93 mHFH8Mxh64YdbYwNBMQfxLDB9nEWH5ivbGttJaD/Xt8p0e6YwfHShzosBmDe DRPylS9N4983rdTvgM2Lo07sAEuFfMy3BM9r8H4ZvziNS0cPvbsLni1v+hgE Ho0Ss7QH89FSJzRemMYH18T/eoJvhJtnXNeaxpmFkoKR4Oc3Dxx1Oj+NC88d v10KfrzMMJasPI279M6uCA4SUKPGJh2X7DRm87zG0wW+a7iTnVZ4Gj8sf6yr MQzvA9Ebu3SXprDxtZ4OyTECOpTi+TkqegrzuTztXJ2E+xuNXroyPYkj82e6 glYIKEi93XPmwwTuGz+s+RTMrHy/vxK8n8umKAQc3+eI4sHf786+DwMbjdeR roK7BOaso8AWezOjclMmMP+j+c148PJX8Rqf5AmcoLwklEtZ/0Prz5c4gT/X rVmOg5s6etXPv5vAdf3EdaVVeH+LzK+mRU1gIpGPdxOs0mo14vdkAjtoqhrY rBOQk1a+5FOjCazdF9d9ZZOALtZzZ7RzTGDWrUs9/AQiMqe1Kz79+DcOVMzq zWAhop9Ob+SpHX5hzyrn/mYRIjp2j4t4JmIMi3zutW0FP6Fdot0Drn+FqNvB wTn7mKjBgncYRbrABw1cuSuej+FiUpxVP/ie66zYBTBJuWJ5Emy4i+WOcfgY Di3iYqLZT0Q8d5kEHoaO4fiszydlwMOtVa7FwWO4/M1keAzYIFN8Q91nDDPZ 31A2O0BE0r11nFZOYziGV/XD8kEiSncNoR/THcN51jscdooTUYDH/fUfAmN4 hTmbZCxFRPzFunZ86aPYVntB4vcZInIe5flM2zWCd53SJU+Ab2hpnprpHMHF QgWXpsBf+ItLW8Gc874Os+CX09Yd8eDs0F25y+AthQoqefBa7VllagUi2ux7 esu2YwR7q4Ya8IFP5Rle7WobwRHy4v5aYN+eutXU5hH8fb/FwGdwTLeD0tXa Eby13vXc7SwRcdDqtHwij+DQhOIVRkUimnHLcnudNILTl8KKD6sQUdCIbL+I 0wj+HSWp46hBRLtbuX05uUewac9djy1dIqqKp7rw/MYwZixtYqbSg3rodzh5 gL9+PBFHDc4xMI61ANO4bRfTgCWygiZPgZN3vqBlAjNJaD8dNh7GUzr5z3eC s9NiOqTBTo30H46Cibu5IjuuD2P/8qQ2U7D+kGOqgMEwTs0cOPwDXGlQqZx2 dRgvPLk6GKZPRHG9ynta1Iext7j8OWFDIlI7OCCpKj2M4zwZ2VSMiUi+vdOs gn4Y9wp+TAgyIyLOvWcvsX4fwjpm49XcdkTUsDW0rsw7hNWmTXaJBxHRneGJ J4z/BvB8a8VHCfBRAU7vic0B/LpATF4SvFvb26sKPBm8bCwFdvwg6eYPDjkU +N9JsPRqiyMB3HT7k6QKWOnGKee/fwew/tA/FWPwSpzLp8m1AWzdEWMfBjY1 ClmqXR7AocVtNUtgsdXU4ufTA7gjUt2rMBj6uWFpJtY3gG+fOTp8IYSIXueO 2IUVDGDf0O00uzAiev+ze2y/xwAuPhp39nsUzOfzw//Z/OvHcg96bysmwHmd v7RWy9KPJbaufdMrICI60Xx3QYM+3DaWr2oAFr16vokG7FW/p8sQLBXHcGBK vw83vJn4awwWitjdkgO2k/dC5uCK4QgJbfA318RaO/Cdr1mTPnp9WGFpcSgI zONc9nTiWh++/DuMtRAsm8B869uVPuzUUn1HqBDib+vqXdLqwwXJZ/gmwISF N3dDzvZhjUv7H7mTYb6+tq6LHejDVvHL6m9LiOiTaefE6lIvTlZ60Tf8g4hs Raf0y5734j0BTUSbNiLqiOioymnvwZzsmld8Z4iIN2ExU9CzG3PY81T7gZfq b79hArO3DJ0NAHMx/w1a8+jGrJGuh4PB20VeFi1gpl3J9OHgsvn13f5gGiFq HAueuloROePejVeP5Ih/BbPsSY4udOvGfZf2kYbBFxS8qa67dOOksI2cs7Nw f658StEO3ViWLX33BvisMv1zfqtufIOVZcJ+nogi9m0rnNTtxmnMjY9uLhGR ekXar+qj3ViF4WqG3DoR4ZS6VZ1fXdiZcJ1+gYYGRR+vm6gy6MI9y9ZkYwEa ZNclKORzpRN3X5M5cRMce0Xb3hHc9Z063QTMdCe21Azc4fo62gw8buxsoQJu 3axwsgIveqmlk8B1NMLiD8CiRroKgdqdGHN3vgoBJ0nvd3p2uRMnHle2LwAr WXoeeH2xE9934hfh3U2DmurykjI1OjHVcm1QG3jJIo9pUKkTH1iSuKa5hwaZ vpA00ZHuxI4Ls1Oye2lQgHnhoyfcnZh51oGXW5QGaeREGM51dmCFX+5ONdI0 iD93XmTEtAO/7w4WO6lJg4xC3LnoA9txvJzue1nw9Ut2W38DwLHCu+TA5jdc J2bAcca5pDNgeROMW8ExQ2ODSuBvs6L334EjJ9Cri+CInda1MmD/9RXibXDz 2/+iLPzbsTWv2c9I8IeEKZMy33Z83EA+fBHM1B7e8uhxO67qmvqToUWDrBTl hTbd2/Fsp1aJyEUa5NDrdY1g047lOlj1ObVpEJe1VrqKTjtuaYnwm9GlQWpM 7xTfCrdjmrqYwf9MaVBtHF27N27DluTUl+zuNOjIAz42Wbo2fPS/GsLkBxr0 +gvhs3txC+7/Le8wBb5iU2pnDw6RzBiaBjepP5OyBE/khRXPgYt1Vb5eAyc0 6Tz8Aw5pO5lzFMy91b9O9ZEG3VM7XjKOW/Ca/tL8TjBHwJOfV8DFrAID58Aq enYnxckt+LL7/YL3YP+ndnZ9BS3YTpvdySCVBtFobf1BOS348/a1sao0yJ97 RI0zswVLGQ39SMmkQZuHHEraY1vwsR1rIRbZsJ9cy9vv0oKPB+zfOYRp0GzO xPqoVAuWvest3tVBg7bZL7frZTTj8c8LMd3gRn2vzkvgyBVTxl5w9eev3Wrg hcfnJn6Ch8Ll+0+CU18zpoyAtdlzf+0EC1RG7p0DP9o22+xMb8ZUwh95aTtp 0Ee5AAl9cFVHM91x8Ob2aop+WjPWV9o3GgZ+kG7FZPixGbvyVr5R66JBHfwV PjeSmnHuDybWnG4ahOoEj9u8bcanRF7NR/XRoCiPplsfnjVjuZ8Z364O0yDx PwnW/jbN+PSl3rONMzRoS75K/6dUM0bSMjqVNCTUbTsv95bchGddU8p+gDNO pau8BL8h75KuBu/2sr0YBl4/v8FRB46yYzZ9DM4yKW5sBhfRxwdZgEVCNTR/ gtWWD/ccBtNP3FBaBidYjXqTi5pwU1zA0b0kEiJdzxsdKGzCJozdzA/BOT/m SPsKmrD3kEfFCVrIH7yYkZrThIvDSmSS6EjIWMohDH9uworTWry+jCQUwJtt v53QhJWSzPoV2Umo3ejOk46AJqyy87llET8JfQihf951pQmrb0x5Zh8joezb z33qehuxdtn7pAQTElKcjvh3814DNik/eTwRfON85XkdsE1FfWkSWG+D9FId HPxjfeAD2Nk4VVIKXF6rzfcJrLIrwIQAlm2jDisAJ+mHVybebcCCY7dc28Ba /kOxE9YNeJJ2rybtLRI6+5/7XUerBvxEI2HeCtxoZBkXcLsBZzUnyEuZklA6 vcyVLJMGzDn4XzM2IyEbxrIJ9msNuGUz6V/fbRIif9SPWTzTgK/IpF7beZ+E 9BlmdqiyN2Cdj1mkEDcS8jMt8xXMqcf6YWUWDyLgfCbZ/+5jqcc3ro/tVy8n oQLp+jvanbX4npFH9nmw/iGspQ72MOZQ1gQbtedJnQW/vnnG5CL44+XqDQlw s1lUjA64teVyOD1Y5d45tlvgfRvUBbijFot5Ja25gSufTvNIglfiLGrTKBYd /M3YXotDh8fs2CpIKEL28J/yllpMthov6AAfEiFnyjXUYkHXX9oWP0joRUd+ vERFLR6InPB6UkNC1U1G+mJfa7FJw0x7YRMJEd0F+p6G1eJbiit+Uj9J6Dz/ j/c/z9di84N043wrcP7uokccy2uw9ZJo8sxBWmT1UC3zamM1bry/n28O3Miw d1oLfPy3cOg8WHwPQUwVvNXH57wEjv/VkiQLjqhkVl0HZ85+f7sbnB89P0Yj SosYmgJDfzVUYwaUu18ALJ591ckD/CFELUkDfC3Z9/J/9dV4fP/txBSw+zV1 zaXaanxL/7+EW4doERMPlUZkVTXWL9r9rl2MFh3+7GnVU1KN1QI4XxcdpkWp B0T4XbKrsQj/ZtAzaah/uDZuIboa9ys13j98lhZ9VJieH7OoxlciHpy4r0uL RpgX8X/U1VhOqrR82pcWZd9Q4rugVoXfpZFlZ8HnzbRC1cA0BwrS58DDCYYE JXADX3bkIpi21WdSBmxKk2y+Bo5foS8QAgd3BtHQ+NGicLV+o2XVKtztpa3C D1ZZyP4vFuxaM1h2Hrxkw6Ewea4KfzfbLk0Gl1g/SgpQqcJSL0+XmPjTooyj iwplilVYdON7UVsALRoL1Yg5c7oK76xI+14YTIvoH74cUZCqwsv6UR9CwmmR 7q3z6o78VTjT2zJE4g0terglkPpu/gfe28Sqc+8rLfpgyX9/8u0PzGR7fWRq iBaRsnnNHxB/4KZET+cZ8H/Pgs3twC973jLMgS1Vt83vgoVUB48sgrmvLVvc Ah/fbeG5Bi4bZ7a8ADaqtdlBGqZFfF2r9/aDMw8+URME83dku7UTfuDLgx/S LoN7jGviToBfaq84fgNLhhrtXKGC+o4/p3k0Qov6ucZKXLYqsdx65X7OMZiP gfK/XuuV2NLnmKXsb1qUHlg6EzVXictfMcz4ztKi07q/rJZ6K/HD4pyV3Ru0 KIX5+bVb3yrxIgc342VuOvQqO7Zr1roSd2XXHc1WpUN5Uto1rIMV+O3kTNk3 MHV0YBIj2FSITS8HfI5Y5k0Lnn6q7ZUP7htEJ7cGKjC1WUd1MTgZmyTOgMU4 Bk3rwS8ZpB7VgT3uL0WOg2nzuU4GgwUP8K3vUqNDApODn0hg81d3SrzArjZR FZs/K/CcG+GKmjodCr+g8HiqtwLTnpV17DlPh+a1NWRrOyvwier/vlFdoEMx eZKxLxorcMRPd7kLV+lQrc32iBquwJq0h1TGb9KhX7JUzKffVWCynp/eLjc6 JD0Zm3f2VgVO+nvmoWcaHarkaqU7OFOO+XaQGB+Cu3p+xe0Dhx6pi3oE5p/d OiEEdjY3zHgClluXNucFqzY49wWCw97nFTOBf7//JBcF7peVdp+fLscS54VX M8DfHAdm88BZr2jsBsA3P/APaIHJx2tvKaVDf557eh2mynGHjf45+gw61HJF VhFPlGP6EQfmyEw6dEO5ttxgvBxb16bEpH2hQ6LSpglRA+VY8g1HTk8OHbId lXgk2lKOc8+MzcmW0yEyqzkpL6cc13mH3PrTR4cKJj1/u/iW4yXaXhUbVnrk 4PxzgF6kHFsKJzTZgkXtd2+QwH3yVkb2YAXVmzxEcLndqqMTOO7Rb61/+8px ZA/Xf+7gbkmO/AWwTKYWdQB40Ksgsgfsfo1c9A6s1OqomQ6mSnwv0wzmIDmS L4GZFS1Fj7NBvuYP+S/3lmMRjz9Mf8Fmjn1M+4XLse4cW6sfBz0Scc1hVxaE fjpVbr3lpkdRaf1xvrvKseeHTK86Pno0VqKfsJulHNNqPPkudpAeudx1X0la KcN8zw6J/jpLjxj9pT6SasuwIpcrk4k9PQrQn/ua7VqGmVOSPG+BUztoLLLA HXKtM6bg2SR+ns/ge6aSTRZg8skLrmng119GI++CfUSLTyeAZy9pC7qAP58Z qwgDx4SISYWCh49IdFuDl0k/dQvBXv/SicLg5DXFhF0O9Kg+xNXymUsZZuxn OtUMPrF+yP62cxlu+fDutpITPdLYG/yQ16kMmyr8KBFxoUeJriN+PrZl2NeK x3XCkx5ZOKtJ3Lldhitx9qhDID3q6DlAuqdThjXuLRT5vaNH2otsjyykyvDV Cmu7tHp61JjKsj0+W4oFDV4PpYNPyp79Nwr+PV1xJRP8aMB+Yxj8kFv4xBfw V4+e1X5wqlnn+new82TufAeYiqDiUwqui08drgSnK+x+2Q2+e/fWj2QwbW5j AV0DPbp4QSDyNjg39TidObh+qkJufKYUC4RvvRVopEfS7T8Lx6ZL8ahhRO2z JnrE9bTmxdhkKXaazztg10qPtjWngn6Pl+KX/Aw/j3fTo6plpicb/aW4yz7l PHmUHvHWMfzVaSzFRoKje5s36JGt+96Zps+l2MLFuH3lEAN6NSREX+lcisMr P1msgXUljgqXg/N3EFbWwZGhSK4UzJ6dzPMPHBBtfo8MLpyf0yOKMSDz6rym 72Bu6yc9bGCa8NfRKeBSo5QBUfDnrwclgsBCSgsThmCCaIiOFriH2W+LDFYw v5fV8qAUX0xIPxggzoDe7H+UMOBUimXqN9x2HmZAxJqoq38d4Lz2xQjKHmVA 9KPVK8dsS3FyQ8cdNxkGVKDgJ/7lDtzP/st/N5QYUC/STxjUL8X32pT2UBsx ICrx9SDa03BeUqJWTKEM6KPB3kBVUil+5+2+zgzeUSMzpAKuaawLYgV3i2jJ KYOFbOxTOcD60W7TZ8G1qflTO8FGDwcunwLvFblgIwJ+e7KTVwLczOPgeAbc aOqczgGW3CzwsgU/dXVs66OB+iovRbSCzQLuHHEEGxm5FMSGMaDLZpIc8cRS rBJQySLxnAGNfJv3+Utdinf8NM/SimRA3gk8IllbJfh74PuNZzEMqHDV/YzE WgleG+ALZU9hQNReBE3NqRLsEcrydUcx9Ftg9O5oSwl+MrW4uWeRAUnG+iDX hBJMk53mIAwulKD67Qz28zT/vRc8Ze0V9gAcyNLRuh+8NO3W7wAOPZKXKg7e Q+/heR8c4/hI/yRYIuZtrik4a4Mp+yJYWsxc6gJ4mGn/XS/wvpEVkb1gJQm9 7h6w65YUd937Ekx9v+Bb1BIDcmRb5xQCe8/62DD9YUBpF948r3pXgh8tcA+u rDKg/v6K5/xvS7DnqkxZ/T8GpL1bPKL6VQl2JnoEeTAwIqZeR9lzz0rwXX4i T6cQI8oSr9TJdS3BOppcR0IvgU16wl21S/DBNOlbm+mMqGn8xqUKhhKsrx/R +A+cOZanWg4OJC2c2QYP3dyhUAaevJnJR8hgRPqV9RIl4HTuQ2104NzrKoxF 4KMPBdW4wJ9S1CuywXLaDIfFwOalGfKJ4Iur/Wt64DvLE4d8wE7KweFfwQnN h5gVwcW9g9g6kxHtTy/7VUhfgg2ZQwW7PzEi5lLFjWy6Ehxy/3fvtyyoj9sl IplUghePvNW1zWVED6UuuIdRl+DCbFqt4TJG5BbiuuyyXoy1yd0yVT2MSL6i uvT9RDH2aH7EHEnPhDp6Pbo0aotx42ptjrg5Eyp2iWh5+qIYm5hcOncYHCPx dyYYPF/V0iIJlrlsykAxZ0z3jBQ4Z0QaBYJ1Tv/aJwsmne7L8AX3eBPCVcDe XxSDvMDjDKcsjcHHM28iW/AWf/KuMHDW4K9PV8ASyNttEbxcIBrJCw4MPC6f Z8GElros7VMiirES71uy6h0mlCjy42HZ82KcLWdTccuaCe2/KDS6GVaMo73Y W1/ZMaHXJ+1anEKKsRnx2izRiwldf2xD5+ZXjFdZ+0X6ophQn0eLWLNLMd5z YP55yA8mpKc3GvvVuBjb6nDfmxFjRsoTHP+GDxdjXZmt/lkwo2S/DsUKu35r z4OpClPTh8DMfQUnl8D2X1WMBsGpZmbEdfBZds+Cn+BRh6wYGnFm1PV4za0L bPj8cjU/uERZdLUerNIQckADfFvObDEXvEudNJRMWc9SnQ4FF8uvXDORYEY9 jSUzcmD2fV1nWw8zo0dk14MvJIrx54VYrryjzGhfg9UDFfFivBi6r8BXhhnJ nDJxSRUtxk7VxxgFlJjRdILwss++YuymoP1BwwDqK3PovstbjH1EQ0dTApjR +q+mHjraYvxqk87YdJQZ7SAcrrcvx7g/mmfODCxxtC3ZDnzg5P7HFuCVUQ9v W3C2vVKSJThouE76Prhl3HPGBswk+SDGEszavODlAYYfm3dugv2TeuMiwdPf dhIvgJ0ufhqsBAsz7ZYXBV+O1zUXH2NG2qwuX/rLMKZXSbq7DP750TxHE+z6 VMnd/xczYmukEz1QirE+n9er1ElmVCPqEduHMeaVXWxenGdGik+Cyi4VYBzr 2Kfq848Z5suq72IWxu8mPx9N5GFB7zs6DTPjMU7pMqAZV2dBBYdpDEcfYpyT nZZmlcGC4m5e8CxFGGfKmMjcBd8Pyo4qASfmcpfcA8/tFPhUDI4o9OqwBb8w mx4ig++VX6J2Bn/Jfq5WABZqW9J9Aj6tMMeZDQ5ckifEgk1n/nxMAhseq9Ov A7N9keoOBG9+miYdyWRBIa6mpy+BldIOmyyD31xP3tF3FuO695+4H31mQdTc CVwrChgPhn71ivwK/eSTT4ufwZjRquASzmNBTcNnFGJOYWy0u3aJuxLyyZ1o Cz6GMZX/pHxxPwtaXYik+iaCsbreoToedlZ0duyLzj5GjHvWk6fLHFhRlAjV d4FuMj74p8SoAhwmWExPsdN8X10l+LWx93V+MOsvzoxqME8aNTUfWLnt4f1G sI4PndZOcHqm7mwP+MohoWEO8EMz2vkFcN55P1Y68N56i6U9jqzoR7ug5UIX Gd+NF/nrASaOhwpWgjdVE+iOO7EiSaVbr23BuyPf7k18wIoccAku7SRjE8lI fV9XVvQpm/6nVQcZj5k+Lld5yIoiGywvFrSS8Xzt9TcVQazIOtNp0bqBjElx 7Fo/4llReVyrw2YZGR9Vck+raWBFIk/EBIY/kbFf8AXrZjE2FHJ6gi0omIyP KT5bbwE3C+U8CAQPrtYFtoGjVP16A8ByFlopneB53b0p/uD5s5qjP8E9wTcV fMGGf9RvTILzFcbvPQJLmqhcIYqzofQOkZoH4I4T8nInwA+Kb/uZgg8MiTJG g5nU/m3JgytP0qSaSLAhHg/HrdkgMqYfy5+YO8yGivRcJK+Bg8+KWrFKsSGG EccrewPJOHyZYKl5kg3R3d9Ixn5kHHMj16JCmQ2F7r9sSfuYjDOP7buVZ8SG bvM+fVTmQsadPWt670PZ0CENp7o/FmR8SDzxnP0iG7r2+Bs/8zkylriuke8A Jj4VS2ECH306L+kE1it9d4xi2anTu1zA7/OCzzOC1dPaJz3BmzWmLvTg2+J0 4YHgEVf+Vhpworh1zztwNdWn4H8qZCwkcdS2AexReOPvLJjncOFr8SU2NF06 2NsMJhxpmxoDh1HbpLwC9xyjiTD8w4b61xNN9oGD5cz7ldfYUGqY0nV5ZTKe Pi/iwrPFhpLHxW3vK5Kx3vErbT9p2FHQo8vUPWfImO9qC8mHnR0tU9tcaJMh 4/jwFsv6g+zov5TWyPOHyDiNqVXSVJcd0aEIKl52MjZ6nLtGMdPsy9e7wKyr b0vNwK9/xB6l2GHYUtcCfPVfkslOsFzelpclmN+xsHgHuOa2WL0N+HTggjcn eLLk8V0P8JyeJzUzWMz16IdIsFQQN3GbjYxTR58J/wDHcVyiHwN/KFLnltBj R37pU3xfwIm25PU/4OsJ+SbnwW9aP5YHGbCjqrv3bNxZyTgk1tvwixE7clan D+9nJmMbcUl/KjN2tGfbrzeTAe5PM+hnnC2s33nLbksk4+zgsyG9gexINMpq zWq1CBcxpE/oFLCjj1yL8eJDRbjSfvTTNfDTc0wXKW7qFnDWBfNHi2yIgUc/ PiPog+2T9K5RzKhhy38dnHQFMxwC6wYfu3ALfGo70uEAeJYx7/N9cE+8gYow WIi50sUfPE5Q/80DfsI6SMoFZ4nmSRHAqlzce/kL2VHUsemarkHIL+BpOETx 31Aef/DwEa3a+2R2pKgVxTk0UIRpdafT/UvYUVH7jjev+4vw5QQJu9wf7Cjm 95PfLH2wXy5jhb+NHenNKpE4OmH/vUziyDQ7EvbO1HGuh/0Nn3fbC3IgzUNK uckFRZjk+KaD4kP5O90ozt8ZGOYAxqYzpyjed+smtRP47MbrgiTwyhLLmDNY 9fwCORH8lvduuie4wCC5IgE8ab5fPhA8qrm3NQ7stxGt/w7M6nhr9iUlvqjP i3rwqcLN/QHg/T7XGMT2cCCqvOToO+C/J/8uD4PFLpRHiIL/e69cpyPMgbY9 SHWp+ZDfqcNdVoQDtb56a/A5rwjH8m92bh/iQH7+gt04pwiPW6pFhJ7gQEbe a4fmvxZhT2I/bboWB+o9N7YvMr0Ip8gyzY+7cyD7hN68nrgizCwflPsL7N7P 9ZhiuzN0j3+D7aS01CmWUyJyToJ9BYo6usENmhvSM+Bo2vilLvDKjSmXJXCn mPXhTrCKX+32Nngzi+19K3iw+SkbrwcYvwusA/PdZT6iCVYqbNUng0Pesth8 ArvkBP97T8lPYJ928eRAR3yP6ltR8tdx/6Z/yIEujZ26sva2CNfdFBwUe8yB 4nhl9XeCF/2lmmwCOJB1XsR/BrFF+HS73ueVFxzoE9+eldlXRbjZPtGONoMD RdoPBxs+L8IbqWcW9g9wIGmpSMUDftD/pE36AXAwmxIPxQKH4u8cBAtszU3u B59OIfSLgrmZtSIp9vzvR404OGCK5pcIeCtWO1EKTJvrFrIPTHhmoXcGXB5g 2ykEprd9VqQDdqMKuc8P5pb+GeQDNtYKjGEHSxR47h0Ca/95tvrXtwgb1RZc fTPIgR7W1xQ1ggunTn3nHOZAdInL7m5gTwkZj+1RDnRt0CCn3gfyZ0iSuidh Xp/9Peb2pAhTf9nDG7LCgaxevGLse1SE6XKoFRdZOJH/c6OpRvcizFVWEU4+ zYm6A2htb9sXYffl8+oYLH2uWZPi4f0N2xQHs70RpTgrsMOmBDxYIzVsAb58 8ZdWOTihz/gaxaHd9Aw1YNp7ufLmYMZ5zcft4BdyLvSmYMLuFvtpsHwUf4Ix eNG5/wrfGU40JLvdrgNuElvldgab/5FCypR4EaLRhxU4keV+ZUEhML3p0/dv znKiGhcidY9dEd6k0s5yV+JE1/85mVwEjyv0tcqoQ/33J5+csoXnK3+R59NV TpTquHqc934RNsna8/adNSfiHdbT+GdZhNPfu330fs2JDkzOe1y+VYTLj4bb PQYvJ+w1orgPJ598Ajay1DlNMVN/a4UPmIE3d/MS2JpPctgfnM7h7UXxoRfD fM/AKiacjy6Ck301Q6LBFxzQEy3wuzu7bbPAxZalgergiMMlx0fBsS+NXyKw Wx59sVo0JzqWOf/1KFi1+VUHawzU/yJgjR08SPWd+DaWExHsb6c0mxThHSaL xnlxnCgs3TD2Kvih4F3OxURO5NzyrdPgZhHWjjXyMPvCifZVWT2yNYbnM/Ls BdUaTpQoyu1BNijCivAPLtMmJ/oj8I555EoRptFpTGUG0/9RWR4GV+2JNmcB 83RM9lJ8MUeiixXM+1UmjWLD8auYAzzV1XCeYgeVhGc7wY9aqQKGwIlUZ8X2 gR1971IPgundXM3kwKtt11f6wA1WU+2W4OtiHwY7KPE0m/MrwHkuc99rKPFY 3/o++seJXEROWmdR4kUe37W0xYliGN5NPQbTvjc720PNhe6bOBoIg+vySp59 oONCO++e67+lXYT1p7zEznFxIVGupw8mLhVhm4srZg/FuJBwdNQBzgtFOIb7 V8e8PqyftZEqVyvCLArK8QvgBezGT7H3nXdWi+CH5/1IFN/O19tcAvc5v+ku A0ubVAmvgt3kah9TXJf28d4/cLmFWEspeFvpHoHRgAtpas05lIDN7RcO7wPr 67/IJoMlGzZ8r4HXLFRk88ClAezS+eDe/RqKmeCpv6fCfAy5kFLGsMFr8Omh EDUeIy7E6C+fdA88kHEsV/4mF0qiE0vcARZRexjtb8GFJLWmz1qpFuFPbjuM BBy4kMOeoQ6eczDf/cpDak+50K1uqspgpSI89yF+Kq6IC/1MtWFqOgPPS/ml L+/Afh/K1xvBvoNbzvFgngy+3xTz7TImJFD211SWU6wSwMubBD5lsOchxTEW Eapp4Nni5vkGsOpe3/c54I0C+Y568JvYO3pN4A8mIu9rwRqhkmXUZC4kcVP9 5A9womNhjDk4h7HXnAw2VOg6L4a50MupQxXp4MpWtg/firnQHl3zmCBKvK2H 5nVlXMiRg+qVMiWejvHP9WqYhzrXjtzTEG+bt1GngwuZcrdf/yAP8XRfZDHO caEuvd7ZmFPwfeug5MoENo5q76d4/tnCGWbwnu7GBor9Ki5Vs4DNHcszKf58 nHmQHcy8lGFDMS2XH8tO8A7BJ7PR4C+Nzpb7wA37jsy+BtOfNxQ8DS6Yjp15 Cf4mLxx8H1xvVzwdAWYX/nSrCVwueGI6GFw5VcP+cp4LWW/XzrmDpR4TbIUX uVDP6RSG65R46fbisn+4kK1YYwA/JR715USLDS60xV6e9lYW4mUwvyym40az 4zaPk09CPKK/m7MQN3IO0RqsPgHzY/RbygX8eK2oheKsbI1Jig2sjlRQHGfB dt0NPGfAmUqx84/Xpz3Bcs5djhQfeJq2/RisGmtBR7E/Z7PfMzDXKx/JKrCq sEBEIjjqWoNnJbhSISu1Bdw9GcdbBv7h1t8rKcyNgowkdArBVXMyCr/Aii9W 6zLBtb2/CPr7uFH2tnr9C3DT1/Mhpw5wI/6AJPob4B4zlneb4txoacc3y6Xj RXimLLL8yUlu9IC/sUQYbC6w6ukDVnnXk01xj5PBCV9ww8HxFIor9wsm+4Hn VP89ozguICUgEPyhSNyQ4oua+RqhYIZnQYtC4MyWgaZosOxX9X0U2wyJ/fwM Juxu9xUEz24V/+kH65sdUOen+NTMAXlZbvRfQmojN3j+07mgJbCt+KlhOvBi 7MoFczluNGZiuWNWGt7Hjvqd585wI6Q/8DUfTCUiMEmvzI3sH3xp1AE7ez5M YACPWdGVUTzdNmjICB4wNf5OcZdfUi0TuNyU4S3Fn39JZrCCk6NvWVNskqZo xw0+NspJorj42J2VPWC7aVe5q2BvxSzCSbBZ1ZUkbUr+m+r8FmCW9DMeF8HU MU5aJeDLjPMH1cEE9vpMNxXo73alrzyYtOnlOHmOG5UVSmvtBTO2DWzWqnOj i6tDHPPHIL6E0rc6cPpjIxLFK76J9+vBqeyda3Pg4RNW/Q3gw6frBijOf7WI m8Ht1d8zKLa+TvLpBN/GIecprhkWYxgB+3KdfjwLDl54sOMvWOTmh/lpMCMb s6ToeW5k/jincQLMpCF70xds0PMpdATMXBxeclqDG/3dR8/eCWZLV/TP0IT7 UdUWIoO5ff9jC7vIje5Z73QJocTvI1VRfE7ouzXFVCcsvcPB4T06NyieHpNY eA7+ZBRxjuJyte8tkeDplyzcFDsxVUfFgJeGab48BbdFzPIng1V7ViaDwZHv T4kWgWNUft8IouTHjWgKrEeiVvMH7/i7Ya92Ce5PiHGXN5jHTqdtG3yT6F7k CA6p+h5CdZkbxX0V/kIxQZj3HDVYwbI6keLZ5p/fCGDWgV0hFFdK33lFAisR cg0pdl51M2QCE4VWVx3AHQ/fDfKAd+S6HqP45bPJ6cNgZsOgFDvwzjRvkhE4 1XTw+X3wrvF0mVyKbS3u3AGHKrDNURwYw3GdYppX9il54KnqoosUz6vJ7CoA c8vwyFBc9RGvF4FZVH7QUOx6v6WwDDwkI5ZwG9y1vKrUCJ5wWeqzAL8mKl8a B4/efnHFnJJfuPsOtzY3mvlDr3ALzGtEirYDc5bU7LgODs++o20P5rHwYKCY lqWGwQHswSLxzxC8WBTq7gguu/tslOKaPbuMnMHzxpe/Uuw+IrbHE/xlV+dl inusLycFUP7+96+nBuAYt9gvcWDxeR6CPpi95Z/VO/C+rKo/emB/MZO98eBQ V/cJih16RV68B3dz9jdRrHEm0ykRTPJKekfxX6qSk6ng1oMnzlBsGDhe9A18 tFPPVRfM90qqpg5c/iZ1VofS39yLJ/Xgz57GwxTTqq/INYD/mbB3ULy4lp/W CN5z0rmI4hpDlWct4L5dSiEUuwvqXe4CV2T1HKK4J8mzYwQshtgsroIvb/WH joK3Mkv1Ka7UVVQbA5/Z66xFcRYdbe44+AjPT2mKg63CoifAz6TTCBTLHU4w mgNjFfX4K5Tzyv4x/BdsX+zXq005Lxax2A2wCPlUI8X+FiFXN8GaxTOlFDvw aJf/A280X0ulWMO1J4nqCtyP2AE3iv/Kz1jSgk9+/cFDsV3kJWE68LU1D0aK x6e/dFP8S/Ho1mVwy1tnDQbwo+HXYxSnbm+LM4OlDayzKRbSNx2leKtE8APF Lz+Xv2EB6x1pjaX4ya0gFjaw4c7TPhQblnHOcYBHBVivUNzE/yCFE3z/Y+k5 ilWdOm9ygR3lXE5RXFh3ahc3+E+j+GGKj+1/00TxsNWg0P/r0RTg2AGmt3wh QPH/AD6otLg= "]], LineBox[CompressedData[" 1:eJwV13k0lF8YB3DLYIxhZjRNQkJISvaKLJNdSVKIrNmy00+iRIRUUtasWUJZ IiJSea+ILBGlFCFLsoQi+/J75q85nzPnvN/73vfe5z5X5Jy3iRMLExNTMjMT E+M3oYQcRzOh0u8Wv7IJkezBCDfEy7eBwzQ65/oEB7FrAzfc+MBup8LXNn/8 wBYOTohuBysKGg/KnxnGPO4Z9jLsP8bVkZYygg39KonnB6tn6mo1VYxiZ45Q DAXAJMVDa1j5T6w95T+cINgkOy0jPmUMqzl66OIOMK7f5WOD3Dgm+zBVWgj8 7n5EYNGvcSx/dW2U4c8xb2K2J0xgccV1ZsJg0TefGuTbJzE8mxhJBFzTNjTN YzuFBVtHNjE81F3v+/fXFObGc+zQLjC1vKz+6sRvbND5ySzDFL+6rxoO05gZ RioQA4vJMDfrfpnGNH0+bZcAi0eETWSXz2D8XdarkmB3dc3ic5mz2D0p9GwP WPB4/A6J97MY+3VRDynG+39eVE1ZnsX+Koz17QXLqQzs/G70B2tJ9KndD35S YFj0aOoPRp/u8pcBY4SQrHrKX+y5rpKMLDh57Vs8x4G/WM7icqYc2GXMO00m 6C922eJ6qCJjPDbDbPObf7HZslFlJbCxnUOOwc45zJmg/5fh3rmbvznU5zCT l0SHg+CmWwp/ugPnMKkdSdoq4P7+WmGDyTns2+BjDjp4y8GWJPqLecxYmQsx vPuV21fDznmsMdYz4Aj4/ZKhIsv4PFauKT+uCVbB/dO8sO0fdiv3ZYsOuDpl Q+Oxzz9M5Xz7nWPgLM6y7eK0BewpktU1BJ+fcdXH9ixgEtvjNxiOe2RZI6y2 gPG2mHsbgXt8KEXqDgvYxN4fxifBllFuvJxPFrDUmbkt5mA/89KV5oOLGFnf rI3h8Ljfn+30F7HIrOrwM+Cxo2XJHWcWsQsnr/6zAPOyto4dDFzEjj5j/2IF vhOYJq9fvYit+G9PPcdYT8qp4ysyS5jlhrqwFzja4O9TH85l7INZdg/Dv1cF 5WVoy5huKWusNziksiHws+gyJm/3jtkXnP9dtWrw8DJGeHNy+D+w8g/7tSmP ZawmwjE/EBzTuidjd+syJsB9a18E2NPC/Mts4AoW5zQ1wnDbrIWsSfgKhq81 yogECyleOp0bs4LNe23hiQJfW9WrEHi4grV9SJ+5BZ4jJGSfbV3BghJKy++B 95e+o2tvX8X6BLoPpYP5Xh6hVxWtYiZ+B/8wPGdwWelqxSr2ri2lIIOxvv+J uB56vYpVXLXhz2Tk6UYtxrSvYtEDY6vZYInDgnew2VVM9eFK7SMwS2aYnrbC GpYuJazzjDGfTQ+4A8rWMN7rYesMt5WunN/yYg2L6h2prACHyh6rzUdrmF90 gcRzMFffz7TKjjXMcFoe/wJMTsheufh7DVsr02mtZawPp2zTu7vXMStl95Mt jP/FYxVvJ61jgvrPrX+A37aE9549t4HFZfHRhsAZh9Vz7M9vYPjly+0Mcwoa +5zz2sDmCzQ0RsD3KHNappc3sDauZuExxn4Z6ShhitvAgjp6h6fAK++0r15E G1ifGbPbElgmNO8ygX8TS3cy9CedotLHRYnKBnWbGG9tyX4y+NH36Di9xk0s ikYZY9hVOzhKs3UT82vqNucFl+p5We3v3sQM99gqbwVznAgV7/+1ia1N+a7x g6uFWnk7OZiQld/9MAnw/e9xxR7STEjw+lCMGphTYSbU3Y8JxfVq66mDDdxL OWP8mRBe8dEmw3hPC7PSACY0P+LuQwff6pPVng5iQm26/05qgb+bNqdYRzCh IAJ+qwFj/BQnB9YkJtQXK512GlyV3F7k95wJpWcFPHIHO2V/5JabZ0I7anlQ Cph8gc+ww5EZJdB8A1LBZyvaPl5yZkYE74+yaeBdTAqZO88zo4WdydnpYFHr V6ye7syoPVTkeiaYbiVE2/RlRsE6irp54B7vnbNMIcyov82i7Sl4dvNvW0gy M3rQm9vTBJ6padG41cyMhJZV/vwD+4YOyTwVY0EJJzMKFsDvbJXecUmwIELh pv0ieFlFcth5NwtasGzoWgInLVnlCEixoPZXxytWwSf7/50IkWFBwdfsLjGf ptIv6ao8l1FhQf0cketE8JYRCs/BEyzoAa2TUwzcVDby+s8lFiSk6CJqAibS yx8nNkB+dPM3hvXVHJVevYX80b3xp8BPWaPODzVCfuIsqylYuZG5XroZ8hcD R83Brr2vjNB7yH8Z/dga3J2ZPfvpM+Rrlu93BYeXPGh//QvyT66rXAN/8qkc SOZiRULe8adKwD4aVO3646xoZyEWTjCFev7Qg3vuLStKYhFV4wLLCOfRuhtZ EfFs+D+GS2g3J583saIlLgNnbjDng8qlwGZW9MGzS48MTrls+HC9jRVdkxsl 0MDn3BKMVj+yosFqQqwIeFvVgYcffrCirCbTjENgxcPxar/WWJHw6GSlM/gN /vTqjCwOCQvzjb0BV3WVrdnE4lBSwOXMerD69meptDgcInb2mTeAj0rZ0NrB S6HZ794yxv9kNF81AYc+DEsVvgM3pont57uPQ9ceqXm2g23UMgbfpePQ4H6H ua/guGs90pTHOJSlVrI5C6ZF5m6l10L+WW2+nWZU+q9NS8m94zgkkuRjcAWc 3MKr2aDMhkSJzUUK5lS61rnzyreb2VCy415HRXAklbRJbmFDPK/vCCqBU8/l lCeBVzxN7hwAbyTnDGe3sqGujl4vZbC4R7xn1Xs2FBY/LacBJv8JER/oZEND /NTqo+D7G056It/YUM4e2wZ7cH/DFivfCcjX+9d3F2wXmP5En8COdoWJ8EyB Z2yFH3DrsSOxpUCf3DMw3yyXyi4+Z0epxn2SeWDL+Y/kATC5QP0Hw6xHuZz0 q9jRmgWrySOwWzHvFH81O/r0MlqhEDy40eiHvWBH4SGZC6Xg4OGeC+yv2dEI +9ugl+Djcrzy0fXsKHcr+WYX+K/BrNqlD+xIXCE/m8kCzi+9R14d4+xIwqur ywrclXZYIo+fA+0ekVLaakmlLwwEfSu9yIEeqN75zfBV3+Vedn8ORE2cyaOB RX1/dluDmXQraHzg/eRtz7gucaCeR2pL/GBHliVelwAOFOVu/FIY3K7+w1Xw Cgf69ffikX3gHvL1q6HXONBj5rrjWuDHyX7hSrc5kOROc2dfsD3zQS29LLDl 9fvvwVw/3SmizRxI6kPvcsRZmK/0FfxeGh5lSaqXR4ILBfftvwimhWa53QC/ cf15HAOzyDv1RoG1SpeCTm3Do2/x069ug8frClOu8OHRLXPma7FgO43V9y38 eDTRL8GeAb7/9d9up514VPjbl7cCvCK6/v6mJB5JceH3DoEHAmPUE1TwaK+u opW6FZW+FuDKWW2NR/teRdcugG9vzmtHZuFRDnXGfxG83mk51gjm8zwpswQW WMqI4MjGI5wQLWsZTHKurYwC94Vkhq6BIzv9R27l4FG0Vrk2izWVfuSzWlBM Lh5NtXxp4QarPehPjnuMR8VfRb+IgQXERx/GPIX8xeoZE/CQVcKYGcIjaflR 4VJwnlgvp8wAHu1/rHbdxQbqDc3CWJafE8kmTOv12FLp3p+IXe2RnCh/ypjp K9inVP8Uyw1OJKjzrJph7/7xTiUwfuHSnl7w+WPWTengQXNmrn7wnxFSvFsU J7onQG0fBs+QBp+w3eJEsznKp2fAuSOcc8p3ONHTsnA7djsqXVvVqCU1HvI7 +AMVwbiAbmH1LE4kR9ArvAeO3nCd4XnBieSvZRIN7KHe94xpzP3iREoexp0v zlHpL8OVDgVrEpCKdrllmhPsvwHzgh0/COhpOnVLOviA3X/ummCJf/6tDOcS j+xzAfPmH1Z9AL53bK7gKXiC4+2ObHAe8Xmi1hABpbZ+GcwH2/5u3u86TEAr JuvO5WDBPd0uz0YJqMZe/79m8NNhtKI1Afkh/bcXwWKNme9N5wjocA3h9Sln Kl2Eu95DjY0Lqco67CS6QD1NUlGTkORCGoLUkaDz8PzWm1dy3biQ9vxFTxt3 6Mf6eoP2jHChGsMecVtw3iUPaV2wbJ5KP8N2oUrfz4EFzTaN7MF6JF+VdPB8 VZSsI9jd5O4kzygXyr2SNufKsPUFyXkwjrUu8CLYJFaEu3aMCzVQiJHRYMvC lPATk5Avk/OgBrxD1FXD9S8X0nFr76B5QD+roHM1gImIdAcl5DvAZtGVZQRB IjJo+7Kg4QXnsTPiFT5JREa5ytdEfKHfC73CvfqMiBrW0g6JgotepBXwVhCR iunGLMNCmQd1pMAS7PX2YuADt4cuW4A3XAy1doM3E9gGq8Ale23ZpcF7OyNi /SqJiOdZePQhcM54Suzv50TUXteRfAIcIu7C0f8C8gecyq6C46UVP1VjRHSC P27oK/hbp7yuWSsRGd+b0I67AP3RzrdbFIaI6FRQGierH/Sj7adsbvBwozOn 1+NG/OF9hPimRc5xI3tcXd6jICo9ivuxwvUlbhRVU+n5GGxXV6+XBC7xKVQq AKvR75wtAK/0xb8tBF8r2hPWAY6rdB59AnaKiWoVWOZGb5yJ4hXgIcUfRhVg sWbzXAQu9t/CN7rCjX7emc75Ct7WIVGps86N3LYJZnFdhX5c6cxOVhYedEHq Uqo3uD/ty3cvLh4Ubix992AwlZ69FHyUS4gH5aenBDSFQH0xqcqw1+RBE4oX jo2FQX8Zqz3RcoMH+Tnt+iNxk0q3Hir8ep6DhFIF+F7sBkv3Dq9cAqNOYqgk WPDclMANMFF9gSwF5hL2sM4D59KaZaXBAuES/T/A3U1ePgpg3L6oz5Z4Ejog VTOjAc6Yxj805CShpWnj6TPgwicnimS4SCgoIHjyFni3g9uVOR4Sirj9dXQa HH7ZSfoCjYSSyu5+e34L+gVs2tdQnISq11frdaOp9OuiSfyBmiS0nvgpyfku 1KOMvRLdl0kosjFCNT+RSmdq/OocMUJCxUGXcY/ATXUlW+PAXfLebQwb73Ns eAAWyjxjVQBuNvYRqQY/v7Q3qBg8PMX9bQI8Jtn5shxcKmSrYzxKQvq3BQ9j 4LT3NjiBnyREMH6m3AM+7bmx6+kYCcV8HTxASILzcXbrZM8ECd2fOiznBeZv N3go9oeEHvP+FT9wn0pvEL1BylsnoVYbG1JjMpXuYaYkK8FFRuTFA0OjaXA/ njJc3rWLjFJ2/7ohngP9a1EY92tjMiqOOvoxt4RKZ5Y18aHlklGXukZaHjjh xwcbAfDSvIJDPpiSoHdcGKxtv2PuEdhuTVBKCtynPMtbBA7udxlWA3NPJpqU gaUJwaedwF7Hf3S+Bu8hPJGtAMvyBnz4DLZkFuo8mUdGFWl57/GlMH/qMeXR +WT0uoTpnQdY0qR6mamAjNo/PX+l+BT2b+71guEnZPRHeFd+Qxnc/1548sRV kdGBF6sBIxUwHpMXNUktZISNFwuJvYTvvbnb4ewMGf3MzP7JMFILHrIFE82S SsTBdy+22zuCz7wJUd8NduiysvMEz6aa2EiBq7XkrEPAwoZLGbIMC7wwfQgO K9HaoQa2NNPRnARr//dNwAxcm2HKeWWWjN6tcWyPAjcmhJ1I/UNGH0gOW6bA yooXX3+ZI6Mhpe34ildUuo7hFymjJTLChUX80aqF/sP3es4eZgrS57dpcKiD 9fWhKCuDl4K6jpLcHjZR6VvtHMh3FCloiQknnwteD+xXiQULVS0tM/xm4rRT Itht19DNfLBsp0JNBphlraKgAHz32QuHErDCE8vxUrBj/2hlBziBlH/+Ffi4 ITLjVaIgs0+qLt3gzzdCb90Hf7N2c+R4B+vD1rQm+wAFDfu8tXEHl1nRVSsP UdB80pVTCs1UumbMxoceVQraNjymWt8C5/V43RVeHQpST+nDNYDHPkok0MCO JzrbGL5x9kYxP/jpyxqrRnCw5uHvomD9hDtBzeB9vl7qCuAAHYVXHWA5Oxam 0+Bvj4IP94FHVgZDEsHpHltV/oFZO4Mu8OlSkPCC5sHdrbD/7Ax3CelRkCTn A7nb4P8WFCskDShIRea0xKk26E8fu6aqHKcgqyuINPwe1hfX4bKTphQUJlf5 hWFc5/1qU/DjsYLMEXCb3yxmAZ4/FS/zExxplthuD47e53xiHHwm/MmkL/j1 d667M2Dq/W3icWAhujnPGjif7WNCF3gQN03c2g7nt+eEyykzmI8YAYIemCP8 ed9pcwryzPbHFYEl36Yxm1tQUHDTvuULHXA/OHVU44w1BeVeFan7D8xdFapu BW5RoN30A/ttq1SzA9OyNvn8wSztJNXz4JKArkOB4KotiYcCwAN7AgJCwAU8 A7LJYHp0/eJtsMpeX6EeMMtJy4VcsIVW7G9zGwqK/HZj7jP4OEvvWXNbCrr7 e+i3yge4/1k5BpraU1DWlpQhlk64H/m/qjVyoqDG5juFrGBXC8JzE/BUSNgF HLjR9PQTM/ChKXcWdvCJ9L40G/CHBnVRTrDYudoALzCz/4g9CRz5vVEuBnyu R+aHALh4cTLrPVgso3FAETz2/eZ/hs7wfSTm+5zBqxHSEwYuFFSmfOJLC9ho tXeHtisF9cxoZbaCaV+PUvTBG3mHXNrAC/2VOEPwUV7RxfdgPYdrk6fAQxPz tE5wxYmxagcwb3qq2Rfw9oY1k+tgv43R7mFw21Xd8DfgA/VBn9bANwzO9NLd KNBPFXbu74LzqffOWTV3Cnpjy9YWB1b5gMtT8qSgX1tX4uPB/U05Ccpgnrbp swng1H+q4Wpgy0M9k4ngxDknBx3wX3IRVwp425VbIqbgXW+Mj2WC/Rp2ZPiB w8XSW4rAx7I9Y5+BdcflmxvA529Wesl5UZBH5u7Yt2BZP3trJXCcqaBFIzgy mdNQGdxfxzbeBKbEGO05AvZP7cG3gkX3Fw0bgx8dC9bvBBsZlZr7gPElzU3f wVu9h1VLwa0X7BoXwJmKG6v7vGG8kqYxi2DBmepxWTDfgIHZEjj2p/cXRbDj MYWfy+Ci6K5yVfDaLnb2dfD2KjdXQ/C+7iId1o/Qv9z72e0ONrmdxY0Dp4k4 1XuDA44kdjO8f3bg6X/ghifBTuzgrXott6+ArSNPRnCCXb/7HrkNjjm42EAC 81YTiwvBFb8no8ngN/tOpJSAvz0cPE0Biw/eiSwHS5BbRnjB6qxM9jXg2l/p OBr4oGrV1hbwyIPYNoZxj3tZ2sEE08iEbeA/JmsznWCzOm+x7WAXZ/mWr+CZ FE1tQTA9wjd4HEwzPkjcAU6dvOT+G6zKvu8Tw8Gxl8/8AUdd2Oq4E7w73U9+ GVwiSdgnDMYze+xcB3/q35hjuCTPlsjsA/Xu2K/rouDQksM/8WBd5u/HdoGb ecU+EsEeVZ1bxD4y6gUekcFxno29DFumjRdTwdW7Xj4UB9dijSl84LuilUMM sw0f+bwd/D+roYlC "]], LineBox[CompressedData[" 1:eJwV1Hs81XcYB/AzSsTr6PvruJVQVBSSKGPsJFMTY9VZ5dKkkmSViHRCEZ0o WaRU04XQkcl1DKcHbUIKqaSpRBeX0mxGV/ucP76v7+v9z/N8v6/n83pm+u1c tUWBx+P9hCO/I+KubJp7VyBMV3S7N7qb0Tzn9A9y/6csyx4KYeTx8VidMdwY 3ts0GMoorCgm0QQWfTK4JdvD6FxA+Op58DuPlRvDwhjV6gVNnw/PM/TOnB7O 6FW7b4/cf8SdsimG+YmiPFNYX5amJdzLyGqpS4gZ3KfOlt+AD+QvUlwAB07b yS+PYJS9ybhJbq3fHqWa7GN0S2dGigV8R1oXkQZrxysZWsJTGnO2bxYzKtzw 0NEaPn8373PnfkYdgtuTF8Pe3dd9LSMZfW6sbZN7prld1mHYZclVPxvYke/o bxrF6Jl6dIwdbO8TONMvmhFXY1S7FDZNCK5PPsjIJlwnwRGe6PSzahu8wYy/ apn8f846wVwMI2n6aLcTvKu3py4Zdtzd+MUKOO+F2O9QLKMQw11Lv4NPTawd dY1j1B5XSZ7weP9vDgcljN7bXZN4wQVL3tkWwgbDWR7ecIPgSfdTOGhD0lMf 2F3y9+KvjzCasGQjbyNcW69tPgZbv1ISboVf3l5wyTuRUZrLqushcOuHVYpj xxitU++rPgo7Hf370eUTjKL+6Io7Bk9Iujp8E84St7klwTLXx30D8NuXlV3H 5XmIUBcvTGEkoaRPJ+T9xOaWlXBFsJV9uvy9x5NtG1IZTWuPrroMPzlzNbc1 jdFfpzUrZbCK+hmvC2cYKbirxl6HLfI3nayGjSfyVhJsPVpR3QmHBvd11sDx p1I6BWcZqblUvb8Bh95IXSGB7T9stG2C+5XdWdA5Rhk++RUP4GKFh3rGGYx8 ZzmVv4V3WHjuD7/I6HlecOmsdoEw+hdRz4kc1PPzjzSE3zVrzJHCltpe3xjB FvGnfWvgqENO92bD9w3VqodgTR+tEWM4gysTuOYycuZXWy2AFR1MliteYZS7 S7nEDrZsKRnZLmUUaH2+aA28bpHnQuN8Rm9ktwri4eMukp1rixj91zpX2g/P 0fjXqrWSka5Ed/cAvH7mv/N7YEcHZjsIl7rs1x+Bk6TvG17DNeNmH7WrGM2J be57C78oER31hddahZiMwkrbslSG4PI0Wa7iPYFw0N/6sIqM0T4vUY4uPHl5 +WcrYjTeG5P1HRyh78HbdoOR8lhXRhG8IdIrev0tRua/tvkXwylKn9sC4DWb 681LYPG3Z432whdarslKYf6Fhpo02OZK7ONyeFkPv/cuvM3TRO867Kc3ocGt mVFjVegvTXBheMU04W1GRw+qnuuFlTwc1PRbGE1R/TJd875AONVA62D9XUY6 eqkp++DgquzBpk7sIycXieMDgXBvt2Z650vso/cOHsvgA5/cdV7CYdcWaTvB CmLJ6X/gWt0Zud/AV8rGUtReMfIcGapfASsNdUU5wInZJye5w6L+MaNL8KBy d7wXXJL8Q0lAH6Nfm8PjQuX1Fu55M9yPfKy9HJMN7xx0E358zcgukBc5uQPz 6Vl76Pk/jFyTy4Lb4NnFbvFzxxnt+GuWl1+nQLgn9Cv9Z1M5Sj2hZbgJNlc9 9WkA/n2F2oDcRxIOPBqBlUpH9m2BfY7w0lQEHGUcu3kmAO4ILpu4EL7jsKNz B/y9pUpLNGxxsWK9WO4LdVNmaHA0vMVjXSq8pMPZ+QdNjsKGIkV/wvb88Iw6 bY6iFR66z3skEP6UntuVMIOjZOPjTsNw1IvM/NY5HBWHfjCL6UKeXaQGATYc jam18y49xbzuLDc9uY6jxnFxpdzfFkS6noPPDhuGZcLvFBKDMmGHjpCBLHjx VNOrhXBs5tT7OXC+mcTkNsy3XZ2XD9ePS3UnrefIaGubqAIuk17r3Qu717RI W2Bv760fvTw5yt7TvGYcnh9Z727gzZHo8Z+53t3I3wL7gos/clRUUOGh9Uwg TPg9N07iz9HN6ZkaObCGqLSycDtH/wMqLSsb "]]}, {}}, {{}, {}, {}}}, {}, {}}, {{{{}, {}, {RGBColor[0, NCache[ Rational[2, 3], 0.6666666666666666], 0], AbsoluteThickness[1.6], Opacity[1.], LineBox[CompressedData[" 1:eJwV13c4Vm8YB3DeZe83WYnKyCoN/JQ8ISplREhkl5QySnZlhZCkREaJKKuM lHWOzOwklUrI3isj63eff973+lznub73c5/znHOeI2579ZQDiYGBoQx+iP/u 6FP1by6RkGqogFxPXj8mWR6jWgCWOVfWS37dj10dac8uBJ+TuBYnBWbQMLpf DE67vZV8Fbxtzsi8HKyr6/BjDexw+vR4PXhgPOuecH4/Ni5oxt0D/lUmzGRa 2I/9S7U047xMQt7HVBRb3vVj/EWOw07gRum1q+WV/djJ7/7MO5xJSPBsQlDK 536sTDzr6KMrJLR1zcvddbEfe5JP/ujtSkLcr4c6dNQHMLOOwo+aN0gou8td MLF1AGvfvLnxSwAJ2TPkNYzNDGK1yT+al+NJqLfwTeiS0giWk23/+XA9Ce1Z cK55mTqBLXxLO6IJnhMZ2tYEPkQdKNYi/P7krUlwi6VDog6YavJHde/zCWya 87zDSbAW7+68MvA+1wuLZuAr7vqxrWkTWMl+J2EXcMfzNIO/Lyaw+oqrdslg 8a0p91HWBNbf5j33D5w+cGdfZ8EEJvI3mq/wIwmNBH9cWauewCLUyo0kG0lI oPuyn/rQBObUsqmDtYWESn0yysNkJzHJ6dqOz59JaD5Xj0W5YBJ7undnp8Nv EtK4+9r8W8UUFlsy8S1sgYQmXgVNHvszjfnWe3R/2kFGa52bncYbZrEdr39c /Qy+L3Nz/yq4OQ4xfgEXM3cxsDfOYqIXWHd8A2faO8XJgnFq8sVu8MCTv1VO YKpmzfwo2In9rdAIOKqcj40iQUZWgr8rBppmsaf5r5WVwM2Uz73dLbNYdeJo dAJ4SEU3pq19FmNzPadpJ0lGpm61SW+6ZrEEQe3MeSkyesChZuM0Oou9d9rk tlmWjJrmnHPessxhC+yFVEtFMvo0sW+9RGcOu2o4IzesRkbcZr/FPCvnMNuu Sz7rJmT0S7CdZylrHtMZtxaQDSOjsRNmHybPLWDTn2teyoE17rzNWQE/LpU5 oAA+bsMaz2y1gI2Gz1sqguvnY65uA0fsDH2uDN6bICViAm47n6egBT4ydM69 HGzWu6ZlCR5sogpFWC9gTp0JrvfAT74rHd1pu4BF4R0Nc2D5h0rSdg4LWGfs Ub+ycDJ6eV1xsePSAnZebXffyQgy0s458OW15wIWFLWR5XKPjFavd+Qfi1nA 8N3J6m8fkpEZ3WSNoWYBU73+4/zhVDJST+nkiZJexOTWTxeZlpJRSfThKLvh RYyXW/dU0AQZ8Wmc7Js/sYzxuPJ/DAZfYJ9oWAdzt/eq3wG/KwsuYD65jHHG esqHg01anwWJgNkEXjBHgw3KgyS1wBQxRuwJeKbyr+MD8OKuYtkC8NyToGFF vWXsp/52ah+4m2TafkV/GUu/t1KsPklGN4S7DIYNlzEVruwtK2AOi6Ll7ybL 2DlOjhHXaTKaICWvFVsvY1nsrTet5shovy/fwLlry5gWi1GO6jIZxR7ZPWz2 ZBnzIJ1lnqFQUKWjmxl5eBnrmneqsBShoGOV086Wvv+wZ9/DZZR1KWgiYkb+ aswK9lTV5JkKuGZLxq0bhJ+IC6iCM1hMP98EJ1u+o6qBz8+me0aDE3oHejTA lcwMVW/AsSMoTg+sdzLdZB4csrxAPg+2PFPo5fVgBXMStPsVC973ZCA3MHYF 23fmQPQsWKsg6UvcoxWs/tvY35wTFNQYmUXHElawya8nKnfoUdDaoxtnWZ6v YKqdnGa8hhSEu0VsiSxYwdrbY4InTCho5x9HhlMdKxilKaHnuS30V2zy8At9 FXOsePWI25uCyD8cIgbur2K7nzeQRjMpiOTi2rrDbw3rHj7gNgae7v5ZIguO UMjpHQcrzmu+2AMeeX8PnwLjPFQ/BE5tM/b/C74kaCRjAaavdy8zvKQgiXOi QQ/AS2Zz05vBU52u+0j+axjOKfL7CHiHEUfob7CBt3PpM7BBj8hK/K01zMWQ +9qZVxTUfP8TN2fQGvZ64/RAfRYFuWbIrM6Gr2GKFr11GbkUVPjwzO+8x2vY nk1LEQ6FFMS7r+3gQsEatu+OxOZeDPrJ/O7ybmQNU7l0S/ZbJwUxKBn1ypxa x9BeJeNaChU5H5mN8tu8gU16ZlTVgYux3/6B4MQKgb0fwRW5H6+EgZePrfA0 gTnGYvQegvOt8dZP4Omf/zhywDuijuv+AhtkikX8BDOPnNOYByvPVAUfENjA 2pLv7N5GpaLMkYtXlsHWrN/Z/cHu9iqbrgttYLd6fWr206hIfY72/tKWDQy/ V6mUzkRFMxfTzU22b2CHx08IBrFSkcNAEZf4rg1MI92u+zA3FVUObkRFaG9g WpvvO5YLU9GD1x91Kq5tYEdXxnwL91DRC5vsQyktG5hh1bP0VGsqujju3+56 kAG3rlbelwaOY9v65Br4Sk3zh3Rwl1u53Q1weN3y70xwquDfeV9wdaOhUB74 Sr3+5lCwSgfjvVKwSHb+2WSw6ICNZwc45aHCnwbwKG2bLs2Git6pb4xvV2PA A46nTl8E0+1o41/A+Z9SDyjaUlGwJxb3nzoDztvz/BNmR0UC4l4vNg4z4O2r 6Ws/z1NR3vOh9BAdBvyU0qvTm52p6M52PaNbpxhw45f51AgvKmIqu/B4uyMD bnavyuF6DBXdErYj741hwM+dHZA4Wk1F7D+5a0p6GfDLFj6Fx8A5pI2d5WAf Sx5NXbAWPhaFgR9bqVnrgc0YKs2qwZ/sHiYYgw/Emo83g7UuH+GyAf9mO87X C5bxS1/yAitoCFkz9THgC8kOjVng60y3/hqBo/oGXLhqqOjhN1uuCXDFxcHS TrDdm9gN0X44X55Dhg51VKQ2KN5+e5AB/x074hfQQEVPhNM0Ncfg+rRMfClr oyIG7y0eRfMMuM3hhWDFX1TEEyhCMWNixO2lmAaFFqgoVNd4OFGWEXeak34x IUVD24wP1p11YcRbnSWEpsCrZZ5vLcH7hsWjpsFNYoXpVuD1n0Iec+DT36WC 7MAxtezay2BhTvLhS+CS+OkBijQNcdwJLfEGs6B3EiJgy9LW7HhwZoRO+nHw EWP9qK/gQYnzaRng6z70I0aujLiN2fNUm500NK2O3z7uxoiblW9J+SJDQ2Ih o8oq1xhxnTu8j8vlaahbcSqe25MR3yG8Gha5l4Zyv33QKbrJiHdrtDrLq9NQ hdd0T0sUI34q5vp+ZxMa+jZLTdbJZsRVFT9UjwfREMt3XRG3fkY8JatCZRL8 4caFVncwRbI0ewrM919AwHVwi1Bh7Cz41vaiYU+wLeWF/RL4URx30U1w+Ncw CiWYhhTWkk5Ggr/7GWoJg0cref0zwZ4NPVXHwOUG9j+7wW/tNj68AN/2zYzS HWDEFR8drLQOgfFtZR93DDLi0itvyzvu0JC9p1FC5xAjvrkm621ZOA3ZxEll KI8x4vNmDzMjommoMfej/9QMI557yzFCLpGGDjU5pyhtMOLb2jiNLxfQUMLu ZnNJQRLOdvXsn7FeGtol176WcZyEt6X5ekyApd7+TnoJftSVxDIF/mEzrpYF FtPu2TULdhcl++eC921x8F0Ce8pJrheCLRqvbKL20ZBposZ6JThXKkBHFHy1 tWPtB9igJzPLAHzm+bl/XLqQb7jgXkQcp7CM3ABv23efcvMPDUWV4Yk6J0i4 6nKtBO8ADZ11W7UcPEnCHQP3OKoM09Bi9Ytj4oYkvDqOZSJoEs5fT+mXCFMS 7o8XL2xZoSF/q+VDB+xJ+CwPndWAzoQ+uiTKL/uS8G+FTbsLtZnQYwZqFX82 CU8anagqAvMXtO4SANuKcZkWgxMz4xMFweN3Df1KwBUWsh4iYEa7zo84+PLI kZ3bwDI8PbbN4G+xpvfkwT7Oc7GDYGnlCXMtsKik0LKADhP6V9U75Qq2j7tQ 6QcmtU1zN4OnvEindI4yobdqObsCc0g4TV3FvesYEzpW9vn3ZC4J3//xeRHD SSbk4+zJXv2GhMf88lY9acSEqsX40xyKSbgubafWoBUTquPdvDfkAwmvMA02 FfBiQoE3W6bVv5Hw9H9q/r5ZTOiLu1ZLDiMZF9pEZfUHWwp6suSBo3Y1PbwJ nt6WpfUa7GFvnhMAVrPlKs0Ha7d4/AwFe91vyygGDz/LU30Ibszff7sSLHdM fDEHbEu+u/cLOD+O4vIbXDRt82gVXLGv0UYjmwmVJ1ca65LIeOcVsyPMOUyo 3/Jk4TCY+Y8be2wuE7KiYevbKGTcqTEjIesNE1pi1v/wkEbGFRJ5iruKmdDB jr2c19jI+Du1gSmVaiZ0+EkFM30TGW+6FWHz9ycTmlD0W/ojRcbnaD+0rnAy I7bO95c7dcn4YT5PNmtXZnRBLmYgKpKMs2ek+9qAUyR9m+6BO1U/T9iC2Usd CqLBl20V2hzAofnKt2PAj9/0x14Cc/7sFHkEntQ3FL0BvilIMk4CJ0TIKEaB HdTZP2SB56m/TMrAbRpTifXgF0uHUwXcmJFK0PRJUhQZZ+1m++8TePxTX+J1 cHtmynmNa8zo06OkybP3yLjtobrKHTeYkYvOdlup+2Q86CK/54gvM0q4tOPe +1gyXosV9ruFMqMGIVWFxidk/PjlmfLgFGZkqjDyJ+0lGTeqcXLJamZGUzVq PQerybjDDcsvCztZkJ2kbIXeXzIeXZvnsAR+UPLpjj64ZBNpYRmcNXPD0ADM XfiCfw1872hVvyG4bHrKlCzDgv6LP812Gkx3CujiAu+tdTQ7C/5gkfFbGrzV 4NjsBbCYxsyIOfiZwtyO2+Au9uD1CnDs5dHgArBearbUHVkWNJF0UUlggYwr Na94bZZnQbmWuGEvmLY9QVRlNwvq2O7j5rYE56+l84KXEguKHvGziV6B9Sdh 8G9FgwWVsvOJlTJS8MsdGlsZLViQlCj75WYOCn5NUfoiWxQLMp3dqTm1g4IH jM2ubp1lQWcsHN3d9Ck4pTDLTRz8bcKBxR0c7Gs/vA2cgexSCIdydH6WACvI WDZeA0ftev9KFrzIrrf9BjjB/aaZMtiXZ8dnH3D+CluhHlhq87M9weA+NolL fmAX4d/TcWANOdPvXeBjBy45lYMZnUuLHs6xoBfuNYbMBhT81mTgFba/LMj4 adRMEvjmDL1nYZEFNfp1Xa83pOC+i0pVzWssiCs2LFbImIJ7kH3CfFhYEfVm gmaBGQW/JEzm/yrGij4bTu0qtqHgxrp8u6L0WdGKlsxxLncKLpW112Y1mxUd SXv2Rf4BBTczi2ldAzvJqJ1UAIdSZ9Q2wDm3vlUTHrXKFSLlsKIHSZyFu8DZ 9J0dTOCvjz1jFMG7/UV1+MBnH2rq7werGrLIy4B7XhTVHwTrLXYvmYKDdrOW 6oKvaYZHF4DlyNeTLoLxHz2YUy4r+tJ86kw62Jw9SvR7Hita3qeSIxJLwSOc h38U5bOi46zzNawPKfjsriSTq+9YUUecT3n/IwpeVkg70VfFinYcon69l0DB DSu+K9V3saKlkjzNqmcU3OfTTfZYZjYUOCFq9TyPgrcuNhbL2rOhSy5nb138 SMGtrfWPyIMZDJpGCU/Xt7crgJVJaqedwLwJ3ycUwZHdW2QugY0PDm1XAf/0 +PX5MrjrFilaCywiaSzlAh5k+c/REvzy5tYWD/C68AuBe+DE7QrCQWA5dMtr FvzUSLYgGRwauu/Aewc2dMD7RddnsIZgUoX2BTaEc71kOtRAwQtVr9TYOLGh 9xnSXTyNFDzej/tznAsbEks7Y1fcRMHtyKcnyX5sqCM8ReBfKwVf5Oze8fMh G8rnvph0rpOCb5Wcvh9Rx4Zyt83bZvZR8KvG9MsTMuzI6Wv/FatlCm6itN49 CWYJPoERPiQwbDgNVuEr5LIGs/8sVZ4Da3wKeE34lZ0deRnM0SE6awPud8tP oMiyo9B5g+v2YPP7Bh+Fwc7PknwugrVaIiSPg7/mfLvjDhY4Su19AVbO/JJ8 B4wfWDhtLceOkn6M1eaBubd/U/8sz450NqI2NsCvZ57wvd/Njr4pd/M+/QfX P2p7aZASO9okwFXVvQLr6eMeVhENdmRWJ3zaZJ2Cex0yzDx+hh0JNWTHK5Cp eKB0VH/GHXaUuLvYKoSdisetMlna9kP/B2RjhrZQ8e54/ik78L/I6e+EJZUl bjuAAz8UiQ+DC1010h3Bvp/U3xBuH/SduALmvnOqbQTM+WnGzwfcYuDGOQ4O Sf+RHAtePPckfBp8TS+vpxY86fggYBls8NTEXnaAHdUeF3ZlE6XizFrpl+bB EQx3j+4Ce97V8A4ZYkdvadM9HmAzIb+4V6PsKOHfejF1KxUXVJn9NDvNjtz4 njNsE6PiT9x/ageusSOXq4FMp7dR8ZTR17vT+DlQQKyhdrokFc/4doYyeJQD fX2959iMAhUvLszKupjDgYTi+FVOHKLiuUrWSpfAWasGroTT3tErL4PXjt99 RTimzK/zKnj82YbISfDlan1GD/CEyhCjHlisY84kABzAlt+oDw6dO0B6AtbU VLIyApvvaTJrAp/YWAo2B6/mjVN35XKgupIL7Y5gjSx563kwa8Po+WBw07M8 +s3XHGg66a5/BbgnqsAvtoADoRxzx93qVJz1Yqk+9h76YdGQ4kNU3GJL4xy9 lgM9aq4y7zhMxRlCRg/g3Ryo0UDg55EjVPyo6c4mfm5O9FSy5fSQLhXvWn4x XuXGiRq6Nr/fa0bFpf5WWtSAw3gL+glfm/7ZVAse+0+Pex+Yc4g35yM43jTo AmHNDn/nVnBiy9Sm/eDsXJPJLrBuVpWbEtjfjjY9A3bZaiX3H3hbs8PcVndO pDRvn3IIfOnpjn8+4Anz7KBj4FXtVKZ91ziRh4fMCSvwltikbWnXOdHWN4Mt 4WBrhVizIE9ORA2+/rwXPGB7u1rLnxPFJCaHRZ2h4tONZxNrwmC8X7r+gDkV pyZzn6h7yom44/dOhlhS8d0a3lkNLZxowU2/4YktFQ8OP+n0SYYLyeh5S/Bf puJ7Dkcut4P5copOEO5ZbArtAG9fnXYnrOpwIuMr+I3ThQ+Ep9V1+3+BH4QZ WW0Gm/89em4U7NoiHS8AVrDWOkWW5ULYtTp2YXDn/gOq+8EC+7/MbQVL9kqz xoOtovdU7gTXKlNeWctxoRmOv2ZqYOaBkpEpeS7kwproaw8OV5e+yKnIhTR3 hsXmg6PnSY66ylxo8MJjJj1nKp5w7p1DjSYX8k3TYgi4Aut5z3ab9xZcqCCb 9WK3CxX/2rVk+iyKCymF1Xg6XafiO2XTjrjOcqGF5TKmLj8qLnf2eIkbeMwu R4Lw7rvTCtfALz8kaRJWGTsocAPsfc7/JuGjWV9GfcE+XOqLhM/LMkWHgudM KgZ/gNNknbpSwL98Cmt+gcXkdl9tAceI3gzsBfPLlz2WneNCzK2R68Ng0q6O sQFwvsD92UVw1x5KjPlfLlS+R7F9kz/0r2rfrbnEhTgTBq8agseP7bjBv86F ehOTJerBpvtOdfyicKMHSwz+BTepuJBROzWQmxvp/BZjCLhNxZ9Gtzs2S3Gj KucvuzeCqHgW22cFWxNudMz+ntTtu3D/3H63RFgzxFODMOdi0gc7sEWSjSVh tz5HEwfw1Ku9Dwirvl/3cwQ/1vy6TrjhvEzzFfCKk0hnAHi08vYlH7BoTHJQ EFjGc3dmLLhbI6D3DvhVf6R4HXiLUl1CFDiz/ChdzpQb3U3VYUsEp12tWP4L tg7f0f8WnPj5ZXXYGW40fPTc9XFwxJNb5m8suNHeQj1+0wgqfkVWIYTBDuYT SjORiYTrpxv2K/kqN6Lbho7VR8HzO1w94kcoN9I7eunc0H0qXs6SPWJcyo0i 9o4HvI6D9efan3cafIAv+DHhtu8iHiZg29EtuYT7X0aSzMBCN/W/E2Y9flX4 LFhWI3/XG7BJ+J6TNuDvCh4/CU+yvn/tDL6duri/ACzGXnsjBFw51zNcBA7g 7KG+A69rntQrBWvz0bcJl8H4xojNtUR9EV/zXvDoQubzH+C+XScanSu4UVqZ TSrtMRWnmYxnh1Ryo8zn+1QtwAapci7v6rhR9H6zTmo8jFfNWRDu4EbaR7m+ nUqA8ZdzyX/GuZG4xa13HYkwvuX1FldRHpQnrWfr9wyeF+6JnYTDlL+7ES7Z HHrPDayP7AMJb7exYrwGfq7unUZ4YY5jwAN84W/6IOEkwUvZvmAbtVUnf/Co vcSBULCsepr7TXDwSrxZCjiOtS/oNpEvHfigGVxfTc8IBksEnmaR2cqDdAZN RiPB/5T/zfeBD/7Qu5wMfv5Ms8lYnAeZe2w6hxH1r3V6q+zgQYFRB5cZUuH9 J7z6dWMnD/p1ZpgrEDzoqBMTtZ8HfWVXbQl4TsV9yd207BM8iPRmG7NrOrwP VdimB715EJd5DA/7SyrOfiDs3RDYqe+WGGEXNabbw+Cv9ld3EVbVIPOOgodN T5wk3KK7sncCPLJADSO8cG7sxhzYVsCTgQOsFdy4sQFWHzGdItzz6S6XoA8P 2lNFbeYCC11i36ULlrYQCuUDRyRxXMkD52lKrQkR9Unc4zd8IX+urW8nUb+J Pszsz4P+k7ucqANushLtkbnNgzxsKB8DwLMhim1X7vCgHV8aWZbAB7+Yvl54 wIOOT5BVu19R8U+uaS60HB4UfvZCR3w2FV95pTYj8ZsHBTB2lH7Kg/5Hr2RL gjnENOsIi+x8ekEKfE41v53wwQxStzTY0DZ6hLDv87oGWbDfzROb28HrTwzT FMEDk1VuhEmRDqZqYEpq3s7PYOarkeXG4O4z3nEdYPreX2GB4A+8v9y+guVK fbf1gs9jX6V/gS0aS40Se3jQRGHq/WFw2dh/b3n7YP4PY002iPpySj4b/Tyo QZGeK/ca6ucoUL+Pwnqj9caGgBnfbBWMWOBBf24FnlB+Q8WZihkPz3LwouTb j95F5FNxvqqa6IqDvOi/uhE21iIq7j1/7CgG/uB+YBPhPomWDcLjIpGihPND O69UgiUcdisSNtAbOlENFm32MCEc9Z2ZpQGsukJ6Rph1Wvf2F7BYm4ASG5i0 pd11HNxroWrNDp716D4lpMaLLlBOF3KC22QW6R7g8sThs3xEXox0vPwhXnTU NyxTBMxse/dZojovUtZ8q7wLvMpgmO+twYuMD3TLG4MHD/38rHSUF2nkenon gUtKZvnzjHjRpc/aSfJvYf+QvzUpxYkXZWzS19Uqhv3KM6+Xtx7zIhfvOY2T 76l49e5ol9tguUd2uoR/Yi+UA8CPcz8bEWbr/lwTCA75UmBP2ElIoS8EXLDi HkJ454M+oUiw8cu5j4RfBOlGxIPfh00b6IFTLmy5mk8ct+o5pw+Oka/c1w/e Yv3Y2xDs9Z4Z14mH+TdcfHMarP0prpMzgRcNtceInAP3MLwlJz3hRTFapJEr 4E3Ws5bvk3nRKaqPeTTYX/QS72waL3og/fdpO9jwiYWP3RteNGz9r9q4BO7P WPWT2g3QH/+mPP1SKn4YPnDZVnkRrh0qtq2cilOMW1+xgx8/ZpQiXL813p4D zDfsLU9Yr1juGyd4+qazKmHzQSOMB3zywSljwm5aqZGbwaFHRUIJpzGoy2wH 807kTBFm9vK0UwU/F22o2A5uuTj2xRF8WGLQQoLI0/1UUgOObcp+LE3kcSYF 3VzjRbX91zh3EXmx+wTm1nnhfTE3ewBMe2an3sXIh/Jn8JTT4Kb3lZGZTHyo PtE6LBRsNuYnc4SPD/kIpqeOg6/oLdj5y/AhiZUfwrkVsF+iD3VOm/GhclNy 1GacinMc0nw6AyaP/nhA+NaFlIuz4GWvwnjC50tMV+fAizEO6YT3WteLL4L3 vqwrI9yU9fLyGrj0/N0xwhsal0msZ2BnLslzTABs7zojvx38rmgTRRCs0LIS dBq8S5jsLQT+cId7bwlYg+2qwxbw2L//7gWaQ97gXdXt4IO9ETr8FnzoH/bz lwL4d86edwes+NDYvXlmbfAOHf/4EAc+NECvn3EH53ltshBx40MUeR16C7i6 W7NX5y4fEtbDmn0qqfhU5tOx5HI+xPrUJ6ziA9wv1fpvUsBhzopRhIN61j2e gvf9NxRDWEjAkpQK5mo8lUhY646gYDq469vOPMIJDjHaWeCqxK8dhLW3BT0r Bg/UKIph4MQnF0zbwDFJPW8JH49SqGKs4EPtdtL9ODjNvSzBHvzztPWhKrD5 oW/HZDA+lL7VbaYOXPuZK7MI50NtNVtPfSLy1v3tm6r40CvZ4rU/RJ6x5a/l j3xo66T7OnMV5G0Ithp38iE/Z3KWIdjc5EE+6xQfWjcL6/wFlnDT8GQD1+Ot XYSnI2fU2MGjkvy/CQfX6H/kAO+dTB0i/Hofew83+I9j2RJhGl8wx2ZwMeeU UDf4TauH43awioiRFWHmY+aiB8Glh/iHCRcdEA93Bk+lhi7/BnOL59m0gckz W0T6wLVjDdyPpvkQ9zir9SBY8TbpqvgsHyIlT/dNEnnZrrIqf/nQucHVjg0i j9EgzWGFD237neEkXg15OeyPcCY6khN6Y20HriWHeHmI0dHf6zwJfeCDFsOK N8A1i3lJhPMLj48S1vbUe0Y42YHrrBfY/PrdTMIedY8P+oLbrajFhCXvZm3c Bi/9XfpMOIT3U3AkWEzqN8cfsLa4SEwamDEp4zbh2kP5r9rB379KX+wH13l1 /1AQp6Ob0ePKg+D6KaVDQ+A6Da+OEXDjjyGS2XY60jR6yTIDbis4FvGfJB0d O+tqvwHusuNIWZWlI5Y9rD+Fa6j4RFVsdYAyHY1ZpHQage1FFn0Dwb9m6F2E u66d2R8EjgoO/0W4VkL0RTB498vr/YST72TcCQVf79WdJaynW3I8Cry2aYnD GJzb/rstHsx+T/8I4Su9Mr9eg9Ur/xUQnlzH/3aDGyQ17p8m/N+E5AEVOqpc jdU1BU/nHQmbA4/QdDFz8OyThZP2qnSku/Nfqg14wd3s6xE1OirQdj17Fcyw Q2SUWZOO2Cyl7oeDPXz9U1nA6zJhsYTHO3rMWcHFi6NxhL8FpzeygW9G5iYT fj2kkMMJtn+1P5uwddZhFzo4+KVmHWF8z4WFreCd5efWCN86nE9SBrOo3r94 l6hvdVTYATwTPnQ4AsyYcO1EJfjRvTOzkWASd3OulxYd1Z42OnUfTF31cx89 QkfvbVI4H4NZO36vNh6lI4fWdM90Il9Oo6gJHNG/5kN4ISjNuRnst3T6JuG+ /Re7W8CYCC2EcEncLPYJXG1y/gFhp7PUwK/g1mjJXMINfTIsf8DDIi/+EA6f ub7pH1j74TO9F0R9LnYF6WN05M4UviMDzHZcxSoI/HpRrC0TzI5HVx48Tkfv VC5IZoO5sg+H5OjSUWC1SWs+mB70nOueHh3FK7Xw4kT+T2o94fVcEX7CDPsd b0WDFSUvCRIeH5CbuQ8m8zCLEa7WedseC9b/dlie8DW2jw8TwJHyRTqEO2Im hV+Ac2cTfAnHPvtPupw4PmQ7SJiOtaIxcJhv//tK8KZ/K646+nQUfibXugrM 72LcsQEW4LbMqQVH1L+NYDCgoxcSL18TJokLHmEEM6r+LSA8+elXEQksaRVZ Qrh274U4Knjbk/I6wh6LXuZs4KnvW/oId/qn9PCDW91+8deBH0WOjsuDa3jO 3CK8OesW1QJsQNUwqgcLDGYrvQOP1nctfQRHHeKaIvwmR2KVMCXONeM9WPu+ ywbhaR0lgVJwrzGN1gCuf4ktl4NbmhX5CHs6t5dVgaNDQuUJf5tf1GgF5/Lt tyX8mKypPwh2TgxvJCwg/v0C3ZCOCh2lkhvBghbUeBewz6yUZjM4uvCCoSt4 9IWrNmEaRwOLG1javPQY4dnyKG938KZyPQPCDVsFLDzAudeuWxL2/iOz1Rf8 9dWHG4S7nAzS74AF91pkE07wevImGXy54O6mFjB3+9rFFGK88BcBwiEy1tue grkDRUUIu/3Y8eAZeP7km22Ej6vlXksj5vulcxfhfwyVyq/A4Vnixwmbhw6W F4Ffur/1JywUp9jQBGa69nOIcPTUg4BmsHu0xBhh2tEF1RZwXtaVScKzSyVZ reDH3Qx/CTeYa0W2g2WVJEitRH+ipgbfwMbZziKEu9J9O/+AscI1A8IG691R /eBdWdrGhGtNDusMgK88vWdKOJ+J9m4QbHVH/Bzh8Iv34kfAjDpHLhFWlU+1 mAKfjIwIJpxQWNf3D0xTEiohzM0h82SF6J9mV044xCHCaBVc+SULJ+zGb1i9 Bi5zUasjfNyzK53hFDyvH1t3EP53YMKRBp7JfTFJ2CVWX5wJ7HR5aobw4Pib 74QLpFX+Em5P8jjOAi5K+rhC+NXGhiw72MdrnLkNLGZm20/YQ34/O+FHr6sT OcCox4+LcIBNGAcXWEeDi5+weRXvFA9405LidsJtwtczeMH3U70lCWtf+2rF B/6lW7WTcFnTfwJ08L85NnnCeyQS2wgPJRjvJvxKV4RnEzgox1uR8P+3ERQW "]], LineBox[CompressedData[" 1:eJwV038w1AkUAHA6se2v74+yWKVNaVhdaY9QjdjBuG1zVrVs2ZROF4nKlovU uT3amly11d0QJWvqjPK79WPDixHJha50F135EVeTRFLRuXvfP968+fz13rwf i6ISQqNnmZmZbcZg8vliUi8Inef7jbWgYEOfFbCPO5XboIv6R6Y0Ayz44dnx WFu0o6EZ6jbNgUnPV4526KOnd6bKyudA3Bl5D+PFKXW3Cmaxof+f4nNC9K+i pNyEr9kQ7kfJ7dGfUrZ1jOjYcD8r0WI+2kkeZcpvZEOtzOvgAjTPz5UsceaA myH7Swd0ZJ66breSA1enP79gXPp7WKB/Ggf0128rReh8D8nFtg4OsGYvIRah ew3bC80nOHBUndHCOLqzKTNZwIVY/nqvxehJmwsxT5VceL7rxlvGpjdN47yD XFA2EIVL0AcafcoJPRek+x7aLUX3PJ1IG2rlgvCBetoZXfZYFDfqyoMzYqhw QVeu1jh3SXlgqXWME6OrVF0mtooH418N97qig25lV17X8qDtwr765Wht82eW /gEPfN88OLQCLWzxtRK94IEx0GOFG7rxdJaF9AMP8j98urwSfTWvhlAK+ZCs 0qa5owXaSxu9IvjwtuyFtwc6T3bCaWAPH3axg8YZp6tagqUpfAg1cXd6ov2K xsJcsvggXvCL/2r0uCJqpr+LD0+e/2bli75ZVdf9txcBId4cYHykqHp60J+A O2f3fu+Hrj388HpDCAHlUslLKVrek2r68B0BJwtMbQHoJxtutOrPE7B69/3M 9eh7F3pCFcMElIJboJyZR0H/XocxApbanZthnHYxXdwxRQDdFpYQjG6ztbce tSThlWtfiALtrAs07rAjIXv03dwwZj6j5v9Ra0kgg5TtjINuD1V5+pKQkVf9 UzhaNL4sdqM/CQcUqe9V6JKB3LS9chJkFZaPI9BRZtcurowgYeqQXXYUU+9n MtwhmYQtMz6ieLRHp/dwSikJncorfzK2KFKdKKogIbDki7MJ6Ik7tupHRhIk 21vN9zP9iBe9takjgd2oGEhES60bWFvvklCb/u3Vw+hz/tkNL5+TYM87uSyd +Sd9kmsOlwJ99OtBxmJFptadoIBVH5ybgQ6vjeHfpSiYiJ/L16GHhKxXQwIK 2jtzRk+i12hKXk+KKDhyvqT8DDrB2WnxfncKeu0feeWgdbM2mfFVFIRqPMcY E+KkY+u2UtDanlWYi56xWRUcr6agMnWb8DLTX+nh9007KDj1bHj6CnMvxRLH kFgK1hqm6q+h57poIseSKcgRiwIq0AuTZPFHsymgtT/+y3gkcjIwOocCXc/g zUo0Gb/QQXaJAs2pwqVGdL/E7S9ePgXyNxJWDbrzlORjaiEFn8sC7tWj/Wuy 1BbVFER471G0MfvLNhxo+oOC+UFGdR/aJmaqu8qSBn2eraAfnXkiVebNooH1 Kfk+Y5/m7mM1c2iYKFy3bhDdZRXjZeTS0M65Kxpm/tsnUXiFpuFIR8/Aa2a/ amOEjwMNvUrz2I/MPXSragzuNOREyw8RG+f53rHVGRK30UDXFy8n0Vv6bq2p iKRBJ6CGGQc85E2PbadB0/IojEafnV3xLm4nDXKXSG9rdIxINhK+m4bS6uZV NmjrzTdNZXto+B9Do0C5 "]]}, {}}, {{}, {}, {}}}, {}, {}}, {{{{}, {}, {RGBColor[1, 0, 0], AbsoluteThickness[1.6], Opacity[1.], LineBox[CompressedData[" 1:eJwd13c81d8fB3DuvvYqRMNeERKFcqysIhFCJSMjMpLI+JaQMpMGihSRlaRQ cT8yIiMroUiKZI+QEb/35/fPvY/n43Hu633O+5zzufeKOHofdSEwMTG9hRf8 fSDxaMPzswT0vOxSXLX0PEOyMkn9BdiTcKeqA+z9u6OgFPw28c30DzCTjsXN MrDoBYmjFJl5hui8hW0l+KuRP78J2OXYsYkGcMO1f4+7wBOCNlyDYJ2witpf svOMlUcnbDg8CUg8r1icQ36esfml26gH+FWN6wk7pXnG4d4wmrgXAb3jdM9d 2jfPeCuSb3jnHAEZ/Dp6XM1knpFWQmy85EtAl2obv7Z5zTNsukobdS8SENU8 cbvdi3lGBz9/06dwAuoaIJLMtf4w6tO/tCynEFBGtl/mU+sFRmGBc6d2AwF9 3hcQuhS0xFjsydLXBVte4eWjXVpiHCAPl+mB/9Tl5AmAW0+43DcA6x18+Xkf eIbjjMthME3EWSkErOLrumQDVpXj/sEUvMR4vcdDyAf8YzFHiyVkidFQ5e2U Dna5XdMvHLbE+Nl2aX4FvM0ttlA7fIkhvJDIW9pIQPUbyqnXbywxYvdXWkg2 Qf+8LqTzpC0xPFo3dbG0EtDP9tss9LdLDMmZ+q7OTgJ6LeZwPPLfEuPhbplu l28EdOenRXBh2F9G8uvJnuuLBPSUOjvhHrTMCGkIGGgXJyITD11iuNkqQ7z4 i3cnuGo4Sf0muOUuYv4ENlfs9n0I3ubKIt4DblbeO1gFxsjp7gPgz5Pub1fB ZN26P2PgChThd+HIKiO+kpeVJEFEziHJn9zMVxkPS4rVVMHHXMQvmlmsMmrv jyWmgs0+sUgLW68yWH1P6jpJElF+/D7tFydXGamCB3P/SBHRY38nix6vVUaF xyY/fjkielBRSF+PWWUsspWSTygRUY9qxIny96sMb/PZnaP7icgX3ROd0lxj OPadDV63IiLPw91didv+MQwmHATkrhORKqUwNQZbZ8x01j3dCf75hUi4B773 RlZDAewdd8Q9Czx2488JJXBARJNaJThWJvqxGvjvO4OuKXDbmWcKemCNG8dZ j1avM2y+/9M7AXa8OuQr8G6d4dGd6psAXtoZuyO7Zp0Rj3V9mAfb1ZiSqurX Gd3JhqFvbxDRohzfyGTzOuPMfsWhw7FEJLm7YvPB3nVGRPxGvk8CEdWEKx/u mV1nYIrpWq9uE9Fh5lq+SNENhvqFL2e0HxHR+WeLe2jhG4yd68deWr8hIkzT 4NGKMBPGw2VyNGKSiKYoMjlF75kwbt/NjZHg6nZP5xdgro7vWtfATyULRcrB HMmB8jfAjHNi96vBrAJPaIngs4EjiV1g0g5mRho42r8+aAW8tKtM7gU4VXLK 8GADE/bVTIw8BC6R6v/aD85OWC3TmiIiZKz1he0DE7aXs2DrKnj3WW1lj2Ym 7CQH+2/fGSKytMgxFm1nwvLZPv53ap6Iwoq1FaP7mDA9ukWh+jIRGby2kJab ZMICCHa0WRIJTVjvSWjjZsb6/nhUnRAmoY8xH0qLbJixzN4bsmomJOSu1hVp 28+MPVS3ytwLFp+6HXoSd5qIgDp4fsTygiM4/UQ5eT/4bfoHZw9w6vfhQR2w p9Rt3Uvg5N/orik4NOMJUyo4anmReAb8WeNNYC/YQ9CpPxlsVZLvYDPAjKkc 10icAz9bK+S0+saMNfSMLxQeIqEvCnZjR74zY1OfD1WLm5KQ2FufW3rDzJh6 N4cNjzkJkVT1K8UmmbGOjqTISSsSSjk/UVq9xoyRmlMHHzuSEPZc2ypMiIC5 VeXd4bpEQhWnNkZZrAmY4uMPhLFcEuI//Mlzsp6ADYxq+I2DL/8ufDUDjlUo /D4BfuURwfQH/LsiAZsGxwjJJa+AH7VZhi2A6Wqn3lDfEzC+9YFlpqckNGvl SBcF/7WZn+EHbzLoemwFxjiEv+mD7xx27WCAj1zyepMJnt9yeHNSAwHzMefy P55HQnPjivtUPxCw4o1jww35JDSVKzoR0kLAlOy/v88pIqFTZnNspC4Cprzp b6xLKQn9FV47uzxIwFSuSfB/Z8D6JmylwlcI2N6zl+V6uklovEjJh38nEUO7 VS3rSWR01eLd1bzrRGwqMKfmPdjNnWZZCL5fJbC7EXyx8ZB4MXjZaJW7GSzk 1lb7ElzigH1sBydvryFXg8XjjU36wXGBVtc+g2m/T+r8AR/6qnKddIOItaVf UxQlk1FQedu1k2AHll62MLD2rms+PDFE7PL34Lo9FDKiexNmgmKJGJZQrZpN JaObxc05BglETHvikGAECxm1Hv1voz+ZiOlkOw1oc5ERs37MhcUMIqbHf9Ot UoiMjvAJPP38kogZro6HlCqTkfupkMPOg0TMvCYz+5EDGQm7PjAfVyRhDrVq KllgQSGt+UnwubqWd9ngXqlvyTPgG++Xv+WC80y29CyAa5vMtzwDv3sbcpJJ iYTt7WJOeAP+oT/nsQm8bfh0YBc46l9GuBZ4jCJqQjlNRnxmlMJb4HDjRzPu 4LuDTFMayiSspP2RhpIjGbUPYTtid5MwnsHH7QwnMorQJRvLqZKwjrXsf1/P QN7j08XOGiTsqGreMX4vMppmUpir0Sdhlk9LyLFBZKSQHnt+jy0Js0mocbmQ REYtHaY+k1dI2Em7YQnDWjLi4poTWWgmYZ72waVGYLsDHU5L4OAT3Lom4FCe 59nL4Hun9juYgrUKPGTWwe1Ot1Mtwb+zWxSpLSRMz1Of8zS4ouSoliBYNjT7 bxC4ZN9xu/3gxXSXpnwwx16bhEhw/NCwD2cdGQW2bv+1qZWEVbmPvOkGS23/ eUz1I/Qr8Je5y3syUmYqUwxoJ2Hfkn+Hhn8go8u1u77NfoL9aZ389LaNjJaW IzV7B0jYae3FSKV+Mjoxt33AbYaEOUtRR7YsktEtud6SJB4y5jEv/WRSioII BRxK+hZk7KOXxJZpcI31F4IBWGVUJH4GzMKS02UIXv+6JWAeLB+uEXgInFTP dnAZ3IPZMCzAr1NmhknSFOQW6HzYEUxH5RLCYJZPmNt/4NxYg2xj8Kh73P0K 8IjEmawccLP8xb/ylmTstM3jR6dlKOjlpTtXNh8jYzaVWzM+yVJQ4qRp74gV GTO4xnOvUp6CrrmuPoywJWPiQmvX43ZT0C6xuselp8nYgM5HL3ktChJx06f/ 8iZjR5Mu7PGyoqBvjv7vU2LImLrSu9qJCApKsij/ZYORsYz8qr1T4Pho0cu2 YJLkm4Jp8I2xGAF7cOuW0uQ5cMwee6NTYEfSE+e/4Fe/5vJcwDc+XyeRIilI tvKvlx+4N9RcTwhspHhmPgYc+GGwxgicfKxhtQr8ymnj3RNwdFweQaKajCnd 0ax2iKKgCvWp0Rmw9Oqryq5rFLT3eRF/dA0Z46/Lf/X2BgWxNs5vvKgnY39s bufGJlJQZ4s/C6GFjBVddovdeZ+CpMrZQy/2kjHRNg5LzxcUVKf03Ltployx etv9GP9OQfy3+0eVd1CwtqyQgEnw5Rv551TAd/oe0KfB+QWBf/aAdxwc3DUH 1rnIxbQPrLLVJeQv+I6EKr8W2L7p3CbyEAUZ/zqubwIukgo32AZuIRAzncBH BnPzj4B9K74cS8bzzRfPvwTPb8t9uQAWVblJ+u8HBXHfLT1cLkLB1JfrJXiG KYgW0fdNU4yCuV1Vdts7SkG7143jdSUpWO1d+mTEFAWdKpYVM9hJwcKwssWt q9Bvx4onUnsp2Bw3H8sRPioKG7vSZG5GwXpKmxVLD1KRhcKpj2eCKdiDscma l+CwPVHibmDHHZzWZeC46wVB7uCJGPPQ1+BTAktinmBmp+5GDPyl7WqgL1iW e9CxBZxSGCwSAg72mk8eAZsJDvvdBG+T3LIsYEBFfzrSed+Cne+6VoeCZVKK DnGHULDpIMJRA0MqCsL0H7wBU7T2nu8zoqKVwYhyzjAKtqfx8Uumw1Qk5dLT 8/IyBUvqv6R+2IKKmljMW5YjKZgJRUZv5BQVLZ7WHHVIpGBV1pHWAkFUpJTC 9Lsoi4Jlr+wPC8mnokuhcrynmyjYlk1kljBwjNiFfY7g+F3Nt/8DK6hWnXIC BzjbFobjzjQtcAEfbA34Gg3eGu+m7wEezXymfhtMqb188Tx4p5HIUiE46JHO l0hwyV2Szzfwmf1smXngKpWm0zoFVNR9rUziD7j7nI0+rZCKQs3P815rpmC0 H35syUVUFFL55HJBCwXzaMpJzX9ORV/1VB4vfKRgCve5y/rKqOhc1B2eK10U rHz/8PTeWioSENkYCemnYM2XY08vfKUijRaJSpZpCjZP+aJ3joOGLq6pU29y UTFt3kBWB18aus3sd6vpMBVjy8kOOQ1eKzrn0QzuVu+cdATfXfPQbgF7Oiq0 uYB9Ax2nW8H3nv9MPgsumTtk0gGeMjPfdhEcN8tJ7AWnxsoqxYN5tpj6jYD/ kPut3oJtRfLNmE2p2JO/2o8E/Gio32GUrAZmGWDd1w4+7uTn8AjckZtxRsef hl559rUEmlExxwPvq8Uv0hDqe3pD3JyKRbhvDvwdQkNMjIqbFy2pWD2j9Kdf NA2FrLQxsdlRMWPP2crIDBqSHfz3ctqVilnUefjkt9CQSH3+84LLVMzl4olP izJ0ZOvH1mlYRMUS65+5/AWX7XaMNwK/3kRYXAY3PigzMgZzlT7Z/A/M7nka MwG/nZm2JsrSkchscaEpmM8jvI8TnPhAK9oS/M4+55s0+Mdlof0O4B06s79t wXeDW7IvgvvYIterwJq3tpx/AjZ9VCB1TY6OBL7Y/SM+o2KqLatB/PJ01Kub 0FYFpoilbturSEeCTfZ+u59D/1q7XYNU6WgLISdXoJSKjUocWVnVoaOO72q0 zgrYry6d7cz28PkMzY+0OirmryTtzhpPR/Q2pY0rfVQsfHxubfscHbnwZt+a ZaZhpNJ8PxFwvEXZtjlwZIjzqChY5HjjU9zR7N2dEuCI0gnGPDh+V0WeHNik QHFiAZx6/j8bNfBERqHeCrhklbXUFLz/XvACgUDDhlglzoaC93W6WvGBdXZa 9/aBDR5f2aQGZvZ68/L2PB1Rld5Gh4AvT109x7pARw9kj+tSiTTsv1m+wcUl OtqafosuTKJhIUuqNS3/6Ej1Jme/DoWGBRCDrwfTWVA1j2B5JAsNOytE3Px5 BwsyLlpbGeShYZYmvLvizViQpvAv13lRGiaVv/v0WgEL/N+UySlBNMzGJunj P/ChHcObXoCjybP7N8BRnQ8jcI+dKtpCKGRBW0v5HUvBBXwyXVTw5xPEra/A imHbDHjBERYdSRVgdXO6vCzYpsE0DAObLg38tQYf+Fpt2Qr2172R+AI89DFx 4zcY+zLI8ChiQfv/dRwS0aZhtmzx23qfsaA+sdm6BHCs1+iXlyUsyEioT9lT h4bN7Xpg5V3Ogu67Ry+L6tGwt6WUQ0M1LOhWUrhJtAENM6/qVW3oY0HfTTWu K5vSsOD2/9iSaazo6n/0KLodDfu41FQm58yKrtS88xv0o2EODmb68uAxmV2f cM80dHQogMXOpKl9B/Ok9k4qgakO59dwW2r+EtsLTj4uEvUD3HeZkKgH/up0 IWUEPELf53YCnPXpH2MCvC70RCAB7KacyLYM3okuB82BDedfP+Y+D/2OVtGo cGFF/k9kPuiAdQQfVB10ZUWYj/9SFrhU/VzdaQ8Y70zqcvOnYSmhXJ13fVhR Ir/y3akLNMyJeGyKGMqKNMZqreYCadgSx4D419us6Mh6IfoSRsO2S87cjH3P iriqNlpUb9Awb0s+z0lZNqSbLntsdwYNs1JdH5gCa4+dy8B9QGDUfAbMK/ji N262r2/U5sHy2zXCVMB5Tk7EZbBGi1HOHvBPv5JUkhwbai0+vawGtr15pFEI LHsn+IEmWK81VtIY7P3VelgfLGBI/v4EXO5Zct4GjGksHnPYyYa+GM7cCAVz ifVodcqzof6jyY/fg4tn03grFCHvVW6o3UPY/3ixNxGqbMi68Xj3lUw4T43K LMI6bKgvIVy88TENCzpgnmt8nA3d15+8ppNLw65Kx//MucaGhihtf4eKadjd NeoJx59saFfc2b5JjIYNpGyedgJzfMwRngJLqklccQELLfw4ibvUVyfbDVw+ afcDd8dIyOQ5MPtN44lpMEf7bGgwWPih6PosOCr7S3oyWG2wUmQR7G/6bLAe zx9/6LYOPvLQyllumA3RtAUXOKppGE0v++wfsOj9TpoiODBG51LULzb0ONRf yA9ssyX0bt4YG9pjljS5ABbcO9c+N8OGdi/cPbj2joalnf968Oo/2K/kyG5i HQ3LGCtWzNrMjninLr9bb6BhOT3HSSOG7Mjz1BX7J200rKw0P9+9kB1Vb3ci tA3QsCJVB9Wz4EwjGTXcWeV81Z7g9RPTZ3EnvQ3t9gZrHAz+hNuz1ow5AFzI l5TbDt7RNW8VDr7+9I1pJzh6XoOQBrZ/sZ7aDbZVbrZpBp830tvdD157NkHe VcSOria0OI6BdfLlHf6AEam3kvSNhjVnPuP7r5gdPbj72WkfeDD+RWjyC3aU cOuW9yMwi/sbM0YFjD9LvXZ+kIbZb22a56tnR1LjXZXcQzSMKWpMAxtgR48U vl4/MEzDDK1lmjdzcaDLh+si7Mbhvi4/majx40COKfzhzxfhebhQbV8H3plr kIfbf+Zrcz24J+diB26OXzyFjeD2oM+iJWDdrjCvj2Aztzs1uAuKrKb6wBHe 3ORScJgTZWYWPCu5du0VWLTFZX77eQ4koZEV9wZ89qH4SjD4OFHrXh147eAj qoo/B2I/k5HXC96a/EA06wIH+s7GUcu8BM8nhWSbiEAOtCW1rNEcPOx4pVYv DObzb3DHLHimye5+3XUO1L/5GVF+mYaR07kOvX/Igd69bKhJWYXns86l/A+t HKirJ87DkImORd447NEuy4n4dGKqiHQ6pqwdt9wBbv9SNIR7cKk5ugs8caaD QgKruxzK+QzeYy5ohntGy+RnP1gy4Mk33LYLhifHwCHMVUwUsIKD3lGiHCfa um1Ihwbu3qOhvgec5rNezwaW/C7NkgLWibzWuglcr0bKc9jJifbWfOmTAtOG X/+eludEO7QTRk3AN7Sk3TmUONHaK7WeW+DEPwQ3EzVOdD9mH12MhY6lnix3 qdPlRC2TZmUHWOlYkbLY6Qp7TrRprsTrLDsd+9z31zoznhPVn2S/kcZNx2Tk svR95zjRcIz1bgdBOrbTzvi1HzitbNQUt2LMjII/+G9PkAfuveOaAhfBj9fS MnEb5n8aCwHXv//GeRp8Ro6aGA1W83KZwJ0l59GXAR7/45btBN6xU9G7FRz0 9wi/K3iz/Nt7cvOcSPFz1ooXmLCra3wYzCFnzwgG9ymTkmwXOFH4BIv2XfAN decB3b/Q/7YAiVbwhJH4xc3rnEj39pKfxhY6Zq1ytKufxIU07/GK8wnRsS0W HeSrXFzoruemlUphOvYwscOtRYoL/fouaPJnOx3LZ+1UcLTiQsOO1O+zEnTM /kr5X9ziac3LuDmWHrxzAh9vvMkzB/YbcrNyAb+gCuvhVq9YD3UDC7Ip5uD+ cEa25Ry4aLeV1zx4rPrK2WCwzHrq8h+wbKBibjL4wBUKz19w3s84kfdgNQMX nXVwbqUh305rLpTEppPJIgn9865aXgAbml6yFgPf73xae/04F3JV/pNtCY5N u2z73J4LFepdaXoFPienEMXkxIWKx+9pBknB/plc70/35kI/5MU7F6XpWOkN rdgv0Vzod9rOZ5/k6FglveC35Rsu9O3mgXJpJTh/vj+fHQPX7tnWjLutVzjA CtzS/u8b7p9P4wg2YOO5t1QZMIuxt5AdeLZL3Rq31Q3lw6fBKzv2LOKeYqko 9gJTusRU5MA72OovRoHrn/x+Jg8O5xgkl4PdSfw5yuCDvHyiQm+5UHbz31ua eH3hENvv4J/zva5HwEO7DjV5VcH8i7f+vQimWE0URFVzIQ914pt68JFHO33K 38P+D5FaHJVhvHrholAXF0rEEtVu74bxnkXEHxNcaK8GW9uPPTC+tXir7zZu lK7oLiCvTsfI5+934z5olSmF+zV/dIIf2DKgVxW32OlTzP7gvGyjY7gX59mH A8Aq1TJJuB8Ini0IAdeOj7IqgMecJTSiwd84nDZwR66m2GSAz8cdHFHE86Wv 3moBN3h/eKEClrh6jC67nRu5jdQd1gSvqK38GQJfiowNNQE/ztRtthThRnI9 p5rd8fr+3Zf2inOjNM7jUk/AaUJrnzdkuJGqhEvXVg06NuJmkBS/hxud0dkj SNekYyHEAUrBIW7EJP+i8uN+Opazl3Vm5BI3khDp/bBDm46xaVwv/wVW23q7 B7fPfuqVUXAHr/kIbnUdIs8Y+OlMA7MIuNVkdfck+Itb+V7ciyfHL86DDS3u PMGtF9m0sQG25zINFwUPtsdwCgZzowm5wn3i4C1n2XaZgMMmZHKlwLEP2M89 A6uUbI1QwOsTuCYuhnCjef1pNU28fjPfKC2MG2lr6iRYg5tPbRuUvcKNLB7+ XIsDz0UptZ27xo2slQndy2DNT9bFi7e4Uc9abnyLDh1r983yoRRC/UcsCS56 dGw1b/+sxDduZKOrbWJnAOsfO1cgCWZRrjuGW1jmoasUuEfYyAG3Zg5hQBpc P3LkAu6Qx+8/yIFnTRwycK+nmWcpgcPtwuZxE+JcrPeD0xLK0uzBNO+4Skvw qsm2iRNgvt3916+CSQKVsQ7gnW9CRL+DYcotLmD7pjcW9we50RN5exMf8Nvx fa94hrhR/PY5jUi8/k7V4I2fcL5CKqeK8PqFCuTeMW6UNch3n9mQjjE/3y4Y u8iNNLIZ27PA1DJm7Tl2HtSUySY4YETHeGvqEqs0edB1+TRp6UN07NIfI0MG GP3YqYR7SKJ1A3f/7ap9uEuiu89VgxtmvxvjPmL661At2DlC2gt3fC+N/gH8 nO/lc9wsMyZXPoGLvzepy4AJWzt8J8AX5WcOyYLnAgaObtnPgyTjeX13gttk l/gCwBNX68oV8bwk6RT5AzxoldGtvw9Mc4zJvK/Fgz55l1gZg9eYzEsu6fCg Df1zFp7gkQNfO1UNeZCq9HzFM/Dr13Obn1nwIMG+RR2Vw3TMoWT7gwwPHqTj Wn5FxZSOFWQGPb18jwdd5heK4D1Cx2oVE32ugFPk+2Nwf2U8UQsH56CMW7hZ BzrrroIzT4g9xu2xRWEoCsx/Xu4dbplbQ1viwBusGkx84CcRJrEp4LoF6xDc Ga5bvUvAF59G+28CJ8lXq/wEx9+qc+YHB1XQMIMUHmRxtVBPCHyw/W43RyoP arRWJYiBB5leER+k8aAFiqK/MniTw9yJinQeVL38c7c5OGzbWZ65LB40eOmU WDzYPM0+2Ok5D2qzaftANof7max1+OAH6F/bSPAEWBv+4LKu8aBp1kfmKRZ0 jGT5MY8NXFd62xp3w/YUZ3awt931E7hNy3b2cIA1Hvm447YdsWBwg6s2aV3B 7af3KI4f7JD8pRh3FpOWrBhYcoaHKxVMCwp0Ugd/Ewluxd3qPv7JDezjrWRy H88zaX9dB95ftUcvA8/jeBDx3z8eRIp4oJKN5yWrCMyv8yDZ4AmO52BKppNW HzMvCjyV/rQB3FxRHZdL5UXf9IiBS2Cb8VBZfV5exGp0KMzCEr4fTRedwmR5 kf8vhh35GPxe4vvVPWPDi3xk6h+ZW9Ex9gO6D2fBn6clcnFfds1wnwNvLY0s xH3mtfXaPNhYVb8c926HBpElsKhIbQvu5vynnv/AjYnVf3Fv6HgSWI7zovXP r02Pgp19Z+XFwIqUnBXcCq2rEcdw/3A5agl+d41r92uwf34oszV4fGVfwlVb XnS/c9NJe7Dm91iDzfa8aPrCOJcr+FuhcrnGKV40FKt7IgQsbhCWEuXCi7rV HW8+AT8L2mQv7MeLVJtEvJbBtQO63w1ieJHf857tKdZ0bDr34Xh6JS/atUu4 qdoG7kut2fMMsO8dn4+4IwbXAx6CKWu1nbi3CJwgPAJLvvP6ilvvmqBgNni/ OmMSd6pL0sF8cGvvaa534IOiEZll4ODu7GO476e5WreBJeqlB3EbxyvUMFfx orH/tizUgLPOv011Bh87U7itHmx7oMdIlsGLhg1u+nwA13dy5r7EYH1PLDg7 8bz1MOfmGl70iP3T3p94nuWJ/uVG2O8AO03KccjbEPxo2c2LvkvN0o3Atla3 SlimeRH/A92hRrCEn04gK5j1rtII7pm42f1s4KCE7WO4I+vMGtnBtcGrs7iL VdgGucCcOi+YP4ApvJHs/OCISFER3M8/BriJgUd+bZzCTTOy3aYJztvyqh/3 Sw2RG15g431cvU1gLpFnp9vAok7BH1vA9eMfuO7M8KL0fPk37WClKwRvkTle NCdCiu/F8wp85fYu8CJ2mesiv/E85iNZLqu8KIZ6kYlmC3mFbHcwKh/y2Deb qQeuJ0YFBezgQwdKhW9VgDXtR5Uugl9b+NzBXVJqPIabMFeTgjvdhdMuCLwo e/Yh7oD39zRDwL7xFYW4JWPyN66A84WsGnBH8bRHxoHVzeL/4T4oIpyUBR7Y sur6Gq9/oCSvA7ymV6/5Bvw+aOCLgggfyh0THXkLbphWPfALnFGwoIaBm778 ItiI8SHem4SeenDbC6PYfZIwf1I9vQvc58SesSbHh7YdsVSZAk/WJNeGq/Eh O8nYXBE7uF/CSyFXwZckXufj7vM/vicCfF5stAh3vcS2J5HgP0J6L3GnX8u5 Fg2W2Vitxm1q8to4HuwWf/YL7qKOb20pYNRmxCEKPvddtr8YfOY7wR/31Dq2 MAA2V3fVEsO9b1JSYy8fOtf895M4eOaZ/vV5sP9DLYI0eC5t8bCzOh/SDTlh rQBePG/zWX8/H5J7ODyvDmYSFx6j6UI+MWLRAhwQEvaIDi7rzFjGPdE1aMsC /vXozRrunsjsJlbw2P55giW4+JdCIQf4/BlHTtwO+do+fOB7V5A0bkzZdXE7 WG5w9Tjuy9olBDXw7QPelbiZThkKuYAlrxhGHAMzp/ofqgZPitZxW4MJXC1F QXp86Bnll5wtmLwWen5MH/rzptXeAczS9W2tyZAP3VHe99wTz9+p87IZXM9z qBT3YkSWVwu4b/ZkGe6hPe4DreCCgohK3K/vzjHawWt8bY24PezIVz+DjYrP DOH+MCRL/wF+wH2L1wt8Y/bCphXwgf9GL+Bm4WRTkDbiQ+LUKPVzYFbjvaci wHwfY2q8wWxYYrWmMR9K93zX5QfmLNCOKjThQ4EH++cDwXwRjzkTTPmQXlGX eCSe/5XcgHtb+YAUbqY9bpcTwd+wUVncE8M7Z2+CN31cU8Rda/CqIxlsOSC+ H7c/a+PtVDB/g/8x3F1JU0JPwFgDbxTu5Mx90pXgvDDTX7j5GB/RODix8tXT KPCmlVVfAzNYX9xRhWjwZh/Lrg3ws4dlqjHg2IZXsUxH4DwHMvbhJogI6jMf we/He03cU+39LwngnavdOrjrd7veJYN36C2a4g5YCrJlBQdmqrji7g7LGNwM HrxefBf3nbixCXlwIXf2X9z8+ZfJ9uCf/y6/jgULjBSoloPtTUkH4sHxBzin cXtxsGrjJt31zakAu7Rw6+GeMVAVeAPmNNxujLvhKWO5EqyjqG6FO9Cr420N WLrZ+xzunj9LOh/BK0p96bjvEXXNRsBNL/M3cAuI9LrymfOh5nTt6gSwoD05 xQf8Y3Wv3k1wYqmruS9YKuuAAW4K+we6H9jCRM8Y91xl/KXzYOc7Zkdwf9gu YB8A9tx+xh73pR+y20PAbP+S/HH3eRzJvgZ+ODKehTs1KO15OljifCo5CczV 8c89Axz5KYOGO0rWQfQhuFU1mxW33xfxW5lggcVn3LiN9xf5Z4GTXeu24l5h qlbLA4tuntmD2zZ6pPIlODtT7wzuLXeVPjSDj/qN1eNOnL4V3gLuip9uxE0x XFRvBaO8P8245/6+zv8Ibu9f78D9wVYvrgPcq8b7DfelbdZHesDXyzSWcPdl h3T/AJ8cjpG6BT6yPhD/E7wwkCiLu95K22AY7P/5tjzuEiqlfAQsX5exG/cN 94SU3+CoWy+0cKvLP7Kfxuut9lnjTi19P7QCXl+RjsbNxS6btgrOa5ePwR3l EmuxBtbKUY7H7bfZvPYfWNxMMxm3cWBfNtNRPtR50+wh7hWNSTcK+NPQhXLc PslmIlQwW+6lN7hHJp734pb3/K8Kd8eDAGM6WHo2uhZ33saGHBuYPJXWhnuH jeNP3OF5Dztx3ymuvc8OHnXJ7sYdfvo6OyfYu7foK27bGp5pbrDzi+pR3G1C F3J4wFKu9eO4D/p/PsWLz1ewaQr32+Z9Anxg16aPs7iVJe634f4Z3PXn//Mx EebeBNZvGFrA/T97olCk "]], LineBox[CompressedData[" 1:eJwV0Hkw1AEUB/CdZBNr9/dbSqtoSXIkSrKMHMsascnKsSqTlCPZcU1EkaMh SuMsGTmqKQo5EpNsz5RjjFsNOsYqKpspkZDG9H5/vHnz+eP75jtPJzDCM2gd jUYzw6F2QS2Rt9lT3d5GOBdCxqmAcsbOBg30hNxfyotnQPJERtgWdGDTr7QU OQP+WMp1OWjZYzd7posqhOcI31Nurzh1ObRIFT59q83XRGeKRk+aT6iC2IEU bkWLmxNy67WZ0H87Zv029MY868RgMROeu/LOa6EFJReHoqVMMLtXbKKNDqaH Je2eZcKD1X/TlEttuRuUNFiQV93uw0U/ehF9/EYQC5QU9Vg6aPUD/mc7MlmQ 5J/eRfmL5NJh22oWhDHdeDvQR3s7DCpmWSALrpmj7O07NhaqSIDPS1aVHpre FdMyo0YAP/INRx99TabM9TYlQHPYf9UAXbVYVDAeQECOETQaUvma8mjXcALo abrhRmimo4lNSBwB8+ZfPxijv9PceS3XCegpjJTuQTtuX5o0ekqA/Y/hWFN0 if6SLKqNgGfOFqZm1L9yUyZSOwm4u7RStpfq+7BvijFGQIJfWsp+dL85j762 TMBc/bSVBTq1VCVihEZCsLLLPOW56qsKaUokeLYyTlui5Z/HM2I1SDDSuulk jWZ4ZR0bMSfhnaxygz11j18pEIWQ4GGlApSDXiuIvSQkdOZKLjhQfRsj6hxi SGjg75vho5/EJDd/TCIh635rjwA9KMw5aFxIgnVof7YburvhVkqWlIQ6MHMW opv4K8yoVyToc/LXKJd2GkgOdZPA7vGNcEeP6LbNDg6RIDee9BChNZsCsh2n SCj+uaDmizY8w3i7QGcD4eLTSznPbiCbo8KG9PKWK2J0Q/yCnQWLDdGixEU/ 9O9Eru8RDTa4NtJHT6DLoCJSbRcb/sZyigPRTndWjWkCNizPDPSFoTd5N7XW n2PDfyrsPwU= "]]}, {}}, {{}, {}, {}}}, {}, {}}}, AspectRatio->1, Axes->{True, True}, AxesLabel->{None, None}, AxesOrigin->{2.302585092994046, -4.710530701645918}, CoordinatesToolOptions:>{"DisplayFunction" -> ({ Exp[ Part[#, 1]], Exp[ Part[#, 2]]}& ), "CopiedValueFunction" -> ({ Exp[ Part[#, 1]], Exp[ Part[#, 2]]}& )}, DisplayFunction->Identity, Frame->{{True, True}, {True, True}}, FrameLabel->{{None, None}, {None, None}}, FrameStyle->GrayLevel[0], FrameTicks->FrontEndValueCache[{{{{-18.420680743952367`, FormBox[ SuperscriptBox["\"10\"", "\"-8\""], TraditionalForm], {0.02, 0.}}, {-17.72753356339242, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-17.322068455284256`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-17.034386382832476`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-16.811242831518264`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-16.62892127472431, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-16.474770594897052`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-16.34123920227253, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-16.223456166616145`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-16.11809565095832, FormBox[ SuperscriptBox["\"10\"", "\"-7\""], TraditionalForm], {0.02, 0.}}, {-15.424948470398375`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-15.01948336229021, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-14.73180128983843, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-14.508657738524219`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-14.326336181730264`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-14.172185501903007`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-14.038654109278484`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-13.9208710736221, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-13.815510557964274`, FormBox[ SuperscriptBox["\"10\"", "\"-6\""], TraditionalForm], {0.02, 0.}}, {-13.122363377404328`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-12.716898269296165`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-12.429216196844383`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-12.206072645530174`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-12.02375108873622, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-11.86960040890896, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-11.736069016284437`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-11.618285980628055`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-11.512925464970229`, FormBox[ SuperscriptBox["\"10\"", "\"-5\""], TraditionalForm], {0.02, 0.}}, {-10.819778284410283`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-10.41431317630212, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-10.126631103850338`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-9.903487552536127, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-9.721165995742174, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-9.567015315914915, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-9.433483923290392, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-9.315700887634009, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-9.210340371976184, FormBox[ SuperscriptBox["\"10\"", "\"-4\""], TraditionalForm], {0.02, 0.}}, {-8.517193191416238, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-8.111728083308073, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-7.824046010856292, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-7.600902459542082, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-7.418580902748128, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-7.264430222920869, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-7.1308988302963465`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-7.013115794639964, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-6.907755278982137, FormBox[ SuperscriptBox["\"10\"", "\"-3\""], TraditionalForm], {0.02, 0.}}, {-6.214608098422191, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-5.809142990314028, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-5.521460917862246, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-5.298317366548036, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-5.115995809754082, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-4.961845129926823, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-4.8283137373023015`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-4.710530701645918, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-4.605170185988092, FormBox[ SuperscriptBox["\"10\"", "\"-2\""], TraditionalForm], {0.02, 0.}}, {-3.912023005428146, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-3.506557897319982, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-3.2188758248682006`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-2.995732273553991, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-2.8134107167600364`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-2.659260036932778, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-2.5257286443082556`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-2.407945608651872, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-2.302585092994046, FormBox[ SuperscriptBox["\"10\"", "\"-1\""], TraditionalForm], {0.02, 0.}}, {-1.6094379124341003`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-1.2039728043259361`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-0.9162907318741551, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-0.6931471805599453, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-0.5108256237659907, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-0.3566749439387324, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-0.22314355131420976`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-0.10536051565782635`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {0, FormBox[ SuperscriptBox["\"10\"", "\"0\""], TraditionalForm], {0.02, 0.}}, { 0.6931471805599453, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 1.0986122886681098`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 1.3862943611198906`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 1.6094379124341003`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 1.791759469228055, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 1.9459101490553132`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 2.0794415416798357`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 2.1972245773362196`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 2.302585092994046, FormBox[ SuperscriptBox["\"10\"", "\"1\""], TraditionalForm], {0.02, 0.}}, { 2.995732273553991, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 3.4011973816621555`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 3.6888794541139363`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 3.912023005428146, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {4.0943445622221, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 4.248495242049359, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 4.382026634673881, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 4.499809670330265, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 4.605170185988092, FormBox[ SuperscriptBox["\"10\"", "\"2\""], TraditionalForm], {0.02, 0.}}, { 5.298317366548036, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 5.703782474656201, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 5.991464547107982, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 6.214608098422191, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 6.396929655216146, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 6.551080335043404, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 6.684611727667927, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 6.802394763324311, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 6.907755278982137, FormBox[ SuperscriptBox["\"10\"", "\"3\""], TraditionalForm], {0.02, 0.}}, { 7.600902459542082, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 8.006367567650246, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 8.294049640102028, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 8.517193191416238, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 8.699514748210191, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {8.85366542803745, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 8.987196820661973, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 9.104979856318357, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 9.210340371976184, FormBox[ SuperscriptBox["\"10\"", "\"4\""], TraditionalForm], {0.02, 0.}}, { 9.903487552536127, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 10.308952660644293`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 10.596634733096073`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 10.819778284410283`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 11.002099841204238`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 11.156250521031495`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 11.289781913656018`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 11.407564949312402`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 11.512925464970229`, FormBox[ SuperscriptBox["\"10\"", "\"5\""], TraditionalForm], {0.02, 0.}}, { 12.206072645530174`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 12.611537753638338`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 12.89921982609012, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 13.122363377404328`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 13.304684934198283`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 13.458835614025542`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 13.592367006650065`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 13.710150042306449`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 13.815510557964274`, FormBox[ SuperscriptBox["\"10\"", "\"6\""], TraditionalForm], {0.02, 0.}}, { 14.508657738524219`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 14.914122846632385`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 15.201804919084164`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 15.424948470398375`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 15.60727002719233, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 15.761420707019587`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 15.89495209964411, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 16.012735135300492`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 16.11809565095832, FormBox[ SuperscriptBox["\"10\"", "\"7\""], TraditionalForm], {0.02, 0.}}, { 16.811242831518264`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 17.216707939626428`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 17.50439001207821, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 17.72753356339242, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 17.909855120186375`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 18.064005800013632`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 18.197537192638155`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 18.31532022829454, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 18.420680743952367`, FormBox[ SuperscriptBox["\"10\"", "\"8\""], TraditionalForm], {0.02, 0.}}, { 19.11382792451231, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 19.519293032620475`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 19.806975105072254`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 20.030118656386467`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 20.21244021318042, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 20.36659089300768, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {20.5001222856322, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 20.617905321288585`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 20.72326583694641, FormBox[ SuperscriptBox["\"10\"", "\"9\""], TraditionalForm], {0.02, 0.}}}, Charting`ScaledFrameTicks[{Log, Exp}]}, {{{-36.841361487904734`, FormBox[ SuperscriptBox["\"10\"", "\"-16\""], TraditionalForm], {0.02, 0.}}, {-36.14821430734479, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-35.74274919923662, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-35.45506712678484, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-35.23192357547063, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-35.04960201867667, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-34.89545133884942, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-34.76191994622489, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-34.64413691056851, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-34.538776394910684`, FormBox[ SuperscriptBox["\"10\"", "\"-15\""], TraditionalForm], {0.02, 0.}}, {-33.84562921435074, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-33.44016410624258, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-33.1524820337908, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-32.92933848247659, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-32.74701692568263, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-32.59286624585537, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-32.45933485323085, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-32.34155181757447, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-32.23619130191664, FormBox[ SuperscriptBox["\"10\"", "\"-14\""], TraditionalForm], {0.02, 0.}}, {-31.543044121356694`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-31.13757901324853, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-30.84989694079675, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-30.626753389482538`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-30.444431832688583`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-30.290281152861326`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-30.156749760236803`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-30.03896672458042, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-29.933606208922594`, FormBox[ SuperscriptBox["\"10\"", "\"-13\""], TraditionalForm], {0.02, 0.}}, {-29.240459028362647`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-28.834993920254483`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-28.547311847802703`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-28.324168296488494`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-28.14184673969454, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-27.98769605986728, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-27.85416466724276, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-27.736381631586376`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-27.631021115928547`, FormBox[ SuperscriptBox["\"10\"", "\"-12\""], TraditionalForm], {0.02, 0.}}, {-26.937873935368604`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-26.53240882726044, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-26.244726754808656`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-26.021583203494448`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-25.839261646700493`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-25.685110966873236`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-25.551579574248713`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-25.43379653859233, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-25.328436022934504`, FormBox[ SuperscriptBox["\"10\"", "\"-11\""], TraditionalForm], {0.02, 0.}}, {-24.635288842374557`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-24.229823734266393`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-23.942141661814613`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-23.7189981105004, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-23.536676553706446`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-23.38252587387919, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-23.248994481254666`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-23.131211445598282`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-23.025850929940457`, FormBox[ SuperscriptBox["\"10\"", "\"-10\""], TraditionalForm], {0.02, 0.}}, {-22.33270374938051, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-21.927238641272346`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-21.639556568820566`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-21.416413017506358`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-21.234091460712403`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-21.079940780885142`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-20.94640938826062, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-20.82862635260424, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-20.72326583694641, FormBox[ SuperscriptBox["\"10\"", "\"-9\""], TraditionalForm], {0.02, 0.}}, {-20.030118656386467`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-19.624653548278303`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-19.33697147582652, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-19.11382792451231, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-18.931506367718356`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-18.7773556878911, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-18.643824295266576`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-18.526041259610192`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-18.420680743952367`, FormBox[ SuperscriptBox["\"10\"", "\"-8\""], TraditionalForm], {0.02, 0.}}, {-17.72753356339242, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-17.322068455284256`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-17.034386382832476`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-16.811242831518264`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-16.62892127472431, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-16.474770594897052`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-16.34123920227253, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-16.223456166616145`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-16.11809565095832, FormBox[ SuperscriptBox["\"10\"", "\"-7\""], TraditionalForm], {0.02, 0.}}, {-15.424948470398375`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-15.01948336229021, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-14.73180128983843, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-14.508657738524219`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-14.326336181730264`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-14.172185501903007`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-14.038654109278484`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-13.9208710736221, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-13.815510557964274`, FormBox[ SuperscriptBox["\"10\"", "\"-6\""], TraditionalForm], {0.02, 0.}}, {-13.122363377404328`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-12.716898269296165`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-12.429216196844383`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-12.206072645530174`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-12.02375108873622, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-11.86960040890896, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-11.736069016284437`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-11.618285980628055`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-11.512925464970229`, FormBox[ SuperscriptBox["\"10\"", "\"-5\""], TraditionalForm], {0.02, 0.}}, {-10.819778284410283`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-10.41431317630212, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-10.126631103850338`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-9.903487552536127, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-9.721165995742174, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-9.567015315914915, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-9.433483923290392, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-9.315700887634009, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-9.210340371976184, FormBox[ SuperscriptBox["\"10\"", "\"-4\""], TraditionalForm], {0.02, 0.}}, {-8.517193191416238, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-8.111728083308073, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-7.824046010856292, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-7.600902459542082, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-7.418580902748128, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-7.264430222920869, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-7.1308988302963465`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-7.013115794639964, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-6.907755278982137, FormBox[ SuperscriptBox["\"10\"", "\"-3\""], TraditionalForm], {0.02, 0.}}, {-6.214608098422191, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-5.809142990314028, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-5.521460917862246, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-5.298317366548036, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-5.115995809754082, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-4.961845129926823, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-4.8283137373023015`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-4.710530701645918, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-4.605170185988092, FormBox[ SuperscriptBox["\"10\"", "\"-2\""], TraditionalForm], {0.02, 0.}}, {-3.912023005428146, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-3.506557897319982, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-3.2188758248682006`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-2.995732273553991, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-2.8134107167600364`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-2.659260036932778, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-2.5257286443082556`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-2.407945608651872, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-2.302585092994046, FormBox[ SuperscriptBox["\"10\"", "\"-1\""], TraditionalForm], {0.02, 0.}}, {-1.6094379124341003`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-1.2039728043259361`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-0.9162907318741551, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-0.6931471805599453, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-0.5108256237659907, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-0.3566749439387324, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-0.22314355131420976`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-0.10536051565782635`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {0, FormBox[ SuperscriptBox["\"10\"", "\"0\""], TraditionalForm], {0.02, 0.}}, { 0.6931471805599453, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 1.0986122886681098`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 1.3862943611198906`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 1.6094379124341003`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 1.791759469228055, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 1.9459101490553132`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 2.0794415416798357`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 2.1972245773362196`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 2.302585092994046, FormBox[ SuperscriptBox["\"10\"", "\"1\""], TraditionalForm], {0.02, 0.}}, { 2.995732273553991, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 3.4011973816621555`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 3.6888794541139363`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 3.912023005428146, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {4.0943445622221, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 4.248495242049359, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 4.382026634673881, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 4.499809670330265, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 4.605170185988092, FormBox[ SuperscriptBox["\"10\"", "\"2\""], TraditionalForm], {0.02, 0.}}, { 5.298317366548036, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 5.703782474656201, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 5.991464547107982, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 6.214608098422191, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 6.396929655216146, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 6.551080335043404, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 6.684611727667927, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 6.802394763324311, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 6.907755278982137, FormBox[ SuperscriptBox["\"10\"", "\"3\""], TraditionalForm], {0.02, 0.}}, { 7.600902459542082, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 8.006367567650246, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 8.294049640102028, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 8.517193191416238, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 8.699514748210191, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {8.85366542803745, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 8.987196820661973, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 9.104979856318357, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 9.210340371976184, FormBox[ SuperscriptBox["\"10\"", "\"4\""], TraditionalForm], {0.02, 0.}}, { 9.903487552536127, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 10.308952660644293`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 10.596634733096073`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 10.819778284410283`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 11.002099841204238`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 11.156250521031495`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 11.289781913656018`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 11.407564949312402`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 11.512925464970229`, FormBox[ SuperscriptBox["\"10\"", "\"5\""], TraditionalForm], {0.02, 0.}}, { 12.206072645530174`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 12.611537753638338`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 12.89921982609012, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 13.122363377404328`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 13.304684934198283`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 13.458835614025542`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 13.592367006650065`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 13.710150042306449`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 13.815510557964274`, FormBox[ SuperscriptBox["\"10\"", "\"6\""], TraditionalForm], {0.02, 0.}}, { 14.508657738524219`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 14.914122846632385`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 15.201804919084164`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 15.424948470398375`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 15.60727002719233, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 15.761420707019587`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 15.89495209964411, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 16.012735135300492`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 16.11809565095832, FormBox[ SuperscriptBox["\"10\"", "\"7\""], TraditionalForm], {0.02, 0.}}, { 16.811242831518264`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 17.216707939626428`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 17.50439001207821, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 17.72753356339242, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 17.909855120186375`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 18.064005800013632`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 18.197537192638155`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 18.31532022829454, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 18.420680743952367`, FormBox[ SuperscriptBox["\"10\"", "\"8\""], TraditionalForm], {0.02, 0.}}, { 19.11382792451231, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 19.519293032620475`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 19.806975105072254`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 20.030118656386467`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 20.21244021318042, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 20.36659089300768, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {20.5001222856322, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 20.617905321288585`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 20.72326583694641, FormBox[ SuperscriptBox["\"10\"", "\"9\""], TraditionalForm], {0.02, 0.}}}, Charting`ScaledFrameTicks[{Log, Exp}]}}, {{{{-18.420680743952367`, FormBox[ SuperscriptBox["\"10\"", "\"-8\""], TraditionalForm], {0.02, 0.}}, {-17.72753356339242, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-17.322068455284256`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-17.034386382832476`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-16.811242831518264`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-16.62892127472431, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-16.474770594897052`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-16.34123920227253, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-16.223456166616145`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-16.11809565095832, FormBox[ SuperscriptBox["\"10\"", "\"-7\""], TraditionalForm], {0.02, 0.}}, {-15.424948470398375`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-15.01948336229021, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-14.73180128983843, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-14.508657738524219`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-14.326336181730264`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-14.172185501903007`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-14.038654109278484`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-13.9208710736221, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-13.815510557964274`, FormBox[ SuperscriptBox["\"10\"", "\"-6\""], TraditionalForm], {0.02, 0.}}, {-13.122363377404328`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-12.716898269296165`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-12.429216196844383`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-12.206072645530174`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-12.02375108873622, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-11.86960040890896, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-11.736069016284437`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-11.618285980628055`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-11.512925464970229`, FormBox[ SuperscriptBox["\"10\"", "\"-5\""], TraditionalForm], {0.02, 0.}}, {-10.819778284410283`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-10.41431317630212, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-10.126631103850338`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-9.903487552536127, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-9.721165995742174, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-9.567015315914915, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-9.433483923290392, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-9.315700887634009, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-9.210340371976184, FormBox[ SuperscriptBox["\"10\"", "\"-4\""], TraditionalForm], {0.02, 0.}}, {-8.517193191416238, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-8.111728083308073, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-7.824046010856292, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-7.600902459542082, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-7.418580902748128, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-7.264430222920869, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-7.1308988302963465`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-7.013115794639964, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-6.907755278982137, FormBox[ SuperscriptBox["\"10\"", "\"-3\""], TraditionalForm], {0.02, 0.}}, {-6.214608098422191, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-5.809142990314028, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-5.521460917862246, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-5.298317366548036, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-5.115995809754082, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-4.961845129926823, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-4.8283137373023015`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-4.710530701645918, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-4.605170185988092, FormBox[ SuperscriptBox["\"10\"", "\"-2\""], TraditionalForm], {0.02, 0.}}, {-3.912023005428146, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-3.506557897319982, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-3.2188758248682006`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-2.995732273553991, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-2.8134107167600364`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-2.659260036932778, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-2.5257286443082556`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-2.407945608651872, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-2.302585092994046, FormBox[ SuperscriptBox["\"10\"", "\"-1\""], TraditionalForm], {0.02, 0.}}, {-1.6094379124341003`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-1.2039728043259361`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-0.9162907318741551, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-0.6931471805599453, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-0.5108256237659907, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-0.3566749439387324, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-0.22314355131420976`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-0.10536051565782635`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {0., FormBox[ SuperscriptBox["\"10\"", "\"0\""], TraditionalForm], {0.02, 0.}}, { 0.6931471805599453, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 1.0986122886681098`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 1.3862943611198906`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 1.6094379124341003`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 1.791759469228055, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 1.9459101490553132`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 2.0794415416798357`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 2.1972245773362196`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 2.302585092994046, FormBox[ SuperscriptBox["\"10\"", "\"1\""], TraditionalForm], {0.02, 0.}}, { 2.995732273553991, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 3.4011973816621555`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 3.6888794541139363`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 3.912023005428146, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {4.0943445622221, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 4.248495242049359, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 4.382026634673881, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 4.499809670330265, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 4.605170185988092, FormBox[ SuperscriptBox["\"10\"", "\"2\""], TraditionalForm], {0.02, 0.}}, { 5.298317366548036, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 5.703782474656201, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 5.991464547107982, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 6.214608098422191, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 6.396929655216146, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 6.551080335043404, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 6.684611727667927, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 6.802394763324311, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 6.907755278982137, FormBox[ SuperscriptBox["\"10\"", "\"3\""], TraditionalForm], {0.02, 0.}}, { 7.600902459542082, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 8.006367567650246, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 8.294049640102028, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 8.517193191416238, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 8.699514748210191, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {8.85366542803745, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 8.987196820661973, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 9.104979856318357, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 9.210340371976184, FormBox[ SuperscriptBox["\"10\"", "\"4\""], TraditionalForm], {0.02, 0.}}, { 9.903487552536127, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 10.308952660644293`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 10.596634733096073`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 10.819778284410283`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 11.002099841204238`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 11.156250521031495`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 11.289781913656018`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 11.407564949312402`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 11.512925464970229`, FormBox[ SuperscriptBox["\"10\"", "\"5\""], TraditionalForm], {0.02, 0.}}, { 12.206072645530174`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 12.611537753638338`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 12.89921982609012, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 13.122363377404328`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 13.304684934198283`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 13.458835614025542`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 13.592367006650065`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 13.710150042306449`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 13.815510557964274`, FormBox[ SuperscriptBox["\"10\"", "\"6\""], TraditionalForm], {0.02, 0.}}, { 14.508657738524219`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 14.914122846632385`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 15.201804919084164`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 15.424948470398375`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 15.60727002719233, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 15.761420707019587`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 15.89495209964411, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 16.012735135300492`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 16.11809565095832, FormBox[ SuperscriptBox["\"10\"", "\"7\""], TraditionalForm], {0.02, 0.}}, { 16.811242831518264`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 17.216707939626428`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 17.50439001207821, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 17.72753356339242, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 17.909855120186375`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 18.064005800013632`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 18.197537192638155`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 18.31532022829454, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 18.420680743952367`, FormBox[ SuperscriptBox["\"10\"", "\"8\""], TraditionalForm], {0.02, 0.}}, { 19.11382792451231, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 19.519293032620475`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 19.806975105072254`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 20.030118656386467`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 20.21244021318042, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 20.36659089300768, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {20.5001222856322, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 20.617905321288585`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 20.72326583694641, FormBox[ SuperscriptBox["\"10\"", "\"9\""], TraditionalForm], {0.02, 0.}}}, {{-4.605170185988091, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[{0., 0.}]], TraditionalForm], {0.01, 0.}, { AbsoluteThickness[0.1]}}, {-2.995732273553991, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[{0., 0.}]], TraditionalForm], {0.01, 0.}, { AbsoluteThickness[0.1]}}, {-2.3025850929940455`, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[{0., 0.}]], TraditionalForm], {0.01, 0.}, { AbsoluteThickness[0.1]}}, {-0.6931471805599453, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[{0., 0.}]], TraditionalForm], {0.01, 0.}, { AbsoluteThickness[0.1]}}, {0., FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[{0., 0.}]], TraditionalForm], {0.01, 0.}, { AbsoluteThickness[0.1]}}, {-5.298317366548036, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[{0., 0.}]], TraditionalForm], {0.005, 0.}, { AbsoluteThickness[0.1]}}, {-5.115995809754082, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[{0., 0.}]], TraditionalForm], {0.005, 0.}, { AbsoluteThickness[0.1]}}, {-4.961845129926823, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[{0., 0.}]], TraditionalForm], {0.005, 0.}, { AbsoluteThickness[0.1]}}, {-4.8283137373023015`, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[{0., 0.}]], TraditionalForm], {0.005, 0.}, { AbsoluteThickness[0.1]}}, {-4.710530701645918, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[{0., 0.}]], TraditionalForm], {0.005, 0.}, { AbsoluteThickness[0.1]}}, {-3.912023005428146, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[{0., 0.}]], TraditionalForm], {0.005, 0.}, { AbsoluteThickness[0.1]}}, {-3.506557897319982, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[{0., 0.}]], TraditionalForm], {0.005, 0.}, { AbsoluteThickness[0.1]}}, {-3.2188758248682006`, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[{0., 0.}]], TraditionalForm], {0.005, 0.}, { AbsoluteThickness[0.1]}}, {-2.8134107167600364`, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[{0., 0.}]], TraditionalForm], {0.005, 0.}, { AbsoluteThickness[0.1]}}, {-2.659260036932778, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[{0., 0.}]], TraditionalForm], {0.005, 0.}, { AbsoluteThickness[0.1]}}, {-2.5257286443082556`, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[{0., 0.}]], TraditionalForm], {0.005, 0.}, { AbsoluteThickness[0.1]}}, {-2.4079456086518722`, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[{0., 0.}]], TraditionalForm], {0.005, 0.}, { AbsoluteThickness[0.1]}}, {-1.6094379124341003`, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[{0., 0.}]], TraditionalForm], {0.005, 0.}, { AbsoluteThickness[0.1]}}, {-1.2039728043259361`, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[{0., 0.}]], TraditionalForm], {0.005, 0.}, { AbsoluteThickness[0.1]}}, {-0.916290731874155, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[{0., 0.}]], TraditionalForm], {0.005, 0.}, { AbsoluteThickness[0.1]}}, {-0.5108256237659907, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[{0., 0.}]], TraditionalForm], {0.005, 0.}, { AbsoluteThickness[0.1]}}, {-0.35667494393873245`, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[{0., 0.}]], TraditionalForm], {0.005, 0.}, { AbsoluteThickness[0.1]}}, {-0.2231435513142097, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[{0., 0.}]], TraditionalForm], {0.005, 0.}, { AbsoluteThickness[0.1]}}, {-0.10536051565782628`, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[{0., 0.}]], TraditionalForm], {0.005, 0.}, { AbsoluteThickness[0.1]}}, {0.6931471805599453, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[{0., 0.}]], TraditionalForm], {0.005, 0.}, { AbsoluteThickness[0.1]}}, {1.0986122886681098`, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[{0., 0.}]], TraditionalForm], {0.005, 0.}, { AbsoluteThickness[0.1]}}, {1.3862943611198906`, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[{0., 0.}]], TraditionalForm], {0.005, 0.}, { AbsoluteThickness[0.1]}}, {1.6094379124341003`, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[{0., 0.}]], TraditionalForm], {0.005, 0.}, { AbsoluteThickness[0.1]}}}}, {{{-36.841361487904734`, FormBox[ SuperscriptBox["\"10\"", "\"-16\""], TraditionalForm], {0.02, 0.}}, {-36.14821430734479, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-35.74274919923662, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-35.45506712678484, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-35.23192357547063, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-35.04960201867667, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-34.89545133884942, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-34.76191994622489, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-34.64413691056851, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-34.538776394910684`, FormBox[ SuperscriptBox["\"10\"", "\"-15\""], TraditionalForm], {0.02, 0.}}, {-33.84562921435074, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-33.44016410624258, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-33.1524820337908, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-32.92933848247659, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-32.74701692568263, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-32.59286624585537, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-32.45933485323085, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-32.34155181757447, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-32.23619130191664, FormBox[ SuperscriptBox["\"10\"", "\"-14\""], TraditionalForm], {0.02, 0.}}, {-31.543044121356694`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-31.13757901324853, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-30.84989694079675, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-30.626753389482538`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-30.444431832688583`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-30.290281152861326`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-30.156749760236803`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-30.03896672458042, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-29.933606208922594`, FormBox[ SuperscriptBox["\"10\"", "\"-13\""], TraditionalForm], {0.02, 0.}}, {-29.240459028362647`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-28.834993920254483`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-28.547311847802703`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-28.324168296488494`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-28.14184673969454, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-27.98769605986728, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-27.85416466724276, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-27.736381631586376`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-27.631021115928547`, FormBox[ SuperscriptBox["\"10\"", "\"-12\""], TraditionalForm], {0.02, 0.}}, {-26.937873935368604`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-26.53240882726044, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-26.244726754808656`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-26.021583203494448`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-25.839261646700493`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-25.685110966873236`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-25.551579574248713`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-25.43379653859233, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-25.328436022934504`, FormBox[ SuperscriptBox["\"10\"", "\"-11\""], TraditionalForm], {0.02, 0.}}, {-24.635288842374557`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-24.229823734266393`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-23.942141661814613`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-23.7189981105004, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-23.536676553706446`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-23.38252587387919, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-23.248994481254666`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-23.131211445598282`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-23.025850929940457`, FormBox[ SuperscriptBox["\"10\"", "\"-10\""], TraditionalForm], {0.02, 0.}}, {-22.33270374938051, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-21.927238641272346`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-21.639556568820566`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-21.416413017506358`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-21.234091460712403`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-21.079940780885142`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-20.94640938826062, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-20.82862635260424, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-20.72326583694641, FormBox[ SuperscriptBox["\"10\"", "\"-9\""], TraditionalForm], {0.02, 0.}}, {-20.030118656386467`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-19.624653548278303`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-19.33697147582652, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-19.11382792451231, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-18.931506367718356`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-18.7773556878911, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-18.643824295266576`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-18.526041259610192`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-18.420680743952367`, FormBox[ SuperscriptBox["\"10\"", "\"-8\""], TraditionalForm], {0.02, 0.}}, {-17.72753356339242, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-17.322068455284256`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-17.034386382832476`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-16.811242831518264`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-16.62892127472431, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-16.474770594897052`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-16.34123920227253, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-16.223456166616145`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-16.11809565095832, FormBox[ SuperscriptBox["\"10\"", "\"-7\""], TraditionalForm], {0.02, 0.}}, {-15.424948470398375`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-15.01948336229021, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-14.73180128983843, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-14.508657738524219`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-14.326336181730264`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-14.172185501903007`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-14.038654109278484`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-13.9208710736221, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-13.815510557964274`, FormBox[ SuperscriptBox["\"10\"", "\"-6\""], TraditionalForm], {0.02, 0.}}, {-13.122363377404328`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-12.716898269296165`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-12.429216196844383`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-12.206072645530174`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-12.02375108873622, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-11.86960040890896, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-11.736069016284437`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-11.618285980628055`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-11.512925464970229`, FormBox[ SuperscriptBox["\"10\"", "\"-5\""], TraditionalForm], {0.02, 0.}}, {-10.819778284410283`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-10.41431317630212, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-10.126631103850338`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-9.903487552536127, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-9.721165995742174, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-9.567015315914915, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-9.433483923290392, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-9.315700887634009, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-9.210340371976184, FormBox[ SuperscriptBox["\"10\"", "\"-4\""], TraditionalForm], {0.02, 0.}}, {-8.517193191416238, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-8.111728083308073, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-7.824046010856292, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-7.600902459542082, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-7.418580902748128, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-7.264430222920869, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-7.1308988302963465`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-7.013115794639964, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-6.907755278982137, FormBox[ SuperscriptBox["\"10\"", "\"-3\""], TraditionalForm], {0.02, 0.}}, {-6.214608098422191, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-5.809142990314028, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-5.521460917862246, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-5.298317366548036, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-5.115995809754082, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-4.961845129926823, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-4.8283137373023015`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-4.710530701645918, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-4.605170185988092, FormBox[ SuperscriptBox["\"10\"", "\"-2\""], TraditionalForm], {0.02, 0.}}, {-3.912023005428146, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-3.506557897319982, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-3.2188758248682006`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-2.995732273553991, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-2.8134107167600364`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-2.659260036932778, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-2.5257286443082556`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-2.407945608651872, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-2.302585092994046, FormBox[ SuperscriptBox["\"10\"", "\"-1\""], TraditionalForm], {0.02, 0.}}, {-1.6094379124341003`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-1.2039728043259361`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-0.9162907318741551, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-0.6931471805599453, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-0.5108256237659907, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-0.3566749439387324, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-0.22314355131420976`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {-0.10536051565782635`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {0., FormBox[ SuperscriptBox["\"10\"", "\"0\""], TraditionalForm], {0.02, 0.}}, { 0.6931471805599453, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 1.0986122886681098`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 1.3862943611198906`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 1.6094379124341003`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 1.791759469228055, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 1.9459101490553132`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 2.0794415416798357`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 2.1972245773362196`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 2.302585092994046, FormBox[ SuperscriptBox["\"10\"", "\"1\""], TraditionalForm], {0.02, 0.}}, { 2.995732273553991, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 3.4011973816621555`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 3.6888794541139363`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 3.912023005428146, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {4.0943445622221, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 4.248495242049359, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 4.382026634673881, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 4.499809670330265, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 4.605170185988092, FormBox[ SuperscriptBox["\"10\"", "\"2\""], TraditionalForm], {0.02, 0.}}, { 5.298317366548036, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 5.703782474656201, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 5.991464547107982, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 6.214608098422191, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 6.396929655216146, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 6.551080335043404, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 6.684611727667927, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 6.802394763324311, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 6.907755278982137, FormBox[ SuperscriptBox["\"10\"", "\"3\""], TraditionalForm], {0.02, 0.}}, { 7.600902459542082, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 8.006367567650246, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 8.294049640102028, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 8.517193191416238, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 8.699514748210191, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {8.85366542803745, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 8.987196820661973, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 9.104979856318357, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 9.210340371976184, FormBox[ SuperscriptBox["\"10\"", "\"4\""], TraditionalForm], {0.02, 0.}}, { 9.903487552536127, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 10.308952660644293`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 10.596634733096073`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 10.819778284410283`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 11.002099841204238`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 11.156250521031495`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 11.289781913656018`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 11.407564949312402`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 11.512925464970229`, FormBox[ SuperscriptBox["\"10\"", "\"5\""], TraditionalForm], {0.02, 0.}}, { 12.206072645530174`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 12.611537753638338`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 12.89921982609012, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 13.122363377404328`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 13.304684934198283`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 13.458835614025542`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 13.592367006650065`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 13.710150042306449`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 13.815510557964274`, FormBox[ SuperscriptBox["\"10\"", "\"6\""], TraditionalForm], {0.02, 0.}}, { 14.508657738524219`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 14.914122846632385`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 15.201804919084164`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 15.424948470398375`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 15.60727002719233, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 15.761420707019587`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 15.89495209964411, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 16.012735135300492`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 16.11809565095832, FormBox[ SuperscriptBox["\"10\"", "\"7\""], TraditionalForm], {0.02, 0.}}, { 16.811242831518264`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 17.216707939626428`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 17.50439001207821, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 17.72753356339242, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 17.909855120186375`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 18.064005800013632`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 18.197537192638155`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 18.31532022829454, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 18.420680743952367`, FormBox[ SuperscriptBox["\"10\"", "\"8\""], TraditionalForm], {0.02, 0.}}, { 19.11382792451231, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 19.519293032620475`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 19.806975105072254`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 20.030118656386467`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 20.21244021318042, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 20.36659089300768, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, {20.5001222856322, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 20.617905321288585`, FormBox["\" \"", TraditionalForm], {0.012, 0.}}, { 20.72326583694641, FormBox[ SuperscriptBox["\"10\"", "\"9\""], TraditionalForm], {0.02, 0.}}}, {{2.302585092994046, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[{0., 0.}]], TraditionalForm], {0.01, 0.}, { AbsoluteThickness[0.1]}}, {3.912023005428146, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[{0., 0.}]], TraditionalForm], {0.01, 0.}, { AbsoluteThickness[0.1]}}, {4.605170185988092, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[{0., 0.}]], TraditionalForm], {0.01, 0.}, { AbsoluteThickness[0.1]}}, {6.214608098422191, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[{0., 0.}]], TraditionalForm], {0.01, 0.}, { AbsoluteThickness[0.1]}}, {6.907755278982137, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[{0., 0.}]], TraditionalForm], {0.01, 0.}, { AbsoluteThickness[0.1]}}, {2.995732273553991, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[{0., 0.}]], TraditionalForm], {0.005, 0.}, { AbsoluteThickness[0.1]}}, {3.4011973816621555`, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[{0., 0.}]], TraditionalForm], {0.005, 0.}, { AbsoluteThickness[0.1]}}, {3.6888794541139363`, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[{0., 0.}]], TraditionalForm], {0.005, 0.}, { AbsoluteThickness[0.1]}}, {4.0943445622221, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[{0., 0.}]], TraditionalForm], {0.005, 0.}, { AbsoluteThickness[0.1]}}, {4.248495242049359, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[{0., 0.}]], TraditionalForm], {0.005, 0.}, { AbsoluteThickness[0.1]}}, {4.382026634673881, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[{0., 0.}]], TraditionalForm], {0.005, 0.}, { AbsoluteThickness[0.1]}}, {4.499809670330265, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[{0., 0.}]], TraditionalForm], {0.005, 0.}, { AbsoluteThickness[0.1]}}, {5.298317366548036, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[{0., 0.}]], TraditionalForm], {0.005, 0.}, { AbsoluteThickness[0.1]}}, {5.703782474656201, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[{0., 0.}]], TraditionalForm], {0.005, 0.}, { AbsoluteThickness[0.1]}}, {5.991464547107982, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[{0., 0.}]], TraditionalForm], {0.005, 0.}, { AbsoluteThickness[0.1]}}, {6.396929655216146, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[{0., 0.}]], TraditionalForm], {0.005, 0.}, { AbsoluteThickness[0.1]}}, {6.551080335043404, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[{0., 0.}]], TraditionalForm], {0.005, 0.}, { AbsoluteThickness[0.1]}}, {6.684611727667927, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[{0., 0.}]], TraditionalForm], {0.005, 0.}, { AbsoluteThickness[0.1]}}, {6.802394763324311, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[{0., 0.}]], TraditionalForm], {0.005, 0.}, { AbsoluteThickness[0.1]}}, {7.003065458786462, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[{0., 0.}]], TraditionalForm], {0.005, 0.}, { AbsoluteThickness[0.1]}}, {7.090076835776092, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[{0., 0.}]], TraditionalForm], {0.005, 0.}, { AbsoluteThickness[0.1]}}, {7.170119543449628, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[{0., 0.}]], TraditionalForm], {0.005, 0.}, { AbsoluteThickness[0.1]}}, {7.24422751560335, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[{0., 0.}]], TraditionalForm], {0.005, 0.}, { AbsoluteThickness[0.1]}}, {7.313220387090301, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[{0., 0.}]], TraditionalForm], {0.005, 0.}, { AbsoluteThickness[0.1]}}, {7.3777589082278725`, FormBox[ InterpretationBox[ StyleBox[ GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> Baseline], "CacheGraphics" -> False], Spacer[{0., 0.}]], TraditionalForm], {0.005, 0.}, { AbsoluteThickness[0.1]}}}}}], GridLines->{None, None}, GridLinesStyle->Directive[ GrayLevel[0.5, 0.4]], ImagePadding->{{40, 15}, {20, 10}}, ImageSize->300, LabelStyle->GrayLevel[0], Method->{ "DefaultBoundaryStyle" -> Automatic, "DefaultMeshStyle" -> AbsolutePointSize[6], "ScalingFunctions" -> None, "CoordinatesToolOptions" -> {"DisplayFunction" -> ({ (Part[{{Log, Exp}, {Log, Exp}}, 1, 2][#]& )[ Part[#, 1]], (Part[{{Log, Exp}, {Log, Exp}}, 2, 2][#]& )[ Part[#, 2]]}& ), "CopiedValueFunction" -> ({ (Part[{{Log, Exp}, {Log, Exp}}, 1, 2][#]& )[ Part[#, 1]], (Part[{{Log, Exp}, {Log, Exp}}, 2, 2][#]& )[ Part[#, 2]]}& )}}, PlotRange->NCache[{{ Log[10], Log[1000]}, {-4.710530701645918, 0}}, {{2.302585092994046, 6.907755278982137}, {-4.710530701645918, 0}}], PlotRangeClipping->True, PlotRangePadding->{{0, 0}, {0, 0}}, Ticks->{ Charting`ScaledTicks[{Log, Exp}], Charting`ScaledTicks[{Log, Exp}]}], TraditionalForm]], "Output", CellChangeTimes->{{3.78160209905182*^9, 3.781602118296084*^9}, { 3.7816021989959583`*^9, 3.781602242471938*^9}, {3.78160228832694*^9, 3.7816023131143637`*^9}, {3.781602358778021*^9, 3.781602363605386*^9}, 3.7816026608451357`*^9, 3.781604001318852*^9, 3.781604051184963*^9, 3.781851989545909*^9, 3.781852061663949*^9, 3.781852230565112*^9, 3.781852272927593*^9, 3.7818523252846193`*^9}] }, Open ]] }, WindowSize->{1855, 1028}, WindowMargins->{{0, Automatic}, {0, 28}}, FrontEndVersion->"11.0 for Linux x86 (64-bit) (July 28, 2016)", StyleDefinitions->"Default.nb" ] (* End of Notebook Content *) (* Internal cache information *) (*CellTagsOutline CellTagsIndex->{} *) (*CellTagsIndex CellTagsIndex->{} *) (*NotebookFileOutline Notebook[{ Cell[558, 20, 268, 7, 35, "Input"], Cell[829, 29, 2671, 81, 77, "Input"], Cell[3503, 112, 1578, 45, 114, "Input"], Cell[CellGroupData[{ Cell[5106, 161, 1504, 31, 59, "Input"], Cell[6613, 194, 103473, 2089, 290, "Output"] }, Open ]], Cell[110101, 2286, 91, 1, 30, "Input"], Cell[110195, 2289, 9721, 249, 299, "Input"], Cell[CellGroupData[{ Cell[119941, 2542, 347, 6, 32, "Input"], Cell[120291, 2550, 230562, 4221, 290, "Output"] }, Open ]] } ] *)