(* Content-type: application/vnd.wolfram.mathematica *) (*** Wolfram Notebook File ***) (* http://www.wolfram.com/nb *) (* CreatedBy='Mathematica 9.0' *) (*CacheID: 234*) (* Internal cache information: NotebookFileLineBreakTest NotebookFileLineBreakTest NotebookDataPosition[ 157, 7] NotebookDataLength[ 139972, 2410] NotebookOptionsPosition[ 138881, 2374] NotebookOutlinePosition[ 139577, 2397] CellTagsIndexPosition[ 139534, 2394] WindowFrame->Normal*) (* Beginning of Notebook Content *) Notebook[{ Cell[CellGroupData[{ Cell["\<\ (* Xe atom Kimball, Ne,Ar,Ni,Kr,Pd-centers, 4 5sp-spheres tetrahedral \ 21.12.2011 *) Clear[k1,k2,k3,k4,k5,k6,k7,sig1,sig2,sig3,sig4,sig5,sig6,sig7,c,z,R1,R2,R3,R4,\ R5,R6,R7,S2,S3,S4,S5,S6,S7]; c = {k1 -> 1.0, k2 -> 0.99, k3 -> 0.97, k4 -> 0.95, k5 -> 0.9, k6 -> 0.9, k7 \ -> 0.9,sig1 -> 0.3, sig2 -> 0.302, sig3 -> 0.302, sig4 -> 0.302, sig5 -> \ 0.302, sig6 -> 0.302, sig7 -> 0.302}; z=54.; (* He+Ne shell *) T = 2.25*k1/R1^2+9.*k2/R2^2 /. c; ad = Sqrt[3./8.]; Vee=3.0*sig1/R1+12.*sig2/R2+16/(R1+R2)+24*ad/(R1+R2) /. c; Vne=-3.0*z/R1-8.*z/(R1+R2); S2 = R2*4^(1/3); (* Ar shell *) T = T + 9.*k3/R3^2 /. c; Vee = Vee+12.*sig3/R3+80./(S2+R3)+24.*ad/(S2+R3) /. c; Vne = Vne-8.45*z/(S2+R3); S3 = R3*4^(1/3); (* Ni shell octahedron, d10 with 10/6 charges; 15*(10/6)^2 = 41.66667*) T = T + (10.*9./8)*k4/R4^2 /. c; Vee = Vee+5.*3.*sig4/R4+(180.+41.66666667/Sqrt[2])/(S3+R4) /. c; Vne = Vne - 10.6*z/(S3+R4); S4 = R4*6^(1/3); (* Kr shell *) T = T + 9.*k5/R5^2 /. c; Vee = Vee+12.*sig5/R5+224./(S4+R5)+24.*ad/(S4+R5) /. c; Vne = Vne-8.45*z/(S4+R5); S5 = R5*4^(1/3); (* Pd shell octahedron, d10 with 10/6 charges; 15*(10/6)^2 = 41.66667*) T = T + (10.*9./8)*k6/R6^2 /. c; Vee = Vee+5.*3.*sig6/R6+(360.+41.66666667/Sqrt[2])/(S5+R6) /. c; Vne = Vne - 10.6*z/(S5+R6); S6 = R6*6^(1/3); (* Xe shell *) T = T + 9.*k7/R7^2 /. c; Vee = Vee+12.*sig7/R7+432./(S6+R7)+24.*ad/(S6+R7) /. c; Vne = Vne-8.45*z/(S6+R7); S7 = R7*4^(1/3); func = T + Vee + Vne; t = FindMinimum[func, {R1,0.02384}, {R2,0.0667}, {R3,0.1142}, \ {R4,0.1762},{R5,0.2547},{R6,0.4648},{R7,1.297},{Method -> Automatic}, \ {MaxIterations -> 500}] N[Vne /. c /. t[[2]],10] N[Vee /. c /. t[[2]],10] N[-(Vee+Vne)/T /. c /. t[[2]],10] N[(S2+R3) /. c /. t[[2]],10] N[(S3+R4) /. c /. t[[2]],10] N[(S4+R5) /. c /. t[[2]],10] N[(S5+R6) /. c /. t[[2]],10] N[(S6+R7) /. c /. t[[2]],10] \ \>", "Input", PageWidth->WindowWidth], Cell[BoxData[ RowBox[{"{", RowBox[{ RowBox[{"-", "7155.353429890469`"}], ",", RowBox[{"{", RowBox[{ RowBox[{"R1", "\[Rule]", "0.02382573959472956`"}], ",", RowBox[{"R2", "\[Rule]", "0.06674418387371583`"}], ",", RowBox[{"R3", "\[Rule]", "0.1143757616995213`"}], ",", RowBox[{"R4", "\[Rule]", "0.17636219737488823`"}], ",", RowBox[{"R5", "\[Rule]", "0.25136267422987046`"}], ",", RowBox[{"R6", "\[Rule]", "0.44061484080569846`"}], ",", RowBox[{"R7", "\[Rule]", "4.75177781755355`"}]}], "}"}]}], "}"}]], "Output", CellChangeTimes->{3.5714183120939603`*^9}], Cell[BoxData[ RowBox[{"-", "16801.28948282528`"}]], "Output", CellChangeTimes->{3.5714183120939603`*^9}], Cell[BoxData["2490.582623018362`"], "Output", CellChangeTimes->{3.5714183120939603`*^9}], Cell[BoxData["1.999999999996369`"], "Output", CellChangeTimes->{3.5714183120939603`*^9}], Cell[BoxData["0.22032554939341675`"], "Output", CellChangeTimes->{3.5714183120939603`*^9}], Cell[BoxData["0.3579224018163724`"], "Output", CellChangeTimes->{3.5714183120939603`*^9}], Cell[BoxData["0.5718340548769062`"], "Output", CellChangeTimes->{3.5714183120939603`*^9}], Cell[BoxData["0.8396282143037346`"], "Output", CellChangeTimes->{3.5714183120939603`*^9}], Cell[BoxData["5.55242811828904`"], "Output", CellChangeTimes->{3.5714183120939603`*^9}] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"SphericalPlot3D", "[", RowBox[{ RowBox[{"{", RowBox[{ "0.12", ",", "0.22", ",", "0.35", ",", "0.573", ",", "0.83", ",", "2.1"}], "}"}], ",", RowBox[{"{", RowBox[{"\[Theta]", ",", "0", ",", "\[Pi]"}], "}"}], ",", RowBox[{"{", RowBox[{"\[Phi]", ",", "0", ",", RowBox[{"3", RowBox[{"\[Pi]", "/", "2"}]}]}], "}"}], ",", RowBox[{"Mesh", "\[Rule]", "None"}], ",", " ", RowBox[{"PlotRange", "\[Rule]", RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{"-", "2.5"}], ",", "2.5"}], "}"}], ",", RowBox[{"{", RowBox[{ RowBox[{"-", "2.5"}], ",", "2.5"}], "}"}], ",", RowBox[{"{", RowBox[{ RowBox[{"-", "2.5"}], ",", "2.5"}], "}"}]}], "}"}]}], ",", RowBox[{"Boxed", "\[Rule]", "False"}]}], " ", "]"}]], "Input", CellChangeTimes->{{3.5714182460434446`*^9, 3.571418297991536*^9}}], Cell[BoxData[ Graphics3DBox[GraphicsComplex3DBox[CompressedData[" 1:eJyEm3VcF9vTx+3uunZ3XruQY3eiWNiKiUooBmKilEqpGKgIBhYiKIJ+ZQRR UBQUAcVA9NrdHY8wwd19fveF/+yLYZjzmfeeM2f27Fpj0lwT81w5cuTYXjRH jtx/rofuH6/88OkY4/RxlW79mp6nU1qV1c+HhEWockeeRT0ZsU1Fxdvc6zig m/Gs0XFF67w/rZY93tpjWsABZbfgdMORV02M99xMOb/i8Cl1LvTQF5N6Ierj 7BVbVhYyM3ba5uXgmSdMDfA9cinjet9iSmjPDxOMgzd03pHht6V83q8Zf9fh WL4ZAc6Tjdc8bDl/6p+47vsc62WMY+UM/Y1qmxs3PPjw96M/OuIro65Ks5yS Zx0xNz5Q4vcoi7cTjDzI35r866A/bNXFd8D4MIj0/EN6jqAeuED6v5H+1agf XClfB8rXD/OFdsTnJvGZgXzgnd2kKhk8jVtv/DdP2Fi3bt81fc2Ml1hPvzCp Qjdj5jxmpHdi+YQt6qn5ltjU4isVc17dY8Euywb7Ve4jPds93+ahmHOuMb9G NiwTrGqUrZR4Z8AWxZzXhecq7nwwVNXfdGz/j5M7FXN+fz3N9EG1k6pVYlzE lN5+ijkX2HD9/D/dDWrP9s+Tt8T6K+Y88lbp979/GVRopEWXG313K+ZckPz3 kj9z/kDxW1N85uxGehqRHuacj/TXJf3M2YPyLUL5MuclxCfHVOTDnE1KXMjk aTP/5r95wt3QSesKbBtunFy9/aOc+U2E8/2n/TbAhI0K2u/0HF/EQzjPnvWm n9P13cru2pgl73b4CuftJgPL1Hl/WLlsOpw08v4+4Tzh/frwOjHB6kfTe/cy fs+cXx0NzX3I/7hqfHZbp4guR4WzdVXz4jNnnlCJFomTJx8KFs6PvFdPyIjX 8sL9OkP//D1zZv9r5M+cX1P8JhSfOU8kPb9JD3P2J/1upJ8521K+qyhf5vyT +CQRH+Y8IOBpJs/Hp3f/myfkajLzWLnogcbLpj7vMdZupHCOcQjZO6r8OrV5 4voev+p6C+dL0Uvjt4z1UcvzuU2c7LlXOM9Or17PZuJu5ZZ79fKzbYOEc9G0 TksXrd+vzndv5FBn+DHhvNXr2bE5NoeVOjI5bOHcE8L594ktb4alHVGTm/n2 /GgWLpy7DRwVVnJkkHo5tlTTp7lOCuccYeg/hfyZ8zaK35niM+fipCeW9DBn K9LvRfqZ803K15XyZc7PiU8o8WHOH5NqHM/g2cnVvue/eIJtj9WjBxjaG79t ZGU9+O8xwjl3yfAxy4cvVGm1x7WbHrBVOMcPaDqxz0lH1e69R6sBP/cLZ4d6 ntFj/9zXvDOjVca8Ys4q1v+f03/u+5uJT1ZmzDvm3PrVhLdBfptVb6+QvLe/ nxTOB+JHbjH/M17hQ1d+PW1xWjgb6k2umnEdcsW8VYYO5nyQ/IuQP3NuQ/H7 UHzm3Jn0vCM9zNmR9Bck/cw5lfLtQfky55rEJ0cd5MOc8z+qapbB09yqgs2/ eMK8Sf/8/v2wQcTviECb0aeyOG9Nju792n469DSUb/Sw0Tbh3PF37Ran0hdA 0aVnmi21PyCcb23oW+FnvRXQ4m6+VksLhAjnzcnexSauWg2xVwpsfHoni3Op 4Z6Dtl10AucLOTd/WH5KOLe8sv78pmsu8O2fF2teR2VxnvHsyN6WDq5wtL7v 47Q1EcK5Ffl/J3/mXJriu1B85ryV9FwkPcz5LulvQ/qZcy/KtyLly5zDic8M 4sOcX3+3z5HjUYMIy66j5/2LJ+zf8zSl2l99IjYumzUvvcho4Xzw3vJB/U46 wspfXkYhf+YFcw5p+/HDrxresG+OR0OvPAHC2X1wgzJ/6he41eyYN6MeMueI v01H/qlvUDBq7ZCMesmcS86Yf98zTwDY3bc3S3wdJpzzBF852//nfljkvufe rT/zkDm7TJt2J4PToW8v72aMx5zZfzH5M+dSuvjM+QzpKUx6mPMG0u9F+plz BOUbQvky5wvEx4/4MOfWFsuuZ/CsmTP//H/xhMcjoyu/shoW8Q9ehbNJNevn gaZeMACvwvle67++bkj1gzt4Fc6LNhx4N7LcQbDGq3DOUbpjYPD3IPhRKvMq nM/bzHjU2jMEIvEqnMcsmr7avslxGIFX4RzQ7ff3p2HHwR+vwnmszp85x1D8 KIrPnHOSnp+khzkvJf0LST9zfkb5PqJ8mfNM4jOV+DBnnynGVTJ4euNVOHvj PI7wxXktnFfjfQI/vG/C+QDeVziA91k4e+I8ABecF8KZ5g2E4jwSzktxnkF+ nHfC2R7nJXw9mjlPhfMRnMewDOe1cF5K/t/Inzlz/AIUnzkXJT1hpIc5byT9 60g/cz5O+R6nfJnzbuJzhvgw5zo4jyMa4bwWzjkgsy5HtMc6LZx7Y92BiViH hHMxrFOQB+uWcG6JdQ1CsM4JZ6qDMBXronCmugk3TDPrqHD+gXUWPiZk1l3h HIx1GRpinRbOP8n/E/kzZ1eKn0rxmXMc6ZlOephzW9J/gvQzZ6rLUILylflM fFYQH+ZshXU5IgTrtHB+jX1GhBf2HRHM+Tb2GVAN91Vgzm1x34WnuA8Dc86D +zR4474NzPk17uswAvd5YM69sA+AIdgXAHMuhH0DxGIfAcx5EPYZcAv7DmDO 1JfABfJnztTHgAnFZ85vSc8o0sOcC5D+baSfOXejfD9Svsz5F/ExJj7MeTL2 GRG1se9gnmCHfXNECeyjhfMG7AvhGvaJwtke+0i4gX2lcF6HfSfYYh8qnM9i nwrlsW8Vzh2xr4W92OcK5wnYB0MR7IuF81Psm6Ev9tHCeSL5FyV/5mxE8fdR fOZ8jvRUJD3M2Z30Lyb9zNmR8n1E+TLno8TnC/Fhzu2xb47IlZzZRwvnBHwO jHiAz4XC+SQ+58AjfO4RzgvwuQis8DlJODvgcxT44XOVcP6Az10wGZ/DhHN9 fE6Dd/jcJpwv43Md2OJznnBuis+B8ByfC4VzPPkvIH/mzPHfU3zm/Jn0mJMe 5uxE+gNIP3NeSvnaUb7MOYH45HqGfJjzfXwOjBiCz4XC2QbPNSI24zmHcL6H 5xowDp/jhfP3wMznfHDE537hXBbPBSA3nhMI54p4jsDnCsK5MZ47wEc8hxDO PnhOAYXw3EI4H8JzDRiN5xzCeTv5FyZ/5tyE4n+i+My5MunxID3MuSLpz0/6 mTOd44AX5cucvxCfZcSHOc/Ec42IYXjOIZzTwx/f/DU9z+nDeG4nnM9/7ppx DhVB53ZZnFPXZZxbRdC5nXA+nLNTxjlXBJ3bCec1a9pnnItF0LmdcB7VPXl6 gPPkCDq3E84HCrlknLtF0LmdcK69dkjGOV0EndsJ54PkT+d2wnk0xadzO+Hs SHro3E44h5B+OrfL4nwT811L+TLnNOLTnvgwZ+U+MeOc7jSd2wnnFcv7Dg6s 7qoK3Zlz+fLcScouoO69jOet/OPHtR28Yoxx9Nh4R9vxLaUPyZfa0f3a7nAV 1m/njd2zPVRIgcFPM84dppk6eBaIDlVp3wP9yzbcL/bJv76/rrrJoAqu+h22 dbaX+jbv1deUvrvVqPJLF8VOCFcdF0Rb9it6SOw+k+z7zCsfoaZXqPS04bwN 6l7Xbzeb/+kvcm1ceyHyxEnl7Nx99zSnw2LX+99AO+j92a7X8xnHBb0etuen fMMp32DMC6ZTvncpX7YfJp71tTwhp1OBdhk8i+Tu6vQvnnBmwJa5Xco6qWst F3RO2bFY+N/+trVKbdOjynXnCJOG5iHCMyjkV5u+JiEqwvd118c7jgu3q597 dp0x4piqoaBRhbOhwkdvZw76OJzvHd24nNdj0vlbqxOeW0ypet90pTpU+lvs fAcH0V/yasu0FU/8VcOej4oUKBAm+o2n7cs1pPle1X7ZqYUfL5wU/Q+67d/V aew+1bXyxhe/WxpEv97O+vVxWH8pGrcRjcv6C85GnfFandDFvcTtqcXnK8ur 9VrksHAW/QNG7zZPN12gGjd91nful3DRv2b2+kVjci9W+67MCjR5bxD9ywLW fno2yU5Vi52+w2txhOjX21m/Pg7rH0jjNqFxWf9k0rlFqxNOLLiwyflIb9Uq 5sqK6otcRX/khuJLjl72getfTdbs/5XF/3dDr6hHRX3BaGRy7D+3T4n+rd5J Y9Ie+cKywj2vWJmeFv16O+vXx2H9UTTuDRqX9d8lnRO0OiE9pMCpUQvnwIBt a14/snTJ4n9jcIndFQPhag2n2tDmuOh//vRDl8UxQWBkH7nnyZ4Toj/0fdsb nQ4chWKjrwYvfxgm+vV21q+PI/xp3EQal/WXOoY6F2p1Qn+VUt/9xjIoUG1u 1e+Wa0R/Ev499MB4or8zjvenH8scX/SXQn1wFPWKfr2d9evjsP5kGrcnjcv6 V5DOJlqdUBh/hu74e9FP9w8O4f0U/Z3wfsMHvP+ifznOD1iP80X06+2sXx+H 9afSuIE0Luv/m3Qu1OqEgXg/IA7nkehvhOsHknA9Aeun9QaV52SuP2D9VXB9 QpX9mesVWL/ezvr1cVg/1QtIpnFZ/yLS+VOrE1rgeoAeCzPXB7D+Bli/oBLW M9HfDusd9MH6J/o7Y32EN1gvRb/ezvr1cVg/j1uZxmX940nnbK1OmI31CPpj fRL9q3H/gPu4n4j+MNxv4ATuP6K/Eu5PkIr7lejX21m/Pg7rX0Pj/kPjsn5v 0jlHqxP24n4A73AfE/3JuK/DTNznRX8L7A9gDPYLon8Z9hmQD/sO0a+3s359 HNafQuPOonFZfyzpLDFboxMu4H4MZ3F/Fv2HsF8B6tdE/8+VmX0P90GifzT2 T0D9lOjX21m/Pg7rP0zjUt8k+j+SzmdanfDzdmafxH2o6A/FvjOC+lDp/yth X8V9lsTpGNCx+wqLlhEJbubWrR2y7H74s2oXb5Hxe2OOD4M23e24Lkwtqvwo dUvTXVLfRo3OW9d63CmVXm/ctaH1/KW+dbEdPmLolT/7/YpcnZs23C31TW9n Pvo4zOcMjbuYxmU+pFuN0OqEJR9fbho0cJRxY7Mcg9O/9JM+fNcBxxIZ7+fq mO/wyngfx/rjN4QmOx0MVZPHT9mX8f6Z9c8459M04/1HyS0/p2S872D9ejvr 18dh/X66cVn/gryrvTN0HjXd92+d0NLY4XH77kONjwUdWtnQzVT0/3793GbF 4YPqdoM297rmCxX9SROrPnG9Gaii+tduYvSHk9Tn0edORXUKUrlfW6wolBou +vV21q+Pw/pzvMFx79C4rP9h58+ZOitPbrLqXzohV1CtoAY1ehrne+B+dH5o 1nuc4WuGv/xe11slXF7TMuO9Kut/sSufY7mELWpgt9RCD7pn9YfuKza632+0 TXn0yLc1470V69fbWb8+DusfQeNeoXFZ/5sL+zJ1Phz1d/C/dML1dxs7z35T wbhlrzNVO6dlve/bdS219LL+jtD6xbixGdxY//h9s3wef3EG+4cNXDLnNemv P+JE7JMRrjBk8F+rTplm9bd6O+vXx5H5Q+O2oXFZv/vFv7tk6Py01aLav3TC 1bYHO7XN1Tni7oMT/2yLNRP9Fj67Xk3y3AsTPlo4Zry/Zv3vOidbZpw7NAxN sMr4XoP1mxa6dtne/gB8mPbEIeP9IOvX21m/Pg7r53En0ris/2VMIeMMnd1g 7IN/6YQfd4z3dzs1OGIWDKgWvGGE6L9xfoWz25RgSMKr6O9wffC+m8uPQWu8 iv6AmkVOvtt4HPzxKvr1dtavjyP9FY2bTOOyfkOEX6bOFqtu/lsnzEHdEV8w D9E/CfOHychD9DdBXvAE+Yn+z8gX+iFv0a+3s359HNY/WTcu62+NuiNOYB6i Px3nTcR5nEein+YfzML5KPqX4XyFWjh/Rb8Jzm94Njxzvot+vZ316+Ow/rY0 rgWNy/q747yJuI/zSPS3wHUbMft95jqWffAyrn+wwnog+/sArBdQ0C+zfsj+ 7ob1BY5gvZH9XW9n/fo4rD+exrWmcVn/B1y3EXXiMtexnC/lwboZUQzrqOhP xfoLhbEei/4IrNdwD+u36P/9KrO+Q22s96Jfb2f9+jis/yaNW4TGZf3/YN2M +I51VPQH4r4V0QH3MdFfHfc/2IP7oegfh/slJOL+KfqL4P4Kc3C/Ff16O+vX x2H9NWjcvTQu6y+H+1bEC9zHRH9N7BsilmMfIfqtsP+ASOxHRP917FdgNPYv ov8t9jfQHfsd0a+3s359HNbP40bRuKw/APuGiMXYR4j+StTX+Wn7OvU7V+Y5 WgSdq4m/4/5clZ7+WW8FB535UrmJtTwPHiV7Pa0dXhmqlZ20arVKsJ8x4Ve9 FVnnV6fR/lxrh7KRPe8s6WWvOt/dd2z5n/XL/j3IPlVrh+JDv6x6ZT9dLV7Y 3XPztazzjbZk36u1Q07Hnybb94yEN2YG12cjss5zGpC9yhiNHezKn5psSF8A z2r3vu5z0Un8/cheuo7GDuUdL/3KOX8VlMGr+Lcje0utHV5iXLDGeOJfDuPC Fq0d3qJuiF2TqVf8q6JueKu1w0LMHxohD7m/u8k+VGsHI+QLNZG3+E8iu4nW Dhfx/sE7vM/i/4jsZU9r7JAD5wc443wR/6pkD9HawePk6zFHjyxWv4/8HZ7X 2Ux12/Vo37uDETDT2vxL72e26t4Svx/zds4R+6+A+mWWeFqqApHvf/TMayv2 Y2e815U6PUHd6eJ9rmbXxWJ39TGYFDTUhzx3x/5wXWsn9vhCS0s1CJgMXiPz jZ4Ni8Q+w2qzzcMYKxjh2tLPsdh8se85enZNimEB1PtUYXyPnBZif2s0b11k fjuYuxLuhawwFfu84nEFi/S1g0JL4vZUTRwIbB+5xmJYjyULoXenB6Uc+88Q u2XBpRN+vLKGarNeDEvMN0/sSx0mDpi5airYz5kc9K3eIrG3IG4+Wm6qOvqp dvh3Yv+LeNpoearF5O+s9YerMzN1qBaoS/yjiH/4GQ1/VQF1K1utPzwwysxT 5ca8xX8h3a+l2vulFHJRZlp/MLXL5KhKI1fxb0H3d1ea5v6qaPKfr/WHtnif wA3vm/g70Xxoq50PyoH832j94dLHzHkAA3FeiH8Dmj+FtfNHNcd5A/5afyiO flAH/078B9N8i/qomW9qNPlP0fpDe9QN9piH+LvT/KyhnZ9qI/lHa/2ZI5Td lslV/EvRfN5mp5nPKjeuK5ij9Qd7vK+wCu+z+Oeg+f/SSDP/1S3yB60/hOA8 g4s478S/Ma2X6zM160XlwroA+fZr/GE6znuohOtA/JvS+qqlXV8qhfznaP1h Ha43Xn/i/4bsnlo7nH4+z8TM1k4tMev2rLBTV+FZ7QXaQWuHGfgz/53EP0h2 +juJ79LR63dIwhjjhn3L+5S1qiX9eZebz5aYuNmpji9Obhg1r5Yx+/8+6pzx c8Td1MzfS3z3kWsz/j5ifjuV41hCVj+Qhn7q43NNHEV+xrvx76TfLoc6IkiX 9Evdg3Hcrjc140LtbnZPrXLuVrtOec8f09xOve7UJF+O3wZlcd3yds6PW5W5 TRtVzcRavtdqY9WsRq9XXurvvuHjvd3nKZ+j2+e16hOhxpX9dXlP1C41I/zz 5qBdXhJnlGPsZbtX3mpT8KWUbzYuEufW7cpDu1bxUBsHFFGv0tZInBnbjIbU KLxNPcrfz/Rn1x0Sx6lig35j23mqCpGBQbMnb5A45W4VOVsg0km9HZXWvb21 u8RpbD2u7PPibqrQiYbXp4OfxMkXXrDMspcOqmTgtuhS3bZInCqldqbvybFI 3U5+P3Oej5fEmbC6XaRFq0lq0buXQQe77pY4dx2eecY5jlQ3pvvsf9g/63tj jz19llVa1BXCFi3s2N5rg8R5N6tau4UL18DOAR7OV5b5S5yo4vuP9+u1FB43 dFlk2jPr+/CUNm9NNoyxhzJRE3Ykd8jS8yxn7p1tlnjDRuv2r46v9ZU4pUrH Vei3xw1aPHOqcLP/Jokzf+5Lm1ZuLuD6vPjbdBs3ibMZ/x7+wXgSpzX+PRTE eBIn4obZi5UnPeDnic3dpz5zkDi+mA/cx/wkzlPMBw5jfhInOnzPqCJ/b4CX PhUefyhuKXEWIl+4gLyB41xHvmCxOpO3fC9xIhiurZ+4AUYdSwyKzjMNOE5B vN/QEe+/xCmO9xtK4v2XOF5vit6y6+MJdaKjrfI+XClx0nD+gQ3OR4lTGucf rMf5mPXdV4Cjy/deayG2Y/2Ir0/XSZxJuB5gIq4PibMO1wOMwfUhcSzvzGk0 58pyiB5VyDv8gqfEaUHrNJTW6QuMA+tpndrTOuXvJfrSOu1B63QbxoGzGFct wHGE/yxavwtp/XL8BbR+w2j9cvwUiuNEcTj+S1rXh2hdsx2Qi3JATjLuElrv P2m987g7ab23pPXO46ZRnF0Uh+P/TXUg12isA2yvivdVbcT7LON2pfpQnuoD j1ud6kMLqg88bnOKE0BxOH4bqhtvqG6wvTbOyz/cMuepjDub6okT1RMe9xfV k+9UT3hcI4pzmeJw/N1UZy5TnWH7T1xXQOtMxs1lgfXnMNUfHvcJ1Z+CjbD+ 8LjFtmOcGxSH43+gulSf6hLb84Rl1gU4jXVCxv1O9cqP6hWP24Hq1SCqVzxu RYqTQHE4vjvVsYNUx8SOP8Mc/L2Mu5vq20eqbzyuCdW3FlTfeNwgiuNMcTj+ Vap7pVCX2Mth/nAeeci4gVQP31M95HELIV9IonrI4zagOA8oDsdPpTr5i+ok 22lfAcPuzPsv4zpS/Uyh+snjfqX6uZbqJ49L8wYSKA7Hv0R11ZLqKttv4fyG xjjfpS6Vo3prQvWWx21G9bYR1Vv5/yYUpyfF4fh7qQ63ozos9QT3daiJ61vG fU/12ZHqM4/bhOrzXqrPPO4vitOR4nD8rVS3H1HdZvs6rF+QhvVMxrWkej6H 6jmPG0j13I7qOY+7m+K8oTgcfwXV+RtU59nuhvWd+zLZL0ZhfQfqy2S/qIP1 HagvE53+FIf2DdFpSXFo3xCdHShOP4rDenKue79178o/9Xdbrn3tAs1kvtXa 1zXpet/dquKkX16l9/Y3Zp2vz90Zff2drxp9tXWjfXenqg8zh/366HBa7a1u 1zPjPeKSjnP6/453kT6habWYYV+K7FRJ+ScOTL/gKv5T11S2/H5yp7q4/vjq jP9/yv4/rVsOqRq2WXX+FjU3dJy3+MOL4Xn3eG9Ud8pd9Mh4L8n+s/b2LFm2 g5syPVGtWP72O8T/73TXgOvFV6onDQrlyvh/suxfxDHWwiavjYq66Bq59Lqv +PdUA6dVamINZzp3SWjSMKsPXNXTPE+M62IoGxrVe2Nglv+qDic2PNvmAZWm p/XL+P+27O/n4xzl2dsDJm7t0eh0/+3iX7BEu792BPtALryKv+8Zj5o7fm4B t5orNy1+t1H8q2BcWILjiH/zHas3Po7ZCa+W7LrSs5uT+EeibqiMeYj/hGOP 2jnn2AX9et/La3AcKP6PkQv0QE4yDwen3Ty/o5UvNLq2p3fN/Q7A/reQO8Ti fRB/39aFdzRtug2WhtRv5jFvg/ifxfsKFnifxb+KSaPyzR55wuv+Zj6pvX3E fy7OGwjAeST+w8YZTxrzaznkTIz70HGhr/jn0P1rMMYt6mP9S6pP1OdvXiX2 y+9bbr0zoe28ODXy4qgFIXPDxL7WYb5FkfEXVKGY586h6yPFXuFG/2rN85xX fGV7YfLjv2P7KIrL47C9H+lgXWz/533AoLfF5xrp/XujP+jjj8D4UFGnh3RD YZ3+8ugHo/93vjDgf/MB1LXMSMcT/ovzi/L9eiwP2KfWHJtzbfV6d8m/57R3 D/aWOKFa915avEttX+EVV6ZnuSWeZ/4859mnFGyxT/jmf9x2+JOYaFUmxXp9 iXKHFedj/jBtpse7GDVDFZlhFhWkmPM938Efrjy9oIYec93hWjNYMef9Ta7H zdxwUa2PMHn4ekuwYs56f+asj8+cC5CecqSHOV8i/S6knzn3pnzbaPOFN8TH ScsHXuZ+E3lsiL1RQCc38zCHKUbZcb75UMUEbvZX+T7VdRnRZadw/uZ1Yvbj iiGq2MyJfU8tDBTO+PtTatOsq2evPDgunMft3TthXZtI+T1zDlI91hdIOauq zm85q7k/COe4PX/b3bM9p/zSlszOWzVSOHM8XjfMWe/PnPXxmTPraUV6mDP/ 7E36mfN3yrekNl+4Q3wKa/nA3tm1VZk+C41s2kxY9WGsTbacu88Y77X34FZV 48nB6aXa7xHOlQL7+SzIcUBNCn1tdzPomHBuVL6sYX9gsPLuctHZ/dRp4XKq woOiPWafUGOeh1zpvztKOHdOS/5c5/dJ9dz1YMwqu3PCeWdwQIVFbU6r5Z1n ff1oHCOcL3ZuHhn36bQafPF++xw3YoSz3p856+MzZwPpGUt6mHNj0r+Z9DPn KpTvFG2+0Jv41NHyAftjK7sHrbE06vz0S+OKAxZny/mRIT6o76A1pC9AOM8s 0C1fhTMb1fYT+51uJZ4QzgXpvvK8Ys636L7zvGPObw+Zlau1ca+q275s51aG WOE8isYbbbnyr5zRF4UzX1kHc9b7M2d9fOZ8m/RcIj1Sn0m/P+lnzhaU705t vvCM+Jhp+YBb+xElH+4xMzoxrEYNz95Ls+Xs5jOv6RwbW5j5qN3Ejk+yOJ+p 6O827J/VcOh3l2tje4cJ56gTlby//Hk+Svsat8rGOovzhbitFWaHeUFSMaug M+lZnG3znD5xInwT/Px+e2XrNheE89gmqYm9vTfDusS+nfL1jhO+Vjs3v27S fgtYL4gI3PU9i7Penznr4zPni6QnmfQw57Ok/y7pZ85RlG+gNl/wJD5ztHzg voVdt8DEfoa7ecr2fHsne87T8T7Ca5oXzLlTw15WS1vtAeQYKpyLYv2CalQP mfNXrG9SL5kz5hEKWz061U25dV44++C8AZ6HzJk58XjMWe/PnPXx+e9pf4Gj pIc5034D1Uk/czamfCtp84VZxOe9lg+oQqVfzP0w05Drftojmx922XK+PnRD cKvwXUBX4Twpvkmqda+jMBmvwnnl5Lg3dklh4IBX4Tze9ahFTE2AiXgVzgt6 dh5/9E0kLMSrcB59vFPRkBlnwQyvWZyH/q674ulZGIlX4az3Z876+MyZdMBk 0sOcV5H+1aSfOVOeMEWbL6QSn5taPtCls9P4u5/mG7riNVvONI+B6zFzpnkM Cu+zcKZ9HXhfZs5HcN7Ivs2caZ5RPxsqnGlewg6qh8yZ8+N+ljnr/ZmzPj5z pnUFP0gPc6Z1CKVIP3Omv4cu2nzhHfGZreUDNI8NXXBeZ8uZ6jJsxjoknA9i nYKLWLeEM9VluIJ1TjhTXYZErIvCmeomLMc6KpzXY52F6Vh3hTPVZViCdVo4 6/2Zsz4+c6a6DNdID3OmugyJpJ85H6Z847T5wmzi46PlA1SXDa+wTmfLmfoM uI/7KjBnrodTqT4xZ+ozIDfu28Ccqc+A67jPy3MXz8MXNC+kbmDfAMNofF2f AT2Jo9QNnT9z1sdnztRnwA3Sw5ypz4C8pJ850zqB6dp8gfoMeKjlA9RnGJyx 7zBkx7km9oXQFftE4Ux9M1TAvlI4U98MDbEPFc7Up0I49q3C+QX2tdAJ+1zh vAL7YNiOfbFwHoJ9M8RiHy2c9f7MWR+fObOek6SHOW8h/fQcIJypb4ZK2nyB +mbopeUDXbBvNizBPjpbztRPQirdd+ZM9Qu4j2DOm/E5Clrgc5VwbkM/j8Xn MOFck+oh12/mvJvm1UWad8y5CPHg/Jmz3p856+Mz57akh54LsziTfnpulXHK UL7ftflCceJzW8sHbPE50LAHnwuz5UzP7fAcn+OFc1t8zgc65xDOrnguAHTO IZzL4zkC5MNzBeFsgecOMAXPIYTzcDyngHQ8txDO7niuAQF4ziGc9f7MWR+f OVcgPXTuIpzXkn465xDO7Sjf3tp8wYX4vNbygYN4rmF4jucc2XJuOCvn5VmG KQY6txPOR3oVezu07TzDSF0/e3hIiXOvitgbWDdzNjIxa5bQZqWBfhbOKxrU ezn8p4OBdTNn5983Ns8OXWNg3cz5WWjE9w/9HEU3c9b7M2d9fObcifTQuZ1w DiT9hXXr5ijlO1qbLzQhPgO0fOBUmQ+fdwa3D6dzO9F7K8C1+bs7m9Xjsfk8 Fj6y5H1dld981WFR6U3K8HrqiOdTncRejezRWjtMuPGjUVi8u3qtcl6IiPcU f3Oyf9TaYU/FUbaVB65SAxPNnu0b4C3+B8luqrWDb8qldk99h6uVjuen5m22 Rfz3kd1FawcT65vTB76ygxsLTC9cMdos/mZkT9faobZ9dOtGzddBufXNi7X3 3CD+TcleWWuHsvgz1MXfi38lsjfT2lkHDMfxxZ90wHitHVZhPrAW85Pn4EHI BfyQk9iHkz1Aa4c3yB3G430Q/09kN9faIRzvK1TA+yz+kWSvrrXDF5w3cBPn kfj/JPt9rR2mJp56nxjvrdof7uw/Yv/yLG75Pr+OXBGj6q840vXA+51ynnU6 xcFkbFq0Orgv/7FOJU+IfUWNreV6tbqobI8//VU9YZdyo3Pca3NSd03qFqMe h+fYlxoaLvYb/a2CZm6KUyVKVDudAH5qIfWtA9qUahVjH6vuxZStN67UKbHr /fk8Qu/Pdr2etVR/9XrYXpnybUD5ct8RQfkeonylH6F1+kK7TiF2Wa/vm3Yu Ndrl5Xv3d8Iw6W9nE2djLWe4RH32OeqrZR5aOPhEnQd1Pipm5dSYSOEcOTS/ b4XQSGU/41KR/VfPCs93xj2q2O6JUt0bV1604k60cNPbmY8+DnO4pxuX8x20 1/ZzeDM7o15e5xflKjpH8uLnlgStftgyuceMmykuaqHj93Y2Zhslr1HzcsRf UsEq6GgVlzH5z0teNdODK6ePOKbG2Bxpbbs+Nmv+THU2j595XCmnVbVNb16Q vPR2zksfh/MaTeMepXE5r7Kt77+G4HlGuc8WPDOgwQLJy4/0L9PqBy96nplA z1OcV/G++3xLTFmt3qXdfmkeHyN5LYk4NWv2DUe15W7YzFDni5LXyur1jYIq OqtKjxz9xryJk7z0ds5LH4fzKkHjvqdxOa9pU6K61zs/zSjkwJoy/sFLJK+t pH+6Vj8cNW7X5pL3VOibuU9l1fOdZjdWtJ12ANyTo45YPs26X2Xdq7S5Oucw rPW/uMjO5YLkdTF/+XrePwLh1sKEMQH/XJS89HbOSx+H8/KlcT1oXM6r9u7T wx/f6Wj0of3E2Dm5l0leYaTfRKtfzg8X0XMu5/X3hx2eszafArPyHxs1sz4r eVnmKHus0NkImFs+/+aZh89JXrbjU4ZMbn4GzgZG7p+QeF7y0ts5L30czqs5 jTuGxuW8okpe8olqMdHwaduP+Pqp9pLXBdK/XKsfOnZ3MH2W7AFGeJW8RmNc HkfymoM6wAp1SV5RqBsoD8lLb+e89HE4L+IILWhcyat4ga1uX60M+R7MLNnP dJHk1Zn0d9Hqh4V0bhxN5wmcF80/8Md5IXnRvIEKOI8kL5pnEI/zTvLS2zkv fRzOi+Yf7KZxOa+8mI/hLOYnedF9kvMQzgv74y1wEuep5EX1Ar73yVzHwHnR OoepuO6B86K6ALOwTgDnpbdzXvo4nBfVC/hB43JeNP8M53A+Sl5U72A9nbuz fqqnMBzrq+gfi/UXqmE9Fv2dsV7DFazfol9vZ/36OKw/mMYdQeOyfuo7wUvb p/H5F2zU6odFWN9hM9Z7ySsG9z9Iw/1Q8lqK+yWcwf1T8uqB+yu8xf1W8tLb OS99HM4rlsal/V/yOoZ13DAZ67o8Lywn/b5a/XCB3qfE0fsWzisA+xigPk7y eoD9EPdHklca9lXcZ0leejvnpY/Dee2ncamfkrzy4r5rKIP7sOR1jfRf1eqH jtg/gTn2U5JXH+zbgPpWycsJ+z9Yjv2g5FUL+0igvlLy0ts5L30czqsvjUv9 o+TVHfskA/VNkldn0j9bqx9CsV80UP8o/sEePsG50oYZlmjfv8GOoCkfbVec V0UTqnQpv/yI1MMaFV9ZepXj72KOSj2c4Lb/0a4ZFxUkzzz5yy5Y6qHezvnq 43C+O2ncYjQu58vnznw+wDr5Pfomek/NOvm7Ef6uhHXye0p+j8k69XbWqY/D Ovl9Ob/fZ534XB6uDlSvCtP+jhY9h2ILVR3e26CYK+tpe2hzD/fzp5VJ03vn dhyNET16O+vRx2E963Tjsp5a9D6evwdgPa/o+xP+/oX1WND7TjrXFz16O+vR x2E9tWlcOk8VPbZUTzgv1jOZ5ivPF9bTi/a1pnahHpvis/To7axHH4f1LKBx h9K4rGcincfydxGsh8/v+Dsg1sPvX/i9M+vR21mPPg7r4XNvOlcWPZPOXW7W 9PYZmIxX0XOrVckyNnFRcBuvosdjkE+SzYWz4IlX0aO3sx59HNYzWTcu6yEu MJm+92A9lI9838R6+L0PvbcRPXo769HHYT183s7fmbAemjfAz02sh+63PAez HpofMIT6dtajt7MefRzWQ/OG90PRQ+sKqtL5Peuh9QBP6fyT9dB3DDCV3l+x Hr2d9ejjsB5+T1GNxmU99NxiKIzPMVLnqS6AC9YJ0Un1Fg5gXRGdnG8rrEOi U29nnfo4rPMgjetK47LOrfR+xIzen7Cey3S+zOfhrCed3g9eo/eHrEdvZz36 OKxnG41L+4boKYn7DWynPFhPUdyfoDruV6InEvczGE/zhfXo7axHH4f1lKJx qZ6LHpqXEKXt52FQ3Au76TlXK7d7Y+bVKrVExS77Om9HlUtg+nbrxjdH5qjk pnmLvi7pJPbO5u1vl41xgpqfX4y9GzpZ7G1CWyf1Le6oTK9vMq/kP0/sIfm/ RHmYrVQuvtdGFzVbIfbGJYZci/t7gfpSv/DMB1ZrxL5197ajmzqPUfZnzfPe zO0s9nI4HigcX+weo4KGxx9cBPVb5r45I2q12I8FuF7uP2AVpD8s33J9/+Vi txnsMrjqVkeITHPZEJfHWuxJmCcMw7xB4g/bcM6umQMY5zo08vbEpWInXsxP 7MP/mtrLs9MMCDoW4DjG1knsyalj602svEbF+DdqcNZyoYyb6lHx00NTG9Wu WeXexUY4ij1ovtlO755OMNbjsq/n11lijz5Vt3dCZ2eYUmu3hcmhNmJv7l+n 5MLGzmqbzYfch38MFnsw/gx/4+9Fz0Hq0+bpvpOa97/7ov/8/tkf81TNMG8e 9z/9u9F8W6qdb//p3xi5q9V4H7L170rz9rx23v6n/3jkCMeRa7b+J3DegDnO o2z9k3D+wX6cj9n6V8J5DKtxXmfr35zWYzntevxP/7m4rsAG1xlk5/8S1ydU wPWarf8qXOewF9d9tv7dsF5AA6wf2foH0HyuoZ3PKpjmobF2HvK6VR7a+QMW dN+jtfcdouj+2mjvL6TRfTyuvY9cd2CD9n7BN+JWT8sN1hGfo1o+MIg4tNVy gLjyJ2c9v9/dELz+y/fL77Oesz7uq2To83ICNHk4PN+3x1l1ZsurKR6juzkL P7YvpfvuoL3vEIJxjQJxHDk/qdGx2IrZj7obKJ74pwVGeXd86QQHlx9M3zf8 z3MyfQdfLGmNWfe45XDod9Hyz48HyHtV50MmngfHz4BcVhMH/HXZD2b3L3el 4tk4VZPqlYe2XimKq87jOPKd/WGMq35eyxxHvl+iuGoajqM4fn3aj/po9yMV QPvRcu1+pKrSfvRMux8pZ9qP5mj3I1WI9qPm2v1IraT9qLJ2P1K0/iFFux8p qiMQqt2P1F3zji+v3T0K9+7Zpv61ZQNzAO/T74teLhsAO/rcjhgZ6Srf91ws usV4/Ao/qFYysoOXtT1z4LoGw7X7BddH6Krd77jOQmPtfsf1Grpp9zvVi/a7 Xdr9TjXFeake4DyVdVGmrkXUsuTlauEknyfDUlaKfbGZ9ZOCB3qqVZn7T9Z6 HIn7HxzF/VDsrrXG739rZA9tW2/pu3pr1rqmn2Et/l7sJZ7NKG/tGQyF++av WyLIkucttCjf4JJdvv1gO3jv6iVLpsr77o1Oh0b0vu0H0e2v9P71arDwbI/7 NKTgvi3rYhHmA6UxP7FH437P+7/YHTBPmIp5i/3iDJMWd1JXQpUWU9uW7ZG1 Xvj/mfC65nXh1uSHh3OpI+roQ7dpAZ/nqWcVnj5vUzxOTbd9H5b+axd8LX2x R1SvIFmn3UoUWlfKazN9H3BU7L9LTTiyp54bdDv4rlZU80DgOPo6PDXzX4qa 9/PxjvJvQuT3k/1rz/RNSVYdvrRuU93yrNiPn5lXwqFpkoqo8Llg4KusePED T+wwXXVV8ZXtQH78d2zvSHF5HLbbkg7WxXb/AU8PTz++0Ejvb4P+oI/fHuOD Xg/pBtDpv4x+0FGX7zGMCwv+Nx9AXU7y/55I9//7XoXzsR2f/+bBq8FqQmr5 8Iojtkr+W/3zpd4bGaW2mFWcWShwv/AqU+P7kOljL6oJFmvWWdoEC99zCw7t inC8oiY6bnTKWeuE4nwqReXauKnINTXb642Fx/6TivP5suxYm0c+SUqVrl0t LdWgmPOdUsXOba2drC6cnFApwfu0Ys56f+asj8+cz+v0MOeypH8i6WfOPpTv NsqXOS8kPlO0fCByvctRaxNHI+9qFrf7m1gaZcf5bF+rYuWaHFHDEx40OXY7 QDgHrZx/9fuUCOU6sPSO6p3ChPOkzN+fUwWmHTKeMDNSOJ81r77eYlKc/J45 L9+pVgetT1ClzjRt59LwgnC+WDfM5WWpq+p538Rw845xwpnj8bphznp/5qyP z5yjdXqY82T6uSDpZ87BlO9aypc5xxKf0Vo+MPjYuQnThqwysvLp9WRfwtJs OV+z7PCxbNs96oVbfM6z94KE89mJn2KeBR5TludufZ02/4xwDjt9q01s2GmV oEyH79sbI1yePzzfcr1flOpiVHV/v4DLwtm02szKKxadU1Xn9/57e7mrwtls j3exC0Yx6mz01Hxh9onCeXT4xh/RyTFq0ruarvM+JwpnvT9z1sdnzi90epjz SdJ/hfQz53OUrxXly5xTiM8rLR+Y0eZx8d19FxvZjOkwP/25Q7acnZusO1IK PKgehwhnU5PjTRoN2KWM1h5vPPZ9lHAeRfeV5xVzPk/3necdc85badXJXZ+O qvJfZ+f5fuiacO5I4633mt1xft9k4cxX1sGc9f7MWR+fOcfo9DBnnpcvSD9z Hk75dqJ8mbMr8THS8oF7fetH1f5lbpSvuPOwq+WcsuVc5uCya1dvrYDeJ4yD clzJyu9a7lEJzWd4wITCtXqkDD4rnOPvVKr0Lc8WGD600PkTkVmcryfs7rdp /E5Y08rqae1pWZyfnrh452RpP/BdWT4gf7Ek4fwrX/cUHzd/aFviwNBFIVmc 109r7zKlxG5wK9rz/oiuKcJZ78+c9fGZ8w2dHuacQPpHkH7mnET5TqR8mfNf xKeflg8ov/eXomsMNxx1TknyW5c9ZxO8j5CH5gVzLhqSHFU1LYj27Ujh7IL1 C7geMudArG9SL5kz5hEJ/l+Djqc1TcyazzhvoALNQ+bMnHg8mc86f+asj89/ f0SnhznTfgOlST9zLkb5JlC+zJnWNeTT8oFis+q++W453zB00vqKv7uuyZZz 8vAJLXu3OAQpeM2qG7GzfgywPwUj8CqcfdJ/De535ixsx6twXt5hnc2U6FhY iVfh7Nblket6l0vgjlfhXDxhdsER9+OhJF6F8+CXS90OHE4AE7wKZ70/c9bH Z84rdHqYM+mGHaSfOVOeMJLyZc6pxOemlg9M6psw5PTCFYbJeM2Wc268TzCM 6hNz5nlSHO+zcC6B8wDW0b7MnJfivJF9mzn74TyTecKc/8J5CcZUD5kz58d+ zFnvz5z18ZnzMp0e5kzrENaTfuZM6xZKUL6sg+o/jNDyAROcx4aSOK+z5dwH 6w5UxjoknKkuw02sW8LZFOsapGKdE85UB+Eh1kXhTHUT3mIdFc5tsM5C/vyZ dVc4U10Gb6zTwlnvz5z18ZmzXg9zproMN0k/c6a6DLcoX+ZMdRmqavkA1WVD b6zT2XKmPgNW474KzJn2XRhC9Yk5U58BQ3Hflucu2tcBcJ+X5y6qp5CT5gVz pr4B2tL4uj4DrIgjc9b7M2d9fOYcp9PDnKnPgGGknznTOgHer5hzJxrPUcsH qM8w3Ma+w5AdZ+qbIRH7ROFMfSREYV8pnKlvhhPYhwpn6lPhGfatwpn6WhiG fa5wpj4YRmNfnMUZ+2YYhX20cNb7M2d9fObcTaeHOVPfDPQcIJytKV96bhDO r4lPspYPUN9smI59dLacqZ+ESLrvzJnql+zbzLkQPkfBRHyuEs7m9HMUPocJ 57JUD7l+M+dXNK94HTDnSOLB+TNnvT9z1sdnzlN1ephzYdJPz4kyjhvlS8/B wnks8Tmv5QPz8TnQMAifC7PlTM/tMB+f44XzdnzOBzrnEM6T8VwA6JwjizOe IwCdcwhnKzx34HMI4dwNzymAzi2EczyeawCdcwhnvT9z1scXzjo9zHkK6adz DuG8k/LdRvky5+nEZ6GWD2zBcw0DnXNky7leux0e25ZaGujcTjj3u1L5g6HM ckMHXT9rerz1q9OVHA2smzkvWF+/ZKVvaw30s3COuPBsqAp2NxzX9RHd46b+ rlzS08C6mXOHb3NWFnPyFN3MWe/PnPXxmfNCnR7WO5z0g27dDKB8SZ9wbkB8 Fmj5wLt7M9Vvy+7hdG4ner3Hnq+UGOOv+rd77Jv3n8W8rytLlxdn7N12KePZ nV/VmuEldluyd9faofb3bz2MTm9Vo6yGzkl8vl38G5N9itYO+dqMr2ATul69 eDdr8XRnP/EvTvZ3Wjv8jnxi+vv3RDW84o1XgwrsFv+8UWgfq7XD65uFxke0 XQMWP1aV2dvLX/w/kd1aa4d5+c49c2/nDdc/JS8qNNZX/JeQ/bbWDin4M8zH 34v/LbLba+2sA97j+OJPOuCb1g6UJ7zCvOU5mPKEj1o7vERekBP5if97shfR 2sEM7wfUxPsj/uZkb6y1Q0e830DzQvy7kN1Wa4dpOJ9gE84v8bck+3atHX6/ W3W53hs/dbPhr63nVrgIn8OFQrrfDE5USasCO6+buV/OuXosaRa0bcsVZevX KmHUqCixvzw6omeNG0lqhvOYW/VND6k4Ot/1mRGRo9OKRNWpgOdhs3nRYq9h H38n6W2ySgqKHVQi6bDyon52QVSdRBO7a6rJlicPLjqdE7ven88p9P5s1+uJ obqs18P2QMo3mfLlfqQn5buA8mU7cVSm2vULE4qFrCs4xsnom/99q6brJ0jf m/c9cv5HyxluUf99lfpt5m/hs/xHUs8L6txIi+53el8SzvUCCg8e0eSSStxX zv6UY4Lw/NDglV/tA5fVm8L3419sviLc9Hbmo4/DHGbTuDE0Lucbkfx6Yh3f 1UamR86vsny8QPLi54dUrX5o7/Z8nc2ojapAt5X7Kv3MWtdPf/1lmF7gtJrT 8HyJW6uvSl579+a66tv0jCrQckSbzU7XJK/hZ5aGmxSMVG6PljXd6J4keent nJc+Duf1jMadS+NyXssiw2s8s11uNPVd5A17i5WSV2fSX0yrH8rTc04Oes6S vL7V+/Axt4fqPMyuzNXXiZLX/bi60+I+e6pzwxq+KFc5WfJqv/7g/FpfvNTS 3ns/TmifInnp7ZyXPo7kReN2oXE5r8Iunep0fWptNMvLyObZtaxzG35Oy6/V DzMmtHOCL1aA+3tWXg5JSaZ7cxwH4x2PngS1z8rra91asVtnnIDEZxfOlhiS JHm9eFX+bu69YVCzeq48/pOTJS+9nfPSx+G8VtO4isblvF61cW0Z3LCnUYU5 B9rMP5h17jeX9Ntp9cu54nN6/uW8gku7XLd4fw76JgcEpryOl7wst4ekGy2M hVLjX30ZaHxV8orp4Gb7OuoCLPQp4DiyXqLkpbdzXvo4nFcIjdufxuW85qb8 qjdlzCxD8SULnjWPcJS8Ukn/W61+mFc87fKH8T4wH6+SVx+MC5Sf5FUSdbAu yWsB6oZYzCOrDuvsnJc+DudFHDk/yWvk3yt6Hti8xPBqckGnyLpZ7x3sSf8y rX54RufJKXTOwHnR/ANHnBeSF80b+IHzSPKieQZvcN5JXno756WPw3nR/AMn GpfzeoH5GEZhfpLXG9J/W6sf5uO8BCucp5IXrVtIxXUMnBetc7iK6x44L6oL UA/rBHBeejvnpY/DeXWlcW/SuJwXzT+DDc5HyYvWFSzQ6oecWEeA32NwXlRn 4SHWXcmrINZl8Mc6LXm5Yx2HYVjXJS+9nfPSx+G8LGncRzQu51UR64XhJtYP 6cOpDkJFrX4oiHUf2uE+IHnF4r4IM3GflLyScB+FOrivSl5vcd8F2oclL72d 89LH4bwu0LjUF0heFljfDQWx3ktetG+B0uqHJHr/kkrvZzivedjfAPV3kldH 7JO4b5K8GmK/xf2X5KW3c176OJwXj0t9luQ1Dfdjw1LcnyWv26T/gVY/pGFf Bb+wn5W8XmE/B4ewv5O8HLEvhOfYJ0pe77C/hOrYb0peejvnpY/Deb2mcamP lrxMsH8yAPZTktcj0k99ouRVeHdmH2kYj32l+IeGh24ZumWCwVv7vg6ql3c/ 8f3RVXVvx7eXO4qFS53cenN9rrQP1+ic95TUySLB/Tt55kpWHz/tX914+mmp k3o756uPw/nWoHHv07icL59T83kC6+T33PH0XlvqHn3Xwd+hsE5+j0jn66JT b5e6p4sjdY/G5e8BWCc+x0erLkfPdO5Y/IroaTTQ6rzZsvOKubKeH07lqk87 EqMi82+6/uJGVj+gt7MefRzWc1w3Lut5Se/vo+j7AdbD36vw9zKspy+9H6X3 AKJHb2c9+jish78b4O8WWE8+qiecF+v5SeuN5wvrsab94qFDj+mrqmb1t3o7 69HHYT35adwoGpf10HceUIW+o5B5Tudf/N0Q6xlP7y/4PTXr0dtlnuviyP5C 4/L3G6wH/NI89iZe5KvouWpwa7Th0WVIxKvoOXQr2P/Q4gQIxKvo0dtZjz4O 6+FxI2lc1kNcgL8PYT18zsjfQ7GenfSeiN+/sx69nfXo47AeHpfO10UPzRso Ss9TrIfutzwfsx6aH9LPsx69nfXo47Aemje8H4oefr/wlM775bmGz2fpvJT1 0HcP0JPed7EevV2ea3RxWE80jfuMxmU9tP4hBOuB6KG6Cg2wfogezus71hvR o7ezHn0cqYc0LtU/0XOV3psoeq/CesrTuXM0nUuznpH03nA1vVdkPXo769HH YT2JNG5nGpf1PMR9hfc30XMW9yHYgvuS6PmK+xYUpnnBevR21qOPw3oe0bjM j/UYXXPq+bqhk7L5edx1WTF3lauiyYcJY1NgMdQMdj6wBB5Pup+343lPsZul PL7ud9wL/rG66Fxl7Fyxm1xotHXzTQ+oNsV/k431SmB7nentv9r7uEKnImMs N7VaJ3a7312+XRrhqU7/OBGycOZyiaPQT9XAvxN7LYyrBuM4WTqtehVtsWiq KlLoVfGvD73EfhX1sV6xf2125LDnLAdI97sbkWtQVpz+zcadqn98PWwvsahw /VfOYqf8YSHyyNJpbnbRuY4X1Pnmn6vwjIWSF3GETshV7BYhbpXVsDXwO+xN it1xd7G/zDfi8f3S8+Dqi6arLOZ7iT1sSjOj3vk2qD2+L0uOymcm405ZaT83 b6yL2udj3PjB53ViP7747ReLQV4QViLR71hnW7FPnFXO7767J1To0dArJWqp xN+Pfw+TMZ7YV+/NM31J+Q3S57C97k+fqHw7nYyaRhl177h9sDxPXUB9rFfi HKW+zl33HZb7/+6j/vP76hjkouKRE+f1n/4fka8ah7yz9W9K83+Gdv7/p/9f eL9Va7z/2fp7v/yUp3TBrhD9yG64bbkN2frPoHV3W7vu/tPfFecrGOH8zdY/ Bec9vMZ1kK3/IFrvV7Xr/T/9c+I6BDNcl5Cdf2+qG2W0deM//ctSPWmkrSf/ 6X8E6wtYY73J1j+c5vMh7XxWiTQPb2rnIa9nNUs736AuzZPO2nkCu2g+XNHO B9hG93Gg9j5ynYLv2vsF4ZSXvTYv6I7r01AH16s8Z7V2HV0g7eVMmOK1KeRS QladaTsjYG9e38EGWvdifz64caHv17zAovXqrucay3tg5Vp4dauIEy4woXBg zu/7st6fWpyNDMjVbB7cde9z/O+nh+Gb7bdPE8qmKOKoNmrrmJqDcVUKjiPf 00/EuGoujiPfKaVjXDUEx1Ec34r2kWPafUQ1oX2kpHYfUeVpH+mp3UfUbNpH cmj3EQW0jwzS7iPqJe0jKdp9RHWgfWS9dh9RtJ5hmnYfUVQXwB3nhdhb0f7y l3Z/4ToFTbX7ixpP+8tH7f6i7tH+cl67vyhznAeqAs4LmVdr8yyr4LXJQzV7 WNn0i+UqsVfF/UPRfiL2w7Mal+ia30Rtz6zrWfN5bPuT5191cYStK1a33j05 q6/Ygj/DOPy92JvgeDy+zEMvKHZl5c91kHBoWf8rJbLmFf+/C16/PH861W5b ctGJMDUy10STk4eXK5XeN6b3mmT1bGb60Wq7DsG5agPWrHkULvN5yjhD1W5r /eE09U1s73theVy32M0wI2rG/YN5woDj6OuGYZ5X+TzD76sYc/MOJU3OZP0/ mq1booem31Pdu3r/8E1MEHtQSE/XBqvTleOexttG3MmqQ2Oa3nx46+BtxVe2 O5Ef/x3be1JcHoftsaSDdbG93/05rpfaOxjp/c+jP+jjd8P4ME6nh3SDk06/ GfpBL12+RzAuXPzffAB1bZD/B0S6/9/3G5xPpw0bTdsmRKi3k8ZYhLrtkfyj xwZvXlAwXtnYt5lqkve48Ar84NH97oZkVeVA9yLvWkUI324tX8/7UvyWeu5b s++0N1GK83GIaPz8YLO7yjXdtVDba+cUc46c7n3L4W66Gtnrbbvb22MUc37Y NMeSrQPvKaveOdWI9rGKOev9mbM+PnPuTnpekh7mfIT0VyX9zPk85Tuf8mXO XYjPRy0fsG5s+8XoLy+jvKn+VovCFhtlx3lexSoJ5VaHqyOrIj99GnVMOC85 NnpR33uxapDX40Ijrp8Vzu0yf39VebX54PV75SXh3CS+8TSnmSnye+Z8cSbk /pGUqmoUTU89vCVJONvkuzMy+f0tBY9LtdjUN0U4czxeN8xZ78+c9fGZc1PS 0570MGf+eQPpZ872lO8Qypc5LyA+IVo+YFXarIapr5tRseILy/u0c86Wcw/7 qP6nxh5Vtz8aTRnhf0o41zG97dn91RnlmM/d793bi8I5ILz9w2HDYlWLeOed Dcdcy+Jc7WVQmZXxqvCKKqVSet4QzuldzDZX2HBVDWjZv2Pa11vCOeie28IV ea+phREJtc/3SBPOpwqkvT218pqq1cP/aamid4Wz3p856+MLZ9JTlPQw5/2k vyXpZ871KF9nypc59yI+97R8IH+Lo/4rV682OhM75HXD6h7Zco4qcSkpoOh2 0gfCeXj5KeuaDj2kZo0c325CvgThfJTuK88r5jyf7jvPO+bc5+H779unn1bH Rp69Vb1SunDuQeO1KfPy6qbZ94QzX1kHc9b7M2d9fOZsS3rmkx7mHEz6z5B+ 5jyS8p1D+TLn88Snj5YPtEq7dOJQDmujvQeulf5+witbztNy+saFGa2DpPte j+LaZuXX4NwT6xIrfOD9oXEe03ZmcX7jXWLCq8W74Y1XxC7nsCzOh0blWTY7 cD/UabGrynH728I5n+f8Pl02H4ZTT6Z/8ZiZxblN3M2gcrmD4Hlg0/HrzmZx nvutf+UVFkHwpunYrsvb3RfOen/mrI/PnA+Tnnqkhzm/Jf1vST9zbkT5fqJ8 mfMs4nNdywc2XQ6rllJlksFhjtvXThU2ZMt5KN5H6EXzgjmnO35oNHH7KUCO l4TzQKxfwPWQOdthfZN6yZwxj0uwPKbBoyPRd4TzTJw3wPOQOTMnHo856/2Z sz4+/z3tLxBHepgz7TdQk/Qz5/uU73jKlzmPID79tXzANaZ93errVhiqd8lR u2B7z2w5X13o8vpwmRNAV+HsHr5spPPy8+CBV+G8y+1a1TcNr4AfXoWzcfwj 8xI9k4CuwjnHijP93oy5DjnxKpxf7z0z+3GvVHiDV+Fct9rOISNepUI9vApn vT9z1sdnzqynM+lhzn46/czZk/L1onyZcxLxSdHygU7fly1atXWtwRiv2XLu ifcJuB4zZ54n/+B9Fs7VcR4A78vM+QLOG9m3mfNSnGcyT5hzCM5L4HrInGX/ IT/mrPdnzvr4zJnWFSwjPcy5hk4/cx5L+T6kfFlHX+JjpuUD1XAeG9bhvM6W M9VlmId1SDhTXYbWWLey6jPWNfiKdU44U12GE1gXhTPVTSiNdVQ4P8M6C52w 7gpnqstgi3VaOOv9mbM+PnOuS3rCSY/UZ9L/jfQz54+UbzvKlzlTXYZFWj5A ddmwA+t0tpzxuQ/AgPsqMGcLqoeDqT4xZ+oz4DDu28Cc5+G+Dpa4z8tzF9VT 6EbzQvZB7BugM42v6zPgHHGUfVDnz5z18Zkz9RlgTXqYM/UZEEj6mTOtE+D9 ijlTnwFRWj6wD/sMQ3PsOwzZcb6DfSF0xz5RODthHwm1sa8UztR3wl7sQ4Vz EexToRH2rcJ5IPa1cBf7XOFMfTAcwb5YONfGvhlOYh8tnPX+zFkfnzlT3wzU 1wvnVqR/H+lnzi6Ub13KlzlT38x9tHCmvtmQF/vobDlTPww2dN+ZM9Uv4D6C OW/E5yig5z7h3IF+pudC4VyL6iHXb3nupnlF/bZwdiYenL88d+v8mbM+PnPu SHrouVA4e+v08zgmlC/tL8L5GPFZoOUDJfA50GCJz4XZcv6Az+3QEZ/jhbMt PudDFD73C+caeC4Ah/GcQDi/wnME6ILnCsJ5PZ47wCo8hxDOZnhOAXRuIZzn 4bkGPMBzDuGs92fO+vjM+TXpoXMX4VyT9NM5jXBeQPmeo3yZ82fi00XLBwrg uYbBCs85suXcf0BI6dw57Qx0biecBx8c3j5oqIuhu66f7Vt4dKn5zzwNrJs5 bxyYJ1WFeRvoZ+F8ZGKO0HWm2wz098L567LT2794bTewbuZsObTu1eDhO0Q3 c9b7M2d9fOa8ifTQuZ1w7kf6nXTrxoTypT5HOA8mPhe1fOB1nUqfNpwaHE7n dqK3eti44RWaB6mPbR0ijXOt4X1dvU45+TgKDqkXEwIGN4/ZKfYvZP+ktUPn B3YWg//Zo9Z2e7mm8tIA8e9F9g1aO/zdMzXXt1pblI3JlrZPRwaKfzuyL9Ha 4Xbhba3fL5itLlVLjf/HPEj8H5L9qtYOlg0bFrvWzBOqPZ4ePMb9iPjbkr2B 1g6R9X36F83lDyb7Ez4Uu3hA/GPIPlprZz+Iwt+LP/lBrNYOVXE8sMbxxb8+ 2Rdq7UB5QiTmJ8/BlCdc1NphPvKCxshP/JeRvaXWDuvxfoDC+yP+G8neQ2uH p3i/4S3ef/F/T/avWjsUbpc5n3h+iX8pstfR2uFb2GSHajmPKPfpTTf6B28U Pp3aeX+M8klT19Y+jS8df0zOuU7Y/d2qbZNbatrDPT87FooX++8j+Z7kKHFP nWoUerhD8xPKms53L3YY39i5X5pyO/6xt2nEFbEblR16cPOne6q/X1T6/plh ah71swfLFCn46cFdlbOh+cDtvlfFrvfncwq9P9v1euZSXdbrYbuifJMoX+5H wijf6ZQv2+vS+v2uXb+wM5f7yN1vvIy+BexssLLiLOl784Qj501aznCE+u/3 1G8z/4IJoZ4pQUlqSKXEug3rXRfOLiNSnPxKXFff/O5X7puQKjwHN+lgNKr3 DVW2lPWj8o1vCTe9nfno4zCHQjSuCY3L+Zos7Vr9VIiH0ZkT7udbeKySvPh5 5qtWPxR9cCnq9qJdakNJB5vKVw5KXl2/Nmn28WyMsmnhs/HHkduSVwV3u++l ll5Uv0o8LBL07a7klZxzwdNKD+JUow5t0ucmp0teejvnpY/DeXWjcefRuJxX n56nr8384GIU3q5PUc8G6yWv0qR/u1Y/zKbnnLb0nMV5GV+eYz/s1jbVu211 F48cdyWvXtGNquwqulPdqX+oml+ve5JXz1nPnPaO9FUlXGuFNGh+X/LS2zkv fRyZtzRuHxqX8yrWv8f9pI9LjQqFF9y2/0jWuY0t6TfS6oezvra/yljYA+7v WXnVXTbod6PmkVBrUETlaSl3JK+hLmedmjc8C6GfGrtb7UqXvOyndAlt0SQa ju5YUq/lynuSl97OeenjcF48bm0al/NqNsX4n9p1TIxM5xbrtq951rnfJdJ/ SatfzhUL0fMv5+V3cYTvo89XIbBoiWofTFIlL593D9LD8ydBfM/vq292uC15 Tfbt/c2iXDLcHn3QdlzYHclLb+e89HE4L38a9wiNy3nFbotsudnc1vCh8Iv4 uXOzzo1bkf7SWv0wtFZow5Id9sEwvEpehzEujyN5XUIdsB11SV63UDdMwTwk L72d89LH4byII+ymcTmvxznzRy6Z7mjwPx5nkbDUXfIaTfrNtPqhAJ0nN6Vz Bs6rJs4DqI/zQvI6jvMGhuM8krxonsFynHeSl97OeenjcF4076EBjct5UT6G J5if5FWK9LfV6ud1BVdwnmb1abhuoQ6uY+C8aJ1DY1z3wHlRXYC2WCeA89Lb OS99HM6L6hTUpXE5r/c4/wxxOB8lr8ukP1WrH9rRewF+j8F5zcc6C8ZYdyWv 31iXoSzWacmrMdZxuIJ1XfLS22V/18XhvGxpXEXjcl5ULwzVsH5IH07nZWCp 1Q8bse5DEdwHJC/aF6EA7pOSF+2jvK9KXuVw34VBuA9LXno756WPw3kNpXGp L5C8CmN9NxTCei957SD9JbX64SO9fwmk9zOc1xTsb7jfkbzWYZ8El7Bvkrx+ N8jst+Aw9l+Sl97OeenjcF7mNG44jct5ncT92NAb92fJ6zvpD9XqBy/sq+AL 9rOS1xPs54D6WckrEftC7hMlL3PsL4H6TclLb+e89HE4r6c0rjGNy3lFYP9k GIr9lOS1lfTnDNfoh3L7M/tIww7sK8XfotXGZpGNZxlste/r4OeLZp6/B95R i+z29b62Mlrq5KceZ/J+NU2nc+fzUic/1n2zL6LFPZVv2NJKo0rFSp3U2zlf fRzO95duXM6Xz6n5PEGeU+g9N7+XZ51d6bsO/g6FdfJ7TX7vyTr1dtapj8M6 6dxS3qezTjwXuKL69wgfcajvTdHja7mmi/XMRMVcWY9pLUORYZOvqbSLLZf+ dStN9OjtrEcfh/XwuANoXNZD57RqAX0/wHqM6XsV/l5G+mR6P0rvAbL6ZJ2d 9ejjsJ40Gpe/W2A9HlRPOC/W85HWG88X1nOO9gs7x02vGlXK6m/1dtajj8N6 PGncuzQu61lD57f8HQXr4fM+/m6I9byj9xf8npr16O2sRx+H9dD3JXwOLXoO vG9R+saHZDiIV9HT2cHi4tVFN6ArXkXP2xmrzmyJToV3eBU9ejvr0cdhPQd1 47Ke/nROzt+HsJ6VdM7I30OxnpP0noje84gevZ316OOwHroffL4uemjeAD9P sZ4PeL/l+Zj10PzgvkP06O2sRx+H9dC84f1Q9PD7hRt03s96+Hy2PZ2Xsh76 7gES+X0g6dHbWY8+DutZROOm0rish9Y/nSdeET1UL7h+iB7OaxjWG9Gjt7Me fRzWM1A3Luvh9yZUp0UPfV8n5+Syvui9YW16ryjrS2dnPfo4rEc/Luuxw30F vlMerMcV9yH4iPuS6CmE+5bMC9ajt7MefRzWs4TG/UHjsp6GtZKsBtzaqQon Fm0zdu5yVbnuqL27Bt6HKZVWRPT5vkptDP0Q5DByp9hvbWp1M6aPL9xPvnF+ qrk1sP223/XEwukuMLNyfpPg/DvEPh1/Vg/w9xKnfaf6P6o+8Va9t/dPKLF1 k9h3Vg57MrTlevUj/UKOsA7bxf4Wx1M3cXyxN9+Vz2XaoUVQqsP2g21qZtkb 9fyx4XnNLTC7+KXq8e03in3wiAkWSww7INevH8WrLnAU+zIYmHORlS98GDd9 RsKaAWKn/GEy8pC8CnrkL7Soz1bol+PNIetYL7H3aD/uY71enlD959SKN0dv E3tF5Av1kLfYTSNemneY4qs+f7Sc36DaVBm33lX7kbva+qqUJg8tqxW2FXvA 1GZ/VW3qrCY+HvGprvkOsdtl3n9f+BzXo03KqrES/0otv/hcSW6QYuTlYxbn I/YJSTFlatj4Sj/D9tazTVosrrfB6ODGtrF1WprJc1PZT5n6YBjqlThTqH+z 0n1vZfW/+6X//I76L5qHubTz8D/9SyBf9X+FfXVYltn2toHdOY4xFibq2Mm4 sUbHrrFQDJyx49higy2KiGCjKIpgYBCiL67XLrDFRAEpRewCRb/zc8V7Pfs7 Xu/557lYbNa+73uvvdba+3k80xL1tjreAddJZa79sW5Wxw+g+F9sjP+fjn+J cQMzMI6sjv+Y9SP+oDXGo9XxQzGO4TeMa6vjA5v/7tWw31ZwTZ7RyzZ8rdXx eXH/8H6yOv4G5YF7xjzwc31wP8My3N9WxyvMC1Ab84TV8VGUfwYZ88/P+VI8 dzHGs6J9q9ob4wq6Uvzk9TTED2Qbiuu+wLjukBPzC/Qwru9/z4O4LquM68L5 C5RRf/hOum006gZdSZ9mRn3gOu5bU2Pcx3LOSsc8AtUxr8j4Hj6xfcObOZoo H1jydrZp8wu12gFeDq5xx+IvAH/vnsM9dtqNx95w4FLukvl+sbw/bZT3kp3n koWQ+HB8vg9zjoHN63Q4XCJBkb4qzZjfFPlVA3Ae+Z6e/Kq0VT/mke+UktCv Ko/zKPbfj+rLHWN9UXZUX+yN9UWtpvrywlhfVDLVlxvG+qIqU33JZ6wvagGu HwTheoq9PNWdEca6o2ifw4csQ91R06nuJBrrjnKlujPQWHdUBuYvcDDWHc6D UMxYd1RRqjuljXVH3cF6oG5hfbDE5+x7frYvvFXeaK+jWcs2WuIz6kddUVRn xO45tm6JWs1cIXzlpOJltln6hBnJ0zrH3t4MHcI6/XYsn5fYw3AceOHfid0Z 6xn4Y32z1FnEARGIS+zu20703eC+Eb6OCRgZczlc4o3/PQbvd46rGbVHFJvX 6qxaeCx2aY3uq9QQm26HPHzj1Yf1b7uNmRQOox3a5/VodE7ivMWMTT4Dsh2i 9+jnxT5uZoOEVn/5w+cd5imVAs8A+9HzzP/9V8QGezxXWwv4vvq+64Ll39Gs +X4+IfGZOrXIZWq7gnfFng6eWTlepij34d8S+3pY/j3O72ZV/f2ZRMVPtq+m cfx3bD9NfnketvsSDsbF9rnh7w5V6rraXh+/BceD7t+M/kHHQ7hhtYa/Ho6D MxrfF+gXdvxvfQBxbZN/H0S4/7/vOpjPx07HQof3PK+i09Lt/mkVLPx9HLsV rHXqjur6z+hfXk05KXq1CLgz6XHbJ+qVY5DTnrhzom9yxPtHuzY9Vau929X6 NvGKYj43xkQt/sMnWU2OTJhYZ9s1xTpHbsgsmTQ5VQ2qfCz4TNkbinVO6Ll9 WnSxZ2rao0aOQ1fdUKyzPp511v2zzikaHta5FeF/TfhZ543EtzvxZZ0zSJ9b Rn2g5p1b91sHbLHPGNq6QYdBbvbWdN76zea+/5zTauHsbiOOuUSKzrn/CMqe M9dN1W3L4rKukVGiM/7+vgpQhesO3nNbdD6xc2LxevZx8nvWOWSUk4NraIK6 3XZ2Ro67sRadi3Z6s691olq28Nur/NXiRGf2x/tGdNbGs866f9bZpOFhnVfQ z3sJP+uch/j2IL6s83bSZ4lRHyg8dWj2mBQf+2MBQ6Id2q+zqvOLq987h9eI UA9iV6YOtTkrOv8W8Lh926UX1drj0f2T3G6Jzg7LKx5P872hevUo9KR0gUei y5TeDfIvLhOjBh0JXFnNO150nhweWGfWjPvqSNSimPztEkXn4V1m9/BY/VDZ 9FerYl4kic53Oqxf+b7tI5UtotXpevOSRWd9POus+2edp2p4WGfG35vws86V iO864ss6vyJ9Yo36wLCZmz5sq+NhP7jnJtuVVzda1blkqUqOl/Lvpnx8QXQe 2eK763G3EDU1MSmu76wY0dmN15XiinXeRuvOccc6d42sezOw6znlGLB9xri+ KaLzGZqv9al2XsGtn4nO/GQcrLM+nnXW/bPOvhoe1nkx4V9O+Fnnf4nvdOLL Ov9C+pwz6gPpfsmPI0u42Du2WTKj1NqtVnV2GbizwZM63tD7fpH6b+dZ+BWA 8l4f/P3Btlji21opFp3PPk7IMTvoAOQzr3+3f5pF55epfad4bzoCJVcVarhs p0Vn802zU+1JofB28YRy8y9YdK4OwQU3NQiHg851JjY+YdF51rtJfbr8t29w mRExasvI56KzPp511v2zzq80PKzzOcKfn/CzzoWIb3XiyzrPI336GfWBahvX 7Pzyx1hT79Wm9E/lt1nVeTiuI3SmuGCdbU6/XFY421mq27dF5y6Yv+AW5UPW ORfmN8mXrDPyuA2Fi2cuHeCRJDpPwbgBjkPWmXXi+VhnfTzrrPvnv9fxsM5U b+AO4WedcxPf+sSXdaZ9Dd2N+kDux43Th4xfYfr6oMLB4f9stqqzXZ2nGaPD zUBP0XnviFwXKnS9DvQUnfPP6pLVa9xdoKfo/GxajZuJQ2LhOT5F5zXby3ue TIsDeorOH9JPu/XtkQD0FJ1rDHni9+RCAtBTdNbHs866f9Y5TcPDOhcg/AUJ P+scSHyDiC/rXJf0qWfUB9ye3K4yMny9aTE+rer8F64Tr5vozHGSB9dZdL6J cQBcl1nnoxg3UrdZ50IYZxInrPMgjEvgfMg6Mz/uZ1lnfTzrrPtnnUM0PKwz 9SXQi/CzzvT3kJf4Mg7K/zDKqA98wTg25cO4tqoz5WVYjHlIdK6GeQpKYd4S nSkvw03Mc6Iz5UH4hHlRdH6DeRMuYx4VnSnPQn3Mu6Iz5WVwwzwtOuvjWWfd P+us42GdGf9tws86U16GX4gv60x5GZYZ9QHKy6aGmKet6kx9BhTBugqsM/UZ MJTyk/TPWKdhLtZtOXeZsK7DZqzzcu6ifAodKS5YZ+obIJLm1/oM2EQ6ss76 eNZZ9886R2p4WGfqM2A+4WedaZ8A1yvW+SzNV9yoDwzCPsOUgn2HyZrOD7Ev hOfYJ4rOnthHQgXsK0Vn6jtBYR8qOlOfCtRHi85Hsa+FSdjnis65sA+GodgX i87ZsW+G29hHi876eNZZ9886O2p4WOc+hJ/6aNHZi/hWJL6s82PS56VRH3DC vtnkhH20VZ2pn4QttO6sc0+qy1y3WecgPEfBUjxXic4r6Wc6F4rOdykfcv5m nVdQXJ2guGOd15AezJ911sezzrp/1nmVhod13kf46Zwo8/QhvnQOFp2Xkz6+ Rn3gBJ4DTYXwXGhV5xt4bocPeI636IznfKB7DtH5Dd4LQHO8JxCd1+I9AtA9 h+g8Fe8d4DreQ4jOg/GeAkx4byE6z8B7DYjHew7RWR/POuv+WWdPDQ/r/Jbw tyT8rHNv4kv3HKJzDOmTYdQHvuC9hqkG3nNY1XlSRp1RV9e4mejeTnResifl P38W8zKd0vpZrzkFGw//d4uJcbPOnX3yLIqr62ein0Vn+5E+bfNF7TLR34vO Od88LVN0/G4T42adt14KW1wmY7fgZp318ayz7p911vEwXm/Cv1rbN0uJL/U5 ovMU0meHUR840a1qfIz9gAi6txO8djv/3NZ6WrhasPtuza7xHlzX1c4x9Ryc boaolylLi3zJGSD2QLJ/MNphWcHM3vNDglXeDvMr1Ys8LOM9yV7IaIdHlf/T pEeTnerap/yRRzJDZXwC2WOMduifHnjkbP/pym/JOvcwc7iMH0L2vUY73No3 8H2+AZth/9bJL9o/CpPxD8l+1GiHf8aGrVuzfB9Ermk8NfuoozJ+ItnPGO1g wp9hFP5extM4mGS0wz6cD+7i/DL+CNmfGO1APKE98pNzMOkF91EnsZNe8Nho B1oPWILrIOMLk93DaIc0XFfYhess49+RPdBohx0YNxxHMj6I7A2Ndkj+1O/T 0mlhat+zRz5fJ2wXHeZdLZwWY5espicN7Pmsykm5zzpms6fRzYNP1YV80X+F n7ojdtccsVUrhaeqIxmXR5aOMqvpdI8b2jbgXo43Sepp7Oaytxzuid1l9KYd trmeqy3mNV3LBJ9SC6hvrVi68cSVv6aoqKkbojcuvy92fTzfR+jj2a7jmUL5 V8fDduY7g/hy3xFBfC8SX7Y3on26wrhPYVvoce+aCVvti9xIO9LBb6r0t+mk c6hRZ3hLffYl6qtZ/3HXtt9a8zlWPe21vXfU2TjRue6z3CXnhMSpBU+3DRpx OEH0PNEj/u0fPvHqbu6C93L8Fy/rpttZH90P6zCe5k2keZlv/l/ye//lv8m+ 3ojmNVL7uwsvPifcNOKH11kex2f0DFTBrjYHomxDhFfZBM+Bjk1vqJa3/Ga8 OZ8ovN626d8w4/dbKuxV6bN/1koRXtHnH87t1Oi2uvDJd27nEanCS7czL90P 8+J5W9G8zCujpG/T4CVe9vdcKv095p638PpM+EON+GEBnWdq03mKed2vVvz8 izr+avf5NlUrTUsWXo3bXgHveXtUm46eF0LyPBNejbvNrLziQIBqOvVux8yB z4WXbmdeuh/m9YDm3UPzCq/Qff8OHL/UflrDiJSmxbYIr6WEv74RP7xZeL51 nR5LYNuPOmXh9bjGXzvsUi5CZrMxDepuTRJek/sdeHz09BUY2My+Y2bpVOE1 aeQTm7gW0ZDV69rElYOfCS/dzrx0P8zrCc37heZlXoPH+M307DTIPrBfSsW+ Dpb7vc+E39+IHwrT/eEZOucyrwXDApzy5nkACQOzN/+7f4LwKlgnr//GnLGw 8KLztXJTEi289qYtD131GGwWlN8xfmmShZdmZ166H+a1UJuXeTmXj5qxuflC U9kS7/dlq2G5Hy5J+C8b8cMKl1y55t08BCvxKbzi0S/PI7wIBxRCXMIrJ+KG ychDeOl25qX7YV7EBxbRvMyrd5zT1XLv15qeDj667FriBuG1hvB7GPHDabo3 Lkr3CcwrA+MAEjAuhNcAjBuYjnEkvL5inME0jDvhpduZl+6HeVHcw1Oal3kl IB8T8RNelwh/aSN+3lfwFeNUeFG+gIu4j4F5tcV9DpVw3wPzaoZ5ASpingDm pduZl+6Hee3R5mVev2L8mf7BeBReteiefw7duzN+yqfwC+ZXwR+O+RdeYj4W /JSv4TLmb8Gv2xm/7ofx87xlaF7GT30ndDb2aXz/BYuM+OEQ5nd4hfleeFH9 gzFYD4XXQqyXUAfrp/C6h/UVjmO9FV66XfaR5od5JdG8VP+F13TM46YPmNfl vBBG+D8a8UMUvU95Q+9bmNdZ7GO4rxFecdgPQRj2R8LrEvZVUAn7LOGl25mX 7od5ndPmZV5Ud02fsQ4LrzuE/6MRPwRj/wRJ2E8JLy/s22Au9nHC6wz2f7AI +0HhdQD7SKC+Unjpdual+2Fe62le6h+Flx32SaYC2DcJrwjC/8KIH6piv2ja iv2jjLd9+zxi7sGpJjfj+zfI//nbnXItk5SHy6G+qaHRkg+HntpcY29gCt0j X5d82DKgU8KUZ6nq4hn/0MqTbkg+1O3MV/fDfHleT5qX+fK9M98PME5+b83v 2Rknf6fB35UwTn4vyO8xGaduZ5y6H8ZJ937yfpxx4rn8rgpfNPDNyfxPBU/p djWqvN//QDE/xjNh5wnfGaUeqULmVM8vA5IFj25nPLofxpNO8x6jeRkP3bvK 9wCM5zN9f8LfvzCevvS+k9+3Mh7dznh0P4znEc1L96mCZx/lk8LEi/EkULxy vDCeTVTXVu3NnFmxpaWP1e2MR/fDePbTvEVoXsbjQfex/F0E4/Gm+yz+Dojx VKX3EfR+Q/Dodsaj+2E89L0I3ysLnonFUk4nRD+BSfgUPKMWBjgWPx4P9BQ8 j4tuX+IfmAD0FDy6nfHofhgPzQeTaV7Gc5juvfl7D8bD94b8fRPj4fc+/D6d 8eh2xqP7YTy0HnxfLnhoPwCfmxgPrbecgxkPxYf07YxHtzMe3Q/joXjleih4 aF/BXbq/Zzy0H+Ad3X8yHn5f1oPeXzEe3c54dD+Mh99T3KN5GQ+dW0zt8Rwj eZ7yAqRhnhCcBTCPQEnMK4KT9gmMxzwkOHU749T9MM4ImpfyouDsS+9HBtL7 E8bzB90vJ9H9M+MpQO8HS9D7Q8aj2xmP7ofx/E3z8nskxuOF9QbyEQ/G44H1 CZywXgmey1jPoAXFC+PR7YxH9yP1nealfC54KC4hxyJDPw9BCRN2Pbm2S53s a46+M3uzKnbB/kbg4ufQ1X7nrVcBW1W+FLthcfl2iX1JwNWAZ0v8wfvwg4mj m24Ue4vR0VEHnQJg14ZHPX7b6Cr2yKcno8bZ7YZqNytNcHniDWzPqNbUdovT DmibZ5mze08/sbftUK/xyxlecNDz79NxsFvs+/Fn1Ql/L/7b4d+rT+hP7LVw PnUC5xd7sTaLR+3e7aIa+a4q/X1DgNg3Im7mIXZP5AlLkbdFn4iqA1c13glZ 1QI/vT/pK/bW2Q6/v952DzzvP3NYyLe1YreL6vji5tE9kNjSw2n9G3fhRfqy 3mKn9YB9uD5iX2NT69Kkq8ugSNNHO1cVDxB7p4NZf3c/GaC8y01335Brssw7 pOiowWcf+KuYicNC2xXaIPY19XP/2enUdhX3KE/K32f9xP7rB7+s2xN3Qe3V AIFeW8S+a5DX6nlJe+BkSJ6uQSNWir2j3aHgeTcCYK3jXy+Wjfhb7O29yw5f m3MPOBW5PznAfp3gpPnAHecX+y3EB06IV+xVTh749PRWgPRpbC84IN3fp8E2 +1+3jS/w21FnOfcFIX/WQ/z8Rn3pXP27sP/dB/70e+8cqLsai+vAfH86fjvt r2Dj/vrp+Fa077KSDfvup+NvYjyp3zC+rI5fhesELXHdrI6PxziGBhjXVsen 4n6Adrg/rI6fTflkqTGf/HS8HeWZjcY889Px1XGfQ7rDj30P1sYfonxVxpiv fjr+FeWxZsY89tPxTSm/+Rnz20/H+1E8tzTGsypKcTjLGIfwlOKhjjEe/tsP 4bp3Mq47pNH6tjauL2TSOnY3riM0wv1mKoD7z3L+/Tq7Xs2XC+BK1ahVIfMs +64x6Z9l1B/yF4n4dUKYs4n2t9gDo3sFBroGQEqeiIxnXW4Af2ffuYZN5S8H tkM1z0Wmed0t722zZa4us+nlMhh93TfE98QpcKw45WTn358r0ku5G/OhIr/K E+eR7/iro19VC+eR76PIr4rP+DGPYv/bqR7ZG+uRak71KN1Yj1R5qkfBxnqk slM9qm6sR2o11SM7Yz1SblSPXIz1SLWhepRmrEeK9i3EGeuRyhrRdWLMw+tw fp5Nz7kTjrIOkC265oFZ4eehTYEAtbNukHw/5H/sbM7G005Btfp9WqrzW1gH aEH5382Y/1UFqne3jPWO8xq0MtY7dZDq3XZjvVMLqd5lN9Y7RXGmQjHuJD6H Y71R7bD+iH13/uq+w4b9o1b9yPeW+I/Aegb+WN8s/QPWPyiL9VDslf6zbkn3 xTfg7N76vwa5eHB8wnOvF+tdNl+A6IOu18Y0WSLvzZ8NKXzh7aVTsPFz2/1D 30wS3QgHrENcEv/202dcC7rgB6WaLE3r18oSz/zvTDg/cNx+DurTxKt7tCqz 8sDwA+e9VFK+j5O2L3mmfKbYbaiYYYb9u9fsSQ29KvtoSb57+XfUDafvA66L vX6tMR3mjjgA0Z/9Onu6RAH70fNSdNT//S+bw+9fHV/apsbK71e5bOnxeVg2 hwHve/aqXzPdUq8rB5c53+Gb6tFn9rIc796LvcnH4hOzdchU/GR7TxrHf8f2 geSX52F7A8LBuNjeKnOia+HlO+318XVxPOj++6N/aKbhIdzQU8PfGMfBII1v UfQLjf63PmbEdUT+3RPhNv9M54ZFClxY1PKRyrfrZv6+p84I/zEfVpzrvSRN hZz1uras7S3R6/qAuX8UPv9Oee7863bNAw9F38Cjrm+3XfmsVlSbXL3NoHjF fOyqLn4Sv+6r8poYUqzu96eKdf4IhXsPTPumJhd23PDvriTFOncr710jNey7 KuO+vO/DBsmKddbHs866f9Y5iPCsJDys8w3C70X4WedxxDeU+LLOTUmfAkZ9 zMXTauSKmXfY3vn3nZ2nztlob03n4p9vr7w+/K5atGVclWW7b4rONlXKxJqu JKtnLmtm3KubIDqv/PH712r15hxOays+F537dN049saK9/J71nlH+Ctnm32f VOGiVYNSnrwVnX9vWbLnyK0ZqsGxIV3cx78Xndkf7xvWWR/POuv+WWfGs4rw sM788xrCzzrnJr7PiS/rXJr0WWzUxzxzTc1i5TL32/cLbfIyslyAVZ3/CLz7 6v/+/5Kf3g119e99X3Teve6N3bDcT1TtvZc+ljuUKjp3uWpby6dzsnr0ChZm md6ILvEDgrrdeZemGhyIOdm89UfReeGGHncqlXutDgaPv5jmlyE625jeXPaZ 8EZVr7E533rTF9HZpsvkyD5xb5T3uJDr9aZ+FZ318ayz7p91TiA8DQkP69xV w8867yW+dsSXdW5L+iQb9TFfG51e4Ev4LvsDK+8GXx8ebFXnbmf75Nnqe5zw xYrOC754nDW/u6QG9y56psCEF6KzG61rfYor1rkkrTvHHeu8fO/ZDW/fPFB7 PvgvneWWJToPpPn6DbG9H/zqu+jMT8bBOuvjWWfdP+tcivA0IDysM8cl7wvW eRHxdSK+rHMv0sfRqI+5ZnNfzy3z19p3uPLv9/LFjljV2Xehijx+KQjSizvl zX7Mws+0JFf45QrHoahnyKg2GRadHZP7rj9x5jQsOrns9l83LDrHbzlx7NCy C3Dpai2n8LKZovPjEoe6bqxwBd6esZ1boNQ30Xl+/n/bjOsfDbXd4dvmP7M5 sL5/l+t3zafMVaizMuTZqcMWnfXxrLPuX+KZ8FwhPKzzYMLvSvhZ55PEtzjx ZZ13kj5vjPqYg3/8d4QXmv5M2VGx5VjrOs/DdYSlFBess7e7g229bveh6Q8c z0XnVMxfwPmQdaZ8LvmSdcbfP4fpM1YU7f7nF9HZEeMGOA5ZZ9aJ52Od9fGs s+6f/z4X4dlJeFhnqjdQhPCzzj7EtznxZZ0Xkj4rjfqYu14v/95UcocJLj3v o44csqpz5TbLq4dVuwP0FJ3bxPScl7ktEdriU3RO6zk/Y/KOdHiBT0s8pwX2 6+L1FugpOtc5/CL1+agPUBefonNXx+IdT9X6BN3xKTpnNdiepk5/gm/4FJ31 8ayz7l/imfA8JTysM+GGdMLPOhNPaEd8WWdb0sfWqI95/auwzHJNgkze+LSq M8UxcD5mnTlONuA6i84Ux8B1mXWmOJa6zTpPwziTOGGdd2NcAudD1pn5cT/L OuvjWWfdP+vsR3jyEB7WmfGnEX7WuRnx3UR8GQfFMbga9TGfxDg2dcO4tqrz S8w7sA/zkOhcDPMUXMS8JTpTXgZnzHOi82XMg/AC86LoTHkT0jCPis6UZ83u mHdFZ8rLZmfM06KzPp511v2zzpSX4SXhYZ0pL8NIws86lyC+l4kv6/yW9Dlo 1MdMedkUjnnaqs547ouFTlhXgXWmPgNcKD+xzlSnYQHWbWCdqa5DEazzcu6i fApuFBesM/UN0Jfm1/oMsx3pyDrr41ln3T/r3JDwFCM8rHNDwr+Q8LPOtE9g LvFlnQfTfF2M+pipzzBVw77DZE3nROwLwR77RNGZ+kjwx75SdKa+EzpjHyo6 U58Kcdi3is7B2Ndynys6Ux8M1BeLzj7YN0NO7KNFZ30866z7Z50bER7qo0Xn WMJP5wDRuQ7x3UN8WedU0sfBqI85GPtmE/XRVnWmfhjoXCg6U/4F7iNY57V4 jgI694nO7vRzbzyHic5FKR9y/madOa7qU9yxzr1ID+bPOuvjWWfdP+vMeOhc KDp7avh5nhfEl/sU1nkp6VPKqI95AJ4DTXQutKpzQTy3QwM8x4vOYXjOh9F4 7hedvfFeAK7hPYFFZ7xHgAC8VxCdffDeAWrjPYToPBXvKYDuLUTncnivAV3x nkN01sezzrp/1nk14aF7F9F5A+GnexrR+RjxHUt8WefCpE9joz7mUXivYSqG 9xxWdW7Vd8KgZ5EbTXRvJzpPaW43sVzFvaYBWj+brdPeKVf7HjYxbtb5wdjH XdefCDXRz6Kzb724LKcCESb6e9E5pX7ZBft+PWFi3KzzgJl7zpSKOiG4WWd9 POus+2edHxIeurcTnbMT/p7avplGfKnPEZ0V6dPIqI/5Re9KT+YHToygezvB 6+weWOvEvmjVYuyB5u1r+3Nddwi8NsLPvv9l9XjXsKTQCpFiP0z2FKPd7Gg/ t3F6obPKxvvkzdjJ52X80tF5+sTkDVfOL/zCy1+9IvbVZB9vtJu/V4nN9v37 SrWoRvvkmQWvyvi8VdG+ymg3N7btdOFq4CHYmXnut9lpUTK+Bdn3G+3me2dL HBo/9hS0e2sO81h1UcbHkr2L0W5uiz8D/Z2M70z2x0a72Q/ng2Y4v4x3RdyQ gvzkXOtO9ldGu3kk6gKLUCcZT3rBCqPdnAt1B1oHGV+Q7MONdvN9XD+gdZbx CWQ/YrSbu2N8wHCMFxnfl+zjjHbzwhcdQlqNjlK2O1o37ht/VHTItbbgqI4F v6q4BNfXz4rcknur0S07Lh+T/FkdfXc1LPfSNLEnrnR71qD9d1V01BL/x+qO +pXua8f5Vlj08NQXNaSg4+IVB1+K/X7soD1Dp2dz2LE4plXBoTHKifrTo7ua t/raPEs9nXLQbmP112LXx/O9gz6e7Tqe0pRndTxsz01844kv9xdjiG8I8WX7 BNqPDsb9aL7Y+c/aeTocsf/84VZQhzvLpY9dQTrXNupsTqR+egj1z6x/r+nD Iit+eKt82vZ6t7vpB9H5t5N552av8kE9ybq+LWr3J9Fz1vaGLlvUR/W8WJ+m zkmfRTfdzvrofliH3tq8zLdH3NR85Zsfsl+U886I9el+wmvcvslBpXOa1eqR 7eYEzrkk+Bt8L7a6+/kkFaBqbbrYKVPwf8lwa/GmQ6paE+XaK7FrluB3q9S6 9NfVz9S9+3Duyb1vgl+3M37dD+NvSPPupXkZ/wjKewWMec88mfB7G/Gb/el8 4krnI+bl9LnVy9dLItSIb8d8I0Z9FV63Gxwve3iqSdVcoEZUCfouvP7+e1H9 Ju8j1dAw+2N59/3374mXbmdeuh/mNZTmdaZ5mVeJHo+aPR2y1d5z4oSYV78d lnXZz+crI36z79q+XSt+2AxYly28LrSGhRkLn8DQ9IFDVvT7IrxaDSlburFH PNjHHay2afY34dXwaO8U17kJUG5j9nbH81t46XbmpfthXhdp3mE0L/NqNGbv nlw7Jtuvv/k9dcNCy31dAOFvYcRvBroPTKBzK/M6vybAz3PGa8jY/i1HfKNP wqtU2NK9dQe9hW1r/pk+IzZDeJUen7axUe93EPbc/bJNqy8Sh7qdeel+mBfP m0nzMq/blb5X6LJkvangtvuTdl+1rNfGVf9u/tTxHGzCp+D/jH8PF9Cf4N+K 8/H8gj8E8cEviFfw63bGr/th/BnavIy/XWJcyIIpu03JpQp3rdLyoODfTvh3 GPGb4+m+9xTdAzCvIbjeEIXrb4k3jA9ojfEivH7FeDI3wfgSXrpd4k3zw7yc aN5ompd5JSEfU3vkJ7zqY5xBEMad4Kf9Dx1xXwLjr4X7Fo7jPgbGT/vc3Ar3 PTB+3c74dT+Mn/Y/dKJ5GX8Q9TP2xn7G3JLwHzXiN7vR/Ty/T2BelDehLuZR 4eWBeRY+Yt4VXpSXYQHmaeGl25mX7od5BdK89Whe5kX732SL+UD6Ybq3ggAj frMH5nEYi3ldeFE9A6qrwisO6x9UwHoovKheAtVP4aXbmZfuh3ltoHmprgov ytemwpi/hdcGwj/ZiN88lN6DPKX3JMzrIPYl3KcIrwHY33C/I7zisE+CEOyb hJduZ166H+YVTPOOpXmZ15a0KudMO/eZWu/0aTj0yF7h9Q/hTzPiN9fAfgjm Y38kvN5hHwY22JcJr+rYz0EC9nfCKwz7QqA+0cy8dDvz0v0wr/c0L/W/wms+ 9j2mntgHCa+6hH+5Eb+56Mcf/Z+J+kEZv670un+zkpabnI3vzcwNbQd4zX6Q qWp/mtPw0+UEyYepHWNydnuVRfe/iZIPSxR45/jQ7btqMVuNrFw4WfKhbme+ uh/m24jmtaN5mS/fF/O5nnHy+29+v8w499L3Ffw9COPk94v8/pFx6nbGqfuR vk6bl3Hiefqlepqvcvy90p8Fj1/m7duLn7xWrCvjiUwuOmD1mTdqV4Hh7Zw7 fBU8up3x6H4YTzFtXsajMO7tN+M+kDpC96iqGr3fZ5yN6HsS/p6Fcb6i95f8 /pRx6nbGqfthnEk0L39XwDhXUJ5hvoxnLsUxxxHjsaM6sr9q4zUJPhY8up3x 6H4Yz0qa15/mZTy16H6Vv3OQ8ybdT/F3PYynCL1f4PfIjEe3Mx7dD+Oh7z/4 ntgSV5n/pn+t8B6K4VPw+Ebvq/Rq/EfYjk/Bc9r2vEv2rZ/gDD4Fj25nPLof xsPzFqd5Gc8Buseme2jBw/eA/L0S43lD73HoPYzg0e2MR/fDeA5q8zIeihvw oXMT4ymJ6w183mU8FB/cjwge3c54dD+Mh+IGqE4KngLYT5vuYn8t+47fC8TR PT3j/ET3qvXonpNx8nux5/SeinHqdsap+2GcNbR5GSflCyiC+UPwUB6GHZhv BA/zpfwkeHS75AHND+NJpHkpXwoeft9BeV3w3KT7YsrHgseN3vdR/hY8up3x 6H4Yz2NtXsZTB+sQNCAejKcP1i1IwTomeFphneM8I3h0O+PR/TCeujQv5XnB w+9fnY33M+YLdN5MM543zc/pvHPZeN4xLyg15nSLohHK8/y4v3+HQ8rV64/w vOezmbcW2dwhZcFuGLz+1vIBtUxi7zmtx2+LP0bAlwtLbQb7HRR7k9Ifhh/Y t09lHmiTknjhuNgreH9YkfRgrSpZJGnDh3uRYh9yp3+NmCUbYOWph+2mrbXY P6Ff6IXziN1l11L3x3nCYWbU5ry+U46KPe6XFcHdj5lg25fMNhe77wS21/26 theUOgYTfZOnNap0ROzEE4i32EeuzOF4u4IvtHI+f7ZK/Uixl/6l46Dx+U6q uc2nRJ9uv1jmrZ+vw+3JKaGqbOE0F6fQELEvd6/gsuzQDijWfOz0qp8suo1u 26nnDO9jkGdfgVJT/3NY7I6oL2xBvcV+KSP31uO2J6XPYXts5IdiHWYese9Q 1TH5Xtosyzkd8UEpxCv4V1JfN1D7Hmrg/+6jHH723sQOdVHNUCfG+dPxkymu lhnj6qfjnXGdVEVcN6vjPXG91XVcf+v+R05ZtrXQOKj5IGLR4conrY73oPjv Yoz/n44fg3EJEzFOrY53oH2UatxHPx0/C/cJOOG+sTo+B+43yIX7D6yNf4H7 FiriPrY6vijGPVTGfWB1fJ4vXoVCt++FOt9HzDzqdsLqeHeK55zGeHawpzj8 yxiH5q0UDwnGeDBPpXVvaVx383Rar7nG9TJ/JR1+N+pgLk986xn5mksRrz+M vMyjcH+aHuF+lXPW6NR2S/9tuB5+iR1e6Gi4Jc9QnlJ1jfFvvr3t6+y8r2eZ KB/I+OGz23p8joyE4qlP33jFJwF/jx540Tngar4QKFZsievnOZb3m7a7q2S5 /ekLe+t8WpY4MQbs77eKyLs2m4MN5bfJxvzmUAL9qnY4j3zvXhz9qvU4j3xH FIR+1Rf/H/Mo9l8bdVFFUCfxH3M3IjFx/FPVpOfoc3dn3WH/0G9Sg2YxdR6o 8rM33L/7Mkq+Xwkd6N7te/hNldtjYZ6bOS+xf3NVysOFjXnYwZbq0XNjPXIo QfUoh7EeOfSgejTLWI8cWjUd8edpr4sww37LmCt9kgTnzcLBzb6uMcMo0+7X aaZHgjOsbPvQ7YXNMPhZ00ID8t4RnIlU19oa65pD8Tx2MQ+C78OZ8+Gjk39N EP81O/qUGNn9Bgw6UrRloZH3xP+77xnfhsSdh6SH1yOynG+J//FUH8cZ66MD +YUSOI/4J79QC+cR/+QXPuI84r8z1ak1xjrlUAP3FQzEfSb2a1SX1xnrsgPl d3A21mUHqhMw2ViXHfpQXa5trMsOZXD/qL64n2S//GX++NJufaxy7lzokp97 nPB9XWdMm93pt1TvDb7TT3aNEb4TG29d9c7xunpXo07rYy+vCt97R4e+rFQ8 QBX3q/yuz/0T4n+xX9syT/PPUeN/1E9LPsmNdR3GYJ235BmMG2iNcSR4/sW4 gdsYR4KH4gZCMY4ED+GA24hL8sCCD/Uqp80OgyuVfUvYlA4R+9n++xZMq3UA bi9tvefR8ONij8Jxiv5OcAYXKVC+yvww2HpqaIutUXckP/C/b+H8zHngd8dn UZtXJKglbp5zNtgEqvo1Z3mH2WZz+B33M9zB/S15acPqsgdH9o6m7xISxf7Z Z8e9hj6n4Xqva88W5kwA9vP/AGZff/g= "], { {EdgeForm[None], GraphicsGroup3DBox[Polygon3DBox[CompressedData[" 1:eJxNm3n8V1P+x++59qXIFiMV2igJLdYUpYxKMtIQKiXUVEgSKkv2kCVLRdkZ g8GMsY6dsYzww9hmGMss1rFnFr/3s/fz8/j2x/tx39/zOcvrnHvv+zzvOee7 +ZjJwybVVVW9t3JVrRTXM+OPTcP+Gv76VabFT9UWYeuZtoFpq4R9FLZa2EZh fw9bPaxl2E/qLEuZf4atEbZx2Cdha4ZtEvZZ2FrkDWsVtnZYs7A9omzfsObh fxC2atiGYetE2r/i+kXYZnXWvXnYptZD+X6R3jrsy/C3XEHvh9bRLuxv6m0f 9g/1dgj7WI0dw/aKOvqHbYb+UlXjwpaFv7V6abOzV7R/ap86hX3ntVfY3lHH 5mE/hP+1bXYP207tjOv2XtH7fdhWYTuGta0zT7ewb9TYI+xbNfYM+8o+7RD2 udoov5NX9K4S2vvFdX90hv+LsBL2RdjxYWuEDYm22oXV4fexTTT29YrGfeL3 n4Z1Cf/ftrlH2H/s055h/1Uj7f3oGOwVVpXs0wD6WWf9u4cNtK87eV9GlLw3 /7N//RlDf9+ZPkTZjmFrRr4OddYxJGxf60P7UK9oX6mkxv3CVi/Z/vCwA9VC +6uWbOdnYauV1HtA2Mol+zSMZ6vkdTQaLYeuQ1do/6vIc0pYi7ARoW1rntGS urf2eTkg0n7GOIZ/mOXQu1ZJjaO4b3XWeUjYtPB3Ddsjfm9W8h6OCVunpMax YeuW7NO4sCNW6N8vrAON401D+7eRf07YJmFd6swzMWySedE1zboo17JkO8eF bVByDKaEbVhSyzG0E/VsE/aTSFu/ZD8mh21cUtfUsONX0LhRpB8e12PDDopy P8fCPynsvLBz0RFph4YdGX7rknlPDdu2Tr3kbVuy7tPDTrYf9PsUr/SpVUm9 s8LalOzHaWHnW4a8yyJ9btjmJds/yd/G8KyGbcGY2QfGZnyk7cA9ZmzienjY CZH+n/j7srCtwravsx76csYKY9C85LNG/7cMf2Zc54btGPmvjOvNYR1LapxH f0teF4d1KtnXi8MutV50HcU4hZ0ZfoeS43RR2I/hLwrbLmxi/N4zbPvwe9Sp i/YWOOaMR+eSWhaGXeK40kaXSL8grovCupas+5qwq+wf5beJ9AvjenVYt5Ia l4Rdq17qu84r2pl4fhF2Wfh1XG+IMjuF7VCy/V+GdS/Z5m1ht6iXNm/1ivZj ouxOYTtH3nYl7zNae5TU8quwu9RB+71KjuUdjHlJjXeGtQ9/dpV96Fmyf7fz 3Efdx4ZdH/4qcf1V/NY37Ncr9G+zku8B5Xep8x7eW2XsJW4QR3Yt2Y8HwvqV vD4btltJjQ+G7V5S18NhfUrq+j11lhyP+8MeUS/tP+qV/k3nGQy7m+eX2Eic iXK969TyVFjvkn16KOxpNf4OfSXr/kPY6pH/N/H33mHP+Pt9Yf1LanwubK+S dTwfNqCk3hfCBpbU+8ewF9WO3tl1tv9q2Gtqof21Iv0hYh/Pe/inhg0Lf6nl 6N9frIu01y2Hrn1Ltvl22KCSY/lG2OCSGt/k2Y36Tg97Kfx9SvbvT2FDS2p8 J+zPK+gdUrJPb4WdEuVODnss/GZx/T3vbcl5lvmd+R7GgTHW05jHmbPhow38 DUaCPeAYGIn5DWaCs+CkFlUyEhwCP8FIcAjM9JntwEzwDawBc8BH+PDSB7YF j+1ZJz/BSHAQnNS2Sj6iHHzwj+jDoSUZCX1bqvtDfepiLm6nbhipvbphpA5q hY86q2lgncy0zDaY77aqmjiJv2GkjvYNRurp35+EliNKEyPtYNuMI+zRrWri JP7+W+R9v0pGha3gpG2rZKTuaoWReqj1K8vSN55l3k1iyX1eb1Uf8zScMbhO 1oGRhsV1aJ2M9HnYpJKMhKY+VTJHg5P4Gz7a2T7/23TahpH2sG8w0p5qhZH6 OxaV7AEzwWJwUu8q+QjegFf2rZM7aANG6mc/0b23+b6MeqaVZCRYCU4arFZ4 Y0jVxEn8DSMNVevqcsVetgczwBOryh60t5rzF7pXllvo29rO+/upY4TlaQ+u gDMOrJOBYKRvmPtKMlIzuYJYCR+NsD/oO8zyMNJh6oat4KSRVTIzY8Y72Vwm QWuDA062D3DHOI15eKr6xvvbyDpZBC76PuzMkjyzrvzDuMA4MNME+0MbE9U3 yb9hJNiHsdhQ9qBvMM54x2Uj5wu0biyT0AbsNMk+t5R5DlffNHXDRNPUPbpO ToJb/s0cXZJVYBY4aUaVcxNzIjpaO8fR9qYlx6fBSHDIZPvDmMEujW8JnsE2 cgWajqiTe+AcxhFGOF19c/wbRkU7z0pbeYZ+/i/8+SXZCYaCk86pkqHm2M9N HcOZaoFNYAzeRd6BXaqcr5nn6dvJJZ9d7nNX533m8Q4yCX3uJEedpj4YBBaB my5V94Q6WQpeKnG9uiQvHV8nBzDvw1Dw0xX2mTrgGzgIJoFR4KgF6u4iz8y1 DwvM11GOYky3lTf4u5t8Mq9qYp1bqiZ+gje6ywPUC0NdZ3+m1MlVcBRMBFPe VCVT3WrbfE/AKL8Nf7W43l7y+wLGucs2LrYd+KanfHK1f8Mb8EcvWQLdO8ot iy13l/l6yDyLHBf6QfxlvmXeZf6dVedcCwM04jJxGua5z/7vKYvw966yCv3v LZOgr48ccof6HqmSPxqcxN/w0aPqm+ozQ6ybUSc/wTy7yzb0bU3GqSRHwUqw x1Pqe8a/4SwY68kqWQ6uo8/95A209pdP+G3dyLt/Sc4ZIG88ZL2wEYw0ULZ5 2D686JjBI0vtD6wEV/2ffVtqvpvVh144Bz6irr3kIsYLFnrdPsA8sBK/wVHw EbrhKHgK3bAWTPS8fX5drQ+W1Iq2lUPLjSU5nG8B7jnv54El2QKuaBV5Hik5 d68XfvM65/LDzMO8P7rkXM48znoA/AR7HFSSk+CHn5fkEtLhJNJhpyNLMgRz 66iSHEM9sBectIr54LDVrAe/pe1SZwfbpeyG6v9AH73D1Y+ejy2LfjgDxji8 JOswH70Z/qMleexg0zdW29f2l3SYD84bWZIv8SeXnJv7hj/WdOLxGNvtaB8+ sn8w4ieOxyG22VwNrJu1DhuvTjikDWxbkgP/XvK+fOkzBHPzfh7lvYAx2sPw Jfnn6JKM1dP+fqce0v9n/gmmMzdPLDlPM4+8Ff7jJVnx45IaYL8tov4n9NEJ P8FOMDzc/a5jQjq8MaDOsV3mff+P/ULzf30GjtGHW6aYZ0/H83vv0bFq7q/m H+3XCY7/fuqHz+jL9JLcA6tMNR1WGlRnv+DGz0r2hbGaYn40vx3XJ80zxjHk eTuuJFf110cDcenEkt+Q8MxJ5jlAzTAZ/ZqhzzzLtw73bql9pyz93a/OduHY O0vGUGLRr0vGLGLCv0reX7ixU+R/Rv/PxLGSzMaYwGFDHYe1HR90NnNMTtUf o7bm6j9NHya4sOQcP9N+raP+2dY5mr6YDhedUZLDYLfhoe1p9ZxsOmMyS22j wv+6pH7YsnPkf1b/3JLsBcOcVZK34IzzSvLWcWrYwHrO1oedzinJc8eoraV9 uagkP80yfyvrPMs+TlIbbcF155dkPrjpu5La4MyD6xxn+PMvYc/pd430581z hmXHOp4bOc4LSjIE/PBeXF8syWbzSvLf7Cr73lr9pLdX88Wmnxr+JSU5D0a6 tCS3wTij6tQDZ74b9oL+DyW1wZysvcA43NPtIv8fTT/feo7zvrPmdYrj1s5n 4Ap95ovLzTPX+9LG+3Wlmi9Ucwf79d+SbcGT6O9oX6gHDjvf8SF9nv3qZB/H 1dkXxqo7c6v1LDTPxd73zXwGri3Jl8vXvtRwkfq7qHlJyfkPXlps+iL1b2Mf r7Ie+nKNOhf67vCMjQ7/Ou/p4ir1dFP/0XXeXxj1r2Ev6d9ckgthj8q+wK7U D/8tUE9320JnD7VNrrMeuPGXJdnuDvvb077cqg8X3WSdMNgt1gODXV+SBdF8 m/6d9qWX49Yr2npZbe+UfJeJS++HvaIG2uptnbQFC8KBaNtdDXeYDl/R911X 0LOb43CX9TxkfjgShlxJDbDKbuG/VpKBd4anTEd/H8fhg7i+WpL/7zEdLpta p2bSV7Us9dytTvjtXtuFqYi9/dQMl8Fn7xiHYURi8n368BhtDbQe0mEyeIz6 B9ivB/RfsL9wHvH8fn2Y7cQ69cO3a9hfmPZ6n6slkadPpP/J9A/DXjc/+uHF 5WuBJRmxsY6GDyPCg+QhDR6Bn+ClxnocfInBmm+ped/StNaGz3isrQbY+GGv 8O3MOvXwjfARberDn0PtO/0d4ritLWM/USW7wXDwZwvWH0ryBIb/rv3q59jO qbN+fv/QsvSFmEQsIXadKQfGZTmzsU7Huhcsy/rUupXPkd9f8Bq8CPsx5zP3 L1/7qpL/SP/MumC/z/Wp85+WhTPXr3MfFL6D2Q61LXTCoPAn3ApfwpZf68PA n9oW9cO5o03/WD2NtbLDLPuNeTpY9nA1f6ffSZ1j9b/Xh1FhPPZMt6mSueCz 7tZ5lD4cB+ftoM4j9WFC1gPbVMlRrLl1rZLjKNvDtmAyeAx2gzt7qm2CPvXD i30d86MtC69RFhaFx9gP3bVK5ppgnV+pDf6EAakHfoM1YI7h6oGx4Cs4CwYa pk86bAaXwWr9rf+40rRuNsWyMB3pjX3Sqfqr68OWsBlrerupBw4bat+Pta21 TIfHYKjp6iHGss+7j+1ON08zNe+vzhn6zfUb+6En6a+jf4BtwTTwzPr6o6pk RfZAD6qSwVjfG2RfTrYsYwjHjFXnbMvCMjDN4WpjLhxd5XyIP8ZnaYr3YgPL jlbb6ZZtqT/WvpxmWeYE4iwxtr8+cRIGY63v4Cp5DW6b7PsOr8y0rbNNRw9M AA9spn+M40DZSfblXNNb6x+rtvP04TjYCC5qqw8TtrIt6oe12Jecrjb0EH/a WA9lYTDW/Y627EVqbqc/S53z9Nvrz1bbxaVpfQw2gvdgSPYxz6qSm+Cq09R5 qX4Hy55aJcvANLAQPMb63om2BffAPDAOTDZXbVfoU/8Cy25pHuLsNpZtrONd pd/Fshc4hjxLfBdsaz3zvNdwAPwAI7EHOr9KxmCf8QbeNdf3zq6SZeCkhda/ WJ+5EfaCA7ubvkhtS/R76MNI8BHMdI16rtPvbP0wWC/TF1fJR8zBSxzDa0vT /un15lnJdZXL1QkPwUK76Df2SW/W31X/NtuCmeCl3fXvUOetjk9v/dvtyy2W 5RuEcwJHqfM2y8IysBQMAxexH3pPlfzDWuKNPksLvRd9LHun2u60bD/9B+wL dd7ns32JzxXaYBreU9YnmPOY7+AdGAgugh3giRds6x7TYRj2MR+vknlYx/uN 40DZh+wLfAPb7KP/B7X9Tp9YAXvBBoP1YYyBtgUHwln3mz5APbDNIOuh7BDz PG/ZB9U8VJ81NNiG/dCXiTl1rhXCQRvWyS7sQbJ/x5oJ8+PeruG0rXLvj/WQ xpklfNZ84JFHHLdhfjtz/mSg6xWc5+EsEOsDzIPsx7F2wZw7xDUZ9tc430JZ 5hHOEVGW+Z19MdYNmJv2d42IfavBrjmwVt/PdT/2Otmf4tuceWFlmZlnhnMp fP8yd0z0+4V9AfaJ+EYmPo/0O5QzIZzZeM7n80C/nTlDwt4N36TEwzF+O7Nf M9pvPc5psFfCNyMxarzfquyVHOJaAftKR/idxZkK9izQQ6zgjAf1EJM5X0Ee 4uQEv6Ea5xnwiTnFbw3e32P02TuY4rcD5wpWl895j1aTz3lWpzk+MOTx5mF/ fxXLEse4z296r0+yLGv7s+RY9r7Xkp95F9aUsWHjEa7zsD84wzyPVbnf/YbP IWuH1M964mmWZa2bOEo/5/v83+U7BU/BVaxxwR3wB993xAniRV+fo3d8lrhv f/a+E2+IO5v4PL7tM/mc6dxr5kPmxc29D+96L7gP73kviPfEfb6LT7F+1ote Mh3NjN/7juFllmUd4AbT+Q59Vc3cF2IJMYVvotf1GU/eV95bvkfe0GfceC95 V1lThYX/6T2C2f9u+qHmaWN8411lbRnmhX1ZP3zUsssc209972BkWPkHfd7b rpblndxNDR9b/+OW5b48Yf3kf8KyP6jzLdt6ynpq3xXeGdZzSP+X9cNNvG+8 a9NMZ82QZ+pLfcb/K+819/QLn4enTW9hfniRmDBTn/U63sVv9Hk2vvU5mWb9 g3x+vvWZQQ88x1rZTMsSN541Hf95NZOHZ2mZz9Vz+jxX5PnBfl2gv4XjAN8Q N+brs17E80Nc4Dl8QZ9n6QLH7UTH/y3vHWWJKcQTGAQWYT2E55aYcpbPMz7P 8PGOG+/CUsvSLmWJL8SWl/WpZ6l1Uj/PPO8pzzN5VjL/jfqsdfA8r+UeHO8p 8YX3gtjDvE58vl2f9Y1XzMO7TJ6VredG/UZ+Yhlx7DV9yjIPMx//VJ94RCwi rqy9gr+meXgHiY+8d7/Rv8f3Ds28g/tblvUC5kjiF+8g38rLv5nD38j9JoaG PC3cV3jD/Ph8v5OHd3Bj599Xwm/pdzf18O2N/4X9WsM+Mk+vq4az43pWned7 SNvAeqh7PTVs4pz+XpXXDfXJv7HrF+TfyLUG2kQH8fjSOs8ijLTsJq5rdDWd +e6CuM6t8xwJsYW9N+bf8+o8F7R5lXtAnBNqG/65cT3H3zib1MpxONu/a/O0 th6ulCeOsXfDWRw44Xx96rzQ9jl7Qhr5fjAPOji7s5xlzE8s2sJ62G/iHExv +9LOdNbzt7bvxKL25iGGsG/BXEZe0oldF9Wpg3Mw+B3NP880zqd0Mp2y53jf OM9FGr+t6fhtat8vVgP5L6nzLMohps/zb35HK7HrsjrPjUw0FnVWP/fxEn+b 63hwtoh7yL0kRnGuClaD0y6v81wHZzOurPPsBOcOWG/nzAcMw5W/G/FqO9Pn 16mD8lfUWRflWffmHAasxdkG1mcbMaS76VeYp1FPN5+xq+rUwXkI/J7mX2Aa e/69TId5WHdiz7Wl8aqX6YvqPKvA3jVrZpxdgHkW6pOHdVrOLsA2V+vfpE95 zjRc45W97+VnQuuMSzvYT2Im5aiLWLS4zv176lxsefbyl3h9Sg0L1Mf7vpv5 KceaKTGKeIUPF/Wxzieda7o6VuzFcm6vmVfO6cHqnOXi3NguvlP9fMb4jTN2 nK/rrN9FTiAP7x1sAPcTi6hvz7qp3F7mH6C/mXMQz9Iy30e+H9ra/j5q4H0k nfeUcgPMT1sDrKeLZdA1yLJdrH+QPmd12Hdkruf3wdbP+R1+4xuEdPLDJLDB YP1Gvp19l/kO2db4gM973cpxRM/e5qfOxlg0V8Mw06l/PzXspwZ8OGSYOsnH +bO9fff5nultnMEnDowwz8+9HqA/XJ86uB5oOt8qnNnivBasQnqDeeBv4gP5 OB82wrLDzTPe9CO9HqR/sD7luPI3/IM/0jzEH+onRsE2I81D/OE7h9iCnoOt h5hDOnFpmppP8HqY/ij9I61zlD5p+LAT+TjLRR1z9M80Lo3xXeC9wCdGUXa0 9ZOP81iNcmMtCwvxPQZTwVfjzM/v40y/1LJ8f42zLHl49/nGI3YRD/Eb5/aP sH7qHK1+6jjKejjzxXcX31yksfe2nRzFtxyxhfQJ5ifO8e1KDCR+4hNL0X+0 bZGPM1vovU7/eq+T9GG2ydZJGj78RvoENZA+xfzEOvQQJydbD2XhtCmWJR9n vGjzLv27vR6nP1X/estO1Yfx+BZdvrdV5Tkq6oDNGJ++xlXy3OS4TTWdmMl3 KXHyUcs+VuV5qxn67E9NVwN1nqh/tPfiTMtNNz+8Stnl57XqrP+31nmi6bzX w30fKcPZqUe9ct6M72LYb44+aewzNb7jZulfW+d8MNtys8yPhpnqmelv+OxX kZdzXLAg57RIowznMzib8Rf9d6s834IG+JO0M0ynHN/bzCNoOFV/jnmoDx5h L6qukhHx/2psh7HgCTj0bPPAdsu5q0rG4beVrIc8pME/cF6LqunvFpbFh4uY 79BG/1qbn9/hLBiLmEnbMA1x+7yGHtP5G/7c0jzd9C+0LGkXWLadPr93MM/u xueLTFvqfWVM4C84jLgH38AnvI8wGb8NMTaShzT4Cw4bWTX9jd9FH67rYT3n GifJz++wFEw10fg23zQMvpphPeSZoB7STzIuwVXb+/t881xuOmU5mwYvcc6N 9q+yL3DKYp95uAQ+gbV4B+EhGKiH6cQErgv1+Q1eutm4QfqOGuk3Gceuso5F 1kl6B8dw+XlyNfTW0HRv1cRhaGuw1JM+zzzHszXS4aslppOH/1NgH5SzbP8P GYqedA== "]]]}, {EdgeForm[None], GraphicsGroup3DBox[Polygon3DBox[CompressedData[" 1:eJxNmnncX8MVh9N3pkESa6xtSghF7VJBiSCS2hqJopagKLFEVCi1L7XVWqpa taWSWLIQIkJiiSzWJEI2igixRVUEjbXV87zn+X3e94/zuec3d5bvzL1n5pm5 v/WPPmX/QU1t2rRpX9u0KXEdEdcLwtYP2yZsaiS+FxkeCn9s2CXx+8G4Dict bFxT+neFPez17rBp1jMq8t8Rdk+kjQ97Muz+sDGUi/SRcZ0QNjT8EXF9NOze 8EfH9bGwx5vSvy/sCa+UvzvyjIrrxLBLwx8b18lhMyxD3mnqQ9fUVnqHlNTy dNiwkm0+G3Zn+I/E9ZmwKU1ZJ2XuKqnxubARJXW9EDa9lcZ7Smp5Pmym7dPX c2IMTgkbF/cvL6nxJbSG/25cPw97We20OUetaH+tVTtjSuqaF/ZASb3zwx4s qesV9JZs/1XGqGT/5tKHkvX8M2xR2GzbecPxQu/rtsPvP5bUuDDsLfWi8W2v s7Upan2kZDvvhH3SqtxH1ks7E0tqfJ8xK6nxA8aupK7FYR+qkX5PKNk/3r1/ mUZdj5YcA8buqpJtLQk7N8b41LBnIm2p7aP3U6/0+6mSGj/T/9T0Kb7j/2Hc S+r6IuyaknX/j3elpMYvw75qpfdrr2j8xiv9nlmyjrY8t9A1OGxW+DPClkX6 9wm2kuOF3u/sB7+fL6mxiedW8h0pcZ1eUmON6/fsJ314saSu5XgOJe93DGtX Uh+6Viipm9/PhpbTwl6NtJVK9o/2r9NfMa7Ll5a+rlzyPnpnl9S1atickrpW C1vF/qBrXsn+rc4zLDkGa/D8S2pcM2wtfdpZ2ysa1/GK9utLaukU9rptdg57 wzbXD1uvpD7a/5H56dO6Xrm3wPHYIOzHrdpfqK4NwzZRB+2/qfYuYRubl3tv WXYjYi7G7/Swt4m5uP4u7F/hb65etHxgHduGbWEaurb0ivZ37dNWvIP2aeuw 99W7De+dGruG/dn6NwvbTi306UP9n4Z1Mw3t54WuM8I+D/+JuD5es69Px/W3 YU+E/xfr+1nYTvr0Y2evaP/MunuGfazeXcKWqLdH2Cfq3TVsqf3ejXci2tkv rkeEfWo/dg/bx/Zop5f9QfsetsXvl6Ls+WEHh92kxr3C9m6ld3rceyFs+/D3 tb7uYYe0ynugbfQO+0pdfcO+Vku/sG/s3/5hv9RHyxf2r0/YAaZR1zLH4Bdh f7Otg8NmhpYzw74fdqjt09fDvKLxO8v1D2tTs+7Dw5pq6joybE2eUVwvCKs1 dR0V9mL4vw9bKezvtjkg7Dfqo69Ht+rHMV65N7fmuBwftkLNNgeGnVhSKxph AdofFHaC48i9djWf4clhy9fUflJYqTl+vw7rUPN6Stip6kXL722T+gabhq7T vKJ9VpQ9K2ytsJfD7g+7NdLvq1n2zLCzrAO9K9asnzFarWY/zglbtaaus8M6 1tR7btgaNXWdH7Z6zf6dF3ahdaAX3mGNYo6+yDT0znAdYw26JMr+QRaCbeAL mAcOgi9gBhiF9R8OgJtgJnhiZMl0+OfeSDs7bJ2wf5RkEjgJtoE3YKMGV1Ev HARrwBwNHuI3vAR7wENwFAxzb9hlUe+lNfkIboENJlrXtKYWJprqWg4XTbM9 4oe4Z66Ci2CJ8bYNJ8ATYy0Hu8BIMMmjapphPvgKbkHTZSVZg/7DS3DLBPsx 0zIwIXXAgleE9strCzfBHrAIPAM/0B84Z479gZHgELTCSHACbcNIsMSz9pX8 8Au8BJM819TCN2+pm+fc4C+ucMkVJd8BtF4Zuv5YW1iJcgutd5F1wSrwBpqu jrxX1WQWWAjemG/dMAMMAQvBHq86rrPV9ZjvJFrhIthnnpoot1i9H1nXlSX9 N9QEUyxpauGhBh8t9R78tshxudj3nbjsVpONYA54FSahP1NNow/MUecb71eX ZA3avjbSr6nJUA02gj3gKLjog6YWfvpKfTAG/AHzNNkeGmEK2AJ2qraNbtIo AxfBIXAS7ER++glfsHazZsNjMAlxDdfAG9ynbXhjeeuCF+AGdMEg3PtT9OO6 mnx0bcl0+gN3tbU/aIFBKA/zrG578Nhq6pttHvTBTqvaT7hoDeuCnTraT8YC LQ0eW9v+vGtcwg83hK7ra7LS66bRBozU2TZWNn1d64JDOpUWTuI3jLS+Whkv +AGegJG62B/ahx3gChhpA7WuZRplYKQN7U+D5yj3J/12tg1XbGbbW/gb5tla HbDTNrYBF21lfxr8RJkb1EO9MNK2aoVxuqmJPsAR8MSNkf7nmgwFL3VV65M1 2ehG+9DNMjdF2l9qCx/BGjDHYt9Z3qPvuYayfsNIu1svXLSLumGhXe0PjNTD fsJCu6kbfXBFT9uAGeAJ2ObbktyCpl7mg3d6qRVd+1jmb5H+V1mpjWs0nAET 7Ws++K2740hdcAF88IV50Q0L9bM/Pb0PT8BO+9mfZdZJXX8tyR3ohG0O896X jk2P0sJAh9o3uOJgdR/q77+H5ptr8hR7MeKVua9J9qDtW0rOTzDDzV5pG7YZ YJ1VDumnbngDVrg10m+Rmw6wLPzRXk6gjXayxOG+Z90dvxXkiv7qhUFgEVjo RPt2iGnHlxb2ou0iU8F2HWSPI73HfAtnwDuwzhmWh5lgntsj7TZZqMFMg23n LPOtKNvQ5wa772SfqbvBSDARfYCRzrIPMBLcRJ/hIliJsYCX4CO0/rTmnpk5 mbpgJri0S00+YJ29ryRrsFajj7UEhrpNH90PRP6LZafbS17hiEkl11LWq3E1 71HX+PDHe29g+A+X5IjRXmEJ7sMIrMPcZ51mjR4S+Z/098M19ZGPNNZI1sfX Ss7rzIvPlVyfWYseqamJ38+WXNtY1x6tmY917R/hv+S9k2vmo96Xvc/8fWek /7PkujGh5j3ae8k01hHuMz8yNw6NPIv8PbGmPub2d7wyd3KfuY95b1jk+cjf /y45tzFX/afkvMVc8lTN38wJk2rm4x7lmPOYQwfxbjsH/s+8xOhyxiIxNTz8 tjVj/a64rlwz/v5bMo3Yb2sa8Ti5Zl2Uf6xmH9A3pWa9xCB1EM/E4SU+9wdj TO4Of23vTY3rKr7/Y+J6kT73b/O9ujD8H/j7Ut8t3qtVbId54Yc1eb3B2fhw O+mwL9wLN8Pi3N/AdHiyk4z+iPfJh3+q7zjxALMO9d66NZkYlv1RzfSGP8x6 NtSHS2H94dbRuSavT7Qe0ieYDuvD4LA++wTKbWRbcOx6Ndma/D/Wh5PZO1B2 lHnutv6NbQvO3bQmQ8OWd9Q8u52kT7yN1EYbd5cZU0815RnnaPNzdkw+9jjE G3mYEzapyevwcBfbetpxJn2aYwK7M5/8RH++fXzQsdpM/xX7ONa+b64PP29R c5/QzO3OIbOach7BZ674rfPJi005t4zTZ14hfaaa4eM56png+DBWj9oX9ExU 55bmh5O3Nj+cvJX533XMH/K5bGNZ1rhta7I+bHyl88+b9uVx+9VVf7HzG+c3 C5pyjmNeY0471XmPdOYv6lno+DzmuKFnsjq3dG5nD7Cd6bD0FK/v2pcp6u/k nE8c9TLWWUtZ6+EC1mjOY5kTmQ9hwn1qsha/mSeZS3esuR+Ao9hrTLe9rqYz DjubDg/vUJMJ4O3Bzrf/bsq1Ce6H+WnzGdPpC3sJ1qyd9OHwn5kf9r7a+fzj yLN9zT0G+4trnav/G/4uNfcPbdWAv0z9L6rn5zU5FUbtYTr7C+Z66mEt6G79 7AtYM1gDmP/Rw96AfQFrCufE36p5jjpPc60hfVfzw/bH1uQP1nTWHPqyxHGb a3/RP992WY84922vzlfsF9rmOc57mB+Gp1/sJWDynuZhL8DaxbrVOKdlnWIN 7WWd7CF619yTMCa7WQ+adzV9FdPpI/uOPWvuQ2B+zlNZ534QtlfN/QZsz/r4 tul719yf8F7tbn87qn+hOm9w3fmh+t80D+sr9bOGsiaRp5PvKe8r+4Z9a+61 trL+BersbTp7ql/43OH5PjX3MHA+53+siz8nHmruZ+D8fjX3HvB+35r7lq7W s8S29jad/v7S9B6OwweOD+s+582bltzXsKb/RP0fOiboh/Xh/P31YXvWfvLD CXADHLCJ+j+xL+x9YIYdww6suYfZzb4stY/o/9R+7WnfeU8OMp29AxxBPXDI AdbPHPGrmvulnmpjL9Hd8fnMMaHvX6gZPuEMe4ewQ8zPXoWz7Y8ch0PN38e2 vnTcZtRkG/ZR/WvuYfqq82v7dbh+P7V9o/4DzY/mI0xnP3FkzX0OewHq5VnD PyN97qSxF4N/9izJQPh7qZ+y+6qZfRp9OazmfhL98BQsdaCa2f/spwb2Nv3U zL6ir2XpL3mONj/7i6Osk33NMeZnj/Ab62F/ANdxVn1QyXPltvpwE5wG+7Ev w/9V+L9WM/sjvoEwDzCfcE7CPNDB8WFeYk/Uy5hiPmE9ZB1lrURbO+tBc3t1 MqexP2FvwjkwDAe/sV8h/Wz70sE+Hm9Z9imcH8OUx4Y/wPrZy8CkpMOZJ1iW /dKt1n9cSaZdybLwJ+fQp5dkUFjzNNta3TrZM7F3Yr+Ekc5+CTbZzD7CmPAl bMk5GedlF6iNsgPVs4b676nJsuvYT/ZstMM58drqoQ3yU9+JNes8xWe6os/3 RH32ajAxbMweDE6EKSfIm/hwKfwFh8FjMCNc9Zw8C7PCq/Aa3Aabsf53Mp38 MOVEGbOz/jDLUv8Q658mt66nhhHmh2kf8N2YJ2NTP4wBT8FhsNZYtcFOjPNG 6rxTbeg/rua4sSYOcfyp5y7zP2tbG+oP06dfMNqmahijP9fxQQMcCLvBcC+o f2P1sLazjrKGMgczF7OOoBn2grtY61jzWAfpF+y1yDrhPBjvcX3YFQ6Chxab jg8XwWtwz6dqhufeMX1LfVgPpmx8c9/c+jm/3cb0yZaF66aZn/onmuc9NcA6 cM6L+l/Kh3AbzAZbbac/3XQ4irmCcxPmyYnGBeMAQ+1gnZMt+5natrcsjAMb wT/P21/yPG86vDTD/MvUv4M+88zW9muK/nvq3Mk60QAbwUW0BZfAJPQRNoKL YIqdfabzzd9WH86AMeb53KnndetZ1bJwA8zwinUuZ35YBA55U596Fpi/o/mZ N5kzWfNZ+7uYHx8GgKfgs862C5c0vin3Nn2O/W38f2BnfdpizWa9fsu2YLb3 rJP043x2zFHwCFwCVyzU76K/hzrft86Gtt3sO8+H58pz4b8HMCj8yDw3uubc BFPAFtuqAR6ChZboN76J99H/RB8OYc2HFXo4VvuZvsR0+AEegVe62pe+tgVr wBzwGHwEi8Ahy/R3MZb7WZZ2D7At2mX9Zu2GEWAFWGKp/q62e5DptAVbwBVf m47/pXWS/xvz9FQDrND4XnyIbcEYfA+HLVmH0dDHeg7TZ83Hhwf4DxL728vU 2d90NMAQ8APPmVg9XA1wBowBI+DvrwbWddZ01vYjjWuY4nDzt7Ge/pZlTWI9 Yh1mvT9CbUfZFus2a/+R1nOMfgd9ysIy/dW5onUepc86x9rH2svaPMi+8O4y /6+mP1ANA/Q76rOOwxTHmr+99TS+cZMOh7DenmBbHfRpa001sM7yHQHO5H8I 5+vDq3yfYR/CHoRzBZ4F5wzsX9mvslclnfMI9vH8ZwPe5SzuJH3q4XyCcxbO WEbr80zhLziMPc0T1kP9b5sOm3EewLkA++9n9Beogb00+1H2hewz2WO+pE+c zjIPOtlzsDdj/wWPwCXwBQx+hpo/14fJ4cozfVdhK/gStoSRSYdzF1kne5G2 5mnwGjwHf61jW/DPWqYf6xic4zgM1B9n/861vyfrP6Ou89Q5SP9zx5lnBrcz JzE3/aHk2Tvnjb8r+b3+Qvs7qub/Gx9oyvMufM68+J8k59vDmvIcm+/vnGc2 /19An/Ow5m/zJc/DuTe0KfOSznla89l4zfPxg9XGO8A59uXm4Ryr+Rt5yX1/ 8zfmkmfmfJtuPu+qeZbEORLnQM3frUueb19lOlfKcgbC+fY1+rRzhfVwhtH8 TbfkfXzORjjTvk4f9m/+VloyDb+D8UuME/ucaV9vOnvu5u+XJdcs9qvsVdmb Nn+rK3l2zfcs9qF8i7tJv/k8uOYehTNt7rH/5ayYbyXwPN/6bjSdOtiPsRfj +xL7GfYyzefiNffEnEvfYvot1k89y5m/sYejHva1tHO77wb/BxtqDBKbdxin /A/2Dt8N/nPFmR0xznMZ77MgNkknHomFocbXRdbPWTfxyNkQscn/zYYZL/y3 kHTil/8dDTemmBNYZ9sbm+QnHjmTv9lxaGt+4pH/FLH/Ie74z9VIY4EYZy9E 3PHu32NcEIv3GgsX6hOjs8xPzBITI4yR+TW/bw0wnfgZ5TxAW8wP5JlXW76B ceX71xjLksZ1jGNCnD3QKnbGGVNz4jq7+p+bmjFJPDZ/a6r5XWBl+8scwm/y PmScUucl1jPWshdbT+O7FW01YpmYbMTjeOOF2GmOVZ/jGPXzHYT3krXgY995 OGeSMUk8Mi/O9DkSdxOMr3csT9nXjKUOxssk33PirjkmjZdJvtvEbHNsGxeP GV98K+fbN2sWcdkcnyXTnjT9JH3mzBu9x3nRJpbf2DgiVnf03Z/m8+Vdm9wq dib77hFTU4w15p/m+ci4I524Zh172nghfp9qFXdTfQeGmOcJ5wTSjzNWiI1Z vm/oIQYHm068dFM/fWStg02vNW7wWQ85O5puHtYoYu8G4wmf9ZB7fI+nvl76 vY1j5oW3TZtu+lnGCTFCGm186zjPsK3hvgOsn6yHxCexeZc+a+nd1sN6SAwR twcbP8TR8Y7Jy44V36b5Rs55DvExx3f7dHUydz1o7PBftvstO8C4mWNMUfdc 65/rb/Jwna/PPpL92PvWM19d56uT/rJm8U6y1sCi8B2c/H+PYIDf "]]]}, {EdgeForm[None], GraphicsGroup3DBox[Polygon3DBox[CompressedData[" 1:eJxNmgnYl1Mahz/53pM2QiSVpUGlEEM7SsqeYQpZZiwZyxATkcyYEGPE2MeW dYYGY5kxxpSd0dgHY0yWytJGWkSlfZ7bc/+vr+vqXO/T+Z/3nN9z3nPe537O +2174lmHj2hUV1e3bP26uvhX93hVV3dIqav7W1z/F2V6fV3d/Cizo+7DuH4R ZV6Uj6J8HGVu1M+JMina/jfKtKj7KsoHYc+I64Io30aZGWUW90X9J3FdGOXL +uyTvmZE/Wdx/TrK4vq0P4/yjVfu7xhtWkfZIsrSGPOvUT4L+zt0qG251+/7 rnL81Witcsw1UaZW6dOqKCtsi0/Tov7TuC6KMr3K69oo61epAz/Wqxo0Tq5y 3GVRPrG+Lq7LQtf9UeaF3ajKttz/dJVtS1wba6N9A31A++ZVw++zoqyMuqZx nV2l3mZxnVOlT80Zv0qfWjg33Ed/X1SpfcO4tqxSF9o3URM+fWn9RlEeD70T o3wb9sa2pd2z6tksyvtVPls0beE4TdAe9/0pyuqwt7Y/xlxYpd4tmcsq9bZl nqrU2465qVJje55Vlb62Yb7tZyvHWO6z2lZ9+LGN4/D/59W4XZTttZnLHbwy N8vsuxOa1dWZvtW1Y5QV6uoSZRf9YZxuXhl/Z3Xx20q1d+X5WL8TfcZ8PBCl ROmuDtbv7utoXK/k+D2jvGj9D3kmJTX2iLKHbbm/edT3jusBzF/YfeJ6YJT6 kuPz/6rk+H2jPBj2RlFeCvuf9r1PlL31DZ/2VC8+NSo5B72iDLA9epuW1Lhf lIFqwqf1S84Tmva1Lb81K9nH/jy7kn4MinJ6lKOjHMMzL6nxoCivRDksyvFR DlHTXlEOVy9afuyVcaZYzz2DbYtPK6LPh6JsEWV4yTXE2mpVUsuRrJuSWoay LkrO37AoQ+wb/zYrOcdHRdm0pN9HRPm52o+NcrBzvOc6/0f7cV7RdaI+oP0k r4xzgtr5bWX0/+co20ZpXXI+mKO2JTUOZ52V1Hgqa62kHz9Ty0GO3a6kxpOj bFOyj9OibFXSj1Ocp5199meoG70zfbfxjtqhZN+jovxCrfixXUkt50Q522fF b9uXHPPcKB1LjnMeayfs1+N6ZpROJbWfH2Wk/TEfF6iRdTHGK3N8oVc07h/3 3h3XR6O8EeWsKBdFGasONF7slb67lRz/sii7lhzzcnwu6dO4KDuV9OOSKJ1L ahgdZbeS199EeSLsR1ijUX6rVjT+Wg2MfYX38dtb6ro6ypW2xY/fWc9913hF +7Ve0X6n7fi9R4x3aVyvj9KzpN4bovQq6dONUXqX9OmmKHd5H/31Kan991Fu UR/a/x71j0YZGOVm/eO3t9U7IcqttkV7XePUcwfrpeSzRdPeYV9X5fNYHfbn Ud4Ne2KV/TJm/5J6742yT0m9f4gyoKTeP0bZt6TG+6L0K+nrPVHuVzt9dS/5 fBhvVdiPRRlMnHEc9H5WUuOfozysXubyEa/MzQEl+34syoEldf0lykEldf01 ysEldcE+T+oP43wS9X+J8qMof1cfv8FHaIeRntAPfnsm6p9eh4XmyUgfyhhf yEWwB1wFN8FVMASsRWydJg/N8x44ZI28BGOslU/gJa6fykqLZafnor9nSwOb fCeffFrlHp+1DlctlsdgpBnr8NN3stMq2Y+4v2IdRvpei/pWeA98tVreg69W yoHEZmImsfNr+QnmgFOIycTmb2QseKPGQ/xOv8R+/o8P1MEiT1XZHn9eCF+f L8lW8FITtcI/LZw7eKmZ/jA2zABbwFRN1QoLbej8wlTN9edv0ffDxMWS84VG fHimSgZBx0vx24slWQmG2UId8E8bx9jA+tb6gN+b2dfGaoKRtlQr+uALeAJG aqc/jRyXe+Cotmpt6RxzD3Gvvf6cVvJ+/v+cz2ITx4YrtqsaOIn/wz872i9a O/objNRZfTBPFzX9K/qfUpJfapy0i7qJNbAFrNXJuYCRuqrnBdtvq+5dvGeZ 4zJf7Y0vR6gVxoBL6mWhLo5BHCYe18lb3L+e7MHYlbzU1T6I9QP0eY91+qVu H33u7m+vxr2vlGQoNMIaxNKXtLupey91cM9Ax4B/BtoXsZqYTWxuJlf0VPfB /s49MAKssKF8gu7mMgxc1UI+6e14h3j/y1VyB5qayjk91DXYdq9H/WslGarG VTXO4gqXrC+/sQ7gpSH600rGQPfmcsUBVQP3wBP/0h6spmP1ubUMgz+byjbo ezPsN0oyIMxzkv6jBU6AMf4X9e8baw6zDv5oJ5MMrRoYi3sayaus163kGZhp M9mJefx32G8xF/YHPxDTieXEwSvUDYec7nj8Tux/tUo2wc9O8gbc01HGYLzR 9kGs3cEYyjqGo0aqdXs5ZLi6R6qD+4hxNzt/Z6jjaLWcpg5YArbY2Vh5TtXA UhdUDSw1Ru1jvaezXHRq1cBP/LarjIE/u8kYtOsmh4xy7Av0bxdZBd9gqov1 4STfOS0c+0rntJ8sR0wnvl/r2D1lAPr6D8+5NPAUHAKj9JA9Lqka+Oka+73V +dpa/mRdbiNzDvMZMJewRW+ZBD/7yCT42UtuwU845y7HqHEbOv7tWPjTX65A 9wBZ4kbbwR53eN9d/n8f2YMx3rQPns1/o/69kiz2TpXcwRgw2AR9v8X6ifoA a9ynTxP9/74yDP6wpo93jcBocNJDVbIC8ZvYXeMkuAn+gYPwAd5+RN0wEqyE bpgHPmKM96pkHPjiP1Uy05/UASfBRLAWzHWPWqmDl2ZF/VMy0kTv5R44DcZn fcwPe22VMeWLkuPBM/eEvaTK2Lu0ynhLHPsg6r+qkgu+DHtmlTwwL+z5tvso 7MYlY85M+4Mp1lRZRwz63D7gCsbnTIGY82HJdsTPr0qOzW9LrCOebmAMJIZM D/vQks9zj5J5C2v53rBblowbH8e1Tcl39sK4buw7uaV1vMMXlOyXuLOxV97T W9qWd+EPfHfyvKeF3aHkO/gPce1S8l3VxjreyR2s4921qGRf3P+V8wrPNFYj cY0+yON4B+2u/UvWQdh7llzL35T08y3bvOnaXhx2V/3/uqRW1uZetmVt7+fa Z63fR8wquc+62pY1vKd17JlBzit75NuSfXH/fJ85bHWH65q8YEnJMYgdh5fk crh0WEmuhf0mhX1YybX8jOttTn22p808uZx74fkhJTm+xs3Y8PzUkmsI1j66 JAfDnD8uyffztaeqYbrcP00+/9y1N9k9NtexPvTeI0ruX7j/uJK5Abw6tCTH L9T+WG1H2Gah2jgrXRL2MfYJ3x5VcuxZMj394NNPSuYb8PKRJfMN+P1I6xeZ d1DPe+VYx4W3Z4Y92Tn/aUkmbuKczHbO0TDH+XnOPbvUM9KZ7s3jbd/MfuB7 WBptX+o7sQbWh3UP9RnyLjrO+jVqm6u/J2oTm05QA/z8rGuI9TPMscgjhjsW PH6yvsCxPyvJ9/DwRN8/9VXmI/RTVal/oZrvd20w/7yv5tn+ZfZ1yffJU+5D 9uCpJfkexj6lZG4Ak59ofXP1L3J+3mEfuNfY06/7jmD/8i7gHAbuGl2S317y PdaqyrNb3mWb6iP8DXvzPqCe9xv6aM/79ue26aS25c7DRSXHOEL9K9Q8QhtW P9P2sCW5yUp9PL1kbkBecEZJdqd/3qm8i3kPn20beJ93MufNHap8B/N+5h3+ gO/qDj6j73xezDP9/CDKWY5LLvCLkjlDD/3CJncYqYaeaoYp4clztHupk/47 6yPcjF/nasPn55XMPfp6bzP7JObwnuUde4H1cClxijPjXe2nuWOdbT9oJuci Luymzqbq57y3sfeOtp5nTdyg/Q/1l5yku+O2ss0Yx4LnyXeIN/3DvrBkvgG3 ExOIT8SmX5bMTw5yPsnHuugv9eQsrD/6IWaNsh/mhDNa+ukX9vklcwzyC+Lj RtaPdi0N8t56+/yV7WH+X6v/SPVv5hy+7rpnzRNLiX+D9WVzfbxYe5i+tNbH S7Rh7StLMjp8S7zmXPnQsMeVzD3gefYZ++1HVZ7jtrENOslnyGUu1R7uHmmn /lfcq4fpS3v3DjkRsfKnVcZ0zoZ/EvblJfOZU9QP78K6v9E+Vf3b6NdY2zM/ V1gPv1/mWOQpnG10sH8YARs2IPai4Xj1k7eQs/xW+xyfXROf0TjnCh9vKsn3 8PrvSuYbo9Xf0XGv0j5P/Z3062pt8o7xJXOnUervrI/XlMw3yAVe9VnDJ7zn dvS5k9/BECOqfCdin6V+7h3pPOzgc+RZ76xfrB845kL176ae60rmPOPU301t 12tfpv5d9Wu87Vk/N1hPrnGtY13qWJyVw1Q3Ohb5CmfPu1vPux2++lWV3IQN T/LOYA/v55ww5+RTxAfev23V1kvNN5fMtchBYCbY6Wr96qkedPbWl9+XzLvI cW6xH3IczpJhsvE+a/IlciW4j3o47Vb7IR8hp2Osq8K+3fZw/t0l8xbyg9u0 b1Jnf8d9suR3XjjlDuvvtR9ylbvUto9+waV91Yb+fq5D9AxQPywJR8KQd3ov uQ+5GKx4e9h32Z58h7Nn2t/mM+rjc7xNm5xstffCsbWzZnIncgHOrR+oUj/1 5ERwHywIB8KzsAvcMqMkj3LmjIaD1VY7syZPm1AyX6p9F8F+zPk8RM34dZBz VTvjftx7+6kBloQRF3rOjL3I81u0zZd54eB5ngMfrmZYfaBzQr7Is0ALDDjU PmFM+HWBjDzEPuFHOPJr80fYmzxwhvWL5NCh3ssZ/KHOITwIV8FUMBqsBk8S z4lDxCD4Duarfes/2jaztVep7RjtOdqr7Qcuaa8vx1q/0HFhLbgSvlzrvB3n WHAibFqnNpgV7l2gjeZPbLPWcU+wTzgCXtnS9nDYFu5lmK+F456kvVgb7mXc 4dpzbQ8ffmM97LrIsahf6Fhw0TLHamObU9SwXJt3yArfJ3AaMYU4e5QaTrP+ fZ8FzAwfwUw72j9cBVPBVti17+9naMNZ2HAUfAcLbqWGM63nXtil9t15hM8a bSMcC0ZgDdS+xZ+tDTdh7+ScnO7zbWKfPbSJZ3AInAJzwBv4ArfBbM20e6nh XO3m2rANzDXS9vX201sfRzoWfAQn9VXbeY5FXOB9S1zbRD2D7HO0Ntrxgfnh b284S/mgPnMLcjzyC+6FP4boC9xzgOPCOnAOz3CM9a2th+Xaei98AjuMLQ3f wS8qDd/NL7Qf+At2gVvaa9fOWsdqwwvE3ZHee7F9Mi68Aqtsow13wRHwxMn2 eZl2O+uHqxMuOcn6i9Swg+1hDDgCtoAZYA34A8bYWg3D9PFy26PhCttv7b20 72w97LSTvsAJxA1iz42ORewn7hPb4Ylz1TNeexftUeq5Snt729NnN+vph7XA mrhUDbAIHLKrY52vHmI/cb+79iVquFZ7O+dquBqus0/iADHyeu8llhPHifNw Q+0b+g3avbWJfXDKjdrdbA9j9LEehunpWOP0hbGIxXs71nW2uVkN/bVr37tv 0WaNwTn7q+FW55yxiMEww77axGLiIXHuHvu8Q7uf9XerAYaAH/bXpv5A2xM3 iZnEYOIpsZSYSiwmxhJr73MN3Gn7fa2n/QDvpT05NDk2eSq5HTkq+Sm5DjlP La/CJveBoeAYGIZv98RamOUJ6+EsvkvCu/Avf7vF2Sj5+iDbE5c5S5hoPe8H ziCeUg/tyffnWc97Y7U6qf/We+t91qw9GJ7cGv0v2Adj05a880F9IQciFyKf gMfJMcgvtrWe/Ihc6iH9balNrtbB9q86D4/qOyz8iL7jI0wGN/W1Hk4ebD2+ D/Te8T6LW10nG6mTHPkfJdlytudg2JyFMa/M7472/YTjPmz9q87N484trAaj wCd/tH1f+2MMzt14JjxLdB1qe9jnUevxkb83mGQ99z6pNuLLGNf/p7b5R5Vn 6fy9wdT6PCfnuz/nlpyfcabGOSJ12Jyt8Z2c8ynOpjhf5KyTc3jOzJ+3DWdX tOEcjvMezok4G+NMj28JfEfgvIrzFM5SOFPB5nyIs3F+40yJM/wptuHsgTML znI4B+a7G7kt5898+yN35qybb6ycaXDlDILzh421OcPgnPw16znbf1FfqHvd fqY4Fv2Qv5JLk2e/oc24jE9+SG7YVZt8l/Pqt62n75f0hTpyMPKvPbTJKTl/ 5tsNeQ1/A8mZFHucPIBc4m33C/Xs9/esJ7/g7wM562EfkRuRI5Hb8Z2T750P Vvl3pJwVfr9nS/52u/uaevbmZNtz1srfxE51DTdqnM9rgnvzI9c86+4T1xj7 lHMN9iNrcrprmD3IuQN7lrP9d/V9pfXs60n2w9pfYT8vWz/D9YnNeoXvV9k/ e5Y1xDcpzuff1fer1Lxe4/wN7TP1a7L2Q757ljtva0v+DQ38AwfNci88rT3J NmtKw9/ZcOXvXBj3G+ecdnP8fb5ri3VFn3PLOr87FnuK/cb+mun+qe0v7Kfd X7RhP7KW6PNZ1+TXrkPWLWt6ivtovvuFNTzf/cLeWbDOvljgXmCfsd+ed48s dF8sdR+2cs0vKg3nTIvcI2+p4TXX/2LX/NvarG3W1GTX4R7OFWuAuX1Gv1iD rNF5rvklrs/3td/1PbbUNTlV+zP3wrfukfvth3VOfFjpGmPfsK9qcQmb/fWR a4BY+pDrj7X3sTaxZS/7Z11Ns0/iD2uLNcY3Ir7V8p2VMxDWGzn8BH1Zrf7Z rh/+hovrWtfAdNf0YNfgWtfYY9a/Y9/r+R2Xa53jYjeynnEbueaJp8RS4i/n Qpw/ca71f22ZSt0= "]]]}, {EdgeForm[None], GraphicsGroup3DBox[Polygon3DBox[CompressedData[" 1:eJxNmge0lcURgJ8C3r2gIoiiIr0LIiogJopdUJAoEFTAAihWQDBKMRHsxoLG FsQAGrsixQRFVGIMEWOJRtMNtsQEFVusJAYzH/Pd8zjn7fnn7Z3dndl/d+eb vbf9uMnDJm1ZV1e3oUFdXfzVvVTq6mZE+X2lru7meLaJckTIdfEs8WwZZftq XV3zKP8IeccoW0WpRNkydKrx3ClKmyjbRmkapXHUbxPPXdENuUk8d4myQ5RG tm8Y9Y3juXOU1pXUp32J+q3j2SpKs2rqt4jyrygdouwZpa3jbBelQcnxu2JT yXG6R+mI3bbt5HPT+CXH7BalffT/cvy/Y5S1Uf6G3VF66Q/jvGM/jL27tvJZ k5L+9YjSU1/5rFrS9t2i7GU7bBkW5eAoh6AbOv3jOTBKH+3rzDglbeezFiX7 2DdK85L27oPPIXeJZ1/mp6Tf/fCtpC3fYszw63fxf9so+2kfth/k/GHXtzez /V3rD4yyv7rMwRYl3z/j7a0f2LpzyfEP5b2WHP+wSq4dxmf9HKktjNO6pB+D eK8l/Tjc+djLvgeri71Hawv2vh76r+B/ybnb2zkboi72HqMu/b1v2+84p7xz 1ux7tkG/Q0nbh0cZpa2M3zHm7dX4bM8onUu+n5H4X9L2Y6OMVpe+jt/M156h MyKe45nXkn2P452FfGo8vxdlrLayFk7SRnw92SeffWD9ibz7aHtaPM+P0tV9 eRzvJ+TvxvMU3kfY/HvmPcok29F375K6tD/ddtj7kToTWWehMyGe5/G+S/qK rf1K9n1ulD1K+o1e35L+TY1yjnbjU5+Svk6JMtnx+eyWKJdHuYK5LblGmKNr o/wgyoU+sQXbZ9mevqdr9xlRZvg80zaT1PvEtt/n3Zecp8tYCyV9upT5KbnW mK8DS76HS6IMKOnHRVEOKOnrxayPkn7MjnKNfWPjIVH/cTzP0ifGmhZljjZh +8CS/V3P2ov38of4f0iUT+3n6iiHl+z7OtvX3s8V/o/fN+sH41xpHXMwuGT9 Tay7kn7cwPor6euNUQaV9ONHzhfrmzX7Y8egv61Lnm2cn8NK9nFHlPm+G3w6 uqQfC6P8xLngs2NK9n17lOElx/xplC+jzItyP++4pI13RvlOSV8XRLlb31gX 9/jErjdC509RTuT9RHkh6l6L8oB93hZlkXZg43El+3soypiS4y+LckLJMR/G 55I+LY1yfEk/Fke5y/nDjp9pI3UbtH1FlOXaio0POj5j/1xdPntMfWzsGu/6 z+zVKCuto93jPrF9bEl7n4jyXCX1+Hx81C+J56oop5S09xdRTi3p01NRJpT0 6Ze805J9PB/laX3Fj9Xah+3/1Y81UX7l53zWs5p2PxulW8h/ib7OifIb/cGm USXfLTadFfKTlXwf21Sz3Z+ivGq/jDmxpL2/jTKppL0vRZlc0t6Xo/xO27H3 7JK+vhjlFevoa1zJ98N43WOsbaP8L+Q3o/6vMsqftR17/+KTuTy35Hz8Ncp5 Jfv+W5TzS9q1Nsq0kna9HmV6SbveiNIkxnkt/r8gyr+i/LMk57ytffj65mZ+ vOWTz2AiGAU+2NJYCTPBN8QcYs9W8gas08g6WKSh3AI/wVrow1RNjPswBExB fCZOw0etrYOT2vg/YxOXO1TqWYf/341+1pXkF1iprW2KjNREWzrbpiJjYGsD GQN/GsszMBk80FnfqrIKfTWSQ/Dn80qec/O0b3d9IG4Tv4nR/6wkX7R17D5+ Dtv00aaO1sEH70f9e6WeAamDV5rJIdi6g4zB3G0vY3RzbDgBtmguq3R1TqmD UVrIY/hzm/Zf43z10ocPQmd9qWcleAPO2EWWwI5WxjjG2Fle6aO9B9uGvvbX pl2NTftoC1wBS7SRN/BnnfrY0Vom6W/7Ibb5lu3gA+IkcZ5z/6PQ/7AkE3WJ dfpHuKGkLTAIvNFZlsAOuGiY76mTPIM/XWQDxv6EOFiSUxh7tGMd4bhwRkf5 h3npKj/gz3r1h2jvKNuwp9nbnC1wA/Gf+A4HwRLwyh5y1EjHIGYSO2GtsfrT Uw5h7N6yzbH2QX9wQ423av1SN9G5GOtnn0bbf5dkJWw803n9UHm0dp+hHfDP ObY/0nhKbCZuE2+Ju/3kjfG24bNplXq+ma4/1MEW/WUVfN5XnsGfj9U/U5/g jgv1AU6BMwbIGHDM5yF/VpKVYJtZzu+kSj1/9ZL3WAd95R/m8SAZAzsOljGw 48uQv9iMa9gr7Jl/6+8M/cBvGOYAuWiq411rm0EyBp/BRXP050AZ5lxtnGOb I2QPPhsoV+AnPMy8sl4HyySXOo+MDzPBIfPti/hPHL9TO4jttznGfP/HdtgE RvlMGd+GyxW842HGSmyqxfuVjkk7GOMY2QM/j5ZbrnN8YjKxGZ5Y7v9Xa8s8 29+t7mg5gfGOlyUWaOsix4eLFukD7eEQGGVD1H9V8mw+Qa6AmcbIG/gzQo66 0XnBLtjii0pyEP6PMkYvrNQzHPaR4/CuWENf6QufnS3LEdPHyS3YfYoMgD// C/nrUs9fcAjsMl72YDzY6XH9/E8luaM2X8g1xuH5tO/7Zt/zBJlkmf7wOSxy qtyC/xNlhlXO2UrtgJfWaM8kWYI2k2WJp9SFQWCRs+QQ/ITTnnNNfBPyxpJc xtjwAzwB48BVf3Q8+uAs3CLq6uQffIJB4I2vlVfrxyv21S50p5bUr7ER5+lF JeM98Ruuho+wD/6Bg17SDvgGFoKRYCX8hKNgcN4fHAVPvVipZyDafFNJVoJB NlaSmbCvqdzRQRvftk2Larbhs+1CfkfW2tt4wnnclHsmfdmhmn0R93fySext bxwm/rYrmdsTI3esph6ftSwZO4mb25ZkDnjjRbjFNg1Df6+ScWk34yQxZ8tq tqdNy2qOx2c7VVMPW7vbjljWoJp2MB79ESeIESeV3A/shf2MJ5zTh3kec3bu Gm2Hujd3qaYen3275FnPOX+o8kxlzlnO2FbV7ItzGLYghhHftor6o9Qb6uec K5WoH1nyPDvKJ2dao2qOh93Hagvnx29L+sAZ0Lqan5HntQn5ZPfsGT7ZIyXq T9fnk9VlT4+0D84QPmcPs3+nlFzTrOe21eyLPbJzNdcE81Wtph5tuKucaZup 6rI/ryvJTPASn290HcLzrLfmrrlvXKuXlmRZuBH+ht3h9h9YD9/yP1xesR4Z Hr6wpD6sO6skx8PMl5XkZtjy8pJM3E39BradZT1tyQdoy/jk46xR1ufLyu1C nl2Sy+n/CmUY9cqS/A3rkhfA6PD5RdbD5PzP3ofzKeQhjHlxSX3yiBcci/F/ WDL36OG4W9nPxda3Un8bbbvEdtwh/D2e33feyTvYs+1Dvr4kBx/qnMP3nZ2f 5s7VNcow8NUlmR5+vkr9vs5tM98X87C9c4vNOzgPzEkL54f9y53uHiFfq35/ 1wn68PIc9Vkz5I+cmZzXnDHYz9lF3sF50ruSZwoy58+PSnL/YdrfSpuvtr6v 9uM7/L/pHCl5Ft2gPrx9oPuVM+fGkvkAjM3dbcvN7N/V+bmpZA4wSPtb69d/ 2R/uN+YcjofhmYOXfV8/LsnlMBK5DGfaASHfoj7MzD0r59gAfezou8PmTvrL dwRdtWGu9XAj5yN94tOtJfOKkdrcRb/mKcPkd5fkPLjhNvuE6zmXOVs5V7mL RT4q5J+UZP1x+tJTm2+xHv4n3+F8Hup8dnae56sPIy4sybtw9YKS7Ai3EBe6 OdZc60do8x76cqtt8fd26ydof2/9ukP5NH2EjeBnYgWxgbjAfS3ymErmU5x1 J1TyvEM+0f77aye+k2OM1Ze+zgP299Ovn6oDu99lPXN7p/pT9X0f/SWGMVes vXsc6zz1B9gPcYh4RMy6t2QeAlMTL7hv5i6UmEHsIE59rHyW87Cv80M+RT9n VzLm7qnv95XMSWZrPzK5yf3acJG+HKD9DyjD/w+6fi7R/oOc50XK8P9DJfMW eJA8iFh5QSXjITLxlztaYupM7T9kM5n6GdpJfjJLGwZpG3YO1H7sOULbFqsP 5y9VnxxhifrkAo+UzA3g+WUlcwl0Hi6ZQ96o/YP1hdydmP3DSuZfxPWrKhnj qSeO/0z9m+wTe8hTiOfowwDLS+YhMPzPS+ZFC5y3I53PxdbP0f5jtHmJbfHr lyWZHkZ/VPvJIx4rmWOQS6womS8hwxpwAAzAXS/y3EoyyXeVsX+Evj+mTC5C /gJ73Kr9x2sz9pPzzHc+R+kX5yD6MMzj6pNHrFR/0z1syRxjsXM+3Ll6smSu tVT7x+gXLMT99L2VZBm4CK77hf6SW6xSf5n9Yw85DnfDJ9n2qZL5DDkC3AQn 3e8cjnY9cJ5Tf5/2j9PmlbYlD4Lxhrge7nWds3+JOcQAzn94jDvpR7TtVP3C 5gna+auS+Rh5za+tJ0eB4WC15b7rs7SZO+PT7XO1fZIHwWLw2wp9JP8h93lG mbxjTck8pCbTJ/nFsyVzxRe1h3xslfZMtv/nlclXniuZj5G//EZ9chZySWx4 tJLcyN32ryt5nwwvworcJU+x/mnHZQ3Dl9Sv1maYAB4gd6PtM5VkBOrJozhH Od85Y/kfv17TnvP1hf/Jo8idavfRa/VluvbjyzTthzFhTfgTloKp3nZ+znOu GleTty4o9ffa5HLcYcO+fI9fu+Mmp4OVqX/V9zXJdw0bwosw3lslv/uG6arW w3twK/wKr8Kqs5QbKcOlcOJs5S3Vh3Ur1tP/FvpFPSwJU8KfjZVbqQMjwofb KXfRhsuUmynDjcSBu5x/+BGm7Oa4VygzFowIH+6gDN/CfVeW+rti9OHGqvXd tQGG62P/cF4/bYDz+toWPtvHfXdVqb8Hvsb6XdSnLTkK/AQ7dVXm3hSOg+f2 1c7rlGkLh8FgHZVhMHjteuvbqA/T7qo9/bXhBvXpHw4bqA5sdLjzMEf9TupT 30V97Oys/kD3C2fmKm2AveAuOAheOVU74bPhtoWZ4KVeynAUbDXX+p7qj9CG ucrYME99+A4GGuu8wVvH2hYeGqcN86zvoz71vdU/znV7ueunh/ZjJ6wES52i nQuVaQvHwDD7KsN1/fV3gufAQn3vqz3jtQGmOcf+WatT1YGxpjgPC9TfX33q iUGcycSOAerTFt7hzIFzuDvq5f0RvAMDcf7DF3AJfEJMIDbAbPAIHDNbX+5V f4D6s91TD2zWFv6APQZZX/t+nH5gIfgC7oEZsGGR8pHKtCX2ErOJy4Pts3Yf C2dcp81LlOkTdoGFhikTl2GQpdYfrf71zsmD2sa4D6tP//DBfMeFLW50HhgX thmuPvXHqQ9XjFD/Jsdabj02PKIvxEniE7GJ+A+v3KnNxHLi+GjlOxxrhfIY ZbholH3e7riPWU/bJ10DxHxi/0PaiQwDwAXwwWL7eUJ5vPIS391S5+oU+1yq TKxlLxOHifFP6gt8sEwfkR/WBuI6Mf1MZXiA+L9K/XH284Q+rnIsYuzTjjVe mbEmakPt++7VypOUn3Kv3eOan+ycwyfEYeL089q/Rpk+icHE3/OVa/eZz1r/ PfVf0LZnlRn3OfX5PRj3HdxxMC4xe9P3xyVzRfLUaepTv6365NrT1YdVYDRy jNrdHTLMDg/ClDAh33Fzt0Ws5jdb5P/k/i2V19k/uTx3CTPVJ9Z31x7yVvJX cnjyd/Iz8kzyLPKtV9V5w3Fh2Hbq48te6n9on+ivd/8+7tqD08lDYE446k1t hothehge5oIR4cPTlf+jv3AwXDlSfWw4zXrmge/46Rc2e7skkzSrJOu8pr/U rfW9TFEfGy5Rn/qZ6m90rbJOYLmjtJ9chDnjXXbTlje0hz7eclxk7NjG+cbf Gc4f+if6zteq00Q2Y1zut/ktQYNK3udzp/2HSs7368751ur/vZK63FdyV7m9 d+MNK3lnST335Nyfr1OHJ3dt3LNx78KdDndU3Jm/Zz1P7rC4v9pJmfst7snX W9/L31rAxuvth3sh7mD5DpR7Cb5D5m6FexXuwz9Uh/vwj63n+Yn6eyvX7hho y/0Q/XEXwD0A98ncWZHTcQfO91Pks3xXSa5Onn6YMvcQ3HV/YT3PL9Xnzvwz +xxqPfn9fo7FnQq5IDkkefBXyozL+ORa5FknK9fut7+2nrlp6ncx1JFjkF9w X71RmTsP7kS49yBXIGcgH2rn9zjkDjxZB6wB1sIW9snvxMjlOBP4PSp3l+xx fsPJ9wrsfX6XyL3Jes8EdPZwz1I/xr2MPnuf3wRiD3v5DG3e4PpnLPYv6471 R46BvCmvcG+Sk7OX+V0TOWQtF0RmX/PbIfIr9jW/K0CfPcV+pJ79u9F5eMax 2Bu1fYy80bW3+2bfgfHkNwBNXZPU4RNn4gDnran1+NfJeyh+h8Oeaeg+2s7f Kvfg+5rNfqPDk9/I8Flz65gf3uWj6je3H/YC++Rd9yB7b9P3CCXHog/uidlv tb2GXPuuira93ae0fcd9yv45wHXIuv/cdc76vsB9xL76wH3EPjzBvYP8kWub dX+2+wv9oe4d6j9xzzLW++4LxrrKvcNYn7ov2Ie1vYD8pXuBPXCf/jKfDVz/ 1G/Qd84f/CJWdHR9ss7bubaJV+1dz6zZ9t7LE9M6uLbZL+3cI7zrDr5v1lQX 74aIS51cz6z3jt4hEks7u3dY1529E+GM7+Ka3Oj7ZT8SZ7q6nnu69ta4Fnq4 Tli/rG/iGGuwuzrY2V2/mrmu+D0X8a2be2E3+2H9sFcYi/jGOIzHd7u175VX uN53t55nL8da537mO01+C8B3+3wv/X9OxNy7 "]]]}, {EdgeForm[None], GraphicsGroup3DBox[Polygon3DBox[CompressedData[" 1:eJxNmnn8VkUVh3+JqO/c3LXScM1cEpF9EwFRNkF2URSRvcAFQ9wCAcW1RBFR RNFQ0SxNLXEryi0XNCVy37cS1zQx1NTsPJzn/fD743zuvHPnnvmeubM8M/fd ZeyUIcdv0NDQUG3Y0NAkrm1LQ8NNYb1rDQ17x7VtXA8M+1OkB4VNjfRBVeSF bRG/e8S1VeR1DzuglunWYf3C9gvrEtbDvDZhB4d19t6+8Xz7uPYM2yfS7fBN uUh3rKWGdpHuFNc+YX1rmeb5VpHfIa69wg4NDVVYx8g7vFHZQY10DQzr5u/B 5qGrRck6h4Y1LxnrkLAtS5YfENaypMZhtWwfdA0Pa1+yrsOIr6glbIT1E+sR XmmPb4fGb6LcAWGHhJ0QebPCti5Zz1FhR6t1nfaSvifSXiV1jaFNS+odG7Z/ SV3jwrqWrH982Gh9EGu3knonhB0fNsp6flLL9kLvj42D35tWdIjQHc9tW1LX sWHHqXGUNkCtU/RHnd8tWXZ62Cn6pZ5eJTXSf3qX1Hgi76qkrmm0WclYT6JP lIzvp2En2wb4OqhkG9B2w0Pjt8KGRt6p1jMpbEYjvad7Je6ZXqc0+s39ASXr mV3LPo6uM2mP8L1B2MjIG1xS4xz6R0mNZ4WdrV40nuOVuEeU9HFx2LnmofHw yD8jrvPCfmE7oXe7kumfh81VF/qGl+wjF6KnpMaLwi7wOcodUVLXfN5ByftX h12qPnQtaKT3MvPQ9f2SdS5CW8TaJGxC5B1ZsvwlYVeoC72LrRuNR5fUdVXY ld7n3piS8f0ybGzJNlgSNq6kxmvCxpf0fW3YddaDxqVe0T4itGwYdjxzknVQ /09K1nlz2G/Ux70dSsZxY9ivjYl7k0q2x2/pCyXr/F3YMSV13Rp2uzqof3JJ 7beE/b6RxmNLar8t7Ho10pbLfI68nUrWf1fYiSV9/Cns7ka67vGK9j94Jb6f lozpj2FTS+pdHjatpMY/h20W7dE07JTIO7lkHPfRB0vqujfsfuND+4Aoe0iV Gh8wj1gZJ4x75qfN4/5GYbPDxy4ltT8c9ohxoH1WyXpWhv2spMbHwqaX1Pg4 /bFkrH+lX5bU+wR9ItIvxvXdsJklNT4Z9px1PBq2St1o/Jsx8fso1pmwf8Rz u5bU9UzYs400Hhn3jwh7MNLP629F2G4ly/4j7HX9Us9ZJTW+FHZ2SY0vh51T UtcrYeeWjPXVsDkl4yOG12wDfJ1Zsg1eCNsy6t847OLIe8N6/h72z0Z63/ZK 3Ku9ovcXJX28Eza3pK73wq6J9JdxLYzpkro+CPvYeKhnq6hzk7Ar4v5H6uPe vJLaPwz7l3Fwb/eS7bEmbEHJOj8L+49a0XhZyfq/CBtTZf6nYZeWfIefh621 LHFcWLL93g9bWPL637BFJev/KqxrlT6aRN7XjXT9zyvav/FKfFtH+VrYdVF+ VFy7he0Z6Q1L+kHv5SXbgza6qmQcG8W1acn7aLy6pN6NGeslddUY3yXj24T5 oKTGKq4DZRzm6G+bj17WRdYX1qD9QksJu74k18AR8ARMBA/BDTAK6z4csH3k bScvwT39vLdZyfiJG9bCD4zUSt6AjVrpG25pJ3vARp30DX+0kT3goX1kGLit Q8m6YLC2skEvfcEGdSbiOsB6BnuP8cM8xfwEFw02zvayBDqaRUzfr5KVWsok B6mJ9oInWsgtB9bW8xDzTmu5padxjPAZmBAfsOBWJcsTw45Rzw5VslI3+eFQ tcId8AeMNNoYusgJ1L2/LDHUWCkLv3SVSdAB18AJx6qb9wxzdJdPhqtxkv1g m5Jp9O0cunaqkpXwe7y+YJUp6vuOjMIzveSNsdYBM8AQfWSP8b6PUerqbZ9E K1wE+xBbX5lkgnpP0Rf6TvX3rqFrlyq5rM5DdT7iOt32qDPRpo5P+uUDjgfG Arw603ID5RBiGOT9qcYAX5xVW89D/B4in6B1sFxEnIy74hyH1nN9Bl1wBDyx W2j/QZV8BAvBHej4XsnypxrTXJ+Z7nPwyjjXd/jjMFkFlhohn6D7CPkETbtH PT+skomOlFXmqIl1/lJjg0/gFVgO1pptfbAGzDFG3uAejLRYfei60nJoXezv sfIGmkbLNmjdvmS9xDle9kATnMC4vElNcMdSfZEHT8BIN1nHFebBHHtGfHtU 61mJPLhkkuxB3cfJEtR3jAyDPhgIdoAhJssnxHmteTDHsbLKEtvoOu/X2Y7f P4r696rWsxJ8UeclWAK/02QJ6p4qb9R5j9jv0d8yNZ0kb1A3vPOA+WiCI+CJ HUuWp71OlkOIc2CVnLRzyTge8Jnmkbd3tZ6JYI2Ha+sZ7m79wgIrvc+azho/ U65A0yy5gvpY61kzWfenyw/E1iLq2adKxoFnzivJD6zRrGOrrRvfz9TWM8Tb al2lDjholTFc4PoOW5wu89Cmj1r/cz4HR9T5iCuccI5rOjHAS7APDHS2fIKv GXLR8tp6vqnzDlc4A1Zc4TuDl6iX33NkHuL/gcxEvC1D/75VstvlrtfwRNvI ayMD7FFyzaxzEFe44Ycl0/i6UIZB6zw5AX66SD4hNpgI9oBFWnOOUSUfXSpL vON7XmGb3e31EeODMT417rX+hpfWGPtr6qKOy+QQ+GmuHEWbwjWw0QZyDXzT RG5iHv6qtp6N6qz0P+9RX1OZCLbZRKaBG2u23ULzaItFzrW0BVy0kXHCTk3t Z3DRxmptVnKsMAexHsMWbdUEG8FLMAprNvc7l2SBAWqEb1hP9iqZJoYDItbv yUI/KnmFQfqXXD9Zl3pWeQ9fvTlr8t7nYT1KckEnr7AB9+EC1kruszazLn/B fX/3qlLf1uaxHrMW/7jkfM9ceGjJdZI1pE+Vmvg9rOR6w1rTt8pyrEcdIn2U 99pXWQ6/o7zPmtAx8ieWnMsPrvIe9R1lHnM795s513eKMlP83a9KfczVJ3hl vuT+jr6b/6LL36eVnFOZq84oOW8xZwyu8jdzy6Aqy+3ic8x5zIlf0hf8/XPL Mo4vKTkW6c9fxXV+yfH6ddiVJcfc+eYxfuebxxgcUqUvnu9fZQzoG1ql3931 wXhm3G7ve+9K/4nrUu8Ni/zFJcd+d1jGeWCpfYt+9Z3Iu8HfW9q36FeLrYcx +auSnF3nY9JtzIdx4dsbS/ZzGPQW84eY38Jn63PBPY5D+jjj4dclxwJM+7uS jAujkt9Sn7eZhjnhdVifMfSbkmn4/PaSnH2Y+a31ebP5sDdntG3K+v0Aafz9 viTrw6vsEdgzdPRZ0n18tq11/bbkPqGL2mBlOJk8xhjjq51nq/1reX7ZyTRj iTHFeG/m+DrE8p30SxvC5TD5rSW5nPa8wzQMvMwyMO2dahhnG3a1re4yPd4Y u9m2d5ueYLt1N3bmCs5Zj6zl3MEccZR1weUw+Y7OLSNrOZcwdzBvcPbZw2f/ YHmYe3lJdod1/1iSxWFgzsZh9BONq6ex3GX+OOPqZbz3qHOi+vsYF/l9jYV5 h/mH+fBe809yTuNcdnIt5zXmMuYxzkH7mb+zc9cx6ofd4fY/W9c09Q8wrvss Axvfb/5s4x1ojAO8f4LvsYX9hHMS1lX4BtaHRxc4D39uG/6lJPfD0hs4T55W yzlzqOlHS/L0POMdos4HS/I6rA7jPVuS2XZ1Hv5ZpB8uuTeAmZl/8c9c/UhJ 7ofDH9D/bGM8zHiYp/HDnL/CutgPMEczVzOHP1RyP4D+x0ruGeDwx82Hc58q yakwagfPjM9TG3uAubYDz7LXaOLaQZm/Wgb2Zi0hn3XhiZL7ARh7N9eO841r tPH+uyQjfuZ7pB3YHz1Zch8Ct/+t5F4InmfNYb1hrVlVcl8Bn68suQ9ZYlzj jRE/k9XwmH5onw1d1xaqn/0Ge42Onh8vVP8k43rKNGz/d8vf7Hsf4ztCwzFq buo6eIP6j1VbJ8+Db1D/cca1Qv30n2ctTz/Z03XnV5F+Rv/sEVhf8V8/s6UM a+tz+mTf8HzJvRZ8/rTtcIv6yWd/9YLvHQZ+seQeBsbmLJB18alIv1RyP8Ne 4JWSew/2DS+X7NP36me6dT1rPjpfM/9x9U9TA+s+Z8B31HI/xZp+p/pPNnb0 w9+w96um4W3WfsrDCXADHLBM/TOMpbnM8FCk3yi5f3jCWE43RvTPNK6njZ33 +6b5zAlwBH7gkNf1z97hrZL7opVqY2+wwvaZZZsQ+xw1wyecT/8l0v+0PPsH zq1PtR3etvyL1nWW7TaySrZhT/VOyT3My+o8x7jeNf2K2s5V/xuWR/N75rNv eL/kXo49An551/BPF987eS3kn6dryUCkn1E/zz6v5guMZXXJvQH64SlYCo5C M/uZl9QwT51ovshYVhsvZf5lefY5H+oT/v/I8uvOkPWz7ny25Ln1m7U8S55v Gm6C02C/ljLbW5H+QM3sYXaXUS+vJZ+SXmT7MC+tdv5kPufshDWQtXCcei5X J5oXqnOUvAezrSm5d/rCuY69ylrjukwN/9EPexu4lLPwf0f6U32uO/OtkjXJ b63/T2rJquR/bJsssn2aWhd7pLUlz6q+VA97JPZH3GMftbFGPnswGBQWZc+D hiXqL/ph3/SJz36m/mvUCfdy5t2gL55lL8d581Lza5bHH3xMPgy8Vv3szzpX ycScUTMXMqcwn8CSMCXsB3PBZ/AYzAvjwrcwLMwKr7Y0DX+y5t9q+Vb6IR/2 vEmfMCas2dvyN+pnmyq/0cObza0XJmxvebh0f/vGWOuFR9edKZfktjHqhwuH +SzMB+/Bs3AhTAjXw/TwfFfLH6r/23y2m+V5trt+DrNNqAs+hE/vsN7m+qR9 epo/1jK3qpO67rJvs4YwFzMPs+YwdzNvs+6xXl5lvTDfBH3CZCcYL9wGs8Ep rPes9X0tP9E0nAQjwXR362eAfmA22BM2hVcP0ecJlocF4dXBpvEzyPInOk6X 64dnYYuZlodjzrQuWGqWz8JqcBrMCG/Ndq7gPOUdY7nf/CP0A1MN13/9bPZB /TNnPGSZw/V5huXhqrmWoR1g4yMtf5Yalhv70ZanDUfbnhdZHtaBc2AQWGSe GlaYHmv6YjU/Zvpwy+NnnPl1PzDT1dbLu4aLxlvXJWp4wj4wyTTlOQsa53nQ ZP380v4DG8E/5LPWss4yrmEj+AcegUtutu/BRtfaB+iT49WwyvLjfHaJfZJn b1LPU/qZapq6TrRe+vAnvlPmwGn27Vttq5Vq7mafpF7e5yDfKedmnJGxpsC5 sPJ5+oEt4Ao4BXapfwd/wfR008vV86Jp8mEFOGGG+fiBEV41H56CV2CV062L NKwEc8Abs0zfpwaehUlm+ixl5lgXXMEazlpeP1+FFeAE1uHXTZ9tPowBX8Ac T+rzTfNnWP5xNbxlmS5+937KWKgLZjjXMivV87YaLjD9ohpWm95C/oGd5poP J8AIsMXLPstYZZzCCLBF/Tv4e6bnmX7V2FnjVxvXu/pZYD5+WJNZ4z+wXtZs 1utLretdNbD2s+4vNP2+Gj4yfbY662e5H+uTNZC180ufZa1lnWXdhhU+s65P TF9tmn4LO6wxvcDy9fPPNfpZZF0fGgt1sUYvsa76N+61arjWNOvvQNuc/yT0 9Dsp51r8B4x9MecN/M+K/Tz7eP4/AIfBfezjyWcvz/89YP06p5OGdfnPBkzM eR3nAZxZsNemzi9915zBfGNd/E8ANoJ34DvqgvH4zg5z1DmCNIxxgM9yzgMf 8Szs1MO60AyPw9/oYb/L3p69PPo5j6jvxcmv72vZ97IHnWCasT/U8sTL3o69 JftH9jfsA9nrTTFNO0y0TDPbZCO/3cCw7LsYL+ebpj3hQbiWeOebph3gLLiQ uOAkGKvBuHlPtNvnpmkP2AWG6WBbUR7W21a22b+WbbOp7YOuzdWG9s3Uz5hm TPKOvrAfHOx7o/xs3zPlaYMr1ck7+sxnz/Md0m8uVte2ntMR31bG+LXv/gp9 bK0f3jPp63x2G/XvJzfuZfttaRu29dz1W5He3zKbl/wvKOf5LWv5H4ft7eec 8/N7X8caY58xzrksZTj3Z0xwbniI8zC8xL6b7/yczXEuxzkW51mc4fEtYCfz +U7L3oN9B2d4lOc8kv0H+ZzfcOa/g/45z+c7OGdinOHzTZmzI/ztbD7nK5yz cCbEWT11cN5C2d1M42NXn+V8fg81cMbO9zv2y5x1832TMwfOFTiDYG9EHnt1 9umcTfNfEf6LwV6cfM4h8MG+kT0jvvfUD98hm+uffSRl6uf5e+uT72bs09ij seemPHt9zuH31SdnXejnfJH9HOXZm3Im38pn+V9l+/r4rfK7G3slrm3tA981 zTk8/79t57hgX8X+ir0j8w/5/R2/nRzL/K+yg3MC8wN1MW/w/0POj+pnVB2d B/gfYCfHO/2us32PNP31evXwbYDvaIx91k7mAfK6mQ9bja2Sr4i1tXHhhz7N no3/m3VxfPEMZZv4LH7Yk3azLmKn7x9gPx8d16OrfK/bmb+F88R+jinOyOnz fKOA2eAczmcox/+H6BfMbSOMl/HS0zF1oGOA/t/Z/k3fps/3sx8ypnrqn/7T z76HzoPUQ5/v7ZiiP/S1PzNWejmORjkGznesHeyYYiz0dYwwNvs4dujn/Rv1 1UH2Pb5D8z2edXCZ6du9DjCfdiN25hDmSvKX2YcH2+cZO/0dI8yBrK87O14G OxZ4bqA+6e9D7NunOU7udOwMcSwwlvs0GgtD7f/0jaH2Yfop/XWk8+Sh9vN2 pplvWbuGO17am2ZNY7wMs59soB/6PN/o+cbPeRF9nH5fXw8Pt/93sg+wHhIP z9CWq0zz7Ej9cJ/rSPvtGPv5GhmSPs2aQ98cbTszTkepbbHj/BP79iif3cJn 8dnDvs3/0Q7UTw/roT6+XXf1N2n2lOwV2UuSN06fvLuRaj7QPokeWJbv5bDl /wGbJ2Ue "]]]}, {EdgeForm[None], GraphicsGroup3DBox[Polygon3DBox[CompressedData[" 1:eJxNmnn8V1P+x79iZOZ7braxNMmU7KFMGYayjR9jGYydsUWFNktNpVVlbVdU CDO2NLYfpmgsQ7KFqMTEjLUoMckYZZ15P7/v5+dRf5zHfd9zz/J6n3uW5zn3 tjznwuN6Naqrq9tig7q69eN6Samr+zDCyPq6uouquroLI/xf3J8V4YKI6x+h b4SuEc6LcBnpIlwcoVeV8X+IMDLsX0XoEfmmxvXmCDuH3SlCt3h+KfnD7hnX QRH6Wd75EYZQVoQLIwz1Sh0XlIwfHOHcsLvHdUCEQ8PuE9cREbqVfD46wpVq pewr1MX92SX9uAr9Yd8Z179EOKekrqsjjLEetFxen+WTv2ukGVif7TPW52js XFLLNaQL+7AIw/CnpH+jIvSONrikyjbrEvE96rOs35TUPiHCRP1oqLOkHzfR BiX1TqItSmqcTLuXrHNKfb47dN0Q4Xp9pg16l6z/xgi3W8d1EW7WT/yYaptx Pzk07hvh08h3eEldf4pw2zoa77AM6ulfUstdEY4smfb/eTcltdwd4V7roM5B JX36s2VcrtaBJTVOp3+U9GlahHtsA/LfZxm3oDs0to1wZaR9cB2ND+snGh8y jvt+JduP9z2spN4Z+B1ljIowLuzhJeucST1hL4rrkgjj4vmepIm4y0tqfBTd Jf2YFeGv+oTex7zi9+hI80hcn4vwuHH4MapkPc9GeMo2w4/flrT/FmG2PuDT NSX76TP0v5La50R42nykG1NS1/O8p5LPF0aYqz50vbiO3gHh06VV6jqmZJ3z IuwXcb+IMCXixpZM/0KEV9WF3vnWjcYJJXUtiPCaz3l2XUn/XqevlGwD2nRS SY1v0N9Klv1mhMXqQ+93ET6N8FmEG0uW/X6E8aGrXYQ/RtzvSur9Z4R31I7G d72iZXikHRbhrbDfMw7tyyL83TqnltT4IX2tZJt9QD8rqXFphFtLavwowsfq JX+HKLt9hOnx/PiSWtD91TppV6qJ+v+lVu5vL+nT5xGGRBmDI7xE3y1Z/yr9 r/l3Z0mNX0S4q2Tf/HeEu0vW9Z8Iq60T/zpGeZtGeJBxHNdrIyyP+Gklffoy woiSY5Q+ekJJ7d9G+N660TvMvsfYubekrjr6ack6N4jr/SW1NIprVTL/DxHu K6l3PcqI8N+wm8T1npJ+c/8jy6HN/hr2iRG+DvuBkhrXj2t9SV30i1LySh0n Gf+TuG5YsgzaYEZJjRtHOKXk86aMj5Llbca4LKl3U/p4ST82py9E2DPCgRF+ ajwaf2Y5aJlZ0qdNImxp3Y0jNPM5GrcwH8+eKOl38wjXxXvYK8IzYW9j2sr8 aF8T4Um1b8u4tJ6fRzhNP1hPZ6t3uwittNG7vVfq38ErGp/W75YRro/6fxnh 5bBfjNAiQpsIu+onftxUpb0LY1ftuzF21bU7Y1dde0SYa9ltI/xiHV2vmbZD hPbqQ9evLJs6p0Rd3SOcHvZTvhM0TYq4vSMsCrud5ZG/W5V594mwr2W0jvCq GveLMF9dHSMsVNcBERbo6/4RXlIn7/sgr2g/2Ct1/tor2lkrWINYN+Ei+AJu OS/i94nwZsQdEtdfy04wFGwEQ8BHMAgsAdPAAvAD7NPPZzXugS3gHJgEZoKd 4BY4DHaCHWAIuAjGgKV6mQ926V6yfNjsULRUyUo8Y50fbX0wQo2PuLIew0hX qgkeYc1n7YeR4BB09DEtz+EfmAStMBJMAg/BY7DHIHWNte4+VfIQnAQTjdVn eAmGwTcYiTK6O8+yRrA2/IZ8VXLTD85PzK/wEvxAffDS9foGL7HuoxteglXQ Ci/BGGiFQ+AFOAFegltG6jdxt6mb915jJa5wCfwwuCSTHBH24dVabiIfXAJ7 UH6Nl5hHJ/mMtZv1Hv5hHqZu2AkOQR+8BG/c6Pu5Xr3UDWPAHPASPDNZXff6 DL33eX9U6DqySkZD10PWDQM/vI7/D/vsiJJ5b/E9X2d7EH+Vz+AlOIS64SLW kLv1BwaAFWAkmGS6WuGOWWqCO2CSo0ralAlvwAbkOTr0/rZKJoJt4IdH1Ad3 1NjnaeuDi+AQ1ir4Cv5pYLySHAJvwVGz9XOWfYq+BZ/AAKQbWCUbHV2Sj+aq 89iwj6mSlagPlqgxEdd5+jfXctE133TwGAyDPrgIxkAf7DRff+Ai+Ag/4SLY 43n1MQbetNzF3sMLi60Pfji2JOegA16AG+AZGIO64Ry4grphqvfUV2Omd9T6 nvcwMLzxuvXBFLAFLAQ/oG9ElYx1XElegknwAeZaptY3zQejHBfxv6uS3U6I 6/FVchN1M5ZhDvgElliijpU+g5dWqg9Ggh/wDS6CSfANLoI30A0XwQ9LbQvK /lQtrLM1RuMKf8BHq/XzpLBPrJKJJshQa8wPe3xred97j74fvL/HuQmt8BKM g1Z4aX01UR9sAFvAOY30GV6q0x+Yaj39QSMcQR7qhjFgEVipsdqoG46AJ/CD ePLUmIk8p4QvJ1fJTfBYpVZ4qYlaYZuN1QEvbao+eGkTNcFLm+kPmmCMGitx 3dy6t/TZydpoOi3qP7VKLkMTrFFjK65N9WEbn8FCzdX3hPHohou2VWttzWYN h3NaqBtGaqlWNMEPrPenR/2/r5KnbvJ8gnpPLckmW5a1LNWqrGWp7dUIb8Af 8M/u6oCRWqsPFmqjjmbGkwfWgklgJjhqN32DQ9qqdTv92dO623n/+5IMUtPR 3mdnhv4zZCc0wVVwETwFJ+1t3fv67FVtNMFm+6kDLuqoPtipg77BTvvrT42T YGM4+QB11zjpYMttZjucYTxaWbv7xvXa6GN/gItKruNnlmQlmOLiKu9hlV5e YYyeJXkBpmH9Yc1gvdg90u8qS1xdcn1j/elrXazFfa2HNXlIyTWMde3sKsvi vl/YQ80/1Hysz50ifrz1/ankPMccSxzrA+vWtSXXKNaBPSJ9a9eOG0quFczH g6pMx33/KrWSZ6jpmbsvqzIPc+NtXpm3zqmybtK0CXs359vLq0zH/Plnr8xP V1R5z9z1sFfmjIdKzhfMFVdW+Yx54CrOAEqOx2e9MhbOjfg5Jcfu46ZljD5m HGOZ54wZxssr9lH659VVlsX4uibseSX7Z+cq05GnS9hvmGeeaXe2fHRuFKFH pDnIvn1gXP9un3qvJKfCdYfYZ3rXZ385074EK8Po8PniknZ/bfLCtzW2Ju0b lk1ffask75IemzTw7fvGw5Bvl2T0GqdidzO+s+k/0IYz4XW4lrT/KGkP1O5q Of8sycHEL9EeZTzcD0t/aHoYFe4nnrLhf/YDxL1bcg8A/79TksXJe5bnssOM J/1g43uaZ6np4VzuiWfcHaZN3kMdv8Pr813A3PA244x4xuxHxsO6H5dk8cm2 4UW+O9rnYttzmfYUfbzEdqMdeuvvcuPh5E+Mh41XlNwDwMVLtUc5P3AmO74+ zzpgQNi6Ni9MUCeMDlt/pg2jryzJ1tOsd4Dalhk/Wb/66+O/tOHhz00PD39R kuPh31UlWR8ePr/K+Yj9wyfG49cY5zTiV5gXH7knPXNXW/PeWp/7DuasP6of pofna3MZ89i/jYeNvyx5pjNDzcPW8Xe4+v+jPVNfRtgO6L9cv74yHiZfbTzc vqYk98/S9yv0t2foPNh9MXt81kB44mzPce+vz3PWq7TROVLNzJXMmcztX5fk eFiaeZm5+HHnas5on6jP88vx2vgySn+/scw56hyrZphz4yoZ7PuS+w3Y+1vz si/4wfQv6O8YfW9U5f5hkXnheBj+vyX5foGasWerYaL623h2+EnYm1TJrLDh dyXLpF7WDNYO1pe6KvMuVM9kdR7t+vJk2OtXqeEN9V+nv+tVab/uuxvt+/1O G80bVFkmzP6jKvcJMHbjKvcPcPWGVe4r4G3WKNaseWq7SX9Zq1iz3rIdKGe+ bXWzGn5c5Z5hqdqm6tdPqtxjwOasfZz1vq22W/XrONe+f4TdpEru591tpF3T eYf68YX9A3uHem2YnPWac+6X63N/hy+v6O+d+si6Sl2sxcUyV6mffrNEzXfr y8bGw/ntXbvRX1kmPH+Ca/QKNd9sOazVxLOOt6iScRknm1W5r4DPf1rlPgEO 37zKPQaszvrOPuVrdd6rjw/6bI2+U85K2+1+9WxZ5T4Enq8sHx+3qnLfAtdP lD0obxPj8XELy2GPcKJ1fW38I+pEP/sN9hpwBOwBk2xtfBPzcv67kX7N0N9m lgPPnyS3fGM7zNR39D+qhqbmZV+A/ln69TPTM+dsY/rNHPcP2H+am35z9cAi cA5MBAPBPz+vck8C829b5Z4Ehm9V5X4Dft/aePYpcBRnvVuV3H9Rzo/V8zd1 tqxyTmyh/idtk+2q3M+wL2hu+Zup/2nbBBaDw7a0nBftMztWuT/ZQ53sT2By OAs2g/G2Nx7+36XKfQiMz/n0Y76L02S5rUueGc/RF9rheX3fyXrZI+xc5f6n rfrn6lcL9dBuO5iX/UUzfee9rO+cwFzaSj34zvrFnM+5DWss6xZrFvsY9jPs YabImTAk+xX2LexPTjd+J318XW17y6I7quc124F9D/ufjrYP5bf2foFl4+NC /cX3BbYzOl6zDOqmLvZKMCMcCRPuI/fuVZJ9sWHOrlUyLmfIcB/MB7PBpHAv +ygY823LgZ8XWQ48C9fCq51NA0+eZTysCzPCmrBlJ/WQvovxpKfPzPe9nKcG 0jO+m7g+wnQwH/wGZ8FbsCI+vl/WnrXCdvDbRcZfbV54C9bav8r/BN5VP2XC kN0sc5S+fGBeWG+J8fjyoeWfbzx8CBvCalOsFz6bJGvxTftWtcFw8BvMBXvB VwPMC4PBxe/Y/peafop972Pz9jbvDbbDCssZpA2Lwlyf2Ve7WSa83c/4O7Q/ Uucw+zYMdpdtzvwMi8FnMBhrIGshazT8BZ/BY3AWvAVnwmKwGtzF2s56/4j+ rjI9aVYbP8BypqmZ8cZYg5XgsBn69YVlwkRw1Uw1fKU93HjSj7F8+AqWgTOe Uw82bAMTwUaw0DXas633G+PZM/KdinF6qe1A+8BiMNwsfV9jXRPNO0cN31sv 6WEmeGmS8dgw0bfqGaU9Rz20A/zJ+sA68aXv6Evj0Q/fzLdM5i/mLjgIHlpo +etpT9WufRNvpD3R9LDTzcZTDqwBx8Ahk33v8M8t1oUNW8E3sM3t2u+rYUNt 6m1sOZQPc8BIMAKssMoyYZollgMrrLS/wTdLrQt/0TnN9EvtqxuZ927Tw2/3 WM7n+lK04aDKejkLYB7m3OA+478wTWN1Tvbdwd78U8SZHWddMAgsAjPzjYvz I84AqBfmqH2DhhXgBPyFLeAKuIN1mjX6L6Yn/gnjWX9hHb6hwzMzLQeeoT/A HPDGDMusfROHOeCNWdqw06OmJ565dAvLIW9T62JtZ42HPeAC+IA1caY2nAAH NTOePRP7QOa0p4yHB9DPes9a/6TlkxdegBvgh+dM01xt25iXNZl1fVv1Nzf9 k8Y3V8MW+o7OFqZ/QRv2YM1k7dzNeuEAGGCudkv9baX9kjbsBEe0NP1zltPa vKy7rLmssazZu6t5B+ti7WIN28NydtJeoE3ehZYDA7A+wwQwD/+9sB/g7I5/ oNiDc27AfxRwL3s0/j3hvO5l27yl/g40nv83+piXf4pGmJf/LjiH4DyCcxSe 7275ra2XMknbxro6aB9n++yi5iG+d84t2e+yZ2a/fJU2e2L2/Q3fI0vuP9pb Dnsd9sbsi8dr4y97rHZqQA82ezjYBF6BQaZbDnuZN42HPeBEeBEOfUYbboQT 4UXGN5wCbzGHv6IN+xxQJQNcUp8cgN3dK896qHE/ddJuvBvOQvYwHp84W+Cb e+f61NhBfz/1XdLObYyf7pjuaDtT1/5q4Dv+gfrLuTpnj78M+wLjDyn5jsjL 3PCyPm5l/9/RPsn/k5x1dKnP81W+d8D8DWfRVZ6TMVcxZ/V27uJMjfO0hnPv KucxzskPM55voezz2eM3fAOv8iyd82SePVCf359575wFcQZ+uGk43z7SeK5H mZ4zlYZvwyXPDxq+uZY8rz7GuvgOxr6LPRdn1Hy/Y4/MXrnhm2jJOPbk7Mc5 f+VMlnMe9s0N3/xKlneseTm7Pt70XNkPsxfm7PpE7Ybz6Sr3xHyzOsU25Oz6 ZPU0nHNXuUfn/R9ie9b+w+N7bMPZdpX7TtYm1gvWcb7/sDdgX8B75n1zzsx5 9RnGM3bOsc83nGFXuX/iH55z7fOcdVMW+yP+fT3LPsx4PNuxeYbl05cYd51q Y7DK8hlr/GfYyfHLOSvlcNbKODrXPsbYh2WZ8/k3povjiDHV2fHFmO3i2GQs D3Ts0H+72oex6dPsK/gXqLPjlHjGAOOb/3ZZa/mGtI/xjAvO5Pm2xHcl/hc9 3/HIfUPakv9n4vsRlkN69mVce9jO/BtzkWOEd9fTPnNjXG+o1v43w5X/U2r/ 0xB3sOkZ76S/0HKYW/m35DL74cX2h4OtizJ4xn8n/HMyVnuc197aXPto93Ic Mgb51s4/AczzjOW+ji/GUX/HFHNvP8faQfpL2zAWG8ZkyfFLmcwDjMd+jkHG cX/H4OPW9ZjXAdY7wHeKzXvlnrS7qvkwxzJjmPHLuBvkOCUP/w3gB9+7+ba9 xrF8mWNzsWne8jpEe6j2S64RQ7UZ44xnxvIQ4491nmT9q30z458AymauaJhH Ssbx/wDrI+mGW9dw8y53fmiYL0qOd+aIFc7bIx1rzAfMC7WzJexvHPvMv8wb nKuP9p0yHxPPuQ7zDWUyzzzreGYsM6axGe+M32vst2dZL2sT/9jwTxhn8uO0 xzpXkJ45ZJm+L7fe0yx/lHrI2/CtTD3MB8wLrMms82MdR2drw30N/yNXOVd0 0h7nPMHcxDrcznJ4F3sZz3y12nfPe1+ujcaJ9oflcshE7QnaD7rWMV+c6nyD zRrIN3GYvKnrLfPCYOch5qlFzlvEsybj9xjTMCdwdsP8sLfpa98Ep9jmzAHM CfxDx1hnzBPH2sXYY9wx9zBf7aKWqZZ5g+m7OEbG2Aeol7mJfP8DkcnJDw== "]]]}, {}, {}, {}, {}, {}, {}, {}, {}, {}}, VertexNormals->CompressedData[" 1:eJyEXXVYV9nzVtfA7k5w7e5Cj2J3d2GDhSJ2ixgguqtrN9hid46oKAomqFgo oYIdq2vu/vh43jk+d77w/Pafz7PjYc7Me+fOOffcee/Y93frMChFsmTJ1mZM luy3hN+vqdNGVDu6RkWV2NhsbLeO6o7biUVB39+o/2YcCa8/OVSVrNvvUI/i nur888gFTpXfqDx9fWNyHL6vUngXLdRn1F71oWxw9Iygl2pG+T7dq92JUQFF Nw358M9xVcC9W0zhqDhVZ/7rwIiXcerZ8NCcA/IdVmMiF333fRyjPL7H9JpA L9WBtrlowrADalXNz/0a7b2vXpayr7Er9xuV6vXIoquSH1L2jxxivvQPVT32 v/76NjpBXmqcYy6fQ6pAr4L5i0/d6sjji2B8fj2eWH8g9K/U+qku7ImEPaO1 PTQb9u+E/Xm1/bT2ypfI2BP3le+2x52O+25X59pkuzg/5CU1WeBhFzopVHWp 2bmp/31f9Vtff7+zld5QIPAcV1LjGaHxpPJLFuV5nGen6jPgYaj/p8Xq27Pa 5wt8eKN6tbebMzD6sipyef39Wdf3q4rT+rxenYAz1X3Q4Va1e8qv5d97qOtZ FVh07OyT4S9V+Y927slvRatuPpWyXOx5Wf12Nm+Lcynj1brbfm7d1z5TT44e fXV0znVV+2254xs+xKi1Ie53fau/UFs2u75zSR+mRg8clvnM+fvqcezYRiPc X6lnr+2D168OV2px7Po/Eq538T1V17ao+lpdbX7jdcuit9Sj2z0HHZ3Y42Qk xsdhfD09ntYL/YO0floLe2Kt9lBl2N8X9v8X+NN+ugR/d8LfM9pfmgN8WgCf 8hofyg0861jxpH32a+bEjd6iajRKlr36040G5/XZry262OiCKvhgUEzNs4EG 59pBbpsiDt1S6/Y9XubY7oY6C5wHvij+cXXlR6rYzarzCkRFGJzvLV7/afSi GPX2jxYhaxL+vSZwTrWpyt2p3k/Vpvqzbl3/EqWGAedj/x2YVH5gnEr1YHPl xWNiVHPg/LSkz+82fS+ejmu6MeHvx64OD2gY1PfkUTG+BXBODf2boX8AcL4P ez5Y7aERsL8M7E+m7Scn+LsZ/hJwPgt86gKfcsB5E/AsacWTSg5W5QotWKcC l7RyCWuzzeD8qVO7o/vbnFYt23nM+1Aw2OD8I8P5qNILrqigLeu9SnjeMfF8 MX74hzu1b6kMtap9OxP7WKUEzp9Hz4jJvv6e2jIkBWWt8MTgnHPPpfZLdkWq hbeH5BzjGqfcgHOZQZsX2698rPpUcgz3GPqccVOVeu2/PCR1lPIM/bGod54X qk22mILlyjc+WRrj+2J8a+DM+hdB/0Dg/FXYUx04h8D+zLCf49kuo/Y3FP5y PBfvrPGZAHwqAOcMwHOXFU8KbLJt/WTf+arnisPV7H7sNDgXulg/ff4e21W6 rP2fBJ4PMTj3f1o7qN+Ro6pn7xGBXtnuG5yn1suTokbCdb3QMHdGW1xxPK94 W/hKUMJ1TzU4zQdb3NUCzr9/Pt9uwvZLasSxxvf35H+phgDnDWWHlKaE+Woe GOnaZ+hr1QU4n1r3/eCihN//jv6Va02CHaWiUrZqcX/AySTGUzHod4P+3sB5 KexJDXs4b8yA/SGwn+PZBf72h7+McyXgUwv4cDz7Ak8n4PkdOB//29E1+vBE Op8/qFHOuQEG5z0Hxi8r77mScp+v1f9Y61CD84yqf24f8WgbtfF0KZBpxX2T NzL37Pb1e+Q+Kh1WaZxn2C+c3adVcbvncpiKz673beoD45dakzfGPUPYMXpb qWuhTltemrzhdS4806l3J6h4ngVlByZ7ozoB53nxG68c2n6SBpZeM2dq6Bu1 wmN94PuwISfnivEdgPM66H8P/X2Bs5uwB9edssP+CrCfcfaFv13gL+Oc4qDG pwnwYZzbA88A4Mk4r797dPWk+BX0OXlY0SkPtxucu9UvHjzgyFEaOc3t4KSE uGCcd58Pjz+dJ5iWl0zxz7mUdw3O8Qc6l07IX5SsUfAqWz7kvDH6VLd9CfmN gv9uWnpaQr5knAt9jt2Z8PfUwN7f4/qXeOUCnPMP/NIyIW6otP2RQ7Y4RB5Q Ffp9mmzDqeCT5ets8zXXecNRjm8HnB2g3wn6+wFnd9gTAns4P7+G/algP+N8 BP5ugL+M83zgswz48Dq4CHjGAE/GedPpO+1OttpEG/SvwXnl42XeL4qeJ/wa nC/OuhKx2S+MgvSvOgect/Qo0KFpjQfkr39NPF+pUrLIvb1RdEn/cj5UDT27 FfvcP5bq6181HDifCWt1pn/mp3RC/3J8qmt1pg9et+Ephehf1RH5mcR4xD81 hn4n6HcGzpdhzwXYw3ljF+zfDvsZ5+vwNxT+8jp4EvgcBz4cz6uAp48VT/pH 405++joYnIfr60TO+roZnBHH5K+vs4nnFDoO6ImOi18467ghVx1HZh1spOOM suq4UyOBc3kdl5RBx6mJZ3sdx2Sv41oVrZUn7bTCvU/y+IwY34pxFvp5X8f2 uMCeGsA5NeyPg/28DvrB3wD4y/G8BvhMBT4cz0+Ap6cVT87LVFfnFYNzXp13 yF/naYNzS52nqJ7OWwZn5GW61eNnnlOpgHNpnQepjs6LJp7f6LxJLjqPmv1z CZ1nqanOu6o+cEZepoo6T6uJ2NeVxPhm1vGcl8kV+gcD51Kwpzbs4bxRCfY/ hf2Mczf42wr+cjw3BT4BwIfjGXmZ6ljxpB56XaQwvU4S45xer6OUSa+rxDh3 1esujdXrMDHOQXqdpj/0uk0cz2n0uk7b9TpPjPNQvQ+ganpfQBzPNfS+gfbp fQQ1As7/6n0GXdL7DkJ+Psnj92N8M+A8HPprQT/Hsx3s2WO1hy7B/mWwn3F2 hr+z4S/Hc23g0wz4cDwr4HnGiied0vs8qqr3fQbnVnpfSJ/1PtrgHKj3kZRG 7ysNznZ630nX9D7U4LxR71MptfvPfSvhPlXz9L6Wiul9LvH+uYfeB1MlvS+m tsB5mt43U029j6Zk+I/HV8D4lsDZG/p/h37eP/vDnpSwh+M5Pey/BfuTIz9f hr854C/Hswfwqaj30WTiGXhWtuJJVfRzCx3TzzEGZ3v9nEN4LjQ4r9TPRaT0 c5LBuZB+jiIX/VxlcH6un7vooX4OI94/r9fPaWSnn9uI93XJ9HMdndTPecT7 5yf6OZBe6OdCg7Mc3w04b4D+9NDfBzhLexjnorDfDfbzOrgB/jaBv4xzLeBz AfhwPFcAntuseFJr/RzO5xwGZ5xrUBf9HG9wXq6f8+msfu43OLfU5wJUQZ8T GJzv6nME2qjPFQzOK/W5A23Q5xCE/Klu63MKwjkH9eTnFH2uQaX0OQc1Rd64 k/h4WgX9/tDPzylszwbYwzh3hP2VYD/H8wb4exn+ct6oAXzmAR/G2RF45rLi SfH6XIlwbkc4X1IN9DkUZdHnUpRGn0cpF31uRUv0ORYF6fMrtVKfc9F0fe5F fF53V5+LkaM+JyN3nNft1OdoNEafq9FqnNcl1+duhHM44vO6ZPqcjnBuRzlw XldQjM+H87oTQj+f14XAnnqwZxTO65bDfk/Yz+d1f8HfNfD3PM7rgoBPU+DD 53XTSmk8A614Ulzjz3HpnE6qj9e3OY+rukSVWfVwuu15a9n+6us9Wgeow72m Zqrp6Gn2IVlTxDv3OvxcNWj07bBPibNqYJ8DP2znDl8imjeMPPxM7VtdptrM 6veMvMO0LbHpLr5SlcIOzrjteF5FHNu1skXRWyptyoXTJrs9V5FbQp971nyo HkCecU20/cTub5RX7Sm9u7YJUn32nn99IGF/sWjU+0oU/kItHXjx47Bzkao3 5Dx+HsbX0nLi8cswvj7k7WFPDdhzW89LdrDnIey5A3lm+FsX/g7WftE/8Hcv /B0EedkmGs/qNzSepTWeNAV4nrbiSX1TLy31e65jqmeZKRGXju/k8apd0O11 qTJFq8i3QTkzVI1VA4BnuW8f/PsXiVX532eqM8frKdupfnfq+7V/xScqb41n 0bGHnqkhwIfleSBvCRzKQ08B6AmHvzzvA8zL/m6GnVtgZyn2692PquPyHlCR pfakbtf3kLG/SNuQNQ9Ohqs88/Md7W0Xb+LBO33eo2kL3VEPv4ywO/TshQqD /ce2DJo3tkuECuqQv8Et51dqBuxn+QXIe8L++dDzCHpuwP5CmDc35uXrsg92 5i1tsZM2vahTLP3bzar6pPjI0pOPm/hPGVmNLrXZpkY3Tvt6TMYXxn77/c23 38qzU6XalCqkSMnXjJuqeK9ErnQJz/9jr3fNt4cS4hf2S3k/2F8EelJCz03Y /xvmdcO8jH8U7JwOOxn/ww+y/ribsK+tOanW3LLrThr8X9f+o/rrZFepwfkX LxqnfW7sv9iq+6Fix66T+rPKu9ypXxn8/wrev6HE6hvk/6nZwi4LXxv8l0K+ CXLcj3RJ6LkF+9+KeRn/1A+1nXOsdlJwllITep9aTzeibi98633C4P+fz/Y6 Z3o+ojpFB+RPk/epif/Ohfru8ZgURUV8tweU8IvjedWDtYty7RwcTddPNTqe 5U28cof9D4W8E+xnPfbQw3ngu5iX7S+QVdtZKFrbyfb/qL9qaJFleynNsD7P ezgfMfjX039Pn7Q+1qOK6vmog55f3Yf9N7V9dFfby3HyP3IF+x2Enruwvy7m fWedl8o10HY2hZ0cP5n0/9N37YfB30lfP4rU19PETwN9vem0vv7G/i06Pmiu jhfVC/ZvhXwO5NVgf33oIeh5CPvlvBz/LWFnGe2Hwf+mjhvaruPI4D9K3z8U oO8n4vjB/UYh+v4j4Mb3J8Xr+5UGw36WP4Oc1xGph9eLkZh3I+Zl++113FDy rBY7qYa+H2iQvj+I7Uf+ohI6nxn77+t8R8t0/jP2n9f5kc7qfEkDYT/LAyFn ++8JPRz/uTBvcczL8eMFOw9Z7aSqOh/RLp2fiOPnjl4/qKteT1iPyqXXG6qi 1x9jfza9PlEZvV7RUNgv5Ww/66kGPdg/kJwXuNEU2BkHOzn+b+t1izz1+mDw 36bXdfqq13ni+L+p9weUUe8XiPcz3nqfQYv1voNcYL+U14H9rCc99PD9u1XM y/GTTa9bdMRqJ3XU6zEN0Ouzsb+M3q9QNr1/MfgX0/se6qj3QRy3ylXvnyiT 3k9RD9g/TMj5/i0j9HD+L4V5s1rnpbWwc4vVTnqq9530Se9DqSzs36n3SbRc 75vMc5aD3ldROb3PMnqKrg65EFbVkzpdSZVyUIJ94XMH37e3rY8jmk+fn+DH 6jUPM5U/NEX1KbS2XYsE/VmXOPYptCRe7e391enxkxsmv7kvaby436yXKvp0 2e8bP4SZ/VWFE5uKBfz2Wg1vumtW4+S31ADgw/IRkPP1ZT2xVj3E8+7BvEOA D+xWBbQfiu2vuSP+Y+Mi21Wn8NqvvwetNvtwau/bxPZ+LnWnfJkDYx8rZ9gf 4PWhiu199L6aB87Z3j9Hwv42n33/sL3/uBBeebvtfQdf33aQX4S8MezfDT0H oIft53lTYV6+vkVhZx3Yyefz1//O/62svb/KVPxm6Lshm439W87nLH8y/IFq mqth54rvzDqrmpV8Mi8s62P1+VqqPTacbvL9FedUPtmLx+rLhBtNzrx8rsbA /vlCzvtbqYf3h9sxb2PMy/ifgJ0filnspOunD/d99nmpWv5s78MHXjuM/U3s a+d+VzBYDcjV9YztvapZX+p9t+8ffVl5fGvlY6sjYPu3ZX2383DrUOVQZXR9 23urRbB/i5AP5fUFesZY9VBDMS/jfwh2zrDaSU+uxu9zDHRVX7e1G3Ni+6/3 fX0du/VN2fgoHX3sZG/DjfHfWPSt07uMJyhT22U9bHHN+9urX09PXjz5JO34 EP2j9co3aibsvw75TsidYX8SeqiXmJfzW8pr2s4Yq50UUTt52QqXF5F3fMv2 WZb9ei/crFtcRtu52dvwwdHurnHG/uQTqxSxnTvkPuD7yVavcR32558x+HDG FffpQy73dLb3g9Nhf17I/4a8L+yXenh9lPPy+kKwcxzs5Ph/VGBpz7A1G4g6 //40xHWrsX/CbMcKZ0rG0Fj9q/rx+u7dfOTCnk8oQv+a5+JzbcaXrTzlKZ3R v2Z/eB7yQMhbwP4H0HMXejg/j8O8HpiX4ycYdu6z2knn9P/TQ/3vxv532n+q o/Hg+0jl13jRuwk/8TP58x+NL6XTeJvn989CXgP254Oet9CDPEZyXuRtOgA7 Q2En4++jrwfd1dfH2H9Sxx+V1PFo8M+o45Wm6vjlfalC3NMUHe9mfxsA+VTI a8N+1jMFenh/grgne8zL8T8edu6y2knf9f3A97FZB/vr+5/a6nzA+wTlrvMF 5dP5g/j+tdf5hfbqfEMjYL+DkHP+RN6hAlY95Ix5u1vnpWjYufiaxU76U+cj uq3zk7G/oc6/dFLnY7O/eqvzNbXX+Zv4+eKjzu+0SOd74viR8uqw/13ieojn PWSdl6bCzkCrnZRCr1u8jhn7f9PrH53V66Gxf5deL2mfXj/N/jZQr6/UUa+3 NB72SzmvvwHQsxd6+PkohZiX889zvW7RcdjJ8V9Dr8dUT6/Pxn4/vf+gnHo/ Yuy/rfcrNE7vX8z+tpve31Blvd8hjv8ekFeBvCbsD4eesVY9tAHzZse8nH/y wM7SsJPt/7JK7+uqYl93S++L1BTsD6db94fUKv+EG+8T7rfeHYLL/fvazzwP roD8T8h5/1/++M4Z910Oq0DfPG3/jdxnnn9HQP4Oct5nzukTfiJ0+m7lVGV2 1tQJ9y/rD4d8jlVOdZNPuFTOc6Va8GPfq9PvzLmBmg75PcjZnn3DC0Z5Bsyn sEcL2/+VkE/YnjjIHR5rOeuvGRv9bOSjbTSt+It0mcKOGf0TIb9oldPwI3R6 QaOD5KJ/zfjNkK+DHPPSLP33VF7rM+MvQT4ScvM8pe2m/tpeY7+9tpsCrHLy 1v5Te42HeX6JgPwvq5yUxpd8Nd5m/EzIo6xyOq6vH1XS19OMfwH5KKuc2un4 oHY6Xsz42ZCvssppdYZrZ7qF7lQORxa3PLF7gcnbVQJcdx2O3KqeLZv2IO/T 9Ubu3mOHatBwo3JdUvJ9qbdbjDzuVMl/17r9qarF3vSt1cPscyjb+NnpH53r TvEXo4oP2f9rX/SpRcMxtyb+RT5NRsdlvflrv+dbJMdvi7z8qFTqlusc3vza x3b2PGyf7vg2cj00aMWPMmuN/LTr7mY5SgaQ280pzvmHzDHyPvfmPbIfkXBf fe3+yS3jDHN/1Tu8Otp95nYKz/Fb2v49Vhl5rb/LLXp31J/+XhkyYtSDTUbe 4q/GJxaOWU6D6ma70rbqjl/rAnBLacVN9dTjVA/9d0ZeEnjGWPFU/TG+vXU8 RWk7VD1tlxnvBvydrfirV4mPp0Dtp6qh/Tbjg3C9KlivlzqK8Y2s4+kfjaPq rHE1450m6Ov70Hp91QGM72cdTxX0daIj+rqZ8Sla6niYbY0H1RPjz1jHUxcd B9RFx4UZPw3xU8YaP6o3xve2jqdyehxN1X9nxrdHvHWyxpsqj/He1vG0QNtN kTquzXj4SfWt8amWY/wV63h6rHGk9GN/4mrGd0c8R1jjWT3D+I4eevxX6Cmv ryvd1tfZjK+F+D9gjX9VG+PvWMdTPx1nNE7HnRlfDffLS+v9ooZi/GTreLqj 457K6PvAjG+O+6uP9f5SnzC+knU8XT78836jpfr+M+PvQ74ecsbh/uVaIc1X B6hXpVLnONJ6DO+rVTTkXUtrOY9vo/+fHuh/53VcHYY8CnIev7xCiiJV1q1R r+xKfN/VdoDaU/pGqovf3yiHtf1/ND4UoDqOH3drUpcB6n7BK69zJYxfrf+f 8ul/J8jVRnVj1c62A8hvRsdsCfro6/ZbNj08Tl0dZ9GjGmXvldU2r4vfjp/z /j46/Of4wfWPjduboCfzCK3H7sTNn/bYT9DzOljnJb8sPttu3w5X9TJN+zq0 Y4AqF5J3n41XkNbn46oFOULV8ozla/jk9Df1WjE5HUc8Ontefel6+LcPwzar 7q+vtmmw4I36kKxev9wzbqrphwP+zj3mvCoPPf8s6PnpzKtg1XPR0BbFFp4w eg5mqRd4LSxQ5Sme4k70zSNGT+3xf6ddUSZUrZvqGXPR65qxp3HxDZ6Hv55V 4/ukX/HMMcjoKTGwXEj2S8fUjrVDOmyxDzR6Jt0PCVpf7ow6OC3Uu//cMKMn +bhHB4+FHlL+pR2i57W7bPTc3r/Zo2v6HWrIdpc3/iPOGz1Tqr39sPrTYtV4 rl+54Hy3jJ7jf/fJ5OE7X1V6leJp3lG/6o0/Z3BqW6LeGBpeqtmHvSODjJ4y J4o8KZGwaYna22rR1bbhqiz05M//R+VG3nvoR4PGaVf2+VUfHtjwRJmgpbvp ikfbex/S/LInu4P/k6Pjgulg2Ruz6ta98Qsft/PuwyefodcfGnodrX3R6Mnc KXebmTtOUMeP0Tf39Dtj9BzXf0//2v/UZ/R80H9PtbQ+o+dE8mqH144/S1vo 0oPplw4ZPTHaH0qm/TN6Ujj99Iee5Pvpn9Hj0OpI5f5pgmj8b1kuND+xwehp qPGlntV/4k2sB/hSvk8/8TZ1KSEp6178u3YQhU++H93q63JiPXv09aY5+voT x+Fafb0pv77+Rs/TCnd3+2Q4Ry1azeryx+4DRo+Pjj9qo+PR2DNSxx910PFo 9FzZ5Jdqy9hTVKMeXc9UioyeUfp+oI/6/jD2NNH3A33X94fR0+pGXO5gz330 e/CODvaLzxk9AbhPa1nvU2qA+/Qk7lOus8qcS9+nlbvp+7SL1sN6VQc9j8H/ O+7fubh/EZ/k4Kvv3xm4f1l/O+jxgB7Wfw/3dWvc1yyvoHFRNzVOZl7gq7bi fud5h+J+X477nettJkBPhs1aD+vvhzxwDXmA5fX1dVXx+jqbeT2RH44jP/C8 5ZEfriI/8LzDoCdLRa2H9ac8oPPGYuQNlm/WcclxauY9gHzSBvnEzPtR55P+ yCc8bxj0fIEe1h+BPLMKeYbl0/R9RcX1fWbmLYX88xz5h+OnDvJPBX2/muvr Bz1toYf1f0Fe+oS8ZPzVeYFO6zxh5s2CfHUK+Yr97Y18lftvna/Y31vQEwM9 rL8t8pgH8hjLO+v/p5T63828hPyWTs9v5s2n56MeyG8871joaQQ9rP8Z8l4o 8l43yK9r/2mLxsPM+xL5MI81H1Il5MOyGm8z71foiYEenrcd8uRa5EmWj9TX m7Kk/3n9f91HyJ8FkT/ZX2fkz0gdX6YOczX0pIYe1v8NefUZ8irLsS7SI71O mrx0DPnWB/mW5w1Fvq2HfMv+LoGegvq+IcYT9xWNQx7mebfo+5mq6fvbzOuH /NzNmp/pL+RnN+RnnvcK9AyCHtafRucRmoi8zfJsOn/RIZ3PzLwzkM+TJdf5 nP2dgHxeVOdLg3Mj6LkPPax/FPJ8G+R5g3/Gn/mdtul8b9ad7jq/U2qd7816 cVvvwyhW78uMnb/rdYK2W/XQBuipDz1sZ3K9TlB2vW4Ye8rZZV8woneQWt2v 9W+Tby0w8XYq957J3RxuqWsV2q7bWW6Jal1w57Q3lV+rB92+d9yw9YaaNXDX eP+w5cr1zfIlt+i1OvRyqKvtPeLWks1W/f3yhNknLD9UIiBX2euqlMvXLc3f nzTj91cc2MLGRx1eeO2ZCz0vm/3keKf66jJdUr3czqT9t2uwcsH45Atq//Fp 6gVVptzDfx49+bUv6mm/w39pwzNqS9p+3YdMvmbGr077bNOM6/vV7heF+9t4 sqz/6IJvdbpd91c+zdak/d3nhhk/sewan++v/ahom1oZbe9JWX/e8Hpt32zZ SSnCLpeZ43zD2N+m8l+pbHWkRbvun2jj2/L4Od3aVnud7CxNLJM9Y2Ovq0Z/ xsH3UhyPvULZ9K8Zv6Pkrkz3soVQ91ruaZY+uGDGF9F6qZmex4zP+sq72Rjf 6zSyxraROZocM/YU03bTUO2H8dex/dvGsYdu0LlOY+8PuDLd6N+lcSEfjZOJ w6Vbrx6bFHWdVg7uetjT6xCxfuBO//n8vA5mnxPZ9VOt/O1CqU2WsU8D2wSZ 8cP0daXd+jqb8VGX7wy4sOccFRtVtZvvuCtm/BYdN3RYx5EZ38BvZ50NB/bR 2a//FoovcYPYfpf/2rhlqL9T+YzYfeScQzj9KNjz/pmOr5X98rBmanKoenVx x4W2xT1VlpZR/ja+/Ihs1ZxtfPlvP+r/2XPUXlVxraPdzKCXKkPWt9VtfPNY jymP3/xzXDUanTdTkag4tX1Uo302frpf8hsX+uQ7rP7uvf73hY9jlFPEwJ42 Pnue8U+vjxl2QBWb7LneVn8b0mF7Axv/fU1T39t/JT+kms9bVuxr/1AVWmdF 2nfRb1T4OZ9rWXwOqW8egeecs490vIzx66zjqSH0Z4P+glo/7YQ9y2HPB20P ZYT9cVb7aUa8UxvPffdVmsAFGWvf3K/afPWtc+7MS5r+KcXwjeNCVXe7XPmO 3/JTUfkfF6pa7g35eGXIVeLoGuVfdmufft06qo1jMi2x1d9uO3Rp5N08O5VL pZ3f1ybsa1qNPH3Z9rzsqCbUGBB9WY2K7XHFdp8Nje+WysY3PRYf+zK82j1V cs+llqcT4nZUr5Dttnry9bnt+9re03+OGdcrKOF+bx2ZaqytnnzBHDXR9h6/ iVfEhyMJ+SD0lU+0rZ586dbRX2zvNR/65n08JOH+urxzdGtbPfmNw0fdbe+b x06eu21dwn09u3GKGFs9+RzV+7otXr5ud71sex+w0W3vXofQfo48fgzGz9Pj aRn0P4L+M1o/SXuuaHvID/Z/hf2ttP10Ev6WsvpLCviMAD6uGh/aBDxdgWdr jSddzhpVNGb0FpV2f/8qlZ5uNDjfzbJqzYVGF5TTw2kLbbxb6FFZQtKNtvG+ 5mXfEFmn3Q01GjgP/vnvj9Takepi/qgItlMdbOZcwH1RjBqFf2ec/R/Z5bLx IeM+NR5t4z8GA+cim8tcsPF+c/d4dOXPMTFqBnBuDn038fceW+3SVt3fw5HH 58J4XBfaBP3Pof80cN4He9xgzzXgPBT/7w/7WwLnHPDXB/4yzhIfF+AcDDxT A8+WwPk37xHZcy9Yp2qFb8l+pc02g3Ncpglb97U5rdZe+SvF+4LBBuedPrPD bfzxbgFbbxb3vGPiuW+9CiUiat9SR8b122njmzPOa/78p3mO9fdURY/QCbY6 lKvAqYrdmEc2PvuYt053bO/lzwNnF7t7T2z89211R6621Ut4AucFV+wdXFJH qYY9Mna38eW3u2z2ct7j7CjHzwXO1YV+As5+sKcS7AkBzv1g/zHY3wI474W/ Pa3+0gvgsx74MM75gKcCnhzPfTYG1x6X8Lwze/7nHMl/7DQ4zy6weV++HttV 0E/7QgzOk8q2atD/yFFVeXqr/Db+oxtwrofrmgNxxTjfxnV3QNwxzjFHl3Wc uP2SujugwikbL/gCcOb5au5+0snGf/cFzvPxC3+U38+80cDxHMbXwPhFwPkp 9D+A/pPAOQL2FIU9HM8NYD/fF4zzVPhbHf4yzjOBz3krPtQLeHoBT47nu7WO T7p3eCIVmnU9Z6a5ASxXvnVHnCnjuZLup6p250jrUINz+tLTjw97tI3m+3WZ a6tn4LwRMbHm5W+R+2jH7HaNbHVWuO9U5mNjs951OUzpW154ZKvDQj5UFaMP fEgXdoxiWh3KYatL4fzcbo3j5BPvTpD7dufytnqhycB3iFu5Kge3n6S+2Qcu sL2vWjz7RiVXh0GOcvxM4FwJ+p9AfyBwzpS4PRQJ+wOs9lNW+OsLfxlnH+Bz 14oPbUscT2q5e0kJj/gV1H9kxOaxD7ebeJ6sryM9QVzwOtjn97jaNv64vt53 Dc5zdP6iZ8iHvA5m1fmNtiNfMs6N9d9T/M/x8eoScK6k44buIw69gDPf9+6Y bxPWwQoYfw/j5wBn2EcvoJ//PpOwB+sFzYf98bCf18F+8Lc1/GWcJT6Mc33g ORh4ct5Y47Cs4hEbX17/slxNyHtnxPOi5wm/Jp69hpYcZuOPz9O/BudRg/5N ZeObj9G/Jp63PB6Y1sZPxy/fp6phukv5fvLZ9a86C5zjlyw/ZeO/P9W/agFw vgq+fCj48n7A+RnG49fkjUbQj3nUceC8HfZsgz0cz+6w3wP2M87e8Be/nCcp CXxoHfBcZcWT+mjcqZ2+DgZn5DeTnxjnZoiTnvo6G5wRx+SNdZnz82YdN5QN 6zbj/FTHGbVCnHA8Iy6J8yHygImjIIxjnCPEeMQ/3ycmDjmetyRuD8UJ+zlv 4O9pMPxlOx4Bn3HAh9dBxrOFFU8qovMIJa/9M6+Y/Iy8TAt1HjI4Iy9TKp23 DM7Iy3RP5zmDM/IgZdd58dc6qPMmIU+b/DxG51nqovOumgKckZcJedrsn3l8 B4zHPpDzMlWBftwvnJcpJ+xhnJGXKQb28zqIvEy54S/jfAf4+FvxMXi+13na 4DxXr4s0Uq+TxPGs97MhNF2vq8Q4c/7EdSTGOadep8lRr9vEeQPrOl3X6zxx PHPc3kdc8L6ult430EnMP8W6z6BpwHHayvf790zo5sjjT2A89oGEfQY9gP5T wDkJewj7DMK+iThv4D6h6fCXcSbMNxX4sH3zgGdbK57kpPd5lFrv+4jjeaPe F9JTvU80OPfQ+0jarPeVxPu6o3rfSb30PpR4Hayq96m0Vu9bCftV5a73tVRR 73OJn1OwD6Yhel/MuKpGet9M3nofTf6IZzl+FnAeK/Tzcwr28bQK9jDOx2G/ M+zneO4Nf7fBX8QVbQA+cVZ8qBnwTAU8GefM+rmFgvRzjIln7CcpDNedcV6A dTkz1m2O5/X6OYoG6ecqg/MI/P9+/RxG/DzI+RDPhQZnPAcSnvOInwfDgAf7 P2PDj4ejl7o68nh7jOfnQTwHEq8PHM9szwHYw+sgngNpCP6d87Mv/EU+N/Hc CPjcseJDWYDnBSue1FI/h9NW/Vxu4tldP7dTAf0cT7yvw3M+HdfP/Tyv+qLP BWiDPicweaONPkcgb32uYHB+os8daLE+hyBeByfrcwq6rs8tOA+oFDt+nmvQ bH3OQUPw3D0V43HOQd78nAL9OEchXgdbwx4f2MM4f4P9/rCfryfOceiU1V9y Az445zA49wWeOOcg7JNpqj6nUx763I7+w3ldqj+rhtYM9qQerwtcrWX7Dkvp sf6OCTiHBWcsfMh3O3We0ruLjT++6tGylza+fLw+56L0+tyLGuO8bpc+FyOc 29EnnNeV0edofK5G9jiv26XP3eiSPoejNjivu6nP6Qjndub7D3vE+PY4rysO /Y2gvwDO6zbCHpzb0Uec172C/Zlgf0Oc16XV53Q0U5/bUTuc17noczqaoc/t KBrndRfK/Tyn43M74vO6WK+BS9M4nVSVHmU7ObrqEtUHz1tDNlIv+1zHVMs1 M9YGHd9p5IMgb2GV05Ch3yt55D2gWq6qU7p130O/9EDe3CqnF26Fs6V9u1nl y9beu8Tk42b8S8gLWOWUFfuh+8WyZCi17iTvP1R6yB9a5VRhVuZ83U+tp72F oxq88j5h9FcSch6/8sSCPoWW7aX8H87l7+Z8xOhfDXkeq5zy6f/nvzPjc0O+ ziqnXXo+KqPnN/bsgLwg5Dz+nvbHPK/z+IIaF4rWOBl5IchjIWc9wJ0G6Otg xuM68XVjOdXX15Vc9XU24xtD7gI562+m44Ye6zgyz+utIX8NOeuvli3qyJuM J9TzIcMffH3tZ3AY3O33/rbvEqTL2W38/BJn1XycZw10cXG1fZfgeue/Ws2o fs/Inwy78Mn23YMWOwenC3c8r77hHLe1+4sjtu8e9Kj48Z9ZNR+qL5B3uvPQ 0fZdheLVmoR0ahOkJmHf6uXZY6ztuwr7/oz8MfRcpPKAnMeXwPgJOI/g8Qes 44ntaWW1h9rAnp6wB+fN5AJ/7eDvHOw72N8b8Jflb3Cf1sN9yvivne0+o2m7 NSoydMvHIvXGKJdzxdLa6r4Y53grzlQT++yUk/S+mvFfUfx1hO07CQdvlDyX vmqswdm7o91b23cVosb7vfDyeqq+A0+nvVfbDqj4RE156bTU9h0GF+DWUMgH A58FQg/jw/Mewrzsb9i/wQ8uOqxUK3Jt7RgY7KMGw68asD+V1X4a9a7MlkvT d6v3fVu9SdH4qPHr/XD/PA9PhqvK/XZ52b6fMA9+Xe5Zsm26QndUfLPnjw4+ e2H8mjbjj3LjukSo3s3vF7R9n2Eg/GJ5X8j7wy+ph/36B/NWxbxe8OvcsybX chZdogrf7Fgxx9Cl5nq5w/6/rfbTWTzPzMHzFPtVBOenOZ4WDLd9VwH7VrUO 7wtuPM1Ntu8wcPy/n6nPp+5+Cc5p+26DO/yS8lHwawP03LTqIQfMmwvz8vWa XNMjR95vXupAdEz2WfNWGb8uwP7ZVvspV1h0p+kB8+nEz/3HSeNX6vQV179K dpUutk32yPa9BfbLtX7/obbvM9h5FPlg+z7DP/BrVr/qXWzfc+iS9rcVtu85 uMKv2YnLaRj0pIOez/DLDvNewrzsV6Y1udPcPNdd9f24avjygDUmDjPB/pNW +6kWzg/74TmX/bo/v2tm23cYpkWly2z7DgPH4ZOWMzbYvtuws97Zn99t4Dx2 97F3ett3Hv4+/uyM7TsPiDcVIeR9Of8kroceYd6ZmHc2/NpwzW9KjyvTKfz8 nDvXV6w216t24vZT1rPPmns3Osi/xq8pWi9F6nnM9YId9FTbZfx6r+2me9oP c39JOd9fO4SeH/BrOuZ9jHn5es0b1vvPyev+oFpzh0TYD19urhfbn9lqPznj 3NgR5wnsF+KP40L5wK+0Om44jtgehTgjxJ3qDr9Y7gl5N/hlJ/Qg/3D8mXnn wq+a2h+ar/0zfuE6UUOr/XRKxyVV0XFq/EK+oMJ4juTrhXzB72+J/UJeoPw4 R0G8GXkByHvDL9az2aqHkC/IHvPy9bqh448idTyaOPTEOf85nLuz/VV0PqU3 Or8S30cvdP6lszofG/uRr8ld52/qB/uTkNPzxPVQVTEv5/Nb2KcFY5/G6zLy HR232k8fdH6n0TrfG78O6/WP/tLrIfH6G63XS5qv10/6l9cpvb5Sfb3emnO4 KUI+AH6xnnnQw/F2BPMuxbx8XU7rPE4uOq8TX5dPsH+41X5Krddjqo73LeY+ 0vsYGqz3NSbeOur9ELXV+yPi9/Bb9L6K5up9FrnBL5bPs8qpA/S0gx5ep4Ix rwvmZb/s9bpLx/Q6bPxKlbj99ETvn6i83k8Zv0rqfRsN0vs4E4cD9f6PovV+ kDjvNdb7SOqg95XE628jIR8NvwYLPexXMcw7BPNyHK7W+yS6o/dNxPkB+2yq YbWfrur9Iq3W+0czvknjIRtCq3pSREyfFf0S7PAOSxZn+27D2mHvx9i+OxDX qrGjrZ6K/S3+ZtZx23chbvw8Fwgz9RSvHBZ3tfHk6wyZ2LdR8ltqHPyV8rHw l/XctOqhjZg3HvPy+nVX26fya3vVAthZAe+t+T0130fzUaeB8wqzL0qN94K7 8B6Q4y1N4nKaJ/Tw/qE85j2JeYEPztUeqLdDe2W3fZ+B7blbI+a27XsOa+Af 39f3+/nNtn3/ofdal8y27wlgvTDyXpB3hT1J6KHJmPcd5uX4X4f38dtRD8D2 1EP9yU3Uv/B1fID3nfy+dRjseSjkw2FP/cT1ENcBBGBevo6XkU/YX84P6RGv rxEvvN/zxrp2wCMgRZuVbzh+UKfzS877WKnnE+wJxbzOmJfX2Q44jx2HugjG 5zDOs1agDojjZy7eRzzFe2deH72EvA/sOSL08D6tE+adgHn5vh58KkNh2/cN BupfY0+pvE4utu8hlNS/6j/Yk+VpcBnb9xMy6l9jj5Tzep2EHnLFvJjfXC/U ixDXt3DdCeqj+NzP4MPvfRbifTqvU7GQL4CcnxNZz0mrHr4exHUmfH8hbigE z028T3uprzdlxHNwcn0eqg7p+KD52Le3hj1S3gr2SD2MT18xL99fO/C+YAnO 7/l64X6gqjj/5HUB9w/dwPsr3EdGHmaVE+upBj18f+0S83L84LmF7PVzjMnz 73VeoDE6Txg7V+s8Qnd0XqFkwK0P/L2n8xBxXpJyzkurhB7OSzyvO+bl+47f 7yB/m30C6ugI+ZvXQc7LhPxt9glJyLkej+ZCD/KJeS+DeiezT/ig1xte9ww+ d/X6RMX0emX2Lc31embihdd3Kee8lIQe+oh512NetucA8puddT9PD8s+j98b uVVNT1YnZdan67nOhIYXGVt8ldufqsmhkIWVe5h6KvrjvFvVjCUDKPm4pnlz Dplj5GfuzRrUvOoOlcW1zIO5Y5YbeZhduMewB5vU3CWtG7086m/kHSPOf+vZ Y5W66PKx+fCZpr6F1sfExw7POEPdjk+3Pd+IACOfM/bnfLRMz2/kDwrvK/Cp zFoKjsv38rfjpr6Och8slKfgm820aWKX9t5efkZettHXsulv7qD78+ZkvT7x L9UC8lbaT2qu/TbvEQ4tLPmy6NstNPFEv8p1G2408uEaL3qs8TPyg+ODHuzb vYA2x3551D701/uIAaea3ldFtifklcfpPwatNvZ4VCrkGv15qSqZpkiG2147 jDxDQb8BaZftpJWOY9cXv7zIyC83bxjfd38ABa/X5wpsf02HwuudVgeoWY/f d97VeoypIwrQ/0+19L/z+ybqfiH5kq9OY2jho9Qj1yfEU4W5njMHJ+xL8f8q t/53xfLz+e8sHtE6QJ2rNyiqoqOnqUfapv1Ui7Tfpt7AFf7GWv1VTxFvfRFv PD5djmoeJe391Ru3VYVfDtlsxk/XuKu9+jqY8X2AW3ngZuSI28aIW5anbP/p Sq1AVzXj5/3zq27Ne7XOa8EaVyMfp3GnbPo6GHmwjhuqquPIyKMf1Slybc0G 6p6i/W8XXLca+zfo+KOcOh7N+F56HN3Wf2fGk45j+qDj2ozPingYhXhgOd+P 9/T9YeQztZ/k2u6n3+Y9Y5i+r2iJvs+MHDhSJ40rx60K1vcntdb3qxn/XF8n yqyvm5Gv1fc5kb7vjfydjgMaouPCyDPrfEGBOn8Y+WsdZ3ROx52Rb0A817bG s4nDPxGHfL9MRvwcRvywvO46fd1xP5n76AWubzlcXx6/BdcxD64jy8/jer3E 9WL5BeDWCLix/kXAJwT48PhswAF51MhTr6+7v/myoyqi8buinSevpZlDz9w4 cvsNXQc+Z4EPjy9Ue+j5eocCVJPK0f8N6zJAVZvY8aONl418Sptx3c28qc6k WxyzW/knL+zWPpu3uu2w8Zzr2zeUucrPv2d9xHrSrbixYXDHgIT1+106Gw8I 74dVQbu+D+bm9Kfxfp+L++QINe+v17zv7Tn61gLKs6Dqm2G9g2iQV5izje+D fKTmWfOV6q71qkl6HuUJ/e5ar6qj5zF1j7m0XtVJz6NY/0msRyWxHrH+s1iP /sJ6xPJOWI/OYz1i+SisR+FYj1ieVq9/9CfWI5Z/wXp0GusRyxE35I/1iOWV sR7dwnpk7utaAc+vtA2nAjffnCzucoT5BhQScm/R8j4h1PBRybcNvPeYOqV/ tixb4ZwmiE5dapGy2YkNaqDGgfMafdPxbvQ3E+sdy3dhvZuF9Y7lPbHeIX8b +T6sd5uw3hmcsV6ct64XlCHxPE83dJ5S05GfWe4i8jDLI5Bve1jzLXVDXr1r zau01/3WhIv5blFt1Aswnls7H2+XZ1Qo/Y66I8bTpXPPVntGBtHCK/q9GONZ BnmyhzVP0lvkwzTIhyx/hrw3GHmP5ZyfJyA/s7xS/grH3gzbTGvOT3/18Ox5 c794Dbt9ravDLfVqUu6D/uWWqNPbf6y18ePu5l26bv3WG+priT1j14QtVz3r /9ht4yv1arXBP9eY87QnV433uWbcZH/VtzlxZd6/PEF3sH/0gjy7w+ai6w7s I+/PxafGlbhBvaAnE3hPaUdq3lM86ih6gffkEqx5TxnAexoM3tML8J4qC94T 84YaC94T6hcU11E0AC8pC3hJpVBHwTwm7yR4TzvBewoI3Pv5XJoBhvc0H+Nb oo6CeVVfx2n9qNOgbbBnPOz5LHhPgrdFXuA9/TijeU9tUUcxDbynQYL3VH62 5j3FlNa8Jz/UUfTF+7IKgvfkJHhPzBtAPZD6HTwgrr/aIHhDXH+F+hvVXPCe UA+kosBLuiZ4T6gPMvXeHC+oD1I+9+ObB3l1cbwmxoPnwPVAKgb6ua6e7WkM e1BHyvVM6pPgPQXC3zLwl+uQGwCfkYL31AN4FrbiSd7g6YTts/KeboFPUU/w nrh+19vKA8K//+I9Mc6SZ8T1sf6Cl8Q8Ecl74npv1ENxvZvyBc5y/ELgjPo2 9RL6TwDnPbBnOOy5DpxR36bWWe2n3PAX9W4G53tJ8J4WA88HVjzp+HzN00mW BO9pteA97QAPqLvgPaHekes3Dc7rwDOqgnNTjmfUUyoPnINxHfdg8Ji24vwQ vDy1UPCedgx0+6djrLOjHM91bpWhf6zgPaF+VFWGPVzn1k/wtrie8AD87QN/ GeeXwMdP8J6OAs9vYRY8qTR4Oo6C9zQBvJ7Tgvc0G3XkVaw8INUQ1zWn4D3F 4rqXQNxdBs4vwK+4A37HReB8KXEeE+Nn7NDxPNgR9dKqOsb/CZzfQj/zTbhu M1LwsMALJKfE7ae5gvfEOM8BPsFWfAyeta140mS8nwtDvQPjvBTv58IF7ykt 3oP7WHlAKgq8oZ2C95QB740y470B1yGXEbynEODcUfCYmFc2RvCewuu2/OhS cJBjFzEeeYYqQD+fM3M8p4Y9drCH88ZjwdtinDPA30Xwl3H+U/DCOJ7dgOeN mVbeU0bwdAoL3pMH6sijrLwe5Sx4QLwOMm8ozsob4nxOO5AvOZ6bgn8RB14S 1yGXFbwn5vExTmMwX8DPvFHfsZzgPTEfpzn0P4f+Y/h7rp/eCnsY53nCfs7P A+Fve/jLOE8BPk8F7ykb8CxgxZPcwdPpDZ4O79s9wOvxELyn+eAB4dfEM/OG Rlt5QyoJnpHhPdUHL4nzc1wSvKcrgvfE+w05ntfBxtDfAPp5HdwmeFiMM+xm /pPBeQH8XSB4T5OAz0TBexoMPPFrcM4Hno4deDqM80PwKyYJ3lMSPCAleUOM M+LGrNu833gCXlIbxAnzccBTpZrIh9OBs5vgPen8XN1Rjmc+zjPo5zhkPg7b k8dqz//wnhjndvDXBf6yHXHAx9OKj8EzA/BknK/rPELDwNPhvIG8TOsF74l5 QKWsPCCFvEwvBe8pA94H/I76Qd5vMO/JSfCeRuP9S0/UrS0UvKfxON/ndZDH 98Z4zhv8/qsB9DP/F3mZ7GEPr4PM24qD/bzf+AP+loa/jDPzwg4AH87P3ndW tPEL208ukaszRXY+T8sfTns9ZeYbqgmeTkk8L5tzS/B6pgneU1Xkw8lWHhDz k5PkPWGdJ9ynJm7B6zRxin0GeB0h9Id1n0ETgWMY1kHsM8C3CaG/BO+J447z M/YZvP8lxhn8cFKwn+O5NvydCX8ZZ/CraYLgPfX7d/CdbA2PUN59p9+3L3FO rQDO3/U+j47ofZ/BeRXez0WB18PPg3ivSQHgATHOxwRviONZ8p44nvn9bHnw kpgnwjymQeAxMc6S97TwZzw3Mbwn7KNpCXDm97DYRxPHM78/Wy14T2x/Hytv i5zh734rz8vwnuKt+NC/wDPQiidF6ucW8gFPh/Mz8574ujPOcwTviXHeCN7Q YMF7Gp0E7wl8ZvJDvuT9cy7Be+LnlBvAg+/nP5E3cgnekw9wfgH9+B6GwRnP pfw9DIMz87YGWO2nRfA3J/xlnBsDn7uC9xQBPBda8aTiOHfrKXhPc8DraYv3 0YyzA3hAB1DvwPzyH+ANbcT7WI7nluAZ4XsqhscXC17SX6gLYJwl74m/65IG vCecc9Bs7DemYDy/P+fvYDDvaTn0c95oBnv4fTHnja/Cfr6e5eDvGfjLOI8G Pg0E76mowJPj+Rt4T7nBe3qB87rQPzTvaRR4T2/Be0p+SfOe2oL3tFrwnjII 3tMxwXvi7xQ1By8J52rkgPO6c4nzmNR1wXta4pD242afKY5nk+A9VRW8qkI4 r1sl7PkH53Vxwn7mPWUB72kOeE/8naIh4D3NAu+Jz+vC9TkdldHndsTnddfB p6ggeE/9wW9qJHhPAyBvKHhP4NWoJoL3NBDypoL3BH6OyiV4T3GQ5xG8pzfY D6HO1Ix/Dvltq5yKgd+0Q/CeykO+0yqn5eA3gbf0iw8CeV6rnHKB34S/M+Nz Jy6nbeA3NUmC9+RolVM46mnfC97TIsj5exvOGJ87CT4UcKQnVjk1S4IPxTyp foIPVRe8p8GCD6UgH2KVUzXwnk4JPlQbyF8IPlRl1BXFJcGHyp0EHyoU/CCu k4kB/6gT+EdcTyj5UMxz6Qh+U0Xwm7gueg74TQHgNw2FPInxxON3YTzqAykW 9nSBPVw3xfZ0hz1cF8R8qPTwl+vNBsHfq4IPBRxVfev9S/U9NR/qe4iVD8U4 xwo+VFXsv5MLPtQy8JIOgJfEdWXMh3oMHhPXmaPeWk0H76kNcGsg5O2Bj9TD OCzHvKgHN3Vu235oPlSNnJoPZXhesD+F4EMNBZ/oneBDvRV8KI4f5jE9A4+J 675mgPfUB7ynFvBLylsKPhTr+Q3r8d9iXq77uv1U86EK3rDyoVwTt9/wiaYJ PlRDnFPnFHyovXiPcA08ptTwy2GWlffEdYBFhZyv1x6hxw5+NRB8KPbLrYbm Q42I0nyoIfDrBuyfLvhQWcAnOib4UBmT4EONAI8pNXhMKeGXN3hPncF7UvDL W/ChGsAvqScV/MqCeYMxL/IPfVyl30Mn+1vzodivUrD/iOBD1cC5Yh/Bh4oA L2kGeEl8f0WBxxQAHhPH4R3Be+L7S8r5ekUnrofuiXn5eqXGe+rgApZ6IWN/ X8GHygQ+UXrBh2Je0j3Bh4IdFCP4UB/Be7oN3pMz/GL5LcGHknqYnzJLzMt+ nRuq+VAF52g+FF8v8KDYD+NXL5wnOyXBh8oBXhKvR2nAY3IDj4n96gTe0x/g PfE6wvI/Ief1gvWMsurh+KOCmJfzYV7tDwVr/4xfvZPgQyEuKaPgQ2UHLyk1 eEkch8xjcsP+nP2KAO/pJc6rDC8P8leQ8/fLWI879DDvhvlQP/Bcy9dr5jnN h+p2VfOh2K81sP/5TWv9J/IgHRE8qQrgK4H/SlynHQd+0yXwm3g/wHyoKeBD cRxKOfMNpR6OQ+ZnfcC8vF5f+ZZi2rWMR8z3Ed5+e/jmcGTC/hn2/yl4Um8T 5xn9D0+Krxfzm+aC38Tvt5knpcCHast8XsGTaid4UqyH1y/mSS0XPKmJOr9T 5xpWnhR4yDRE8KSwTvO6bfwKAV8J+ztTb9we/CbwyInr2CUfqgf82py4nNol roewj+R9lvGriF6PeX02fiVLgieF/SvlAd+iN/yyFzwp9stV8JuYv9Bc8KEG cB21kIM3SkOhB/tfrlenvIInxXmjtt4/0Wa9nyK+v97D/sqCJ5UBPKkGel9p xhcGT+oWeFI+4B+tAw/nOfhK7C/qvFUE+E18370AL6UJ+FDgfxl5Y6ucfoee O1Y9hif1EvN68v4KPKmy4EmxnWXxnvsE3mvzfTRH8JvYTuZJ7cZ7Q+btSvkg fi4Qejg/JMWTGiF4UmzPLfCb1gqe1APBh6rJvCQhrwV7pB5+HmF+1nsrP4u2 Cp4Ur+NtUK/C9TK8n4wUfCjwfdSjxOXUKnE9Zt6dXOcAe84in4B38mv9Rbw+ R7xgX6r+wnoBXouqB3uSkFNaoSct7DmXBE+K+Upcp8HXi/lN/L1k3r/NxvuL Z3hP7cQ8/cTldBR6uP6Iv2fUSfCz+Nx6iOBJMT+xDPhNxQVPKjP4UJnAh+qZ BE+qF+wpnbgecsG8gzAv48Pn8FwPw/jwOeY51EMxr+2J4EPxvkLKmc8r9TAP EdeDz9dN/DBPJxbPUxw/rwS/ie/3g+BDLcF+nvMSy5dCznwWqYefZ53FvLy+ bMH7hc047+c6Hv4uFfiIhu/D3xW8ivddzD+S8p6CJ1Vf8KSYn4X7zKwLyDs0 Erwk3i8hn9Nt8Jg4fph3dhe8J75evQUfiq8X84huCT7UB8yLPGTWX+YlIV+a fQ7zmLxwLs3PffzeMy3eK9aBPTuEvC7s8Rd6OP+cEDwsjudXgg/F99ctwWPi +GkF3hPWMWKeppSDF0y3hR7G53USfKiG4AVMtPJKaBfq/582tNb/NwPPwnms lfc0GXX+Ka38COqIOv/lVh4EzUZd+joXK09qDerSW1vr0qkW6tI9rHXpdAF1 6bOtdem0ETypBoIn5Ym6dE9rXTrdOqDr0sdb69LpkfafLljr0ikl6sb/K2zl SQFHcrLWjVM+1I1vsNaN0w3Ujbe31o3TC3vNCyggeEy3suu68UOibjxIP29T VcGTik2t67RziTrto6jTvpndWqd9rZbmTZQSvImt0x7n7t88VPFzx77SF4aO q/aG2oKHAnuN/f2DNK9qKHhVFcGfwv+rf89rXhXLx6NOfgXq5Pm9WA/wWXpb +SyqKHhVGwWvahN4VWmsPD51G7gdFryq9oh/dysvRhUHr+pxagsfTdUAr+rf gxY+oBqNuv3K1rp99Wit5tdMAr+G5WnFOQnL9+K+e2a979Qe1PnnEryqCeDj 3D1g4eOoHKj/P4T6f8ZzNng6S6w8HQU7KLM1fhTuH9plvd9VFdTte1nr9tV8 8GvyWfk1Kh5xWARxyPbMQt54c0fnDR5/EPF53xqfagjyyWwrb0itAb+ghOBV hej8QpOsfCIVBt7QOCtvSJUT8czyTojDKMGrWol4K2/l8VE2xMlvgjf6eIM1 Hnj8ZFzHm9brSFNwvTYJXlUQ/Jpi5YvR52uvIlPYx9KalfX3d3JZTnN3LT7u +zCOzsJfD8GTyq/vc7pay8pvGgJ+U2fBb+oOfpMf+E38ntoZ/KbUgt/0Cnls 2yOdxxjPruA3RS+38pvWgd9UGfwm1g+9qpjgN43DOhJmXUfUIqwjva18W2WH dWSmlW+rPLCOzLXybZUv1pEm1nVErRTriOkbgnVknJVvqx5jHbmEdcTcv+Al 9dP8SyP/ovMLVbbycNUIrC/trDxc9eG/2j/Xlz1WHq7yw/rSzcrDVYgDtVvw koojr/4h+Lm1kQ+jrPmQpiLvVRR8pV2J5yvivLTPmpdoBe7fooIfVBY8IF/B A5oKHtA98IAIPKAP4AHtAw+oO/g73cEDOgIeEPM3XggeEMd5RfCA/MEDYj1u 4AFdGq55QAUK6bqCzOABpb5k7X/kBh7QW9H/CN8hVVeT6H+0OAkeUBHR/4h5 PVvB62mURP+jnO/fZjk9w9XwgLZjfFPUFeA7qioH9HNdwQ7YMw/28PdUmcd0 zcpj4noClSwwcR6QM3hAMagr8J2jeUCHy1j7Hy3AeyJ8J9isX/heg+op+h/x dy6Ki/5HqC9R+M6uqTP3Fv2G+LviS/Cc/Bg8nVDBA5oIXs8kwQPi5/Muq9KN cHrY35G/2zIB49GPg583uR6H+9Hwdxm4fsfUi65PggdE8Le04AE5iv5Hpo4R eNa14kknwFv5vM/Sr0fh++aqDvgEjHN21LMuSIIHhPovw9thHhD3F+I6RuYB cT8Oxpn5DMxfmACc+bqh/kv963V3VgH/wY4Oov8R47xZ9FfiPlNszzDBAxos 7GecUe+lUP+lRgJn7oOjBA/oOPD8asWT/gZvpTjecxq+PHguK3BexTjvFv2A uJ5/QOL9gxTzbvhckHHi/kf4jrvB2VX0M+Lv5PPzuhN4QHU7T3t/9OqY/+l/ xN/Rryb0nxM8INGPiesvZf8mOiJ4QLL/0TorPvQNeJa14kl9wVsZae3Xo8aB 54K+AAZn1OOqaqjrZpzrJ94/SD0UvBuO5xjBA2LeBM+HPgPKHTiLvgQqR8ig H5v3DXKU48cC5xjBA2L+YKTof8R8q7qifxPXMaIeV9UWPKDpov8Rx3MD4Okm +h8dRP1QatH/yEvwgBjnTHj/u0DwgGIS59EoO8G74Xh2wHvJaNH/qA7ef40R /Y+6CB7Q1tHbVnxyGepYW4znen7Wj+8qmXhOJ/ofcd54CPu3Cx5QLvi7JAke UITgAb0Gnnai/1F58FZagrfCOI9GXXWk6H/UN/F+QEryaDifcv8jzpeMcxPw EcBvMDhzPyPuw+UBnJlfwjygpa57HkTajTI8IB7P8Sx5QMybQH897htjcJ6b eP8mGgR/O8Jfzs8TEu8PRWerZ9xpV/sCBTqqJc8uLaOtqDP3Bm9loeABuYPn gl+D87wkeEBjRP8g2f9oM3g3jLOT6H/EeeOZ4PWMS4IHNOXZIv+YlsMd5Xjs T0jqN315YM9WwQPi/k1uggfkmwQPaDzwwa+J56ln3h6vnfmgSh3brtHjtOcV 49wcvJXqggfE/X3GIz8xzm0RJ0P+Hx4Q48x13ohrk5/BZ0Od8V3DO0Y+JeaB jhX9j5BnTd7gvjOVrONN/yPur8R9TLj/UXarPfQU9s8XPKAOgvfEOMeK/lCM cwvgWd6KJ+dliq9l7X/E30dbgfopxhl5mYr+Pzwgxpl5N1lQN8fxzN+jq406 nzOCB4S+c2qF4AHxd34ZZ/5uWyvreOZnUl3o5zpzPpfPbLWH8zI9t/KYDA+I eU+cN5CXaaPgAaUEnkFWPGkEeECtwQNinJmHMxI8F8YZ+wwaK/of5f5/eECh ggfEcRsueEDos0j7MT/zrTj/uQHHklnej69wZqCjHL8Y/y71c35ne0Ks9hD3 b6ol+h/Vgr+cjxln9IWkyYIHNBx4drXiSaVRV/TvfGv/I+yb6RF4LoxzL7zf 3Cl4QPw+CH1EDc78fgh8euYpmP5HVUT/I7zPJhdrPyPeN5Mv3q8o7J9l/yPu m8bvGatCP+83Kgp7GOejwn7GmXlA+wQPCH1V6bkVHyoGPN9Y8aQf4K3sEzwg PAfSlST6H4l+QKb/kau1f5AaKXg3HM/xov8Rx3MewQNinib3P0JfXLr77Yxv 2jkujjy+MMZzX8vnggfE+w3mJR2w8pJog+jfxDgvhL/gdZp4dhL9jxjnL8Dz qOABtQBvxdfKW1FdwHPJivetw4AzvvdBp628GPU9cR6NaiH6H/H5Bvc/+hPv vfl5cKrgAfHzyW+CB1QIeWOS6H80hXma0I9zFO7LRi1F/yPGmXlAOOcwfKuy ggfEOHP/o7pWnhR1SRxPOqXP6dQk8IAK47xuKvoflUmi/1FX8IBWggcUJ/oH MQ9oE3g3W8G7wXdyVGHwdHBuRyVwXrcWvB6cw1FjnNdFJNH/aL0Y3wTndYUE z4i/2+OXRP+j2MR5TJQJPKC54AHxeV1/8ICmCB5QVvQ/wrmd6X90HjyCb5GW viqqOPg+GQQPqATkmSDnfUAN8H2yCx5QLSHn8fvB97mf1coD2gP5Pch5/HGs 30sED2i/kJv+QTM132e44AHdgdxV9D8aDb5P9HsrD8gD8pj31v5HGEcjBQ/o MeSjRP+joeD7xM+08oCGQf5xprX/EfwhV8ED+gvy/eJ7+3c1XnRA8ICknMfj elA1wQPKDXlNyHl8cvB9SgseUDLIy4i+SA3B97kreEAOkG+xyuljVl03cxT8 FB6Pukn1PYfmxfA5lzN4MbfBi+H6kKfg3TQQfZFagnczALwbU6cNXk8R8HpM /xTweo4IHpAcz99tniXGc7+VJOyhFrCnn9UewwNKLvoi9Ye/EfCX61K24v79 Yr1/abWX5gEtwfffuG7zA3A+Y8WZkmP/jb7WBn/m4+wDH4fxT4K/8z99kbhO SfZF4j4gSfGAVop+TKYu6D/NA/LKrXlA7Fcq2H/Haj8VBY/mGOqv2C/mAaFO 3HxHifk7caIv0kTR/4ife6YIHhD7JfVw/SfzgKoIHtCIOM0DeoS+SOwX23/C aj+fR6kGeM5ivyrhXDUb+Dh8vfzxHuE6+Dv83qOG4Pt0gF81Ib8DeRuumxJ6 uC6xRhJ9kZrU0jwg/xgrD+gP2F/Paj891vX9NAH1deyXneABcf3esMT5O8pH 8IAaCR4Qy7neUuphHnUGzHsZ8/J3xT+iL5LzJysP6E7i9tN/pfS54u94/mW/ mAcE3oyps40S/YySJ8EDaid4QB+t/CCSevh6yb5IfL1OXdd9kUKDdF8k9uu3 0onaT5GBmkfzWP8av8Avorvg4/D12gX+zmPwd9gvyfdhnkIScmI98M/sd+EP +2euF820K3Ng/Qa1aXqHIh1HbFUtarruyfPhl/1RVvvNefJ3fd2MXxfAx8ku eEDcz2g4+DucDzsLHtAg5pMKHhDXSSahh+OPcmFe9ivTPM0DKjbcygPCdeK4 M36NQ/3zR/Bo2C/mAWVOggfUC/tz/t478gKhfxqNEH2RPlnlJPVwXwPmAWUL t/KAQnT8Udh1Kw8I9xW9sNpP9fFeYArO6U0+BB/nleABcZ+jC+DvcJ2tM/g+ yPfEff36CDlfL6mH62yZB/TW2qeJBuh8QZ3Rj4D9Qh6n8Vb7CesWrwPGr4Oi bxFfL6yjvK6aet2p4PuAj2vO7aSc+xdIPRyH6FPIfQvN9dqi8ztV0vne+MX2 l7Taz33Zed9h/LoMPs4A8HH4enUFfwf8adOXATxt5mFTQ/i1W/RRqg+/ukFP K8EDuib6NHE+jEO/JDe9Phu/2P4UVvspEDyabOATsF+FwMcZCD6O2ccmzt9R ToLv0xR+JSGnfknwgIok0S9ppt4/0cn/rDwggv3YJxq/5lxBvyQvKw8oM3hA f4AH5Ct4QNy3iNe1EoK/w/tw9IdQTuD74DuARt5A8ICYT3RL9EtCnbRC3bTJ k7BPXWqkeUBsZznRL8lX9EviOhTOeziv5rpyw1OwE3LwBykJPfy9ID7XNDwF 9CNRr8HH4TiJAH8H/UnM/u2B6JfE6ybL+1jlJPXwfmCc4AFx/PN3PDejfoD3 yTVQrxKGehnmcVzB+1F+P8v585qQMz+0ptDD+IAXoXYIHtAZ5JM+ggf0BPH6 UvCAeL07DL6PI+zxEPIasEfqSQd8gjFvf8zL/DL0AWK+i4nzQ4K/k1zwgOLw nroT7PEUPCDmYx4WfCK+Xl0FD4jz8CDBx+F1gfsclQB/h/mhmQQPiHnlzA/C L38fgKQe3ncx/wi/Jn74nLwH6kP4enGfI/hneEnM95mP9+/8PMLvj7whZ3y4 Xzv4UowzjRf9kjgPMA/oXBI8oBxJ8IAQR6bflpRzH2TWkwt6+LmPeUBBSfRL 8sZ5P9/v4TifrYzzUvCblAferxHed3E/KX7vdgpy3p/gvqJKVj20U8zL9xfy Do0VPCDui4T8Yfjg4BkS+rOZ/ZKU8znJmsT1EPq00XjRF4nf+5QTfZH8RT8j zofgYZrvC7bi/QDk6GtHLQQPaI5VD4Gfad7n8PViPg73dzL5GXWo4KcannIz 0f+odhJ9kWqKvkish+/3t5h3neAB/YX69naivn0o6tjLizr2M6jzz2Xtn0Kp 0b9jh+jfsS2JvkhHUKc9S/RFKo067UOiL9IA1GmfFn2RIlCnPVnwfezQb8JX 9D9yQL+JDYLXsxf12N3WWPpEEPyntqIv0ook+iJVB98nQvRFckM99mLRF8kB fUAGPLbUydM21GlfFHXa3Pcnh+iX5ApeRg3RT+Ec6qs7i/rq1OiTMrGS5vtU Rf3/4joZV9XYd8e8hwgYNiQs2fFXtAP8CHsHCz+Cal7UfB8vwfeZDb5P94tW vs8u+HVb8H1WIQ5ziT5KHVCXfhN16Sy/A/5FfdFH6SP4PlHg+7B8PPg+a0Qf pfbAM5foo9QB8V9F9FH6C3XvrqKP0ivwfQ6LPkru4Pt8t34XRQWC71NY9FEK Q/28E+rnWzOvATwRO9FHyUn0UeLxe8EfuSb6KP0A32cM+D48fiL4Pm9FHyUX xNUt0UeJ84CT6KMEHKkr+D7GHvB9qos+SrHg+3zNbu2jhLzAecLIzyOeOwm+ z2fwYnaJPkqIM76fjNwH8fy76KPEceUo+sFNQPwsF32UluA5fJ+V50WncX0L iD5Km3Fd4qzXhcYB//zjLPgT8iA5RFh4UrQQ+ASIPkq59sTlSpEyljqubHKk +P1lVHWtf8qMH+PoKnDYLnhAR8EDshN9jjKDB9QFPCCud88EHlBX8ID4PfU0 8IDSCh4Q8FXHRJ+jDuABdUGfI+Zf9AcPKLvocwS9yl/wgPywvpQRfY6OYn2Z LfoclcL6ckT0OVqM9eWM6HN0CuvLNNHn6AV4QFtFn6NUWHdWiD5HBbHunBF9 jhA3FGNdd1QFrDvOoj/Reqw7bqI/EfIg3Rb9iTZi3Vki+hNhPVBXBd8H96F6 IHiml0XeY/kg5LevVj4j5y+6KvoQfUb+cRF8Vc4brQRfNQb54R/BVy0KftBC wQ+aBn5Qo8lWfhD3CcpXUvODuL9PP/CD9oMfNBdx+Ab8IOZnc/+gzOAH+Yo+ Qb+DH/ROf3+UXuK7o6XBD/p8UfODMok+Qe9FnyDusxMDfk1DwQ/aDD4OvvOp Ggr+TmHBD1pn5fsYftAV8IPOb+n9rXXgUMMP2ojxLUSfoKT4QX9Y+UpcJ6Gi rPbTTPCDUgt+kA/4QUNFn6DJ6BPkUtbKDxqB90cVwWfh9aW+6BPEdUpHBD+I v6PLfXa+CH4Q96fG92tNfSPzd6LB3+E6JeYHjQXfh+tnOF/yc05nZ+8PW2iI I4/3wHjUj5nn80fQz/W6zFdygj1cD4bvGKh/BD+I+yKVsPKhzPdSxok+QaOA Z03BD1oLPksc+CyMM/MgGos+QZlQ54rvQxs+hYvos8N1/vsT78tj+EHxok+Q veAH8feK+bpxnyAVvLX6qWujHe0FP4j7MW0RfYi4jpT7BDEfiOvM2H7mB/H3 irMm3heJooFPMys+Bs+ngh/0DHyWjIIf9AH8l82iT9Am8GVwfmPiuY/g1/D3 tzeIPkHc76Mc+DujBT8IdYrmuz1jBD+I+wTVdnC7eLbjqP/hB/H35qsk0Sdo peAHcTw7C34T48x8qB6CH/QF+Gy34kMPEseTeoLP0kLwgzzBfwkRfYLQT4R5 Dwbn+oJfw/HM170Y4o6/c/48CX5QIOZDHa5CvaKJa+YHcTyfEePxXXR6Bf3M s+DvnLM99qJPUGPRJ4hxZj5UVWtfJPIGPtdFn6AqwLON4AfNQl3RU2tfG7US 76WiRZ+gNHgvjH7vBucHok8Q45wlcT6OKib6+KCelusDTN+fqcCXv3OD7yCr d1/XjnW+PMBRCX4Q52fWHw/9h5i3AntSwZ7bgh8k7Cf219vKh6K1wOeJFR86 lzieVBj8oAqCHzQN9dYvRJ+gnuDLME+BcZZ9giQ/aBvyJfdVaSb6BDE/qKLo E8S8FY5H5gctqfN8cI72ox0riPFcRwqeBvMqDJ+C+w2gjleFA2fkX67zNfHc W/jLOHsBn3eiT1ASeNIE8IPcBD9oKvgvU0SfIC/wZWaDL8PrIPfZGSX6BG0V fXl4v9FA9PGR/CD8KnyHX4UIftCKKIfbma64O4IXRLEYz33ckuIHbU7cHu4P ZPhNLbi/WOJ8KJoFfGaIPkGjgOcEK55UGXyWooIfhPxp+IuMM/PI+oMv4y74 QcxTZv7mNsHH4XjmPj6Ia9NfTPJ9uP8jricBL+XyefjeP/aM+B9+kI+l/jye eW+mjxvzg3jfxDhzPfw8q/3EfCjRF4n7XdF80SeoPPAsJ/hBz1BX4S34QVE4 998i+gQhL3PeMjgzPyha9AnKiPPxYqin4z4U4G1SsyT6BLmhjgv8YvN91gU4 7+b9M7+nGI3xnoIf1BL6GWfmBzkIfhDbHyv4QYvhb17RJ+gx8Dkq+EHIy3RZ 8IPagc9SR/CDrgj+C+PM+XAc8hPjzPyaeoIfxH15sB83df4RiMNoxAX3++A+ QRcwP/MpOF7Q140YZzl+tuAH8X3J+dle2MM4c3+W2knwg6aLPkEXMd9KKz7U AXiWF/wg7PN432dw3oL3Uq/Af2Gc+b3nRvBlRgt+UC/RJ0j25eE+bvxeEvto 4njeLvr+cH7Gvpm/30q835B9hThvcJ+gStDP+ZntWQJ7GGfuE9Rb8IO4L9JW q7+0A/i8s+JDOYDnDcEPwnMLrRD8oEaiDw6f13GfoAxYtzme8RzI/VcNzu5J 9Al6LvoEnRX8oEKIO/TNNPuCZvC/B+JZjl8m+gSBB01HgPNQYQ/jvCFx+8kH /max8qGoBfCJtvZRosfAc53gB9UHn2W46BM0AfyXEngPyzgXA1/moOgT9EXw g/h5sLng43A8o/+xeR/O5xvjE+f7mDoC7iMeEDRu9KuDwxwniPHMw+I+RPze /ihwbp5EnyC238/a54hwrkEn4C/jPBb4NBd9ghoAzxFWPOkp+gRVAD/oDc7r 7MAPGgx+0Dvwg64HW/sErQE/6NX/0ydoh5WPo+oKflARnNftEXyfVjivuyL4 QQXrzpnyNYuH40Exvi3O68pCP77rQwVFn6Btok/QW9ifUfQJsgM/aBb4Qe1w XodzOvIW/KCe+pyOz+0MP+gD+AUNRJ8gD/CAugl+0BjIe0GO72CTG3hAncED 4u9jj4a8k1VOX8EDKol+QDz+Q+JyeoL1+zl4QDw+Q20tj7PKqTH6AZ0ED4jH ox8PnbLKaQN4QCXQD4jH+0Ne3Crncfx3ZnwpyP2scjoBHlBH9APi8Ychb2aV E/yhvNo/873xsuj78xJ8Hyl/YZUTcKdR4Pvw+I6Jy6kN+D7jwPfh8Z0g97DK qSv4Pq8ED6gH5N8hN9cFdTMfRD8g5gGlAy+G60CYF3Nd8ICegHfTFLwbrp+R /Xe4rg/1lKo4eD3DRD8g1JOaej85nuvZZic+ntieZrDnH9EPqKfgAbG/qaz+ 8vfxTT8grtsBjsoR9ynj6Yt+QHlDrTwgiTOPb4p9dnr00+Hru0zwcbhuaj74 O1Hg73DdFPcDQn2xqQNEHwLuP8BySkIP8byHRD+gOPQD8s1p5QE1hP2ZrPbT JPBoUjjr+iv26xP4OKgTN9/NDhH8Ha5Pmyb4PlxHLfsBQU5SD9eDfUyCB5Tp meYBdbph5QHNSNx+uovnmcV4nmK/muL8FHX95notEvwdfr/xA+dT6ONheFtJ yCkJPdQs8T5EdBj9gA6JfkDXYf8S0Q+oHPrpXEF9HfuVOQkekCv4O2nB3+H7 fbbg+3Acego516e5CD2f4FcmzHvB2oeIpuL7j21EP6DfYX+I1X5qgfPDUXjO Zb/uir487Bfzd3aDv8N+hYPv8wl8H9QfqltCzv3UuR8QeDOK+Rd3Bf+In2+m 6v4rdPmclQfUFPa7We2n/Oink0/0A2Ie0J0keEDM32H+xd+iH5A7/GI5eE7G L6mH6xtnin5AXC/3Cv2ABot+QLCbCoh+QKNxbtxS9AMKFjwgzhvcx2dkEjyg eeD7MM+U5XOtcpJ6OG9cwry4D0ze6I1+QB/RD4j7lbD9TWA/X69Q1D+3Ev2A cN8SvndnvnOO+5w8sQ/nekvu+4M8YXglLP8GOX/Pi/XMhB7mlTAPKK/gAV1F P6A1oh/Qnzjnv49zd76PmHfzArwb3g/Eg6cTCJ4O5z3m+7iLvj8sHwM5961I Qg9VFTwjXqeeYp+W0rpPI+Rrum21n37T+Z3XK+MX826wHpo+MlgvyQc8Hd7P TBO8nqmi74+yyk3fH9bD+eFwEn1/TqPvz7oaVr5PStg/wWo/ZUbfnEZ438J+ XRK8G463LqJfD/u1SfT34T7kUs712J2gpy30cH64KObleOv+f4WdeXRXxRmG DUVAyiYHxWIVFQShsgQUiAYGiLJYLUsIVklwgUAs1QSEqJSAZTdCQKRABRNA QWMDyCaKgWENi1BkExKQnSAohk0sWKC2932nZ15/98A/Ocy5Z+7c7zd3Zu69 3zMPvD/lTvi8T6XI7bcXwMu08r05plaI96c3OB34IS25ifbgejqD6+E81S5y ue0j9fD3qoHz9vHPa8fB+3NSvD8/ov2PivenFrw/E+D9eQHHG/A+34D3yQRH Q57kW3A3/N5M3mcXOB2O89+DrzDgeshFhpTbOqhnB+rh+pm8T7HvG2L7TDV4 f8ahnQ2Fu+FzBDkd5mVw3C4b2e/jyuehnPn2Y4X34To2WnxDHB/o30H+u5tH 9oDTIUfF8Ur9PpxHDqC8B8rZT0LqwXum//M+bM888f7gvjDcn5b5Lxz/vxKu h/n2uyOXc/8XVw89MiHntVuE9+F4fgqcTgn6C9dFQzCvgc9wz2sZkcvtSamH /Wpz5PPa+Mj+HfMZ3mfBo+36+ev4HsHv2qnC+0g5839cPeShyBkN8n1Dto94 fzjOkNOBt4frWMf1VADXw/GzSuRyq/UwPskhvA/fe3dHvgfjMw3vDcFFuedu fvcZg+/p9OywnHkF5IinCTfE/kzeh3k17D/wRdnvwN3w/iJ3URPPwXy+I9ez FOt23u8sp9+Tzwus564Q789p/7yW3xdm4f0940NfT1u8/2R7+L0MeQWWfBa9 P8dQzvuL+0DRt872kDOaj/Py9+oSPLfYie/4PDJ9QKngcXjf5YjHh/28p/iA yElpOdbzzmdDrxDn5Qs4bz+cl3FbITwOx6X3hQPiOLAA3weR12FHoT0sL43y EWhPSD2OP2qC85Ij+054HN53mOc4X7n4PCq8D/1xWu64LdSD+dO152xkD5Fd hfGtCdbzXJ/MRT58vHguuiIfPlP8QVOQ3z5L8tsTkd8+0+cL7GTkt98p/qB+ yG/PFn/QRuT5TxH/xWTkga9K8fLA7TzxQbC8EfLAx4lXaBfywKeLV6gL8sB7 +nngdhzywN8Rr9BR+CDeEK/QTyFeoerI967t53vbEcj3fkq8Qo8g33ueeIUW It+7n3iFSiEPf5h4hR5EHvgSyQMvRh54geSB10Ve9+eS112IvO6uktf9FvLb u87yuarL8MI0l3zvDcj3PiT53vPAfcQIx1QMb9Ei8Rbl/btps8qDt9oW0b0f z+6SbjqUPfLbRbV+fp4F91HK5z5sxYKAY5ouHNMMcEwPFvgcUxY4pmXgmJgf OxAcU7R4ixjnT4RjWoX7q7x4iw4g/oiHqz8B991I8RY1A8d0CZ4OHv8MOKYK PsdnEpDP3xH5/Dw+FzzLW+Itehh5/geEY1oIzuWKeIuWgWO6DxyT47DAMZ0X b1Ed9Kt88RZNxHjyiXiLitDfEtDfeHx3jDM3pfveog7gmJKFY8oGx5Qq3iL2 z5biLcrBeHVCvEWbpd8ynukYxyaLtygX/bmFcEyHMb5libdoKfidccIxtUR/ jvK5PJOKfjja5+lsG/SHij7XZj/PCX73t8VPtB2/78U4j1Ozo/E7Hhdv0d7P TlZJaVVs2i64klh0+W1bNur47WWuFdvFaH+m8EczEP9ZwpPOBZf0jfiJ7gCX 1E24pPvAJY0Al8R8j9ngkmqDS+oNTuQGjIfpPndpUK95GlwS638NXFIsuCTW j3rNEOGSxmI+uip+IsxnJkX8RBUxH00TP1FjzEc54ifajPnoj+InWo75aKL4 iU5jPnpN/ES4b+1C8RO9HZN3amunXfbeHSX5dVKWGX7n3/lF0YSpPb+wzx+8 70ybzAUuDyrqgynTni273u7a9FjpDp/PNIiznYDx/8kZvueoMua7BPEcZWC+ 6y2eo0qY71aI5ygL892L4jlCPzNzhJ/thHHyrPiMjmM87CB8U3OMe/uEb+L4 1kA8R0sH7H51Q43dthvyDhi3jxOWd74tbYvtjvwl5if0T+jx+IKX1v/8/Bp8 X+uFuHG8qiI8b2twTx+Be2J/HgbuaevgyNzTfniRksArPQnu6R/gnsain/8L 3NN2rB/Z/28F9/QmuCfWs/dqwD0tAvf0I/IoHgP39MnGgHuqAO7pBXBP34F7 ihYvUqFwT9hf1QwHZ3QJeRTkksqDS6or3BP2TzUdhHuy4J7IN/P4meJFIldV CfXfI9zTmz6HxfwJU+R7newb4J5uBPf0BPIoMsA9xQv31BDc05X6Afc0G3kU NfC97IfGAafDfh4n3h+OS/Qi1RYvEt9PYf9dlx9Lzqi97yG6LveE/YCZh+nG Sz5/tu6SlH7ghnjHPdGLxH2wub/JUdTPfEK2p6N4kWZJ+5nvvRrX21C8SHiO /Xld5nuRburfI3r8sWRbOSt27om+BWY6PAV/BKezAJwO47wDPEVL3/tjbhEv EvdnphcpJ8SLhP2wnX9KuSfGOYRj+gX3xDhjv2zuK2+Y10nPB/LdXJzZnjTx IoV4neyt4kVinMO8SPGI58d+PO3L4HTW7gy+9zLOxeB6/i5eJOxvbpLwfoZx Jje0XLxIM8SLRE6kCbgk7rfD/Ng+wj2RE1Hu6eqtdc9ndI+J5fHcX4h5bg9I /dxvPAftiRYv0vMh3NOnuN5n/Ou1JYjPe4gP4zwY8Vzpx9N+OTPgdH4cG3A6 jPMgcD0rxIv0OvLIW/ieIBMnXiTsv2724nev6XNGBvnHphB8B/uzxfmQX2ze RZzJP/G+CvpzXOxKOT6b+YTiRWJ+7H7xIjHOYdzTCFxvS/EiDUF81ogXaQvi +YMfT9sLnM4E5Dswzm/i+9xu8SJVw3fw8b4nyHFP/F7A+7wMvhuVFy9SPfEW rQvxIpFf4Hs+t/8y/sXK8eTL6glXRZ6nrHBY9E/tDeGe1IvEfd2HIz4HhHuq h3iO9+Npt88LOJ39LwacjvNahniRngMH1AX8RapwT8INmYrCGXF8pReJXBK5 1GjhmBA3N75y3mWc6UUq8o8nf+K8SOzPzCf+wOew6I8hL+LirF4k5+tBfHjf sD9/hXjuQzzx3GqbgdPBXxdnepEG+t4f84ZwQIwzuaFB1/EiMc5thXvi+PyN cE8cn7cJ98R5UI8H72DjhHuidyMX7fkQ7aGngNxWf/EiZeF6x4sX6S+IT4Z4 kRjPB/x42qIg7vbr4HdwcaYXaXCIFynZ9wT9gntinNFvyM+59cY3wiUxzuQ7 7hfuCXnldjmOC+LcK1aPZ38+KfXTW8f2oF+7cQN+L+bRu/E5AdfbT7xI5FvS xItUiHgW+PHkuGw7Ic+X72d24PvHFPEiTcD3tTt9DshxT8XiRaqA7wH1kT/I vHpyT52R77QV8eP3l4HIW+sv3NNkvN8vVf2/642OsTw+HcfTP3VM6sfvaNme +9Ee9me2/3QI99TY90DZrxGftT4XZjMRz2HCPf0rmBdtQTBPuudxepFeFi8S 1hmW3CrHS3qR2oZ4kfYK91Qo3BN5SXqO1okXif2F67aV+8+k3pHXyXFP4LPt BOGeDqN+js+10Z7daA/HZ3JPLYV7gn/Rvi7cE9YZNl28SNWu9tlTNW6ZXfHx ynNd6q51zynrg3We/TM4Hfbnd/B97rB4kbCOJE/v4vxZiBcpWjxE7M/0IjUS L9JHwjHxefAR4Z5uqB6sn3PlePUikXuivxX7F9AvyvbYkPbb53C9S8WLBJ+o PSlepFWI5yuIp/vuAE6nBzgd9mc859h9Ptdj6CsEZ+r4stkhXiQ8d9mPfc7I eZHoLeL4zH5F3i5TvEi8/hsxbtwix2d54/P/uSeOz/Q0kXvaxv1G0H7sh2H5 PDgR11sd18s4Y58Ed5+yP+O52j7lx9NG4X3Z7cI9keuJ870/3N/E7W9K7umK cEN8HnwsMmdkisEl4T2H68/DwDFtw/fwiYjzTeCe4K23D2K9MVSOfxtxPiFc FceNx8XTxHHjhmN++/l7NsL1rvU9UPbFEC/SxeA9Ed8buTjPAfd0LHhvZy/j fd2d4J6eFu6p9KaAe+oK7mk6uKcL4IYqgxtqy/d14IzmgDO6jPd1TcEltQaX VBvv6xaCY9oEjukPeF+XL9zT94UFr+SnJMculuPJPbUQLxK5J7YH+yfZi8I9 VRDuqSq4J7y3s3xf94J4kegxXx/4y20DcE98X/cpeIoKwj3FgG+6S7inRij/ tXiR2oFvqi1epI3gmL4V/xHLvxf/0UzM07niP9oUudyehudoqPiPzqJ8mPiP MsAxnRP/Ect/EP/RWXiOhoj/6IyU83i0w9443Pcfod12tniOhqB8Osqf5XXB Z7RaPEeIl13hl9u7wDG1E89RLSl3XiRwTC3Fc3QLymP9ctsUHNOnwjc1Qnk+ ynl8OeQJbRDPEfaFN+Vu8T1Hz4H32Q7eh/lC5Im6gCdCfrjBvvYmUTxH8eCV GoBX4r7Ko8ArLQKvxLyUkOMtj1/iH888VNMV7WHeGtuThPYwT5Weo1/jepmv Rb5pF67XeUlwP9560PccGfBNNYVvugDP0UafI3PeU67/+fvSc7QInBHjPA5c 0sHreI4SEbc2wj09jfhoPcznV88R43Cx/Fcvde6/ySyZunzamPPb7KVgnLex 4IC+uI7PiP0nxENkRoFXSgKv9By9V1LOfey3oJ6TwjGF8FO2vYx7/L1i0H7k V7rfhT6jbtfxGXF//pzIHiJz/K++z4j7qxdLOTmm7MheJPuAcEy8rj+BY0oV julvaH+8cEwn4AN6E3mD7G9lhSfi7/Un8EfgP0xpXNco4ZV+z/tXyjviulgP fDKO974J5/0C5+X99VqQ/2eunfc5pkOR228r4n1g8xCf0VDxGZE/ygN/xPzh QvEZdSc/IuXxwjFJPfZr4adG4rpuB8c0TDim7+H9+Xa1zyuh3XYfuCG2H+fj +V1/Ow8uCdfh+ts5KWf7tZ4o8RbhOlz7N4BXqiG80mm0/7R4i5rhfW+V+pG9 RVXBDfG64LuyL4Mzwn7+pju4JHi0uP9/WLnVenhdG8VbxP72W/BKBcIroZ/Z qjt9P1E18EEVwAcx35I80d+xTi4lXNIxvOd4UrgklvN3YT3TfL7JkoeqhPMy /zMN65kD4m18Fu2/JH4ijGt2aoif6EyIn2i98Er0EA3xPUSuPAPlLr8d9WwQ XqkJznsO5+W8szg+elLWwo/c/uEXcisf3HehxLZF+0ej/RwHtiJPvrn4iRaH +InIGYH3teSFySWBG7Zcn2RIOT0mR8RPxOtaLLwS31sMAK/US3glzKP2QbSf 13UU30FuxncSjg/rwA0li5+os/BK/H6eKx6iNriuD4VXop+oq/BK5CM2yHk5 H/0GvNLOYp9XwvrGVhU/0WbwPuWEV7ob3NDz4IY4z6aAMzoCzohegzhwSVgn uutqLX4iQ65W6uF13SO8kvMGgleaA16J48M/0f7yvl/J3gxeCetBF4dG4JXm glciBwQPhTktfqI64hUin/Ut+JA4cElcJ5+OXG61HnLE6idyHk/wSkfET9RQ uCG2c2wIr0QPUZ7vIXLl/K5HnnGM8Eq8j3heeDBcO9PADZWIn4icEePK9hSJ n4jzY5FwTByH90aux/mJSoRX2hP0e1NDePkcfF+fK96iGOSTgLdw7dyF75fc Z/IltHOHlJPPjRGOiZzX7BBv0QqMM+SzeH/9BP6I/asM7q9kzCNLwSu1QntC yq3Wg3Wj8yWBR3HtScD71YE+T2QWiG+I9zv4HAs/j9v3QMu5rp4vHBPnU+5n 9SrOy3VOsnBMbE998Q1x3XgzeKWK4JXQf35RTk9QSD02BefFX9ce8kTx4i3C 9XC/JrcOhM/Jgvdy8WH5UJQzPloP2/Mazovfx62XkoRj4jiA39vWw3sF+k/J K4ELMa2FY7IoZ/9hPXVQD71Oyk9xHDCvJDY4vnC1rdKqzavFfXcwb9B5hWb4 XiHeJ+49J59DyTeBI7T0LGs57zvWY/x67Dw5r/P1gCcCZ+nmNXI7e4Rj4vXu Aa/0DNrD+O9FOcfP7BCOiT4jcJZuHcLvHRhf3bqI+3yBQ3XrhzzxGWE+/UU5 1w+sJ9Ovx3FMjXBejgMl4jPiOKkeIt53T4BXOoX+8ijao+Xw7doiqYftOSv8 FPsV1ivmmP9+xlaV502W4/98HnXlL4DL2HTtIc8DMgb58HN93sF2BKfQzucU 7IGAEzBGfEbdkNf9iPiMbkNedxnxGcUir/sJP6/bZiOvu4t4jtYsCfKrz9f0 vUVxyK++XbxFx4PrtM+ItygN+dXVxFuUe3eQP3+beItSkd9+h3idvnw4yKMe LXnUh6IC7mO08ETzkZf+Bz8v3Y4H7zML3qJm4ALeaj3p/QG/yzRHFrTbPXDS SNNpZ60fT10tsTHgIz682/cWgeexKcL79Abvk7M+4H2iUd4E+eTd/Hxycxs4 i3PpPu9zND/gfRJ9rsr0Qr8q9PuV+Qi8z1CftzJ1wPs8JLzPD42DPPY5fh67 uRl8x/IlPu8zAPntJS95+e1mJHifGOF9Nkb+vUwi+v884X3GIh/+aJTvLeoA TuQD4X0O43cfI96i1riP+grvMxK8z+GHPb7MXFkb8D57Bvm8z5ngOm0ZP3/e tANvcuGIz/u8D97nbGOPRzMdwPssEt5nJHifD3xOzdwL3idZeJ8E8D4n8j1+ zcwE7xMjvM8Y8DJNfV7G9EV/zvX7s6mKfjhYPG6/Qn/I9/uDbZod/O7NxVvU Cb9XjnA97RCHlX4cbC1cb1/xEI3CdbUWH1ypgWXOl3n3E1Ohc9G00Stn2OyD aUPz95fYTFxvE+GDqqH/txfvUnvwQRgPLMeBp8RbRK9QHPigCcIHpYIPKgs+ qA94Co5vRQd9PuhJ8EGXpgZ8EL4Dm0ngg+qBD+J36vLgg5oKH9QMfFCe8EH5 AY9h0gI+g14k2294+Z329EaT9PKME/dkfe7yV56edG3SP3euNnub/CPl0I5l Bu23vTAO3y+c0XbMR3HCGR0I7gfTQTijDMxHUcIZ1Q+4IJsdcEKunR0DLshu Dzgh1872lfZkrPnbfPtE7+UJ58quc+1MxLwWJ7zSxjLflfs0faPd2qP0xdiW 21399yb2fL3fX1bZ+e9mxC17aAPztezRa32rD9201A6Y3L/TjFfWuPpzMT/G CfeEeu3m4Dyu/rygXls3OI+rv39Q78/z5P/Ow9/R5mGe6in8VAtwTwen+9zT YszLdYV7ao55ubZwT4swL6cJ99QA8/JvhHuKxjw1Rbin3ITWWVN/t8W8+tPa AQWjtrnr3Va/97qll9eYdxoeqlMcu979Xr3G1iusUM+aflF92783aIWL56/A T+UIP9Uq8vxih2NewDzv8sSmgy97AHwZ2/Ml+LJOwpd1CvqNbRL0Ixf/9zBu n/LHbTsC4/Nc4YiTIo/DPM6MEN655nU8U5XFM3UOvNXX4K2eAieVBN7qM/BW 5GROgLfaI7zVfeCt3gNvxXr+AxGGuhQ= "], VertexTextureCoordinates->CompressedData[" 1:eJzt3X+I5ddZx/Ex1BQJiqIioRSRTiLFWJsmiBTboX8YnLYI+ofYSm3aIpra iYFI2/QP//EHlbTVToUoGoLRBiUGZJWJ7VoMl3YlbhKys8l2Nzdb7sxkJrM7 u7PjPwURXJu993Vmns/dcdO4a9LkDIHvvuc55zznc85zzvl+v/fJ3B/78G// 0q9fNTMzc+/3zsy8cP2rX3nw4U/fcOc7XW97yzv//Lr5A3P47zdPnJ+dHzR+ 05d/6KaHFw43fvxrP/6Ps/PLjf/oLV97bGF4rPHP3fPhjaWFYeOZCz+jxr/2 T098ZnZ+tfG//Oa9184vPtf42jd+7IGF4Ubjjx95+02Ls6caH/2D73lkaWGr 8Y1vP/7e4dLZxn+y/cCJ8+fPzaXOj0500ovpxfRiejG9mF5ML6YX04vpxfRi ejG9mN6Pxjw+NNFFL6YX04vpxfRiejG9mF5ML6YX04vpxfRieh+KOL1uooNe TC+mF9OL6cX0YnoxvZheTC+mF9OL6cX0Xhfr8IlJv+nF9GJ6Mb2YXkwvphfT i+nF9GJ6Mb2YXkzvE7HP3D3pJ72YXkwvphfTi+nF9GJ6Mb2YXkwvphfTi+m9 O/bRWyb9ohfTi+nF9GJ6Mb2YXkwvphfTi+nF9GJ6Mb23xDnxXZN+0IvpxfRi ejG9mF5ML6YX04vpxfRiejG9mF5M7wcnfunF9GJ6Mb2YXkwvphfTi+nF9GJ6 Mb2YXkzvB+Oc/8rED72YXkwvphfTi+nF9GJ6Mb2YXkwvphfTi+n9StzHvGHS Lr2YXkwvphfTi+nF9GJ6Mb2YXkwvphfTi+l9Q9yn3TVph15ML6YX04vpxfRi ejG9mF5ML6YX04vpxfTeFfehX5/UoxfTi+nF9GJ6Mb2YXkwvphfTi+nF9GJ6 Mb1fj/vsmyfl6MX0YnoxvZheTC+mF9OL6cX0YnoxvZheTO/N8RyxOPk9vZhe TC+mF9OL6cX0YnoxvZheTC+mF9OL6cVrX7r6sevn759bn1zpxzd86ptz84tP zSWvnP/kYw8vHJzbWP3C+xZnTzQ7Zv/r99x453DpZLNj9p96/2/csji70uyY /bPf99NHlxbWmh2znx687tbh0nqzY/Zb/3TuCwvD7WanH9OvPH23/eInrr19 eKjpwfqP9RfrH9YfrD/88c/O/x0/8L7rZ2aebP4x/5h/zD/mH/PPH//s/P/k 5Mo/5h/zj/nH/GP++eOfnf9TE7/8Y/4x/5h/zD/mnz/+2W8InRvhN6/8Y/4x /5h//tZiXfD/1km7/L81/GD+Mf+Yf8y/dvhn5/9zk3b4/1zowvxj/jH/mH/+ +Gfn/8ykHv9nYhwx/5h/zD/mnz/+2fl/9yeOnjl//vnmH/OP+cf8Y/4x//zx z87/3/3E/XfNzp9u/jH/mH/MP+Yf888f/+z8Xz264+r5xTPNP+Yf84/5x/xj /vnjn53/j0zK8f+RiFvMP+Yf84/5549/dudflk/O81M9/fc+Tv+x/mP9x/qP 9R/fGv10zfPL+zH+Mf+Yf8w/5j/fv/HX3iPH+eV9Ff+Yf8w/5h/zn+/D+OM/ zy/vj/jH/GP+Mf+Y/3w/xR//eX55n8M/5h/zj/nH/Of7Iv74z/PL+xX+Mf+Y f8w/5j/f3/DHf55f3nfwj5XD/GP+Mf/5PkU7/Of55f0D/1g9zD/mH/Of7zf4 4z/PL+8D+Mf8Y/4x/5j/fN/AH/95fnk+5x/zj/nH/GP+8/mfP/7z/PK8zD/m H/OP+cf85/M4f/zn+eX5lX/MP+Yf84/5z+dj/vjP88vzJP+Yf8w/5h/zn8+r eX7l853zij3PD8xuf2fH7PZfdsxuf2TH7PYvdsxuf2HH7NY/O2a3Ptkxu/XD jtnFNztmF3/smF18sGN288eOP/muO5eWFs7NfeDud53/54UHG//CzdfcOTPz SON/++5bHlicfbTxfb/1yMcWZ480/tWnPvCHw6WnG//IO/7rvtn5Zxovf/HP vrQw/Ebjn3/9X9w2XFpp/MWDt33z/Pm1xq+742d+b3Z+o/GHZl///fOLm40f Of70Xy4MTzd+42f/5s2Ls2fnjj95z41vnl9sevD19wwP3D5capz60n7NvX/7 mfnFrzZO/Wn//dvX/nW49HjjHJ+0//eP/vF/Li0cbZzjl/Yvf/qGH5yZOd44 xzftv/Mfj94wv/hs4xz/tF/70E1vml8cNc75SfvHP3TVPywMVxvn/KX96R8+ 8rOLs+uNc37T/rZ/v+/RpYXnG+f8p/3zv3v7Lw+XTjXO+Ej79tvesXb+/FZj 8aN82t/7/DV3zM5vNztmH06u7Jj9U5Pfs2P7d9b3e/Vzf1WfPfMPhvH79K+9 0eQ+2vso7xvx+yfryHpS3v238lh560t598vKY+WtL+Xd3yqPlbe+lHc/qjxW 3vpS3v2j8lh562sU7xFvi+co5a0v5d2fKY+Vt76Udz+lPFbe+lLe/Y/yWHnr S3n3K8pj5a0v5d1fKI+Vt76Udz+gPFbe+rpq8nvx5f0wnp+sK/Gmvv1ZffGm PlZfeSwetWf/1p541B5WX3ksXrVnf9eeeNUeVl95LJ61Z//XnnjWHlZfeSze ted80J541x5WX3lsPWjP+XFVvJe5Me4z1VceWy/ac75oz3rRHlZfeWw9ac/5 oz3rSXtYfeWx9aY955P2rDftYfWVx9aj9pxf2rMetYfVVx5br9pzvmnPetUe Vl95bD1rz/mnPetZe1h95bH1bn/wPGB/wPw5T/lj5w9rX3n1nXejeC80O9kH 0u75g91+we75g936Z/f8wW49s3v+YLc+2T1/sFtv7J4/2K0fds8f7NYDu+cP dvHN7vmDXbyye/5gF3/snj/YxRO75w928cHu+YPdfM7Ez+Ls/Lf+OzBXedD4 2W8N0lLLi2NfbvzwC+aWV6X8MPyMov5q4+tewJbXob2NxhfMLS9A+1uNb3+h ePtc2c/Ovjovfh00prfalxvTW8sP5+o4jqL+amN6a3sbjemt7W81prf62wne nceL69y9Vr2D0DsIvYPQOwi9g9A7CL2D0DsIvYPQOwi9g9A7HacXn8ddnXml F9Nbyw3n6joYRf3VxvTW9jYa01vb32pMb/W3M7ffOrx4nA6mdFX77rXO73LM 73LM73LM73LM73LM73LM73LM73LM73LM7/Q+c/F1OJiat9SF80pv3cdGUX+1 Mb21nY3G9Nb2txrTW/3tzO23j158nxlMxWXOW+qq5XevNZ6HEc/DiOdhxPMw 4nkY8TyMeB5GPE+fE3UfG8U6H8U6GE3Fac5j6swrvbieR6O5eh6Nmt7a/m4e Vz2PRk1v5d1zsK7f1Vi/q7F+V6fWYcZpzmPqzGtdv6uxfldj/a7G+l2N9bsa 63f6nKc3z4XcN3NfyXWXcZnzlrpwXunF9Nb2txrTW/3tzO13H1P3q91zL8+F 3DdzX8l1l3GZ85a6anu717pfbcR+tRH71UbsV9P3afTmuZ7nXp4LuW/mvpLr LuMy5y114bzSi+mt/naCd+9D6/68e9+S53qee3ku5L6Z+0quu4zLnLfUVdvf vdb9eSv25+n7bHrzvizvW/Jcz3Mvz4XcN3NfyXWXcZnzlrpwXund7zmC3sqD GKfDYV+OdXIsyg/3ORdy38x9JdddxmXOW+rambqO/d0/dR23c3Dib7sx+/j3 h5ods4/bf7LZMftY11PNjtnHuk40O2Yf6zrZ7LjWX4n6K6FvLfStRfvroWcz 9GzGuJ1udsx+/YUOnGl2zL5UxnG7cW3/wNQ4YfOT44TZc5xwrb8yNY7sOU64 tr8+NY4ZT3VcdyKutpveqn8QcXMo4uRQxMWhiINDMe+HWv9wXUfZ30HoPtz6 I771B+tPta801p9afr1xXfeHIl4Px/gst/646g/Wn2pfiThai/LroXNnan3z X+fx2FQ/8qo/9fcrEbdrUX49xnlnaj+p98X3t303xyH7kVf9qetkLcqtxzzv TO1f9b78/rbv5zzkOGQ/8lrHZyXGZyXOgZOxf40iflan4iDnIcch+5HXuv7X YnxWIn5WY197bioOMw5yHnIcsh95ret9LeJ3I+J+M+JuM+Z9M8Z9M3Rvht/N OL/WI343Yh8+Ffv/6djvT8f+frr1B1edp5tfXNf3Zpyfp2I9bbX+OM/0B+tP ta801p9afr1xPR9Ox3rainPmbOvPUun3icb6U+0rjfVnKeYF60+e53mfled5 7lPOtzp/B2L+DsT8HYj5OxDzdyD8ee5+qp1f1d8g/A3C3yD8DcLfIPaLw7Ff HI794nDsF4djvzgc6/ZwjNdy9H85+r8c/V+O/i9H/5fj3DgW+/ax2DePxb51 rLVfy69PnX/1OfZE4zo+wxifYYzPMMZnGPvTKPanUexPo9ifRrE/jWJ/GsX4 r8b4r8b4r8b4r8b4r8b4r8b9ynOt/fqcdzLsK43r/cpzrf08P+p7gBON6/xu xPxuxPxuxPxuxPm6Huf5qeYP1/P8VPOH67l6qrWLazxtRTxtRTxtRTxtRTxt RTxtxXl7trVfn5tPhn2lcT1vz7b26/P6dsyf/0/ykcbjdo+Efbf8uJ2lxuP2 vtp47O/xxuPr0WjveOPxfv5stDcKf6vR3vPh71Tj8efHZxp//kK8b0f9g9Gf J8O+1vjdF8ZjvfF4/Sw2HpbfTz9XzcSP39d2Hoz3Wweb3fyw1+f9xcl8PRp+ ngz7kX3OpcXJ+D0d7xNPNPv4+ky8jzrZ7OPt8BtRf6XZx+GyEvrWQt9z0f56 +N8IfZvNPr5sxvv9080+Hq/TzV6f/xfn3nPhH7vvn9w/sA9LXJxr81XXy6MR j09HvDzT2Hhh44PpqfF/unHt785U//S/xrdxPxfjuTMVz34vDut4HIj2H4z4 X4z2dt9bqY/Vz3r2F2x/qfH6ePg5GvF0vLH9pbY3Cn/Ow9374txXFyf7iHhV 3/5Q+/N89PdUY/sTzv2pjo/5P9S4nkPn4hw6F+fQuTi3z0ydC3W9bU/td9Zb 7d9uPNbniXNxrj0Y+g7GPrY0FS+1vYNxfi219mbiR3xV7vk01d7zaWr5nk9T 6/d8mtpez6fp+TRj7vk0Y72Vez5Nz6ep50LPp6n7Zu4rue4yLnPeUhfOK724 59OM9e53n01vz6fZO049n+bVmk+Tn3dWfT2/JscN1/Z7fg3u+TW1H3nt+TV1 HnIcen5NjcOMg8udX5Of/9V4vvL5NnW+er5Nz7fZO38936bn2+wdn55vo/1X Sr5Nz6/Ze95O59eM7dP5AOP53/38fxxvu/k0F8z/y+f93+n5NmP9i9H+oWh/ Lfq7/+fNM+VnOn9hWOr1fJy6T73683HMT12PRyJ+d/NzjBc2Pvil5du89vJn 8JXOh6nva6bz9zI/Zr98mLofnmnj2fNVxj/O5dp+z1ep/nq+Ss5b6qrPPz1f xbXnq4z19nyVvfV7vkptr+er1PZ7vkrPV7n4fRq9ea7nuZfnQu6bua/kusu4 zHlLXTiv9OKerzLWu999Nr09X2XvOPV8lZ6vMuY6jj1fpeerjPuDe75K7Ude e75KnYcch56vUuMw46Dnq+w9D3q+Sj13er5Kz1fZ2/+er9LzVfbOb89Xebny VcbX/HsWu5+Xj+Nho7HPw/Hlzk+5VD5K/n2C8fXy5afUc3T68+U6T9N//2Cm /PT8lNd6for5qOvrxf+9GONR27t0/pi4yv7ob22v56vU9l96vkp9P/Pt//2W ek58u/lxPX8FO6dr+z1/pfrr+Ss5b6mrPg/1/BXXnr8y1tvzV/bW7/krtb2e v1Lb7/krPX/l4vdp9Oa5nudengu5b+a+kusu4zLnLXXhvNKLe/7KWO9+99n0 9vyVvePU81derfkrVU/PV8lxqu81er6K/uCer1L7kdeer1LnIceh56vUOMw4 uNz5KjV++/cX9fyUcX+w/vT8lDH3/JS99xM9P6WO/6s/P6Wer/37i+p5+3/9 /qLdz9cvVHsJn5/jK53v8nL/PZb6fDb9eXWNg0t/P1K9f7n094XMlJ+eL/Na z5cxXzX+9v/7LcYP1/G6dP4L/TUeX3v5MNeVdfnK+f4j663uj5f+/iN68hyp 8T/9fUf1XOv5NNh9RG2/59NUfz2fJuctddXnt55P49rzacZ6ez7N3vo9n6a2 1/Npavs9n6bn01z8Po3ePNfz3MtzIffN3Fdy3WVc5rylLpxXenHPpxnr3e8+ m96eT7N3nF67+TR43N4rP3+mttf/3kuOE2bPccO1/VdP/kzVeeXzZern5z1f 5jstX6bGdc+PqfvUlc+Hqeul//2Wnh8z7s9SxEUt3/Njavn/v/wY4+a86/ky e8er58to/8Xmy4invK+5UvkzPV9m73m8f76M/aTu78Ow7+aXjOdxN59mbN// 71Fc7nyX8fXy5bdkfk6dx+n8lsy3mSk/PT+l56eM56vGz4v/fiH9rfE2nW8m jtK//lX/j0a8vvz5KzWf5GDsW9rdbvGt/kvNd+Ev99Eaz9stntW3H9V8kZNT +7D6++XTVP8rU/u2+tZDHa8r//1J+lffv5ydq/vJ9tR+aT+p++n09yu92Pyh i++vLz5fsL5PunL5Of8DlWteRA== "]], Axes->True, Boxed->False, DisplayFunction:>Identity, Method->{}, PlotRange->{{-2.5, 2.5}, {-2.5, 2.5}, {-2.5, 2.5}}, PlotRangePadding->{Automatic, Automatic, Automatic}]], "Output", CellChangeTimes->{3.571418312359161*^9}] }, Open ]] }, PrintingStyleEnvironment->"Printout", WindowSize->{801, 763}, WindowMargins->{{166, Automatic}, {Automatic, 0}}, PrintingCopies->1, PrintingPageRange->{Automatic, Automatic}, PrintingOptions->{"PrintCellBrackets"->False, "PrintMultipleHorizontalPages"->False, "PrintRegistrationMarks"->False, "PrintingMargins"->{{34, 14.125}, {56.6875, 56.6875}}}, PrivateNotebookOptions->{"VersionedStylesheet"->{"Default.nb"[8.] -> False}}, FrontEndVersion->"9.0 for Microsoft Windows (64-bit) (January 25, 2013)", StyleDefinitions->"Default.nb" ] (* End of Notebook Content *) (* Internal cache information *) (*CellTagsOutline CellTagsIndex->{} *) (*CellTagsIndex CellTagsIndex->{} *) (*NotebookFileOutline Notebook[{ Cell[CellGroupData[{ Cell[579, 22, 1885, 62, 1017, "Input"], Cell[2467, 86, 615, 14, 52, "Output"], Cell[3085, 102, 106, 2, 31, "Output"], Cell[3194, 106, 89, 1, 31, "Output"], Cell[3286, 109, 89, 1, 31, "Output"], Cell[3378, 112, 91, 1, 31, "Output"], Cell[3472, 115, 90, 1, 31, "Output"], Cell[3565, 118, 90, 1, 31, "Output"], Cell[3658, 121, 90, 1, 31, "Output"], Cell[3751, 124, 88, 1, 31, "Output"] }, Open ]], Cell[CellGroupData[{ Cell[3876, 130, 934, 27, 52, "Input"], Cell[4813, 159, 134052, 2212, 446, "Output"] }, Open ]] } ] *) (* End of internal cache information *)