(* Content-type: application/mathematica *) (*** Wolfram Notebook File ***) (* http://www.wolfram.com/nb *) (* CreatedBy='Mathematica 6.0' *) (*CacheID: 234*) (* Internal cache information: NotebookFileLineBreakTest NotebookFileLineBreakTest NotebookDataPosition[ 145, 7] NotebookDataLength[ 262310, 4459] NotebookOptionsPosition[ 261777, 4437] NotebookOutlinePosition[ 262111, 4452] CellTagsIndexPosition[ 262068, 4449] WindowFrame->Normal ContainsDynamic->False*) (* Beginning of Notebook Content *) Notebook[{ Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"ContourPlot", "[", " ", RowBox[{ RowBox[{"Im", "[", " ", RowBox[{"I", " ", RowBox[{"(", RowBox[{ RowBox[{"(", RowBox[{"tx", " ", "+", " ", RowBox[{"I", " ", "ty"}]}], ")"}], " ", "+", " ", RowBox[{ RowBox[{ RowBox[{"(", RowBox[{"tx", " ", "+", " ", RowBox[{"I", " ", "ty"}]}], ")"}], "^", "3"}], " ", "/", "3"}]}], ")"}]}], "]"}], ",", " ", RowBox[{"{", RowBox[{"tx", ",", " ", RowBox[{"-", "4"}], ",", " ", "4"}], "}"}], ",", RowBox[{"{", " ", RowBox[{"ty", ",", " ", RowBox[{"-", "4"}], ",", " ", "4"}], "}"}]}], "]"}]], "Input", CellChangeTimes->{{3.401461367558992*^9, 3.4014614401317167`*^9}}], Cell[BoxData[ GraphicsBox[GraphicsComplexBox[CompressedData[" 1:eJyNvQmYj9Ub///B7HtCiUiWaNW+TZ5DiOxbpR3JUiQKKSKyZl+ypG+JZK0s iSbPoWwRY5etLAlZxjaYGfzmO+e8zuf33POb//fvcl2f6z3nPGe9t3Of+5xT rvVbTdsWDoVCLYqGQv/9Nf9SNL97f+i054dO8Q7/+F+4J8rhcRXqjqlQt7DD f+blz/bBE/LSzzo8OQ8fdNj8pqeBh5p0DzzCfO/wTlO+w6NM/Qq8yLTP4V2m /Q7bX4ldP+Uv/QXTXzD9BdNfMP0NjmN6Gpj+gukvmP6C6S+Y/oLpr5g3ifP1 Cyx/6S+Y/oLpL5j+BukkPQ1Mf8H0F0x/wfQXTH/B9FfQpcT55k32Cyx/6S+Y /oLpb5AP0tPA9BdMf8H0F0x/wfQXTH8F30mcjy7lvMl+geUv/QXT3yCfp6eB 6S+Y/oLpL5j+gukvmP4KuSJxPr6TdCnnTfYLLH/pb1COpaeB6S+Y/oLpL5j+ gukvmP4KuSlxPrki+U7SpZw32S+w/KW/YPoLpr9g+gumv2D6C6a/Qi9InE9u Srki+U7SpZw32S+w/A3qo/S0oD5KTwvqo/S0oD5KTwvqo/S0oD5yek/ifHpB yk0pVyTfSbqU8yb7BZa/9BdMf8H0F0x/wfRX6HWJ8+k9qRek3JRyRfKdpEs5 b7JfYPlLf8H0F0x/wfRX2C0S59PrUu9JvSDlppQrku8kXcp5k/0Cy1/6C6a/ YPor7DKJ89ktUq9LvSf1gpSbUq5IvpN0KedN9gssf+kvmP4Ku1PifHaZtFuk Xpd6T+oFKTelXJF8J+lSzpvsF1j+0l9hV0ucz+6Udpm0W6Rel3pP6gUpN6Vc kXwn6VLOm+wXWP7S34LWEdLOlnaotNOkHSP1vNSDQi/kk6NSzkg+lHQq51H2 U/5W+u/nYyJ05/9+9kOitmtEh5fllZfpgw/llfevw9Py6t/i8EcGe7K8p/9b TYVYVx6Y8sCUB6Y8MOXRbsoDUx6Y8sCUJ7+nXL4H8z2Y78ELzPcO51zL++fw raYeBaY+fqkPTH1g6gNvNfkdpn4w9cvy+aV8MOWDKR9M+fJ7fvm+oL/LX9kP WS/fg/kOLH/lPMhxkf2gfDDlgykXLH+hGznPctzB1AemPjD1galHfg8d8T2Y 78F8D6YcMOXVNvzkygNTHpjywJQHprw3Db+78sCUB6Y8MOWBaScYOcKvlVsO IxekvEJuM/9g2gumvWDaR3m0D0z7wIyDxLRT9gNMOnJYth89Q/vBtB9M+8GM N+NCf8D0B0x/wLQfTHulvEbv0R4w9Ut5S3pBfASmPWDaA6Y9YPSplN/oYdoH lnKD9sl1BunoWzD6Fkz7wLTv/68e/V968X/pOalX5DhIPcB4yb/LdbPUR3Kd KfWTXJeRzviBmV8w4yfHR9oBUo9LvSz1ptRzYPon/y7XzaTTHzD0WpBeoX8y v0wvyG5CLhRkB0m+knQs50Xqealn6V9BelfqSanHpF6SekHqGfijIL1B/2V/ Jd+CoTvZf+kPkXYI6ZQDlnaA1NNS70q9iTwvSA9KOSnlEv0B0/5g+elpBc0j 9YLJB6Z/YGl3SDtC2gFSj0s9w3yBpdynv2D6C6a/YPor+Uz6OySdkk7/wVKv S72IHgXTfjDtl3IATPsl30t/heQj0mkvWNodUm9LvSnXHVLu0l4w7ZVyiXUk 7QPTPjDjDpZ2kLQrpF6XelTqBdor5QrrWtoHpn1g2geWdpi0c4Sdmc+Ok3YI 35Nf2gH0B0w/wAX9SruQdoj6tKRrSTdyXuQ4IAcol/LAlAemPDDlgaFvxony wZQPpnww5YMpH0z5jDP5weSX9hdyhnaCKRfMd2DmT/ol+Tv1S/sFvqI+cEF2 q7TLwNJuY/yk/SH9pAXJJcn3QfpKTwvSV3oa7QXTXmknSrsKzHxJ+0LKdTDt BdNecHB9FfabSXtCtl/SjdQbUi6DqR9M/WDqk99D93wP5nsw38v9ENrFupRy oUMw6dTD92D0Fxj9BaY8MOXRTsoDUx6Y8sCUB6Y8+kl5YMoDU56Ul0IeK/k9 dMj3km9lulz3SD6Tfin5d7mPJu0saXcUZIeRDoZ/wcvzfo/4XfP6e8UHV86b r/P+grz8Kx1en1feHk+m8x34Uh75nPbIDya9Zt64X3bpEj+Vhwsp8Ft57YvU /xrs1zPpmnRwfVOOa29E3nxmOMz35KM9YNLJ39Wke6RTH5h08jMO1Msvf6d8 /k79YNLdvNjySad+8HyTz80jv/yd8hh/yiOd8sCkk59f0vnl75R/i+m/m18w 6cwv5ZNO/WDSyU99pFMvmHyyPuiH7zsa+nbpbxh6UtCNm2/LB5JuwMw74/y/ 2km9YNpFviV53yVpfo2cTFBg09wkhwuyW5Ef5JN8y7hKukIfIz+oj/SKpj35 2gGWv9LuQS7KOBLSac++vAKK5LML6IdMd355m868Ya/LuAy3DrX5mQeph6FH 6AN6Qf4wLrSH8qAj0iWmff9r3fq/1u1yHqEr6FP6lbBb6Cf9gV5pv5Qj0Cfl ST+bxE6v2PKge9orMeMv7TC+/8OMr6NDMO0ES70m7SKrz7WkW/7OuEg+kHYS mPGGHqTfBXlAOuMIvfA99OHkrqUP6JZ5k3qDfki5LjHjSP/gCyn3Ke9/6RnS GT/SaR/zC70wH8gf5kuua/iedL4nne+v5PUr2sk55B7fk05/sOMKonOph0in f2DKkfIP+kFeg8kv81EefMz8FmRnwRfSrgKTLtfF1C/lt7Bv88lv0qkfepXz DH1Dv05vW/qF/tCTjLfUo1JuUS75oCfKkXoTeoH/WGeCWRdQz9i88Yhz/FYo r94Y134w6UF9k5KP34L+/pR8/CP8zUryE/2hf+gb0sHwA+sRsIwzCe5vJrh5 FfTp1kuMF/QBvQp6ceMBvUk/sLTbqAd6le0Gw8e0k/GV8wiGvqHDkWY+XTmU Szr9LsjOlPuyYPpPftJpD+mMC3qQ76Wdi/4Ao0foF3pDxrMw/tgBMp12Bf0j KTroH0nJt+8j9hF00D+SooP+kTCWcdHSLyn9nDJOPOjnScnn5yzIj0D+/9Vv 6deVccnwFXQMlvvewfEKx8UJfnf0KvfJpV+bcSnITyn9yI5/LJZ+Vzkv0g9L OuNIPdIekv5xGf8m4zGk35N2inlQgv7kvlu+fSzaJ/d9SKffMp6DdPpNOnoI PpVxHPKX+QCjf9AHyCew/E7+kh/9IePKkOu0k/r4Rb+ApZ+f75GvtEvqacqh /4wr7UJOMU7oIznvpFMv34GhK375Hkw7kNcyn/yVfjk5D/QPTHvA9ANMvWDs FvQd+heMXMBeIF2u/8DoAenvQc/IX76T6yHGk3zYs+RDn9Eu2sv4gBkPMOMB pjzmVdrNjJf0N8jyaAftD8rvBCXHK+gXTsg3D9A75Uq/hYy7kOsSuU9POnYi 88h4yXU9/ER5yDHGSc67nDcw40n5YPgTfQRfoGekf07uv8t0aYe5dZ/lc+iI +QTDB9Juk3YKchmMHGa+GFcw/WReqZd5ADO/tAP5CEYuSjohnXkEU68sj3ZB N9AT88e4Mw5g6J3yoCu+xw5lvH/Ky7jea5D33Rm/aV76Aq97Xj0nHX7dYJe/ lsnvxhf9AUZfgGWciJQ3Mo5I0gtyl3ZRP/IUuQu9S/tYxkEKe86lYw+BkQtg 5BN8CJbnSQuKG6c+0vkOTH1gypP7tfL8n4z7lljuG4HRp9Al4y7PIUg7Se7b y/g3uQ6EPqFr5IncZ5d+e37l+ShpX8rzNjKOBz5Bf4BlHLC007DPpB0p7biC 4nSRO2DKA1OesG/zxfnK8yrwOX8HU57cF5RxuPLcJH+Hn+Aj6ie/lHMyTgk5 ibyRcbrwTdAPFLa7KZ90GZdMu9B3Mq6X8qUfETqA7uS5Ebl/wPcyzvV/xX3I OA0ZhyHpSsadyLgRGeeB/cI4y3WppCMp59Af8CH8D2bcg/6/9DTaiTxmHtBv 6EXy0w/yMy+MB/PG984usXQl/c/Qk4wzK8jPBqY90I+zFyxdkI6+IF3uyyLn kXvQD/XIdkp5I+Ug/Eh9zCfpbj1o06FLGVeB/U46dg1Y+sXAcj6ZP7nOlnYS /ZD7fXKfTdqdcj8CepBxFdRHe6gPLOMmsJ9Il3aaXHfQPrCMa2S+oD/oCSzj SGgv6bQXLONEaC/ptFfmxw4oyC4FM85Beg/70SRfM+7S/pL7b9Iug66ln5v6 WS8gp4Lx3AluvS/jEkmH36AXeY4T+cx4IJ+ZT/iAfKRLPxJ8A4YO4Fe5D4Y8 kutS6ITvoRPGV64zJV3I/fuC1mFyXSvpXNIR3zOujIvcl5d8K9MZJ8pnnPl7 0G5JKNBvT7uoh+/ApCOPpB8DLO0U6I165LjRb9or/eHMD5jxZ/7A8C0YfQmG XqRfDIyeAst+Uz+Y+sHUD6Z+MPUXJPf4nnnhezDfg+U8Sz8f/ZH7ovBHdh5e 79ZnX+eVt8OtF5lXeZ4G+dU07+8LvCJ5f7/k0qmPdNOOcw6/ndfOC25/kfIb 55V7zGd9C92QHpNX/l8ufbVpr8PILfLTP9KhK9Lpr6wPOUr5jAf9g17pjzLt dvvdfM/f5ffIL77vYMbDpTM/pJvyshzOzuObi65cIx/POT8K5Rt6TdZ52eqG 4xHgyz0mXZGO/EavwJ9y3xv+lvuY1DfalKcoHwzfM870Fzqnf4YPCjts7NBw 3C5ymHRjN4fjeOED0g095jj8U175V/Pte9M++kd+6BK/CvTC9+gX8i805bv5 RH6Rbvg1jA3/h5w9CZ+SfjVv3Iso5t2Mc7Rb5yD3oRMjJ6LcvMM3zD/6Gj5m XrGXwdY+cfSBvcJ8Ug70BB1IOwe64u/S/kTOIAehD+QamPzMD+2gf7QPuwJ9 hH0Bpp20G7lg1kGJGrkAH5OPcmg/WN4TQj30W9rxBcVFw7foBeoHUz6Y8sHo a7Dc9+V76IXvwXwPpp1y3w7+ozzp72Z+4H/mJ7jfH74/iPHne+iK7zPyxvnP fOdi0KNy34dxg17kOVgwcoJxR1+C0RNg7AL4nfLlvhDp8hwK/SNdrmOgd3nf C+sM6oE/wfL+FMoJ2tUJDks6kX4j8iMPyM88ky73WaRfK7gPl5DPDkW+SHlA O7YY+ef0L3QAZj0ofxk35K6052iHiLtx+WgH+kDGrUl/ifRXyF/pP5DnKKX9 L8/VI3+hR/gauUm/wPK+ALm+Jx3+Qu4xn/RP8jUYuoU+ZHwT32PXGP0c3jek XYy/jAOT57/lL+2UcfjwM5j9B/S1PHcC38k4sOA5w4R853EYR9JZH8OXzCvl wafkl+tV6WehndQjzydSD+nQM/aJSY9Xct8dvgCTHvTLn7M4Nt+5GFevbTeY eWF+5f2GzDfyBjqFTqT+Rz9QvjyvJOMWkDMF+bWDfh3W/4lOnslzis5etf2E HphP5gH5wjgit8HQnVz/mHZm+Xfmte+wo0/kHRh5B0aPIv8or7Qpx/3KdOaV 8WS8Se+S16+wPU27wIavc1x5hh4Lu3GinawDDT2G1/XQhYxro53MC+NixjF8 nxjzI+kkeP437L+Q51mhQ+iP+qWdJO1Y2W6wjH9l/YA8ZfxIpzzSmSfoKbjv lePmS/K9jIsJ+mUTxHnqBAUfQ++y35Qjz5tI+UQ7qY/1CRi6Qn4XJCfIL/Wv 9CvSPnnOjfbJX/LxPesFeS6NfsnzX9K/JuP1KB+7mHrZrwFDj1IuyXMEcj+T 9sh9O/QK9AWmfz/l/a73kAsy7gdMP9DHrB/lvEq7FHpkPSnjsJH78nwU8hkc vKcyy9E38yztZTB2A/oMOpL2ppw/xpH65f25kr7lvYroX+R7sD0R+dZR0p9M Ohg+ht7B1C/Tpd+dcZJ0LPUi9Mw4SbtE+vGlHck6EXoGB/eHC2v8d9hX6DfG Qe7/ST1c0Lka/i75hvHAnwY9QGeMM3QGhs6gI+d3t+Pu7HKLGWf4DRy8tyrO +T/gP+Q9/UROyzhK9CP6jXGH38HoL/oBXcMfUo7LdTvjLuPA8GsgL5hP2sX3 Mn5J3kPH35EnyAf0DfMDPUMX8A8Yeqa90LW0m+V9s+hh6BOMfLJ61613wMHz BeHzM4wj8oH+Be+1jXLlMj6Ma9AfmJIv/k3ec0n/KA+6lHEWwXNrKQp7CX6j fLm/F9z3y3H0ZspJsPKH/YrCDtMOGcca3N8o7NaN0A3yAP7E3oAexhh+sXI9 1vkTKQc5hDyR59hlvJuMzyQd+QZm3OV+BOXSTvz8YPgaDN8YuRnj1lmUJ+Mn mSfaI+1x+Ihxo1zGC/mC/JJxK1JeBe+Bz3LzQX3oabC8Jwl7AD83/UYeyfty oTPmkXkX9KsF/Tp+Q66BpR+G/gX5N+wvlPyDHmG+g/EbKfn25V09QfmghHxw fjj4gPEHI3cKipPm7/zKv6OHZVy4jMuW/CjtINLhL+iHdR37MtAH8izIJ+ec nGP/gn0Kvod+kLvg4PsNyRr5BH9TPvmZJzDjTHuQR7SfcrB34CfosKA4KeZf rvtkPLiMYwJDB8gP6J31Lt9jdyAXgvt9KToYl5/j9vuYP3mOAHomHXqWflXa J/fl5XkUadfwd/gd/5+MywXzPfJCnluR8YDS74hcJL+7l9bwn5OX2CtgypP3 5aHfkIuMH5jxwt4Ay3MxyEEw4yLHU66vZTyfxLSb9R2YdOlPlnHH0o6T93/I +wHlepLykQPML3Qn47lkvBYYvpN2L5j20V7kBnKE8mW8lMTwI/TG/LJPy74n djz7peSXfh/mCzlC/9FryB3Kxz4K3t8f5b6jHPahJWackItg7C/0MfpU+gNl PIW830XGJ8h4BxnfIPNL+0PeryLTZXyC3N9iXAzdJls5FD6XAf/zvdzfl/v3 cr+efoPl/rrcT0deIg9pj9znRX7jf0Nem/wJzj5lPJg/+Ab6x4/BPCPXsaPg A9YrYOgY/yj2npSz0Cn6Ggy/QO/QIenMj+RPuQ/Ad8wL/cD+Zjzq5H2XbPV/ olsn0k/oBL409bAeDMcPQ99mnXzC7tOc8Rk3+IN+IOfAwXtAs9w+PeMIHzOe 0u/OvNI/1qfIc8adcaN86CVoF8bp3WY8HB/wHf2kP6a9nHsI+9uQj9A98ibo H4pTft7vKevf5J60c5auwvtt8rycPGcp34mT9pD0M8j3yEiX5+ZYdwT3kQs5 +qM8+gWW739Je41xgZ7lOSzqlfd0yXt0sNfB1B+Mj4rPd2+KPAdJOt8jb+S5 RugzuN5OcfYc8yH3v/me8aWfct8weL46HL8p4/wYH+SoPD+B3wy+R97Rf7l/ LvcN5bkWcFC+hM/NyHMvYMqX52qC90wUcnFkyFHkkLtXzdhBTs6BkbfBfegI 4W8O2y3B9wUSnJ8CPocPgufSYpycoF74UZ5rln5X5Bvl4wcgno3ykVvIOfrP d/gv5DkBd87d2gnY0cy31Esu/tv2g/aRjj4EUx/0zTjI/abgfly439iv0DF8 ELTjYtx6lvaRzt8pLyjXw/VsMXaC0y+GD8LvrSGv0Uf0Dxw8n5bl6In1E+OJ 3QPGLyL1iYy/k/FyjKs8NwCW5wxJh//ledRgHDlxhuH8ct9Q7ivKey5lutzH k/dgku7u2bLyHSzv8ZT3KtBO+i39nXJ/jvUm+gBMurznEfuC/KQjp+Q9bXJf Rt77I+8hDp5Pi3D7asH1RfieY+mvYlyD92GH9ZI8dx3cFwspGQ/CvEg/NXQu 9QrjLM+5Mn70m3kGw1fIMXlul3yUA12B5blb/s4v9YHlOWDKZxwpH0z7sBMZ d/QS9Mm8kw4mXZ4HCN6vHePWzdjNYOk3QZ6g75BD5Meuxb7CLkXfs64hH/IH zHwH39E7536Ra2Dai9yCjrBfwfjpaJdc31I/eino5yvs1jnMM/Ya9bNfBb9Q LvY/6WD8c+zLIY/Zr5HrXYnhV7CLF7XtJz92CuOK3c74QWfyvCjzSXuDfprw fgl8TDrjym9wX/ucOz8h/T4/5aWvd/IG+SXvJUH+yLgoGfeJ/JVxou68r7CD 5Hksec876fCRtAvB2Jnwn/xFXoMpT/pPg/fJJOSzO8DUJ8sJrr+j8vlfFxg6 cfS6xdCRk4P4HeBzsFwHoS/wq0u5Bkb+wUfwsfSLcI6AekW600PUR35w0A8a 9osGz3fG54uzA1NfcH0VoYJxJ3Fu3579Ruwu2oH+hJ6YV/gGPsTOkfZh0A5M EXGzyVr6QViHgFnfST8q82v4NtLJezD5g+9HxDi/UzAuJ9bJVfoj97mQT/K9 InkeCHrA/kf+/r/vrQr/0t8gTnH7gtAR5YGD45cizkkku7g/MPRPO+Q6K3i/ Vfh+f+wTuZ/COMHP4OB5wkQhX8LrAtoHPdEf6A3s1kdGvjocPE8b4+JWsGvl upR8wXOz8U7/0w7ysQ4EYxcit0hnfKXdELRPwv4s1pXoD/gyuD4MOT8HfAFG foBZ51A/5SM35TjKfXnSmVf4gnSw3AeQ8QdBf3Vsvn0xSe/SfwWW+xzB+3zk u8HJ+excaSfJcyFBORftsLyvRp7PAZOO3YF+gD7gI+gQDB/Bv6zzkb/oFfiF eSro3iXkEeXJe/7ot7x3DLoInocp5Pzcwftqw/fkynPP8l1b+kP7KYdysZ8o B78Z5QTvN4nW2JW0H33v4nUtRk+g/ykveL452u0nB++VznJ2J+OKXKLdtFfu gwfleaSzJ+E/sDy3Le8hwJ6U3yO35Ll+eS8Lck/KE9LluSf4SurnYFxnsuNX MP2lPHnun3TK53t5LkjuA6O36T/zLf2+wX3imHz5ZZx00N8Sjvsp6Fx5MC42 1uUvKO46+I5WjIIO6DfzSD9kXACYfkAHBZ1TAjPPzDt8J+81D+5LRDu/FBi/ 6f/3PSYRbpyxU6F/ec8H+RkH5hW5LO8lCd6/FB536DFo9yY7ewIs72OQ9xQG /aGRWp43gT/A5EevU5/8lX4l5GwwTiXL2RPg//e9RmF/JfIOzDoa+gm+D5Xo 1uuUC2YcsAtoN/KPfoLxMzBf1Be8Lyu8b4teBfN9cP2cLfaRspy9A5bngWg3 +ox2g+U9bcF3YXKc3QNmvfxTXv717v4+sLt3IS/fastHGS5d3u/n7oGz+Q0d ZDh9Gzw3E+PsKuQ9dgx/Z/0AlvfKoOfwn+HHCJ4XDd/7UtA5GuQEdMX8Bt9J SHT6EXoCM1/kE/aBOO+Q7PwMpAfP0yeL89jJjo5kvAXjhl4PrnfS08CkB+Pr o9z5cuz84P5UyK2jmQfawXhDd+IeIWe/k858gIW96uSLjINjnJE3wfHNcVj6 NeEr9A/pMk4GjH2UbejY7Vdi56B3KJfxl/dqgpua8XZyA4yc5Xt5vxeY/LQL jPxBvgbXH1fyxSNAz/AfeEpe+k8e8Q/oedrl7gWwmH5AR2DGi++7mvxOv4Ll OICRG/IcqYsvtliOA5jvi+bhaU7eSL+RvAeBdDlOYOiL8Q3G3aen/ZVX7iYn D6mfuBLSaQ98Bx+Rz8xbmL5k3Bn0TPvlvfLwCesj+BD5hhxCTrO+ALM+Qj4G 9x/iHZ9THnzL9/SH7+X5TrmPHRz/6Hz2nLyXFQz/ov+hc+hP3jPCeDDP1OPk q6VreQ8EGDpDrwf5N+xXDcaPp6eByU8/wfjZmDfHN4F5jHLyzfGJlX9g5kHe u818IsfleSjqAQfvdy3k7A7sYDD9Zb1If8H0D30IRr/gB0BOgYPvloacHVjQ vfDof/oFvUGnQT11pcB1Pesv5Aj9k/cpgukP610w+hD7Ab2C/wkM/0r6kfdf gikfOxLMOoB2Q+/wK/QKDsbJsH+eIMqPyhdHJP2U9If2IFfB6K3g/TNRLh29 BZZxh4wrmHT0pbzXjPzwg7Sz/9e9ZzKuX/q5GVfkD3QF3SGf5Tll7BzsuWD8 XVa++ELogPnA3kTesY/KeFMOGDuAdpMOHcl7MYPvGMe6/QR5jw/zxDxKugvG TYffZQje1xS+N4H+Ma9g1gHIZeYleB43Nt+9QMxzMK460mHaI+9xAFM/fAJm XoJxjOH1M/OCPQW/0E74O+gvCfuHgvdNJOaLF8R/wTwEz51GO3oAy3NuyOOg f71QPr6UcTDBuJkIZxcH+baww8iZgvjKNCMcD0U90OcWM95uv5j5ARfNS5/m EW8KNuN33u0vy/3m4Ps3x118b3Ted0cdZtzgazD6xfDhcQ/77GIenfzjsI03 t3I77BdCXsh33pgv7Bcw7Qbjv5DvbCD3gvfbRbv4cTD9oH1GTrD/kKzA8Ie8 /w4MP+AvARPfB8YOBdN+5pf+UT6Y+WSewMyT6dcJtz4JyosItx/l1iEWB+8L uGTttWi7ns6y7Y1y89YkL/2AL++RQ06L++fceMp7aIL7EtFuPSzjKqR/SsZ3 oXewe/C3sg5FDgfvgwuny/N8fI+ck+eig/tOsW59UZBdKu1WGQeGfpH3orFe QD6Akef0N7gPku30pIyTAAffzYl044ycA1M++amf8mkvmHTqg6/k/S/yvDDz il8GTLpcXyCX5bhDT/C1jEuCvmRcFPW6d1jtfIGpB3uBcrG/g/a/3AcO65tg vEFI2MdRQt/HK/jZyM8wxi7FfqIfhl95tyHW6c/g+xLh+5jMOMe7/WPGR/qz 8Ushn5D/yCcw8oh2gDn3gByobuSHtz/vu4v2Hgf8B5ccZtzoh3ynCnqDXhh3 MOnQD/Mk3j9z/d5j6nFyCX2C/EFuIt/R38H4l8I6eJ4ofM86+j8YpxO+V510 5knus2IHkE57oWfkRvCemhy3XpNxkOSXcZHy/Tb6CT9g94DRZ9QHPcp7KOQ7 Ffg5KJ/1tbSrSJd2F1ieE5X3Rst39ILvCOS48wj0F3lM/6gnGM8b4fyx8j0u 6At/AvOFfYmcwF8Bv8lzOkG5dtbFn+HPZt7kefPgu8Yxbt+ZeZD34gfvwQ+v C5HX8t4x8tMO8tNO8mNn0o4FeenhcwzZeb/rnV8NDJ+j58mPX4T8YPmuMfIc PkWPgOkHdhnpYNJpD+lg+e4x9eHHIT+Y/LSXdDDptJ/+0l76C6a/tJd0sLw3 FPmFnqYcea8+GLkUvAc5fM6M+FPoR75jHXy/JdLJBeQN+ZEzwXtRw3FTBb1L B38iZ5CntD94n8IVVw/9oZ6C3gVADrAOYT7kPdJgxpt+Ml5g9A/yLmhvhkS8 Zfj8nbyXy70/nZee6eLP+EVuBPcvz7v9SuxzftHnwXO06Wlg1rPoQ+Rq0N6J yBfXSz+gN9ZvwXdR09OQB/zKv8t3VPm7YRPeoU5PAzNuwftxwu83QC8yfh16 o3zGi/GR9+NLe4jxJF2OL3YM6WDXfzuf5Jf3yYPJD3+RH7uA/NJfQP9IB8t3 wNAT8pd81I8+pnzsHsoHkx/9S355HzyY/PAf+eX98GDyY5+TH71KfjDp8v54 MOXBp+SX98GDyQ/9kz8Yb8z7QoVcurwvHkx58BX58VuSX+7PIY+hb/QKdjIY PwjyB7kGhu+lf1q+0xF8lyvs58QuCL7HFOv2wekP9IZ+pF4w6cwD4yvP9QTP 40bId5cdfcj3tcCkdzW/bn7ByIfgOd7C1q4L30uI/kauyPtgkZeUL/eHWI+R H/8U+cGksw4lHUx50p8UvM80PQ1MelBv8b5FjquPcSAdLO/Rl/fsQ4/yfIQ8 V469gdyA/kiH/sCsH8gv77eU58TIzziRH7qU73A4eZf3XfhX3sMOJr+M+5D3 AAXfJ0xw56OD+1Apzi7P+3H3kkS5c1nyfgRpd8MHrDuwW6EL+BM6CO6vH3b7 hbRXxvNCH2D0EXpW2gPynA2Y8cE+g67Q30G/X2yB9zrKfZjg/l34HhjqCd7r GefOcdBuuf4EQ88/mfF09A7GDmH8Wdcx/vjBwHIfkXkO7hNGiXO5UW5/RZ6r AQfjLGPEPXSJbn0n92GgK75DTkGHYPrJfMhf5gV6Yr3D+gaM3gIT/8G9GfKe G/numLwHBrsKvgAH30s97vzjwXeVU5ycYjyD98CE40yxq4N+7LNu3BhH/DLo X/xp8AF2TvD+qZCjS9on32FDzyK3gucq8r+LBv/ArzL+GLku9xmRn/J+SdYX YOxl8mH/ynsiKI/2II9pD1jeV4Z+xQ6W8XxBOzIk7h8OuXVYMH/4Hk95b4j0 Z7GOhU6C5wmSXXwtfAdmfKgX+QNG7qNnGRfkQXCfP/+7L8gD5BxYvn9Hf0mX egV+pv2ML3yG/IB/0Ie0W75jhD1D+dJ+kesHxh8s7Xl5L38wnueS25+S54bk PeryHQzmQd6jLO035A79gv+xV5E3wbjW8Hlu0sGkM6/QAeNHO8DIU/qN30Ge A5LnhOS5XDDyI3guLMbdH0B++A35An0E7yNiPzd8vkPe0yPPFct0xp/60LNS bhR0bhnMuhw6ID96F7kUvAcv/E5o8N67GLcfD9/CN8wXWL57xXfYL2DkQvA+ lJCg15DbX0Q/0g/sDOipq6Ffhxknef8E8y3jduQ9CPJeWugJjDyV/ioZtwhG f6JX5DuMwXMZCfnsEuRc8F72KGev8Xf5PjH9oT1g5gc6xk6TfkboFH0Jn4Dh I+QD/lTsL+gHPpZ+/GC7zzk7QfK9vCeL/EE7sJDbH4He0E/QG/IC+YU8Qx5h JzHP8v3OYPxigpbrdPluAOOHPQVfQ2/Ic+gJ+odeg+c+I/PFTwXt+vA6Sa6b qCco5wor9Ia0Y8Dwi9zXle/2oifkO0Xkg74Y72zDv04PoH+kfmQekU/y/EHw XG2E4yvWDfK8efBei2zxzlqWk+/IXeY56DfJf+9a0E+Z4OgT/gzGc4TPbYKD 8SLxLu4AjNwEw+fIJXfPtPglH+3C/pbvnsh3HuBv2o+8pZ1g+iHfjUa+yn03 xon2MX74HaU8Dd6/FnL3jMh7EYJxt+F3odH/0F9wPRty/EB9YMaH/oCD977h Dwi/Zyffo6F/8p0o+IPxle+0kA6do8+Zf/kOsXxnEjkcvOfzrJNPzAf9hR/x I8FX/NI+uf+HvATD3/Af4wOW/MZ8MW7ocan3oQtJv8H75As7emU8oEv2A+kf 9M788n3QT5At7sHKcu1ALjH+jHfw/GS8OM8S5/iIdhX6Zv70+/cl67qTqmxJ jQ/fIxkK/EvRSetfvNp9xN/5zuf/sa/Ykf653790U+Stj3QPx2mSb9XYF1KX rop2cQuTftClGt0cft9zssU2v6rW/+yelJNxzq69a3XrO1e3jtLFH/hsW+/3 wvddIldmz3g+93+U2+d8rd3A7NovRjn/0p32e8preKpSj7E/FdLzer/0WpM6 4fP67l1Gm077m8X2aBrb46ybx8dHL/trbY8stw56xOJ/v9peoeaZZOd/KFvm v/+itdQfI95Sk37css+tx++0uHudT2eveYo4mPS0m+332Ak3dE/dNvhM+Pz/ dNt++k29Fcr/91/Yb3rp6w3VllchPihF2f54iXY86Uf81O8G9qgdfv+S/tv5 UO3t/DJOlLfazK+y9OHW83UMPbl8+++LTB866YxXu8Tw5ssvnfWLtXyj15HM ZNWpa9epz75w1h89qcmhg/Wi9bWt5WpejjvsXyq7e8e9DaPUtiVVQh/M/N4v 8+jiBsWTonVG5oGHBvY54MX2nzBx7f5k9eXt3X9ZHHXWG/PEqnbtJxfWuwe8 W/We9VnewqtRM69fF6+X7v129ZqThdRjCRdfqtYoTp19b0uxubcXUt3TOvfu uj5e39R+d7EFvXPtl8XH2sUtzfJOvVmy9w39olTh6q2HvLo+Tu2/uOm1Gx7N xQ9c91Dqz4V1x5kzHv7P5ThV/cuef4xLLKyG3D/11tvui1eNPzjyYc3lkeqd VT2nD28cp9rd9Uf3yi8lK3W4dtM/f4tTi7OHL8genku3lX/K/Z+s2sZmdepw X2G1/fB3e2oeS1ZVv1q8cPixkG5+4qldO96P1L2PLKlw7vBV79FB5cf0yrzo P1y45LptRY97teaXO3brq4nq2We3N6i/I1F//MrE4R0/dffJ6Ol9PztRdEWi 3jqowY2xn4bP8zdMePf0nLtjddcW0cUu6EQ9plzPJy6WiNWV6rd5r/uvifqn 5z578dtpp5w+/MSkq8o2vb75Xr1jv39wfOcWP41NVI+YX73L1OfO77MeLJfT pfkDo6L1XaZ/qoXtX5FjJS68uaOIqjUrsXnFhpH63ZxnB7zVIlK9Z351swFJ nzVYGaMuJJaYV7N1SPc34+E/bscDu2/UK2u+PbST92K6pFIvfHG63cr/xH6Y 6Xd9ruVtCx/McecbtmavH32wV6J+v9wXb/9beZvft26vy1tLPJ9GuY+/terd m9sl6t8/fn9GhwmbPJtfdbT5U026qj0wL5386qLNv8Xmb2rye6F6pnz8OPyO MO33etr5fsj0z/v4WsuBjWuEz/vTP/ADQXpx66QKZrxViyB9qMfsPNn5Uo2D 9KBWWnpBfw+z83+bmX/m2f02M+Uryme8/XWf/Lzuk0S97viEQm0jsvOdh9/y 3fxtLXPb0T/zibljY/O/x1JxYt34zTuv+o88P/u6iGmxbt1Fvkn9uu+duDXD 33JjzyWnMhKdfF3R7I+tW2uH7x3CThpu8ru46kOfvnBT1T6Rbp32wqov581q ET73832bUS8kPR4+p1P8q4F+g3vD97C0v7Sn2FcDY1Wh7cMub4s/J97DjNID 779l3N4qSep30/9859+/MvypfrX8Is+739i+X4n2/TL9SXb+odeBBrv1XPST J1sNmLDSX9P//OU5sRne7OWHi1QY/ocXUe3g4go9M7zb0w8se/K7w/7GjTlX xhU/479SuddLlXvt81uV7v9q6f4Z/mGT348y+f2qU96+eqbfCv+BM72aHrkx w99ew5S/1pTvZ0zOS/dIn555Y/n3Zq70ns4qOea3+Az/UVO+94otf61tT6Qt f4Ctv7VJ99bY+m2618eW/5gp39tvy69ryvdSTH+89aY/HpYJ/mEw6xEwfgfB b1J+uPJYxz1g5e1TRt7q8dfpXheHZniv3jWr0Rcj4vQTJt2vYeXxGis/5fs+ P4bGLgmNDb8H8sGTZ/plvbzP32zpF/3O/KdZ/pm+oViHzyOznT+Ufv1V75c2 h0ok6LOP1nzgsQaZbn8dOqlW/5FnZs0Nn7//I+uDoR3mJbt4p4P2+0vbDP3C V7f/e637vhsSHR3T3jPzP91VNCba2Wedp9asGH9LhEtfNv/f3P+F3f5cjzYR 11+ZmuPsgMllS1Qp0uia0ysxs0t+8/oXmX736Ox5Dw2Md+0W/Or2EcxvGLMO iD489us3eke5dZXFSmBnv0fZdPCDVr7I+2WtfHH7Du+b/njdTHudnHX7jab/ zl6aYvrr0s+a8XPpb5nxU2I+w++NW/kSMvLF+YeZv0M2P+O23cyvmmXoJXzv h6EPZ/fR7hqGPty6FnlVaN29w2qdvuKf8Bvd32d+gm5eLfvMxM9z/EU3dGnd sUyibtV9Wem25ePc79q0iscjKsfoDe3Kf1O2XJw+vHbgIytjL/h/ellD0h6P 0fvmt2/7eVyMHntnw5gn5kZq9Dq/0Ub/a/R/+YNNpr76W5LqUuPi+V/6FNHx IwenDktJVvftuqnVtmlFdKXi92St1DG6Uu8LDTe1Cek288/4TyyKVP0erL6u RNoVv8bNr459/+dIdcsrsUtL/XrFf+XVqeNS4i74Z+4dtKjfTef9Mjmb3z/x aYJqceeMyfVKXvbLmfJUeVOeunY0YI+oHab9aoxpv9Kmv8r2V635ZsKjE1f9 45///M4Sh75IUhcHF76z//3/+AMeqFis25kk9XO3J1qfW3vJ67q/3ZOfz0tS E4388F+y8qO0lWe/W/l8z74KUf3Gn/P4bWba75007ffqv5o2efPPkbrC3yvW rPn1ilfBzI+3ysyPeshi387XP0t3j0p9M073LfPWbSXrh9/Xa3Lg6IRHd2aI d8AyPLXnv+S1KU36DRfV23F3y5/Oez+pXh/Ob5Hp4h4Pm/JVD1O+V9zMl37Y zJfqkv7QxKWNknXNqdPLLBoWrT6z/X/B9F9Vs/SVZtvv7tc29flbTX0ubhI5 2di2f/X7CRvX/LUh9aCV68OvBdvv3oM8UPe5Tj3PeuNubnuu8m9JOhR9+PPs PuH9mHbLc6r7h6L0+vsHrvv1t/C77fDvA7Nej6pVK9t/3dCbHmDpTcgHp+er 2vxd6s2N3jP5VL77CRab9jg9cWWWkYc9rHxhHBpWi/qnTZdT+eICF9n+WHnk 5Pwa2355H6xtv9fK8suHpv02niu8TzDKjI+6FpU3Ps5fi32EvMB+Km31BX8X +sL9HfuJ/mJf0b7znf/YUuej8D2K5yx+IrbF2HlLo/WGOoM6LDn/j//Vg0lz R3VPUnENUw4e6HzU31HqgTG1B8Xo6aPuWfL3wZNeeo3Xx1+skqxGztn28a5V p5w8f+uTps/esz9S1ufOIYy6q9XePf3i1O3PrRzzpxelczI2je7QNEl/9tCC Jx9ZXkR3P1m27Ok7knWm5e+PDX87+4JyDeqbSr0Lb19ecU/HQjr6yZtHj+kS qVeMf7TJ89k5/lN9LmRPKRalO1ed0Wh+8av+ycj5+2seyeVry/d3ml+/peX/ 01Z+RYwoVHVox0JqzZD9JT767rJf5vqesXNiCqnPR/Ve++qLl/1QnsPg5TT0 X9/LvxQa6b2ZmvXfn9J/pfV9/6ZWS2eOtufzc9NtfvTh9aZ8vc2U79ny9X9M +d7jtl3323ba9vm2fd5s0z+vnumfsv3zbP8U4xO8byoUCtrHE1ONn453kCam dYYuzPh7g6x8nWzmR/Uw8+P2Q79+YXGRrl8n6knBdF3RzK+6YufXxUub+dcd 28dtP5heRFXY8fewxnPjdKU1pV7pkrueb5gyv//SxnH6n4+yWjfP1QM39I6c OqdZnH7qz5yZrXZFq31Faj82MFf/bR60deMzHeJUkxXLW5ytHKfnnT14ZdRH CSrm/Us/7n0uTl+3ZGH2shkJ6qMxHTtMeDFOr773+r6VX01WXx3t+8Kfv8fp It07DR76YZKqXXqJjp4Rp5fY8axr6aW9Hc9Tll7mG/pSMZa+vime+JgKFVHV Hntmw2t1I/WvHStf6lEkSpWoX+tQtY7hcyWdDT/oviMnJaiMaHW2Y+NepWZG 6hc/GxB966Y4ldrs7MFdqVG6ZtE7ek09H6uWndz2cev4KD0vtXmp/o3iVIfZ 92zJuL2Q/uidL49cqB2nnqux4byuVMjZUbca/5PfeFO1Bv3bXPJKJ/S85blm F3xhH3pCXnp/W331vtUnrM9SjX/NK5c5YsKAc0l6wm+N5s8beMX72bRHv23a o2x7tG2Pet30R1cz/VG2P9r2R6389uhzT0ZG6RujP/6oW/tIZcdT2/FUG8z8 6OlmflTIzI+286PsfGs73+ouQy+6gaEXdcTQi77R0IukT1UlKG+UkH+q5/7q +z8YE+vkFn7re0ekn/OmJ+otRt7pqUbe+Qs/fK3Fr1+Hz+M/buSn+sHIT2+B SVdyP9H6Q1XXt6NHb82117I6fLs3OpfOhxr60OcNfagdZz6f8vYfRXTXLz6e d0u9XD5ofnTCS0WK6Bk9763yUf1I9Y6VZycsv99k6F0PMPSuik7XVd/Linf9 iA2Nn3Qx134cVGHRpTtviVMNDT/pvYaf1Lbd46ZUjgjfg9HF8Ke+1fCnmhqU z25/ivEd27LfGxsbbPb12e+HbK+W4T249+Cudtdt9Y51+npzyn0Z0j7wkUfB e8Cmp/1s9bHBX6c+FUjvkhq8J21+6uJA/rlpd9h09oEPPFgro0eDM/5/ErP6 /FDzuH+hUfJr0xed8QeWmr37ybeP+gt+b9X30T5n/N2Vn1+fvPYv/3DvHm2G 6tz1tWm/f9y0319s++eb/vnFg/3zn7X56W+oTuLmcc/VT2N/ZPXtTyz+bsvC tN+t/VT13xtXLR3xfeqPNp18f5r2el+Y9nq2vd6bpr3et6a9zj8VvBdtfuq8 gP9qblr5QHooFLxHblrqFmu/WJz2VCB9etriQHlfp3o2fZf1L9c0/mVv65xy n7TyMry26R3LDBx81sWDzrD6IdXyxwprX1isLXbtC94jP8rGi7NPMi51TyB9 XGqFgD9inL0PgvQuacF3cyfa9Sz+iompdQPpoVDw/dTPrH+S/dTPUjsH01ND gfI+s/fn5aY/ZeY/+K5wKBR8//ez1EvWHuT7zoH0LmnBd4gnpo6wdiL9qRtM t+uLkMtfK5AeCgXP446z9BMBTrPjq15u+frKp3+86A0/9EXq3rrR+lCHaqt/ XJblVVvz5NxT/aL0hD+/v29SrctuXwU+bmvse2XlpZps5WX73d9V75krJ5CX G9se/r3t4URVNHvMddljDvibrXwda+1J5Cvy0/p3dSvr3z1/Q8TxFdMSddbk nT8f37Dbs/50J2ex36vb/S3hH9DCXtZzjPxz8UfCftbVjDx16cIfoYX9roX9 7uLwq1h/q/WHOD8EcjflvRfvvuPkOa+uXV9XMutr7xajj9V4q4+FP8jtR/eM /6bujNzxX5QSM7vZF6fy3ZdwfH67wW+cCt+XY/Wb+tH4A/3HrT/w4Tx6SHfr u5etv9H6Mz3fyEvvgJGXnt1PUfjHZwftJVV//221x3WMVJ92qT+y0sgkVSFo Hzp6tfao49cu2PuXjH3N73PWvu5m7Wn8jVE9MncsXJ6gVh+91ihr87/unAL6 53FLD/gjr3XPy6+1ye/uWxhs6Vven2DpW39/b8NNQ+dccPFMI99LK/PJ6vz3 UJ8aMfu1qFtP+AnW3t9o1xPlrL3/pV1PIBf23LW0bmyXi37PG8sVfblJ+D3J 1e3eKVv8zvz3K2xZsvPJvjcdd/EVk0Ml7p7V7aK7b6GQlQc/m/a670q1Kjzy 3ZdPeh0PNB185Fi8jR/Mfx+/+b3mjxn+5ENJf4TjFkYZ7Ogq4u1jyZ9eDd+j jp6+6Ujd2Z93ilGifa6/n9r2lrLrq8/s+uew0S9+Hbt/afWLb/WLlafTUncH 5PO0tEZ2nnY889fEd58/7N86qV7/b2LO+BssvR6y+v13q+8t9r748fSEGh9O Sx1r/R6P7IjfdeSdGWkzrV7+w5TnlTfledDrmIB+mpjWwOoTbcv7yvqBXrTl LQnog8+svM12+uD1gPwflTYmIO/Hpe608nn30YfHvrD0ol9zTuyM156OVmfs em2wXS8LfoC+XfxpY7P/6p+0+6+CH9Rayw/ynXbkBfKjqrWPR7RZcVOV1fnv yf1uxaqoG0qd8L416zMda9dnxa292t+uz85P/O3I9S/meH3qtz0Xe3eUvhDf tl7Dzee8xeeG7y32a4yTnx8b/6m716jpf92rtyXrb77tGLlzc7aLjxb+N9/6 a9y+GfZJmbc6JL383BXnt8Wf3OrIwebDEpNdnDx6vI6pT6219k5rS483G3+n bm78nZ5dT/p2PalCk/L6539g+qfm2vGw61X180dHpnx/vLBemvcbp1obv6/7 PfWfUX8ubh+Xu34rVGtslTiV8czXG+L7JKkWj/f5YODXcWro/S+9MOZ8YT3v g9Mf7hmYrJ4x60G/jF0PHrmoB2wuddFvvrXH2blbzrtzLY92b/7D/AWJ2vrP 3Hkq4n4qT24/bUilsy6er8Ujy9pufDDDnV9pbvEFo4/V/VPy9LF/OOrEoiUt c9dXb2aWebXUWvS1ijHp3nbjT1JTrD/phxEP3zaufYxacqZez+iUkx712fI9 UZ93zPq/9xv/tzvnc3uXr44dPBvj4otuMvrU336gUvEK27L87yaOy9hdPdOP KvbN+eGxWX6hE8/Gd8284PZ9i31bueLw0dH6ZJ15ze6ud9GT8ampNj7jrWM3 3F+6R5Le2OfYqoVvHvUSfpnaffCSJF05ocfucvuPeyI+Qwv60SJeQ0N/xO+0 tfTn7NFlK4pdnvuCte/S0yx9unMb0PVcE5/jyiVeRMQbOXsQLOKNlOAv558s YuKXVBsTb6E9E2+hzxt61M8YetTdWq2LrtQwWddKKPrtU8Oj9YjDax/ecSFR 7+p+sm/7m6J1pqFnbelZD5qzbm+3ndG6ZHrRtybeEqevN/Equr2JV/FsurLp qospX9U05avRpnz1hylflaiYa/t+lKAm13myV+WWcepIkqfrzUhQzY5fuOu2 3PVxAxtf0c3ux7c38SF6m4kP0TY+xbfxKdrG0/g2nsbbb/VRe7veeWvhLztr 9YzSVxodueOO3lc9EW9ix71LavD94FAI//f4ZnpPZm5/3+y9dvdDL5z1xxms 2hns1kc7A/qiSyrzItqvsq8ObnR+XbyeVFHXqPphlC78+7LooUnJunKJBndu /SL8ThfxX/NT/3xh35p4vfLzndddPVVIt/yi7j9Pn0vSd3ffnVBu0BXf2qPa 2qNuv5F4LWvP6zhjz3tHTXyW81N9cF+j/e+WOOEte31Xyqrz6E8X7+UN7X90 QuU52d61L17Nzp6a6c0y7VG+aY+KNe1Xd5r2qwumf+pT0z9V+fsSf1U4Ea+C caEuvs35dfpEje8dNT5RF6q08dCKt465fYfH7P5yTbv/jH1NfrE/42+z+zPO H3F435Hid8Q4+w/766U72ycVjz/ujzL6Md+7ibOMfvQv72/R5tBbiW5/9coh Ux76VJTn4qdLjOg8qVtihrsv5uerB19LeS/Ds/o437smc6w+xs67ufXIzZs6 XvI+feX9tW1Xhdw+DX711j1e+37yqJCam1a25vM1wnG6D+6qPuDmmjH57hla 13zRrZ/UD98jMuX5/y6IIpWaObnJognX3L2V7IOQ7pl0T75jYsffxX0+0/jI 0amlw/sJ1YodnTnhjyR107X+fSYMj3DnufB/kn6DSXd+K/G9tuku7pv2Tzbt 06Vt+4mzp/0lzfj5X5jxc+tgsb/mLbP7a/hraJ8XrN/5LVsE4310sRdPHxq2 LkltWPfb5Mu59tZb3Up9c/fMC44uiLP+ocaaKUcvRzv/sx0vfXv15vP7dE9W HQ6dPzRjS5xu/dUn7W/KTlRDTpQZ3mZ4nOvPZ7a/t9j5kO+Q2PnVdc3857tH 6VVDL3qRoRd3Dufnfe3LeVPD97b1sfFlj9j4qz8LT/ij54qrftnxy26NP3LR s/Fo2sajqSjbT7NOCSnBn6rq5fgp1erFq9U3t7irzbhE/crXHauuyJXzn7cc v6naV4n6h/bFGm2ok6iOzP3smzX953hJXQcmTqqXqO68+eMyV6oscfEgbUw8 q1pu7En3DtLML99tsat/on7m5aGzb/sgTm185Zzfok6EPpp4NPOGseH7THea +Fw13sgzP+LLPHnmV/hP6buLVPvbnZPAD7Lc8Ks7j1fc8LMv+Fnm9/74PK88 F9edNeW1c5/l6ot3vKa9qunc9bKRR07esJ5LtfII+Vh071Ndyq5w8tDtY371 +0dlnoxP0q1O9mzxy+RDXvM9R8o/lWt3l+hcav/y6/725lyuf7LsSye90YP+ Ljv6WLx+8suWDxxtd8Ib0vDZjWnNEvSv/dq8crpzrBpda33bjovOeKPseBQy 4+EVq7h39PpcvTuwfPmxO1pme33Gtu9VMTVad1n0d89R1a65+DFjb1z1SrXt MG/QH1HuXHIb65/6xPin1KTL3YoNunLJi112f5Nzp3Ltn2d+vOvmIbFOjnOu 5uZfp9b9+vtE9cyqma1KVMv2vzm4tWr8fxKV4Bd1f5Ce1EtBenJypO2kDxLH LIqT8gB56uidddftD+2499nnw/dMP6l3/j2oUbI6fMfyg3fcWcSd3/nejK8/ 0o7vHWZ8/bF2fE9NG5Xe7XiSeujrQs23z0zUh0pdN6Rsh2TVXT1fqmauPd/a jI9vx0f7Znz8a0vzxsedZ9lytHP60c4xunq/ujOPVD/v7puf0qzmL2PiL3he ZMtN01PD93aWDso75xdJObh+7b5cPRZKnlzqurNn/G4nOrVMefakX3xehRiv 5Fnfzr9n599f3enRQbe/nejigxqb+fBmm/nQlh6UpQc/09JvpvVHrDX0pScb +vIH9ej84d8zz/rLH1/in20Wq36w4zfcjJ9SdvyGmfFz+qSFlY8PmPnWyI/X zHzrqVZ+bPlzepWXm4TXnWZdnqS3tO6nV/c64tW7rXWxjIfjdMX9m05/PSNR lWn6TNqQtFid9toNZe/KpbfZVn48a+SHG7f/tOxy/b5JF0x8XIfL7j6lll0a 917xXKbXrN9jh2Ytj9ZTv/u0RrdDF7x240cWX3Qs2tn9MQ0GHSxyIdKdB4o2 2NHX+IeqbLp5dZzKGbN5bOKtRdx59pWLLnydtPC0/+jTG6tNfeusu9//swH3 JI4cHq9FfKZuYOwrt64qOei1n/8dk6gTV97V7qVrUcSzuXU69H7bGwsqvbEg Sk+/8sGQMjPO+pv7LK85smk4ztTGd+qrXYz/iPKfCMZ76+Glzyb9UydRv3so 8cyNSwq78vc0W/dLZvPwOQob7+Uw8XB2PeXG6d8lD+iFufLnwJW3H4p6Ptvf +lH6gPEjovTa97+49ci328BqnsUxxa+rcnRFlPNf7/ruzRa7e8XrZe/tW1lp RabzO0ebeDvvrsz6te4eFL7HrIQdrwQzXs4+tfF9qpBXdf/p1GyvX9kbT/f4 PF98r7LxMvnegbL+Cxe30+KeI83uOXLO7X/9ZfeTFqxJKndDrpzBX9eqYqj+ wOHJ6rHF19qdO5wRvgeg6blCJz7Jduej3v4x4dLhLmH5Zcfbycuf1g5LWzss RHxKvntI7Pw7e6xX82NNZjwV6b4/Mb/FUx/vDN+bZunP5R9t40VWGvvAK2rs A3fPW9WWP712cswFd87pLovr2f3wksb/4Vn/h2f9H17rIscPfzw/0vFRiXOp tZ9elGvnzZ2dduWnK97B1hMvnG5y1fmPixv7S2N/YXd99ezjdyefStTtc4bX L31PjN6+s+ayi38n6vguhz/t+tYl5wf7w5bHuFDunPljy/4wIlEvKflzq+ZL E9QfcZ9UTR+Zu0628TbzjX/EX2L8I3qp8Y/4m629VNKOh/W/6HLW/zJkyrTF /RsluvNI+JOxM+z3nv3e9TO+fK8H3ky47P39WMQNWZ8mqOXz1WtVS172dl66 p+SoOlf8Bo1bxy+te9Hrczxu9h3fJLn7Gm4Ijo+b/5ebjHipyYhE9aPpn7b9 U0lmfBwdY5/Y8VSvm/FUdjzdOXPKKxG0h9WMm15rNnl0vPqyh75wMZfPRldM Hb22Q4Lav+TV3c+P+L/sv3l59p+P/TfX2H/+ZtM/72nbP+6/GNrs+vUtszI9 6z/yrP/Iy7o+z3/kXfk3z3/kPVi2xf4SDxz3l+xKG9t87hnv/RHFl1fpeNSv WmzuiNX9zrjztjEtO5bI+ChJD6gQd93znUP65T09TqTsjdcvmvM++d5BnWTl 8U5DP25/ok+9F6ZeGZrpHzzlnVuzM1kn2vGE3u5/s/qh7C4hdV35b5cv2B+v J1Tpe32FYyE1vGzR6yrOitfCP69vMPJJIc8Z70pWfg8z8le9Y+WvPR/m7F7y 77by+GNDH04Pbf6hzawFlSJUvz2/bT5UM8efb85TOXkGHb1u5I//huFP5//a beXtciNv/apWvtIPxuU6Q7/+Fiu/xxn57c5ZVTXnv7woK8+xs394r/bMmrn2 xJIWkTv8xeF70a3/0Btp9z+Qn988dr72qsoRetvWWROWqxzv/dFvV4sdVkQX ffPdL1/4JtuLSSs3rPHTiTrzyf3vfLu4sBrRZHW7NbMT9OU7e2+f1qqwOmDn k3FDT5Sx+yUP2flLMfOnRtr5G2Xmz9mV8YaeVC9DD95hQw/wl1v3s96t+F35 2j/l2h9NzPkp/a45P6Ufjex/OWtOpF6X9UFUZPM4/eOLm3+ctLGI7vzb3Lei Z4fvez9p5LW257W0Pa+lIy7u/DDhXK4ej6nc91xClK5UcVjmutPRelyoxmsz vo509yRb+a/XmngpTbzUPBNPpT0bT0V9Pxv9ou15Mm3Pk+l7Wm9/7mTtOP1t 84kfratUiO+V/V7dZupX4039qpONNytv41mQ39OsvBkVPJ+lOlh5vs3Kn/n/ Vu204NFo3aZlQoVbiiepHq8fqHzHsmid+c72mt/lhN8RbVysVpNitc74K+1+ 0S12/2mojec4a+NPrHzwrHxwfoFmRn97tcpWefzpZ895HRoueL/8gHPevGD9 uqet/6KpX9vzdcqer9Md/qy9c1bLBBWKGNVh47Qovcicz1P2fJ6xj/putvEE 7KeF4/3RG6xH7Xk/Zc/7+dGGf1z8U1l7XjDHnBf0rbzVw+YF1tt6W2mz3rbn C5U9X+jfbPHf9rxhGXueZoM9f3LS7udV+r/333LbP9D6F5vm/S7wPv7qhSMv Fslw/lL8j6I/bl/86qyAveb4sJ2Vx+RDHk+29gn0WXv2qsrPrkxUc8z8KOjj bTM/6pKlD5Hf+Uuest/bOHTi0v0mZv79Tmb+3b5Mljlf6n//zpbSNa875+7B q3j0lkMxnx71ox5b+8jKiknK7r/oGzuZ/Re73nLnM04Y+1cftPavNv4Zty5Z Yf01YORUnJWvyNui1l44bsvbb8pzds8tdn8tzZaP3Lrd8K+aa/hXifPAnEt0 vytsfGVxIy/U1cw8eaNyjLxR4vyxKmb1Gfa2OP+sqhp5p34z8k5tsvEf+I+H WvsJe8nR8/yA/aBbWvvhe2ufjbH7V+i9v+5/eMF7DZPdOernbXzIQbsftdja EyG7H3XN2hPow4PmeyWwnm/Ot6qD5nyrHmT2/9S3Zv/P6eP9+ocXKj8fp78x 60/F+tPav25/k/kae2L7+50WxqkOxj+ohxr/oPra2Ffa2lfqU2NfaWtfqWnW /ppm08cF7S/VzcgjXdjIIyd/8f8Of+jZFzbGR+vxRR9f12tg+N7Va1/+1vxi 2ThVpv47C7dejNFt9k/MaVs6TjV9/1DHeuej9PkS1ffXrhqnnjTrxdxxMOeD Z1j7gnWUsC+cfICvPjX85O774rvi5nygJ+xZ/bA938nvsqB9q2cFx0vb8dD7 rD26yK7HkLfJ9nz1YnO+2m9t12eeWZ/5dv3m7A97Hlt/Yc9j2/Wcftyu5wZa +xw6tOc1NXJenH/0hlj7rpux75S175V8122rOU/q+A3MfhT+yAeeHXig6O9J +kzKyqq3zvzXTxt+RhWJTXb3TLA/fLeRT/4a6w9i/2PWLZubrCodo8o/UGXc l1nHPXveybPnndT8qT1KVbj9pLt3NM2e/+lmzv/oa3Y9YafZ3Usy9Ne7ii6p E9J2vPXC4Hjr6na8ub+hrXelzv2TE1Vq4S9eyX4xTv9y5ZUvIr5KVFUuHdzc QcfpfW2XD945JVGtMPX7Xez5Ixvvo2y8jzdg4x0Jj2wppF6u9kqLN4pmeSOt Pt1lz8+L8zbu3u3OWX1fuOXBaHXdlNlHT8/517/7owPtdn6ZoO7b+sS/7ccd d/dPfJyT8+IvD8ep1gs7PtJrRiL+T+cn514O/J+DTH5t8+tTLYy/FP+v8Jdq 4b/U+P2bVx8w6+HlVzxx/k2L87x6ro0vxq625/k1/p12M2d91Oiey17dS1Ob bfgrSg8y8VfOD8x9HBvmpZxtPCVKi/PFeptZX+gBdn0h/Bl+eRs/N8nEz/nj 7f0F+6w9Y88/u3PHIh7PV4eK/vDpY9HqcLHRheZWv+aJ89OeOB/q/MOPv7Sg Re020dquV1xclI2/Vx/Y82J1717Y6Mr4aBcn0Ptop/+oV6L1rI9GF7t1w2F/ UNUnPr+xRfjdyapT7nrlu4ZRauelnXd/nrXAxamNCa5vXPwk+u/XWuvaR/TO 8iIK3dkwK7Gwu5cl0sRvuTjESfb87cv2/BjzHfWflEnjeiTphiaeT08w8Xw6 feodj0SMj9CJJWt8tWBXktaWH962/HjLuzctG/jiP259+os9z5dpzvPpW639 Em3sF23PM/j2PIN3zsavtLT+m/KmPLe+2W7K807Y84FlTXlerLWH0HMjmulP mukEdW1t3vlL76Q5f6lWjY7q3ex4kn51ybCZF2aG3997zMbH5Nj8p+x5TfYp GY96wfhG/ZsZD5Vsx0P4N/RrQf9G+D7SaXn6Ttt4fWXj9XPXSXn6T1n95+L0 c/r+ecu1inH6xaOxn1avEKdeNb96Y/3DZQo1ilXxHYekLS4Tvr/V6lttzx8o e/5AHzX+Hr3a+Hv8Lja+ZZeJb/GTbXxLTRPf4k9rXbbjHw2T3LrHxsOo34Lx MOouGw/DPfQjrD/Fymerj7iXKdrto7h3jEsOOLz1zWvOPqlzetPi3wYWUeXM +VX9ljm/qlrfeG5L1eci9cvmVy2dk1CtxYUIvbNnavNNzSJVWzsurew42fHR dnzUL8H5V2L+VaMgvatNQXp3fopPLH1F2PO9/1r6Whz076nHjk9d6I/M8Xa2 nj2qQflEfVeP2jOK5Vz2Dv6+ZspntyY5eVfsO3VobuEkPcPux3U3+3E++3G3 mv04/9XHXqq4Y1aifs5/rMyB7XtcXMPqa1vXPfbxPv+eGYXPNF+X6N5vesXk Vw+Y/C6eeJjJ791t8ivuuzvX6r4Vj+bK3RmbEnvO7B6pNrafvuu2XvF6atei 4xemxqlSaapfrZfj9cYqpR9Z+GicmndDzOpqDaP07LzfJHWf6Z//p+mfu18u xfRPrTTjrxh/9sFsfJraa/2PjYx/zhf05O4n+9Z/pGTNMrn20sJtm/q2/s1r e0u3Fa+Xy5DpXudgumfjW509Zs87Knve0U+z8Wn7rf/1sxl3VFnx3Wn/1yYL r/zS5az3sI2fY70p4ue8Qdd2Prv+mUz/cJ0+6fN/jnbnTouaeDOVbeLN3L3l 5ax8g+43W/l2ysrLMla+xVl5yfyn2vlk/lfa+bzLzj/z2dzuf86y+221r6b9 dvCTTO/ptRlDlu1K1tktvolKnn7R23tgxcvLvWQ998CUwbsaX3T3Q6+2+7vj 7f6b9B+Ebvhs5IrL7dMYhy1mfe7b9bn/1qYh48+NiNIbS+z47MLcbV6HtR9m 3LcsSjf/ZNQ3f7XZ7Q1/cMfmy73i1VNd4n77R2d6jxp/mE62/jDrz9TWn6k+ Mvt/nrb7f0+b/vh1TH/UNdMf/w/THzXP9MfFQQr+1dUMf/rbLX8+MmHihk8v Jqr+lX8ufnvpaN24xHdHdnRNUjevihoUUTPaxZ1Y+aSnd0w5vWVILv3Wf+nE oUNF9MDHP/+lU+co9UIlP6Puyt/9n9TZC6lto1Sd83u+qDp3nb/H7Of72M+1 /73uzewX/hHvvYRCwXuNR6X+YPW+wYPt+ysu3b7/EeHydwqkh0LoMdIXWLuG 8joF09Mq2H0Z8new6Xa8vB1mvJy+bfHqg97a3PGcFfSP6HesfwT/Ff6QOtY/ MtDYO279be+n0q/8aO6nusfYP/oJa/98bMZXxwTHVw+240t5+IEo709z35VH eT9fzCvPG2DLW1oxrzxvmS2vmSnPs+UpUZ5qbsvDPnvGtM+z7VNxlQLlqWK2 vGqn1/5x9s/vvQZFBpcaG2X9Vzo99QlLD9MMPelHDD25OCFrX6rLRe9p+sw3 yfpC3m+0UoZe9UBDr6qhoVdd2tCrqmHpe5udr6VLquUk1YOO0tNK1F1Sa0un zd6f3SuM3fZQhl/5t+T3LrTc4L1dY9HWQTdn+B88faRdk08Wpp608SW7bn4x c+Dniyz9nfQz6wS+9zrY77ua770IGy9wNSkvXsAbauMFbjTxAt6A1a91aNvp mDvnzz2u2z+8LqvB3vB7y9a/xH6B29+18tmz8tm981TRxjOPtPKlnpEv/kib /xcrz8X5B0/sh6jp1v7BXv/a6GfVN6ifVRmrn+39VfpGe38V/rnGdv07N6gv 9Q/2/rL91r9DfPd869+Bf1mXwa/77Trd4tTygfS+qXY8Xf7bAumhEH4X+H1Z UL6kBu22wal1rF+T8uw5EjcPpY5FH3j4fKTONvH9fm8b34+ftandrxb7zf5A u15uZdbLfuizI29cOPFqGuuZbz6YflPv6ZPT+tt1s25cuESTwhNS99r0L/4u eaTkkSH2PMcWT59KOZ1yelSafTDL3e//jt3fFvvnXj3rf33D+t+RZzeb/jh5 HIw3HZy6w/pFGI/RwfQ0O14u/3CbPs/68w7Z++oGB/15rj7Wz3y/OzjfaeOD 6Wn1g/OTatujZxl6U3MsvZn0LmnyXY4qpaa/s+7XOF3I3Men3jD38ekl5ryC +smcV9A2Hk7ZeDi3Pnpi/a6HVzXJXe9/tzLp5IoItWDYex+s7Rmnmxn/nTpn /Hf6OmM/qg3GftTWH6isP9Ctd9YtS7lrb6kovaP6qEFTD8apro3HrThfPUof r3b7z5ktYtX1g9MOeEfD+fd9/uv0JbcV0nU//utkVEy82vPL9w/VGFpIb7Xx PPDvGBvPs9nE8/h2/j07/76IL/B323iCxvY8xVq7PzzHni+w/lzP+nP90LV3 5304rWYafh4bX6fa2vi6ZlZeXG/j62aY/UW12e4vdjP7iyre7i8OMvyhX7X+ JOjiT9Nfdz7Hjpey46XteKnzZrx0cTNebn1/bfv4MxmvhOk7+E7GKMs+zj5I zQ6kD06tGaTvNPxwlU38qW5v4k9d+/55+8VQ60ph/4KlF1XH0Iv+3tCLaw9y mPJ3B/nNnmclvW9qR6s/yF/BplNfu+umfdC/Z5LqH/Sf6YuN9rV5vEmyO/eB 3bvuYkSv4h0z/DrGX+PWv6PMfZrqirlP0+tl/DdqrPHfeJb+tKU/508t8/w3 tzV4LUotKXF5563X4tz93vivPm+z4erJOpHqhokTbzlUMUK/ePvPHd59OlI9 unL5mYx5hfWqJ6onJTdlvhL03EqPbphdNxyPevDMkDW3lWF8uqSyX2TwnLRJ gf2/eVaekD7D6g/O289IO2jT0cflq73+zuCRZ/yj7R48N67ecX/9UvXEV4vP +L+ee3dV7Sf/8Rtvfzu9z3Nn3L3B5Ux+b6PJ7601+T2b37P5iWfVxLNa/5jT t+PseJfaZu4v/cCO91TrL+u24JHkWWWj3TsEdr5c/N5Ie//pETtf9nttv/cu 2/q7mfqVxQqspxh9xP5nutVH9vygn2H1UY5N11YfLbT+7b+sPrL6yskH2hu6 XK7fkrJN0xjnD/490PSDZTNt/n/95yo9trPGa1+ntrTpoX6zHh3Q9PPUNXZ8 Lq19r+Wvt31hz4cf86295Vl7y3/R2FvedTY+k3uhuxh/s25UpfG9/a5d8u6b tqpG5skoPWl3za7L3r7kRe+5cvrpYtH60St3bPn19myvTaHjE6Z2jNL3ZXb8 tPfhRD1sac9/p4w54E/cPTH1wfREvSBn0OPt2v7lp5v799z72z1N/LqLSybu caGJX7f0mqJtfLJ62/iH/drGP6zsfZRufvHHDiv5zqXzt+euh4fUnXqldZS7 133OiKdurDz6jPdlyzotKp0M30P3cMn2lX8eFKuzWj88cu75Mx5+7/ETn33i hZwMJ1dZl+0v+V6dC/fk6jvj/1DW/6HZh5hj+E/XMv5ifdz4i+192uE4WnE+ V9v7gfO9k2bjadQNx29++ecqp71X771wX6VH4t1781PeHLlh1+p49f3+islR pTM84jvZ3/n7llP17xueqL6440CrZz/JcfsFwn+p8FcmWX8W9gH+m1iz/+BV De4/eJRn7XXnR4Lf91t7PcHuX9xjvtd32f0L3uVCviMX37TzXcfuB+Av+s36 /4X95g+x+rCNtRd3Tr84+fz+8Dvq2DfB+5ZDIfax7nn4+I76z5/w4qssnFH+ 2QR1qOvkIWs+OuEVvmfYHTVrhc8tTKrg//5L/yTduMH3k8bNDL8/P6ntlHIt Zp310hf8Pmp281h9k7k/2sW5drXyCPofrPyzE+rF6xvbxnz807hEFT8l7qmm uXZVyfmD9mVODL9HP8HUp5qa+tz97sjz4Hv0c6y9yXmxefZ+D9JnpJaydjfy 3Mp7r6rhX/We4V/P8q/6xvCvZ+WBb+WBmm7kgR9h5IGKsvRxn53fOy19ML/M 33ozf+q5iS1XVVkbpU+3+qDdjui9fv3QoIk9WxfRl8s/3ur+AdnegzcW3nTH 0ATdt8Uf/1RvUlhZevAsPaiu5r47Vcvcd6fPmvWvOmfWvzrLnie26w0l7FEX z9Ho2WtvZ74T6exdq2+d/Xqixekav74cqW38o2fjH917M43N96q/8e95f1v/ 3oCU15NKXIrRo4r0fvfScxl+P4PVQIO9RUmdt/VcFaWHrdrz7T33x6kFRj75 U418Uh3Ozx24edM5/59/7u31zC8x7t08/Jfci1/k0tk+RZtnuPexP6o/9Ia1 08Pve0eYdHd//3fWP4ofsJ/NL8rzRXmeKM+z/kZV3/qbmzWatuOTV6556V0O jUyukbue7Le626hTEfqHNxpuqn81x/ug96zWe6MT1NWIeY89lXHRe/fiW9Ub x+Xa25MXRde4qYh6Lvi9m6+hA3f/Wmz5FfdO58a2T/bsemui1mnbo39ZlukV zfp067kF570NBvslDPZVSeN/dO87590b8aJ7Xxn7EP8a+70Pf3lb1Q73hO3N 4PvHoRB6qm+20c9B+RIKBd8FIf4oy2H0LPpkwCN3eOU2hs93Bt8T5n7d8H27 wfeAQ6Hge7+hUPB931Ao+H5vF/ceL+nB93hDId5t6FW8U517h4Tfz02x+qe1 0T96rqFfNdTQr965fE7WHf/Gqiun+68oHhl+73agjccS9Obiy+Ef5sO9u3LZ zBf+Ndrn3pP996+YW+c9lRZ8L7aLew82dMKkB99/DYWC772GQrwDcZ+NV/jb xCu4+B3WvzH2Pvr2dv27zJ7XX2bXv0POPv720l5nvb1He+WUSz3n5UQ8+dOZ xwqp4VU+aVBiQPhcql2POrzWrs9y7jfr6zftffdL7fqa+wBufGv/qPEvh9/b LGmwkwvCvvb3WPv6N2uP97fyZ5iVR/OtPfQfK2+K77u53IwzcWp+zr2T3hx6 wb1DUqt39JxDnSLD7+fFj/9lVqPwe3njTLyQ838TPwSdvVG2/g2/ZV721lr/ wDF7Xg55O8GeT8k251PcOy9trfw7ZuSfPl6m7L5ZT4TUG82PjKg265J7byRi 0LLN+ss49X8ASMUvuw== "], {{ {RGBColor[0.293416, 0.0574044, 0.529412], EdgeForm[None], GraphicsGroupBox[{PolygonBox[CompressedData[" 1:eJw1VDtMVFEQnf1L8t59b3stSIzVUhCK1UqjCWBlQmXLRi2I0UJBgiy7oomF scDKxMYSsyEkiiLZStRCTYhEcRMlfFppoBO08BzOkOzLnXvv3JkzZ85sd+3m 0I2smY3jy+EbLJrNwtiEPYL1Dy63YFey2tOexLqTN4thL8H/BL7X2A9h7T5m Nl0w+5Ux28ebnxnF2Pc49OE9Y02lZn14V8f6Et8M7MexfA/c/1+QfwVrSBWr B+vJyAw/K8CehnG2ZHYrMVsLynkfZ99x9gj5YsR9EOmc98NBbxtYx3F3HD71 nGqfK6n+ibLu7gLPclF1drBfxpsnsN9h/QSfU8C2C5+9WDbPniL4C/DwCtjO Y7+BXNeD4s7lxOUYvgXEOw1MxUQcXgzCyjjkf74kvviGPDFvb164iHc7I+w7 yDWF/eey6l1EnMuR8vZjXUeuJr5t7DuIuVZSnIbzQC7JfdP7tZpVP4lx1bEC op3JyCbm2zg4hzgJaqxgHfXzRWD42GX2pqw+0ocxv2blg5SHvWJtrIs6YH/Z V9Yx4rX8CKrvIbC1gWXFa2AMxiIWYlxwnHXX0qVYPHW8RsYgV8xbzUi71O1w Ity1RPfMWXU+afOM+Vact1nvG/tC3OwLsbPPxEf+iI35mItaIT7yt5lIVxtY v5WkS/Z5F5h/4/1eqhjXCsr3IaiueQAdTDVTA6m4JKfkihqhXomHuqF+rkbC wLqI48DnjrNIbnp9ZoupNJBPpWPy1YD93HOwt+SdMcYSzQA11wmqs+1aabk2 jnTRcp2M+hn10PT81ECPz+9fxGl1qV7GmvD4nLkrkd49C9Ix9fw2qB9V55b9 mfQ9/ej/Pug/glrqT6Ux9ol9y6Xi/YLPB7mLvYZ1x8dekUPyzp4SX9t7wLNC ov+8PueQ/1OHPU/UQ94RE+ecc8f5I07qmedbkfr1pSx/zgjfHM0AtUXNLPl/ 6b1Ub2t4d8e1Ss3+B5TWyfE= "], VertexColors->None], PolygonBox[{{3404, 2004, 2003, 4099}, {3779, 312, 1204, 3780}, {3171, 1564, 1144, 3450}, {4275, 2217, 1169, 4274}, {4508, 2475, 2217, 3224}, {3938, 1836, 312, 3172}, {3568, 1318, 1675, 4554}, {3768, 1675, 2004, 3404}, {4337, 2282, 892, 4224}, {3955, 1855, 936, 3954}, {4419, 2003, 222, 4418}, {4425, 1259, 2501, 4535}, {4111, 1856, 760, 4110}, {4100, 2005, 2007, 3406}, {3954, 936, 1965, 4063}, {4062, 1965, 1608, 3296}, {3173, 1565, 1721, 3814}, {4065, 1967, 1855, 3202}, {4555, 1608, 1318, 3569}, {3957, 1169, 474, 3204}, {3845, 1204, 1565, 3846}, {3799, 1144, 481, 3798}, {3958, 481, 1836, 3959}, {3406, 2007, 1682, 3778}, {3203, 474, 1856, 4256}, { 3407, 1075, 1259, 4425}, {3705, 1618, 1967, 4065}, {4166, 1410, 2081, 4168}, {4167, 2081, 1618, 3705}, {3814, 1721, 1730, 3817}, {3223, 1382, 2475, 4508}, {4224, 892, 2154, 4225}, {4223, 1682, 1075, 4222}, {4338, 2283, 1564, 3171}, {4534, 2501, 2282, 4336}, {3170, 2154, 2283, 4338}, {4101, 12, 2005, 4102}, {3835, 760, 1410, 3836}}, VertexColors->None]}]}, {RGBColor[0.4039454486350701, 0.24958526104060808`, 0.6847745111366491], EdgeForm[None], GraphicsGroupBox[{PolygonBox[CompressedData[" 1:eJxFmG2QlWUZx59l2XPO7jnPeZ6zU/tBWFInidEhGwLHhJoJ0OVld2UBNTOs AXmrmVJRaMEKwRdmdslRGpYPfeBFwE82UyPwAU1rS8NmVCiXXQQM1MAa2yVp KqH6//Z/MX04c9/PfV/3dV339fK/rvtcs/R7C787JkmSbXVJUq/xlYYkubqU JIP6/l0xSW4vJMmbWp+u8S791ouoqzFJFul389gkWZwmyQyNm/IkGdG4UOvj Rb+gZppF2n9We33iuVfjOtHM1Xpr4vMdmk+TrAUaO4Nnd9Xy20Q/V3zmaP12 8ZmsvTbpcJt0WF6yHtCP0QUO6/dt8Zym71bdYULMJ2h+QfR9Bc9ZR8eu0PMx ydiuvVclc3ElSd7Q2iyNa/S9RfOnNF7S9znJ+0i072o+R/xOZdKn2XcelG4P aRwv/m/pzGDRd5yqtUrR+l6v+zyqtU36rdX67rK/ma8Qrw0af5BaHnKvy/3N +j7NC6JfVbLOGxs9v0k875Z9OkXTk3uNveljPV8dNO/zrTsOSI8VJdvzXa0/ p/kzmj+s/ePSc77mM4v2Cb4YJ1nHNQ40+s4zpedsjSdlgyXS8z3urLXz8NFv Wcnn5zXaz7eKZg3+TL02P2wC/9N19jt2mhfrrHWEXPz8GfFaXe94JC7H6deg +VsF27pXd56h8T/i/6HOvy36KRo7U49jc/PHH8Qb8rknsj4o+myH5l/MLHOS 7rVe3wcVS/fou1vjUf02SK9/Zo4NYuS6iuk593vJ+I10el3jiaJlEW836u5P iv8tipGf57b1LzROLDomiIeRpiQZbvJ3Ibf+DbntcEF3nKpxOGK7p856fRS6 vVe0DYi7lxQDQ/q+M7X8obgv54YjLzbE+e9orOY+n+W268v6XaXfgGLsbf3q 9DsgvQ42OXbO6Z7rde7BitfY43sodfyTB8h6ocl6sv9C0FTKnrN/VZNjaYJk PyieX9G4JvM+Z4jP8eFn8ggbYAtsPUH722TDpfrtLvjexBb4hO5g1Li4x5Wz NxRtw2qz57+U/n/KjC1gzIuy2wXxeEf3KJadY+DKJu21i8eUiuNqSsTmrtxx /inx21NwjJO/n4jnEfG/RvyeEM2XtfZ47vjB7ti8td66S0TSorP3F6znEq3d W3I8cEdy6JTm/dJhm2h+TRyJ/2Lx36LxdNgN+01MjdH/zhxnxNvnRb+9av6f 0/5PpdNk6dFXMX6CRTeI/7HUvv1j6jzm7BmNTwf+gH/cmbuTp9j86ZLtDq6A L2DInNz5eZvG3VXf9X7J+pnkHpavn9e4o+T5sbH2w30l++XP0nuKvldq/KZ+ 3dLtJvGZXbWNZmm8D71FszSzrb5RMgYti1iAz4mK86q52ZiRFYwbawu24bS4 9+rA4XbR9Gt9S4P5LQn7n4s5/O9Knc+l3L6j7iGLGOVct2zUJ/2OarxT8vdK v1Xa+0fFtWV5YDW8kHFS80dz225jbhssC/0f05mvStbD4nFrvflA3xZn0a1F gfPpsnOAOkxcrg88RxY+WlnyN3PieUX4iJxoiXgDa+cGPm+QbzZr/kjNMQUO kBvE9vaSaUZkhyHRvF7z/itBQz3Hr+DluFhHznBumQdE39VsTFnYbN37I/4Z wczx0v+JiuO9ObNNzoddLuSuXUu1v7Vs/KROoS/Y/X7RuIE/eqK2Uvs40yH6 9rLr4o6K4588+GFuG/0od79C37I5sHl/yXSDUR/A8KOyw47oG8AJ8hpcPSle PwGHdPZI7nu8JDn1uXOsXTab2egaxvfVNecF+UEsE5fIAEfAk8sV5xN1m5iB 97bAgaUxx247c+fg5opjmThvi1x4JuiJE86TSzvL1hm+HTXX9PkaZ9as3yyN r+bGgd/mxizo70gdW+T/1IiflwNj4dERfdeBqA/4YFnFtsdvyJsRd6HG4gfq bFcafZ7kXo5z5BH2He3V6L2ix6DXABcnRq38QLa7RePyyBXwiHjg7uDmFTsx xw4flx2/+It8mh05Ra7cHJiGjiOhJ/3YrrJj6FfV//cR26OnWRd9Af0YvqQn Y74/dz5eX3JOEnvkBDUam9E3YTdiuLfsOLsx+pb/pq7/f2syPpFPYCTn/15x bXtIunRGjBFr1E/qKDzPh02wzfrU9scP4BP4Bq6DH21x97WBhcQ2dl0Tvcjp inFnX2YbkqvEW1p2/QajySfuxr06Y45f+Y3uafxWZnyn3oIPnUHDfY6F/fqD P/HJ2BJzYrYl8O3HVferr+XG70Oh97QG9/bM9wVWnqrY962Bz22B/diTmok+ 9ALU4jHRC4HRxMT+zL07MdClmLxYdtyQN/gOTMR/R7Q3KLsPU2+rxoS7U/dQ 9KP0LOBZf+Qdb42jgRvT483UGrWN/XdqrtPU3Hur8W4oGEcvRy9BTzEpt86X NL/MWtE1+tqSay709IMHo8/AT4fjnl/IjZOPSM8v5e5nTtcs83Lwac0cJ3+t 2j8bwkfYe6BgexcyzxsyYzS59XjFeEHuj/YRRcvqiHcG8Udu83bAbvQbl6q+ 4yfVeFNG30YvOBA0vBPo6b4vmrPywRn9esr2ATTEPOPxoMe++IJ4Hop1aP+V me+izHJaQhZvPN56T+aWQy9DTaRvIB/uyRw7bdEnYBfs85c4NyOwlHtcG/bH ptiWnpF6QBzvoZevuo4OVH0P8AqZ5Dq6of/XUsfKa1W/YcAEsIE3ImfpLZ/N nKd7MteMtXFfevQHyn6TYG9yvTveOPPiHXc2MAecBGegRz5YxVsDvFqXmXZt 5nfDhcDMP6Tu3+n98SV4PfoGifc47/Le8M/RwIS+6AfAWHppcPVEap4vBv3W 0Ac9uAO2AHcvRt7VxRuE9TuaPT+UeY/cRDfq9dbA0l1xDr9MzJ0jn82N47ti HfufDbn44UzMeyLG8Av9w+7Af2KYHhG79sZZaMnjD6+8Bcqmx0czm+0H3oi8 p0d7ubF+O3YH5kyKN2N7zfe4GGfx25nw3cWoQayDAd3xXttUcc/F24U69HHQ UKt3hk0WxlsGe68K+9OHYaPe8NEoZkd9GsXRBteP9vhv5VDV7+PJ0QPBoxh8 kEUOYM9DgQ1X+mp8STwvCH/htzcy4xAYtjL6/Dcz34m7sfdA+JvzG6M3HslN S90By/bGf0dfr7lWDUet5Cxz7E4fCD3xytpIrLOWxjq9cDHed/8DqihvwA== "], VertexColors->None], PolygonBox[CompressedData[" 1:eJwllVtsVVUQhldvp6f17LP39sEHRQQDNVAbDQlGETW2BWqsvZwiFw0oDSJG o8RWkFJFKFIS0EQ0pYkvajHyJIkmtg8Go2K0aEKpUmjl9gBeYqIUXxTa6Pfn f/iTmTWzZmbPmvn37PYXCs8XhxBeA6VgdRRCfyaEUTCdD+GLXAjV5SEsB71x CA+nITRVhNACWvH9DywuC+EX7HcmIRTwySF3gIPI3ZFtPfhv4+5SfGZlQ7gV 3E78j/DZWBLCEnCeXNuxP41tYVEIX2JfyllMLbcQYxXy15y9jb4ZvIs8m5jH sD2L/yzkeeS7UuJvGFZ84m3jw34Eh5APYx/KOMZR7H+Ao8iNxBgifhk+Y8jz qWEO+hv476f2Q+ifYJsDrmGfBqPYXkHfkHXNryK3UsMkuRaD5dgHYveiCvyc cw7l2kjON8m9GXsteh/3e7GdUf3cneDsCLHOYW/ge+5HP488BYqL/c3TyOvA 6XLH2IJcTg3jygVWEqsncS195NuFPEzM03zPBJjEnk3sq56pd09RwyJ6uZA3 fYj6SrEvKHVPMsiLwCXkRmblHuQYXETvxKeT/Ce58wG5HuRsF7FeRu/AdgL/ LchrQS+xL3K2BvkUGMB/p+Yj8pvr7ZXzK+T5xLyC/SbuzyXed4l7dwn7t8gv xc6lN9JbrYjcO/VAvdiU82xoBjbgW7ienNeFUATqkJvpRyt3C0LkGdOsLSPH c+TfE3v2VYNq6Yj9FuPE3Kl68DmAbSb1zUOfBvt5y9/BX+TvQX8r656oNzqT bT3oRm5KvUt3U19L5B6pV5vw78u7p+qtYryHfxf+O/C/i/xd+LfnLD+DfQf2 q/gPU98IMR5V/zlbg+03MJXzmWw3VobwT+oZ16yvJN92vU3iWbmPnLsT16ha xQFPxt457V4N+nrubsW+NuscynWGmFuZpXfQzyLfFvlbbgD13J1MXOsFar6M fIQYM/D/hrMf0F9HP1fkHr6Pfha9vsQc8WHsHdGuaGbGiFfPG0a85QLq+RX7 A+iTleYgcVEdNdTSrxq+p4R4nybe5Rp2qJ9Y3am5STOt2V6W+G3FUQ2Jd1y7 rpm9I++Z0ewcp4e1yPuI0Y/vAXAQ/71601Jz4j7kGlCW9Y7kE3OeuO8E9U8h z+VsTzCnVCEPJO6derBb7xX5LcQJBWp9LHUu5ViNPCP2LonDbkYuA6cy5jhx 3Ujs3ogzjseecc26OGoi8sxp9trE6cRrTL1r4vhHUnOAuEAxM9z/PjV3iJMu 5PyP0L9CO7BK3Jp3r6upfzDvndZua2Y1u22Rc2nntHtX8RnhbjP4m3jN2Bsq zKni1mt590o9VC8/Sz078hlMzeni9s/RD6N/nFrWm+ht6nJ+K82EZmMF+ij6 Xt6wCf3PxLuhGavT9yWeRc3wE5qfvGdXNarWy9Q3XmEOFZd25l27dq4q8jfr 2+VzLHUO5RIHLsHWRsyZ+I5x1oJtKLYsTmpFf5H6uoo805rtx2P/O7Rj2jXt rHZXMf7FVo3PYKXv/BR5h7XL94J1yCcjc6V85CtOE7dpJ2qJ1R57l/UP0b/k f0WWGHo= "], VertexColors->None]}]}, {RGBColor[0.5219765846308019, 0.45480953045819406`, 0.8506815513604058], EdgeForm[None], GraphicsGroupBox[{PolygonBox[CompressedData[" 1:eJw1mnu01WWZxzdxztl7n7332XsfdCXhpZZQgiQ5sxKFRhHQplUqNxEOeEkb SDERl3IRXDiNKQ6tWrayGbB0GhlrzaVZNUkJiFhyKVCpFTNAHG3VDLfiIgjS 4eJ8P+f75Y/3vO9+f8/7/J73uT/P73zkztkT7vtAoVA4oT99NbeVC4WtLYXC z/VjdbNQ+IV+r9E8vb1QeKdUKHxC+y9rfE2jqjGtWihc0qdQeEMwW2o6I/j/ 0Pqgnn2wrVD4G803dno9WbArOgqFl4T/h4J9TM9K2r9Ec12jQ6NV4y8E85PW QqFLMJMYwjleOEfp3Ivav1bv+3jJ68Gieaqe3SaYLs0rW32WfZ6vzPrzwjNF MDcLZnmb98F3WOthGiP0+weVQmG+RkPrCwX/clHP64XC+zpzq/aWiv7prV5P Ew1domGqxhjR/JBoHic8czU/o3mscI9pMfw0jRtEw6PCPVHrA/BX54YI/zuC nacz4zXP1/xDja9o/SPNg0XDPK1LDeEvGc904bm8zXjBuURy6dL6sOjZJvpG wXOdvVXjKq1v07xfY6/k+yM9P0/jO6Jjnc7+fdW4btHzJVXzYbLWtxeNb4rG e/C1ze/Y05r7aP+4aOvWs9fFm6W6/1CNe7V/je72Ya3Han1Sz67T79sE+7ju cL/u8ITmr+kdbYL5qd55s8Ymva9HfB4quC1an9F6luDGCX6DcPQE9yzRvEPw N2n/M9Kpz2j911rfJdgZGp/Teqbmp4X/Z4I9Ljyrha9b57vQQ93jbo3tWp+r s+do7BUvZgn+eu3fo/lv9Xuxxp7o2h/6WN+Oi45PCeZOwczQeEX4x+t8U6Ov eLuoj3kEr9Dr3xUti38Q3N1F6/Yiwa3X2W9qfwPyEa39RPMIzRM1hmk9SXNR 8zbhmiqcLZLv6pLpGa07f0C0jdF8Qs92RxYvtBoemV2p58O5g953umL6R/Wx 7uyO/rwsnGs0RrRYF/4o2EHBtyc4r5MsPiiY93Tv/poPCOYLfa3j2DZ23U93 79RYJRznCeZP2rurr+mZFvqnn8Wp0VcwLTo/QDALNU9qsWzRmdY2680w8eUP +v1rvf9gi20F+vFJw+OXLtX77heuqRrjRN/TOjtO8A9rf57GVsE/p/lZjRHS 0TOCGaf3l4R7jHSiIXkcFJ+v1rpV62s0X9ViPKN19nX9fhbb1LkJWl8ATKft 8mLhKbbYn303/g0dx+axd/zY463W74d0rhP/08f2fSB8+0WH7Rr7flP4/0lw WzX/uW5bOKH3bhbMMsH8UvPoFq9HZV6e9SDx/qjWQ3TulO56UuNJnZ9SM09P d3ivo+p9aF9XtO1DKz5qSMHy2y7dfFjrd4XrVcEcrftewF2auLAqsaGn6bNf rFo/W9vtX9A15IO8wPEzjVd1dr3mDUXfHR3FPvAt/940zn9rWn/xZTzHbrHf CcLfVfH+ghbbVin21a9svMBx941F6zE8Xp93vd9uOqABXUDXB8UWXoj/nFGx LPBXMwRfbzUMvIOHU8XLng7r/hjNj1StS+jUcf3eorPHNLeL5h1alzWvR28E U9b+yFbvE19ubrX//0vhf6tsmH6ttmX8G7Z5oGR/wu9aye8aqPUVFcscX3Sf 9q9HNlrv0HqK7ngj8brd8kKH4Rk8hW9zS44f7+HP+/p92Di4oZ949/s2xzXs dXDV9rgpMQR9Ji5zh8mttst9Guv1bK/mTYL/vGj4Vt2+CR81QfMR7S/R/k+0 /47WT2i9UutDOvOI8PTXfT9Vtl1hU3v07L8EM1Zn3xS9D2g9R6OiZ1fHR70t PHO19z3BnowfwYf8SvuztP9t7ddL5jV8bmj/TOLuwQ7TfKDD+5O09yHR8N2G 11/R3tM6+7s2n8en4BNubNqnYMevE1dE86ayeXFx1T7tkx3m9wvxe8uLjq3o 2Id1/jzBf6Tp/II8Az37tO51LPY1uORcoL1gv/ahqmnDh7PGtvq1+yzygt/E aexoW2wc34uOE+OxBZ7fUTQNxDpi3v/2sZ48X/F7L4oPJ5fDRvCbyOJo/Cfr 1RX7+lXxp8/GjuARvIK34OgXPLNKxv9/ghlZNk7OoXs9LdY/4i40oavQXo+P ukzzUNG1oW6dRrexTeSDzHjXxXXHgq74t/7a76lYV7ZGRvv0e3/F9x2eNTb0 26p16Xn0JPBvFKwjjfAcnd8Tvb+g7vX5dfvdPyV3xE/dHt5i34dj4/C+f/iP HZMfkLf0RC7rkr/9PjlcZ3II8gd86rvxyV+uOBdBJ1iTK6LPb9esMxOlSw+W rAfowIjkEouayeNaTQ+5TkvR+Q8+BZqg57oOxzBy8wFF0wdtd1ft98ndoOvC 0M98UeSLPg4Ir64UX84Iz/C664Ne3wVPiCmJxw9I33ranJMgN3wiMYIa4sLg hP/gRN/fKjouP1nw3JI1cfJUi8/tbDPfwYXeoaPg2VxzjPpX0b+m4n3iGnJG 3tgwuc+Kiu3gv2v2ZUM7bV/oKba5RfzcoPusrVqXV0Sf0atzkzf+Rmd3Y7+d zh/OiX09Xbfdbaw6zyPfG1i3fx1WtO8l3mJPyH1tybRC55uie5p+z2uYdvZr fZ2zQD+6Sg5WKzoP64xcmuHBquAhNyVHvVbzzKpziOmid25wgQffTfwmt8SO JyU+EZfOSWyaFzkCj+0uTfzolX/kdaSS3KJg2B3xb5d3ev9gzbF1e/bHddpn TRRPjuqeB4lNDefu5PC/bjinIbdZUndeeiLxcbJov6VoHzFDzy7X+n5y+XbL D99ITGCf/HJp3fCvCqYg3JujQyf0jiP63aN5CvrXYpmgWzxH58kfyGuxjxdi 89j7+E77qp/WnReSH46pus6gxsDWXhPel4V/fcP5yiXJeTbq9zrtb9L8y7Lv s1v7TfGoqN/nSv73luxD0beBNec652v/t2XLhJzy8cSq5xvOr3cnxz5ada5C zlKoOHc/v2i96IyfIZ5CM36QOnRDalH4sD21DLnt+OS35G7jsv5WalVq1l0N 5x/dDcf585Nr3V43vs0Nx/wByTmf0P6FwvFK1fdAx/DV2NbzscdDNesMukMd tqviPKHaYfuhFif+HE0+91rTePbUXH89lhyzM/oLfvAdSSwjP8J2Ryenwp7x t7ynu+J6A3vdGd+Cre9LHCHv2RUY8s1TybcfzdnFwbc3OOmT7In9Ypt74qPK mksV53HEt8mJcYdb7Ed413diV/AN2MnR+QHJZ/C90IH94Uux2zOhjbqa+uOP 5K11+5y7NC+oOOfDRqgzsEFyBnoY8GtXwfnJjvjt5dpfVrIdDQ5P4Scxtydn 6cOQ85OfsH8q9STxhzwPnuEnyGmAITaeDMz+8OuK3PVoZNQRGPDfWnNcpOag Dm5JrTEy8Y27Y7svxX4nCO5m+jw157zLkvfOz53IpbujV8hrS9W9ixF1w3IG P7Ok4fzsyYZjx7z4wF77SK1EzCB2/E/NPMQ+4VGXaLxPY2F85dLE3uLZWkln VhYdv6cktwEemfK8LXecp+f7ys4nZ5d8L3wFPblHwt+Zgv1iu/06753Wbhsj FtOzw5bXFN2PoBcxrOJ9+ni8syvvJQa9UrKucg/uQ1+P+IxPxB+Se/ZLjURe QtwgX6UfQ75O/oW/we9Ql5G/L0xehk7Nj/9nXpA8dkH2kcuT4fnrHdYVdIZ6 h/PU9sihK3U/NNMH6Mp9xwXXwMjq4azx3711YMGxHfqJi4ea5vPHOtxvKZVc K32i4fX7NefzxewTTx4r2xaQCfvI5YaS9Q/f2T/9tZ7YN3aOvLDdUta8/5zQ gP2zPzSx9bmidWVWm+MI8QQeUgdylyGCHVyxHfyqYRm+UbXfhe/4feInNEEP PRR6KQMbzp2If8S2hU3faVHNuogc8bETau4J3aTnu8quUfGh1JqfTp1CT4Te yPCqaWWN/UzW/lTB31lzHHoo/KH+fj8x9FhiPTGfu99SNm7opneEjG5Mf44Y ekfN78UWLyu5B4Gv2ZiaEB8CjqnBg42U41fJv5YnP6fmK8buZqV25i70gzkP /7EJeIa9fDO+n1z1tbJzPOwC22wJnnWxF/wsPUjkR31zrG55jNe8t+bYRIz6 c8N5cbvWdzYMO6TmnJ0eB/LA3z4Tf4WeLYsv+n7D+99reG95YJ7SuW9UnFeP SF2OP7wptoivPlW1b5ivs4ca9kmntffPdevWzqr5eU3JPKV/eDgxaE678dNr A/eh6MnmsnMX9Jn1zIp/Yx/LEy/wsY8mHlET4I/gLf6A96LP7B3JN4WFsVno pq7vic9BxtA1KD0S9uEJ+omfwkeRfyOjbTX7dOomaiV0/WTwEBtPh57jDess vr+3f15x7kAMfTRnsVnuRFzG14ETO6GOJ78ELzkOtdnZ51/OWe7E3ZD39dE5 ejVHE+eI7dSkT0V2O2N32N/tDde9x6Qnt+j31dovau+eousi6iDqu+PpP8B7 ZAAc85askecFsRP6IvSgiVv0oe8OHnro6Mo9Defm5OjEuBXpedL7JLYQY8gV Z2QNDPOM7GMHa2MLZ+GQFzFqX3SGvigwxE36or8pOd+g/8YdoBm67glt6MyB 8HBt0/faJX68Ldxvtduv0TP5efom+Fx8DDkDfnJNyX1mdBc+E0fIx9kntiJL /CjhCnv9QvwPetH73j7WhcWRKedW5yzfKGaFn9xvb+7IuYOhGfyLk7s+U/e9 tlbda5yR++K70f2TqQXYR9+wg4WJX+TF6M+lyVEP5l1jO9zr/Bj+tsM1L7Uv OSZ5J3kmfhy9mqj9/2zah+BLZic/Ie/AhnbFz1+R7258f8MfkivgE7t19hhw TX/zmpbc4I66/cmihuMw8ZjYTB8fHR6bfvDw+KUbdP4m4flc036v99tSq2MW 74IXPy66B8gdvtpwDrS0YTmCn1gPD+nNgp/vjXw34RsfNe6o9E+o8fnOQQ3F t51ry/5ORxz5eOCJOZuiM/RdRucssWtu4hffgIAnH/lozWce7LAOoov0RenH XJeYQm+IM9BBHx/8fOOibwRveU5PjL5nbz2S/Ls3927YVy9oeK8rfKZ/NjLw T8V3oM/dkR0w9AuQy9yGc1BsDJz0Sh9K34Ne5oj0h78R/wNfN6ZGplYmPqG/ 7zbch0UWD1Rdm76o9V8VbAt8y8G+4Ct0co/DiR/4NL4zPJG6D1lQ2/Fe6i/W 8Aqf/ePI+utF0zo4/borU3N9tepY94Om/QzxmFiMfOZFRvRFHszZf6l73V11 roQvgE7uvSY00GukxtiWXAq49tRr3Jd8l17OVeEV/SdyEvwS3w/xPfzGb81I 7KPnTRylHoQ/Q4J7f+TFXfDj2P3kmvWDugd9G54aCJmSL/Ddk9jNPb6ee9E/ g7/wFh+Dr8FXUTuviZ7zHPuC7kN15/0X1PxtfF50mpyD3OO5DudK5EzEcWJg by7S6pyIHIq8qDv+Fj1n5jd351vu7MS1RckryC/4Vn9vehdn483DwdMRHmJD 5yUn5/8AqN3+sek70iuk7/NR4Tol+gc1fK47NGzPGjy8/77Q8JjgvqT13zUc Z4g3xKM5be5z0is7lZ4PvR98Jzkzdcpyvfv7ontZ07J9K3fkey9+rPe7ZMV+ Cn+IHdDPwRZO19NTqrv26krdxz3m5C7w40uhk7vUwxPiFXzA/9BrZp878t1s SXop5DvkU+Q85Bt82yAeMeOT6cHTI1yb2o2c/d18W1rV9HeKlzSPr1kvPts0 7S+mb8y8MmtqM2okYvf+uvc7a/YV3GVx+kPIC9kuiL+aVrd/4uwr+X5xf2o3 vr+vSe2JH70s/YJhWeOH4dGc1HH8z8Xq9KvZeyDvpRZaHTxzgh94vvUhS+RI 32VMfPjM1MS9/dKS8xxsiloNWXMHbBkdQ+bETXo0vfVv0zzc2XRN9uzZuqxk WSJHfBf+opZeB3wmP74oPXP6seSfm5PPEm9nRzf4Loh8Pokeiner6J3le/vI 8HBFw34P/4f/WRWe/D/yh560 "], VertexColors->None], PolygonBox[CompressedData[" 1:eJwtl3mQ13MYxz/s8fv98vteK8OMGHSIoXVGSXRiItvWVnalA5GQI2HSPygp w5iRYzOOyjHOcVOSa3dTS7mnazOMDrRFuy1KvN7z9scz8zyf5/icz/O8P0dP mlZ9/YEhhK1QKdSYhVCVD6FzWQjbohDOSUIoy4XQAk1BbkhDWI5+G06/xCGs RP4QubwkhPuRL0c+H7kDeRL8KOKNKYQwFpqI/9vEu4dYH0LHIF+iOZj41vIQ PsO/b0UImzuF8BNjlcjPEqOeeHfjPwvbRuQVec/ZBP8O8eYS62OoK/oB+IeD QuiC3I5uHjQafqxsiiG0sp4y4uegnsTvydgu5vqb+U/F9hZi1hJ7APMNI94h 2OfgzybsfOwXo1+AvobzWaT9QZXIy7Bpxr438f4u9RlcAN8F/4PRfYz/AvzX MsdTrOV+zucq+L7Y7Mf+IuyHyZexleh/Q9+DeLfhM4K1PQ3djtwCtWE/GBoH X81+D2S/9+IzAv4r1nMhsU7C/0v4Z7UndDOgzcR/CHk8/ERoJfIM4lcRuxG5 O/GOhXaUeM6H0XVg35DzHrqhu7rouReib0a/iTnWMd9wfMbD92O/Z2F7KOc7 BPs7GbsW/SjGRiE/TrypxGuGTkC+khjnEusH5KnII/FvJ/550ATkWvRnwK+F 6nQWie9Wd/4Ha1nM2B28xffQL4H/HP9NzNXzAOzRz2b+acx/AzQH/lJiDiz1 GeosR0J94Rewhip8L0MeUuo1bIafy3y70R3J/u6Br+GME+J+y5lXwd+Bze3Y 5nXmxG/FZhlrWw4dqfVD7/BWfiNGd71F1lgJv0vvDb6ZOTcWvOY92FYSI0es 7cj7kVuhrvjPxv417E9h7jx8LXQncmfWMI2zHoXN0/hujZy71VADsedjPw7+ R+wPYf4TkY8LXlNv/D/B5/28c/pT+LXor1GuQ/WyJ/7yTj6j9cTehH46ugQa iP4ZfGYo3znvJfDr0d+Ebg1j3yH/Grs2zNEZwL+Bfhb8Z+xvGevrQsyl2JdC ZxOvI/PbWcEaJ2M/u+i9/cD6K9APz3xXfVjPiMg1QbXhZPwno38h81tZythL 8O9BK3W2UAv8i5l15VCK77vIO0ttsxT+0cxv6XnkevgLoYsLrhGqFV/j82nB NUi16LHMtsph5fIR6N/P+Q3oLfRnD7Ul3uMO5EXIM1n/YfgchW8+de3rj/+Y yHequ+1Avxn9w4lzdTrzzcP2AfRT0A+HbtZ7j50rQ6Hx+I9mDYeiuxF6JLaN bKdCDypXVI/yfrMz4YdlPkvt8SKdFTZl5a7JY4n3EfHG5FxDVUt1h7rLrdgc gTxIe0Z3jnIcvhtjD5U7Z7vCD2YsyrnG3BL7DeotngzNKzoHlAvroE7oDoLW lztGQ+w7192r5s4puuao9ihHp6i+Jl5LH2hc7BqtWr0f+Ux0R2c+673cwV7k Vs4wVT1E3qfam7gWqYaolrycuZYrR5QruxLnsu5Qd6kcVi7XQ3WRe4Z6h2pE d+zfTVyLVSNUK2Qj28eg1bFruGq57mgI8qrYOtWkq/DZhv+b+G9B/iZyj1Cv eIOxrfA3Fc3LRrb7kevhJ0ALkPcgP5Bzjj6DXKGeC/8WtB25EToh+E6bEvdE 9UbV8I2czfTYvecKaDe6M6An0D8JfaF+Jf8Sj30Ov4X4Ke+hmT3swbc9Nl/F 2Cx8C4nvVnequ72h6FxVDigXFitHSvyGlsA/wVgdtaQS+QrkHcgN2G7nPL6L vAatRT1WvfbyxLaqccXYNUu1Sz3mS/Rt3GfnTl6j1joU6ldwj1KvUg1QLejF /qvZ/3zlI/xljF2CvkM1Pe8974F/DlqYNyYRNnklc+3T2KvqH7HfYhn2veA/ YA2N6D6BVqUm8cepZ8Kvho7P2aYZfm/q3v0H8r7UPVG9UTVlZ2KMI6zzEdSG vA9aDR+w75maxAtjrEHXHXlfzjVDtaNbamylsR6pa4pqi97IL4kxnrCeesBC 5H8j9zb1JPWmFvbzTd6YQtiiTf09+IzaU9d81f6LoXXYns6cpcxdwh30ENbA 5/CcMeDvRb9JvU1hrCzyHeguhKlGqjdl7hWq0arV30bODdVg1eLXY/dG3anu Vj1EvUSYtb9yM/VZao1/wX8f+S2pB6kXPRkbq+rN6e0Niv32hYEGw1+Tei/C xFOFfVnDaubagv2GyBhWWFY9eqfOKvbbj7A/Te8lMfZSTio32zNjpX7Kl8w9 VL1UNWkQ/JjYtVE5rdwWBhUWHaoajm534rvXGeosVdNU2/QG/oEfmRibCEP+ BT8iM/b6mfWui/wm9TaFsYW1q4vGpsLMws6np8YObfhswLcuca28GvsK9Osz 61qgjsgYRVhFOXNf6jHphGmEbVYUjZ3q8I8rvAatRZhC2KIGuaZgjCaspjPV 2WqsGv+azH8H1axexNqIvrngO9BdTNIfouA/hv4a/2Azs8SYSNhodOTeKp8P MvdI9Ur5jM6M4YXl24XBhMUy8wnr6Z0aMwg7CLPNLRqjC6sLY09Gfxd0Xd4Y V1i3SW/oAI/dLWwE1eX9p9Df4ovsf2yKvCbzmepsVQM3EPtPzrspZ0w/sMJv SG9JmGpR4jVpbaoZ4/WXSo1tNafm1hnrrHUGE9C/XvRfrZyxnZn/PPr7qKa2 wg8oGmupRqpW6g+gv4Awv7D/sbF99WfS30mYRNhEGKJP6pxWbgtDCksKAwgL aA/aS23mWiqMKKzYVHSv0h9Ef5H/AE6XAzc= "], VertexColors->None]}]}, {RGBColor[0.6198358313392814, 0.6175658971405218, 0.9107757099696662], EdgeForm[None], GraphicsGroupBox[{PolygonBox[CompressedData[" 1:eJxFnHe4lNW1/+fMOTNzprxTjsYCihQVEpFrqGquFG9ExAqICQKKAsZCUdAk ii3Jc+8vMSIKdkGsgF0pChrAbkQQBYRcNaKYiILoFRBjFPitz/l+efzjffae /e6+117lu9Y7bc4dP3BcOpVKPZVNpeojHVVOpS6JtGeSSt2dSaU616VS+8Xv DyN/eDzjGlKprpHu1aB3B0eajd/XR526xlTqtax+H1NKpSZH2ZXRX/eos088 PaP+okIqtTCez2LQ1flUalU858bAfdN63z7arIn2Y6P+m/H76OhnUpTdUUul jo167aPsvfi9OupcEHVejt/HRdtnI90/ngsj/2SkLeI5O+q/GulB8bwST6t4 lkTbjVFnTlrls+IpRl+3R/nsKHvO9UoZld9BeTHqxfNSQe/p+4kovy/qP+Fx 6a9lpE9G+f0Z5e+J/JKM+pobvxPn6XNyWnM/kD2Jskw85TrtXcb7OSXm3xD1 roryBZF/IdZ7U/w+tCnaRn5JnNG1Ub4k8lOi/JAofynyz0V51e2ujH66R/ll 0WerOIuDm9TPwqhzTbyfEs9VUee5OLel7ue6+H19lP850m7x+9rIXxP5WXn1 yzvOpm08y1ljlOVcj/7o9+qU9rxdPIsjPyH2b2vkh8czOZ6GjPpnrQ1eb9c4 636RLq/EPqTVz7j4/a3bnRX5tk1a77yY/51BE7NjTrdHmkSbPtFPXayxFm2v 9rraNWldT0f9jMvHRnnec2Wes0w/nMVH0cdj8btX5B+Idg/Gc17kb4yznxLP nPi9NqOxOkW9u2LcEVF2QfT/Xr3y0NT4eL6LZwTzj7r/ggbi6Rdt+kV59yh/ I+baJ+oPjbZrE92JLVFWjL06NMZqF8+0KDsh6h/J2uN3m3j6x+8zY90nRNuT OIdIz4lnTuS/jPmMjPxF0d/FdTqX8dG2RZQNjOdXddoD9oK9ZZ5Z59+J9Iq0 fq+KeZwc881GelDQxt3RdkA849yWPexRr7GeirJ1UTbJdPB0PN9H2Tkp0WCD 6z8S9a83TXePsx4eZW/GfJ+N83st1rOwpr0/3nzg91F3avweGL9PdXpclE+K ef1vjBtNUt/Ec7r3Z2NK5fCrFfHyzCjvGfkBkQ6Kp2/kd7j+8ZEekxFNDqtT OXV6RHpiLu5NvHs3+vppzPNnUfbXivp+1/1/H3syKp5t8fuhqDsnnjdjvp9F vTcibYr9Xx/PZug20g/i2cRYvrNTTAdPer2Me6776xT5znHOX9VpDf2ibEc8 n7v+ANPPYbHGwXW6M7+LPtvEc3L8nhH99G8Qfdzi+qz9XynVP8p39oY60Qb3 9kbf8Qmxjoej3Y2Rnx5z/X/R50lBA1/FntwV5X+M3ycUVF5Xpzn9zuOektaZ cU5DsuJF/N4c/dyMcIl0TezPtMjvjn19sl79cb8GFVQ+PfKjIj8z8rOiyeic +CB0tK1RNLSHL0JLY6P8lujzvyO/q6Q9I8++rY06C+K52Lx6Rr349fCY2/KY 29312p/53iP4AGXwgtZR546o8z/xu2PkH4v89MgPi/wTDeprc1Hvv2eeab1v irZ9Yv63Rr4Y+dkx/wfjuS1+352ofFDsZ6ZOc+OOwNOhiT30MM/zOchyBZlC Ge+gk5YuRwYNjLHuSmus69OSYcivf8aePBnjfhzpqpjv29zTtPjQU+Yp3LUn TH9b3D909Wn8nuux4D9zXZ/7Mc/lN1d1RrdEelHswyrzRs7mEZ/P0/Xad+Tj bzPaW/b4hHgejvz2KN+nSfl87M1vMtpX2tyZ1rqgyWfdDv6M/GWNj8MPs6Ih 6Iczu99jPRF0Mj2nd7sj/6XpJgn6KMWzMuY7Mq0zmWkeucR8Mh136rDod168 28m5mufMzUoWIBN+EnNeGenrMeejmrS2g+NMx0S/vdJqszgrGQ3/ej7yKxo0 P9ZCW9bzb3QUnuj/lmh7c1H3YZvLT03prDi7z+L31Aa9O6tOezcintO401Fn gvntQU2iz4cS0SN0O9Ky9AbLu1ZNKp8VdXK++9yRGbH26Xnd/7Vxno/m1W8t 0qeQHdHPM+x5g+i9dZPyjyaSuZOtb3DnX/Lake2UI9+b75/bfuf5Ix+RS4Pr JZtGFUWvrPvIJtFE29jbN2LcZVnpUM3yxHK8fdRZFvVfiDnsSqkPeB20Rzm0 9Ei0m9ag/UMuIZ+QjV/53K/1XH6a1n6i8yx2OXtGnn1bYNnGPtflpJcwjx/H XnWI54Do/8dNOuvX4HWWpchYxr3Y6+3QJP7zctQpNImuZpV0P5abTh4KWViK fd+vJj6W85xnx+95UX5/TfQzznpRszyvkxz/zvoHdDU36r4SffaO93+LOa4r 6PdAy+gRvu/wgQ7oAz4b2u6wfDwl8i8XpP8+ZX2Y363rdPfRi6anpb+g2yMf SdH10aN4j/40I/JvRroingHI/qJ+n9ag/l5xn7c1qJw610b6ekF0iqFC286R flKvNsxnmetgtzzqOTBum4zmDP/sX5DcGgTdxrjHO0/aN54ukT8x0pPiOT2t uv0t5571Wj5z/X5uOyTeXVSQzLo80ufj6ZNWf7RHPtKO9pvSqjsmngJ04zx9 MMaJrs86WE9rzsw6J/s2KdIr43kr6vZoVL5bpM/HWu6I5yr/ph56COVXR35u SrKGfeSOf1ivuk9Z/1mXEZ9pZd6KTNlQr7bUbeFy+G2roNf3o+yLkClfZ6QH owN3irr/Ec9l8e64GPd3PgvyrIexWcvl3h/SKwrSCa5wOWuk3e/d9lL6i2fv KG/VoHesY0K93h3FGeW0j+whOtgk7w/210S3Jb3Uefab+ouiTq6kd9hoB1p+ sMa/NuosoIHBPsvmc4x7NDrWszDSsUXx+tPZq7Ty8PxxRb2jnJTfyIsxLkc2 ICe5M9wXaPzCouif8rfZK+uu5xelw7yUlc6J7vlfGdXnfkxxP8jc/8irLTJz dkZte6HHRtq/KNnBvOGt8FXsuLOKsuWwn84uqmx8RnNm/rynHNubdqz95Xrx 5lHOD410WDz31El2kEd+jMqpPW2redWjDnNhTtg8011eifQn9bpX3MGW8Qwv yEYeHOkZ8ZwZZccWpFftoZ/eppneLkf/QV8Y6PtI24EuH5MWnUOr1D3W+lmX SLtazx7i+8ndREfo7banNqgePJC0s/OkXdy2S73mPBu9HJuoIJtodEG6LGXo t6cXpONS9yyvkbJBXiNzGuxxmftgl/dwn+jDZ7stY2IfXlCQXs84jIdOxnvq TaxXP4O8J9S90PW/8O+jaRtrvCaeA6DPjHCJxeYJrziPzYiMR763xyZokG21 qaL8dVXZG9gd9Lm6qL1jry5p1DvKwQ6q7gcagVb4DZ7QoUGYQqcoG5JRXx0i PQLbJyU9gjlg158UdNM2L2xp/5ChP8HeCf40vl5lYEmb4+50i2d+9DG9JNp5 sCwbvXO97PTz0CXrZO/MyUnvQy/cHc+otPTDX5Vkcy+Ltl9HvS3WCbeUtI9/ Kom2oWvqobtTB136gnh3YuSXR9vTa7LlzkU3yyqP/Y6+eWuDxmrXIEwNfWlw RfmJVenM263vjU1LDySPnvhv6wBNOclI6q2J8U6JdefK0lG+dZ0xbgvPP8wY GnsOvrLV5ew76+K8xrl/9IGJsd+nuk1X0z9n/DfLEeRJEXnaqPGKsfZCPMtj b/rmhRseYXyEew79gyce1iAcCXyPcwTj46EcrI8+wB5SdbpjtL0ufi7OiGbB 7i60LnGbaXlYvd5dFnvXMX7/OtJSWfMdWVHfHd0/OB9zYj5gUoxB/0Prdc/4 Dd6Crfsz81V0cs77yigfYLxyvfFR1tLRZayjUBR2g/2PHQU/Bq94MCO6pz42 2MY64R7gROhk6GNfpVQOLdH/B/GsjN8bMsKqNtTZ5olnZkq40WafHfPiTjEG GOkiy7i96oSRUh+ds9kuqdPZXlqv+9+lqLsPXjrc2AUYRgu3RW6C/aAPwOt2 gLtF+08SYbCL3D+6weEF4bBgoYuNq3I+3d22RdB/J+8d+8DasTHBPMAW2Peu ccfHRJ19Ypx7E8m9mYl0rsutS8Af7qgTb4FemjEr7JKa8rdH/YUZ4WScM5gZ Z8zvVTlhr9y34yLf2TbDrzKyG7C5SCnj3m3z79PM0+5wn8zhzjrd33tK0hM/ AgMPOrmrTph43nXgYwfEuqZHP7cmso+wjTjLn5svsYfIJNpig7RsEi4xNZEs GWLMBN0CXQNb+PGs+jwtLbvyLueRj9TFpga3oB8wG2Q+sn+PrjLeOgAyf5R1 HjDzh4w57FWWbv6PimTLQMsp9mCy9wE+hJ4+wmvNe09GWc7Mdflk78PlWd3N HfWyGRcaHx5ungTv+r5ee32deSD2Gvzvgrjb+wfP6V2VzYq+iK54UMy9VVE0 wBkvNMYObtayQdghePwpxuffjT76xNOuXrwZuoM/g/Mtw5dg3XOi9c+vop9P GnVvWPv1pr3XG6VHokMit3uYzhl/keeQcZ61fpzW+XLO6GefmU+8ZxkFf3vS +BP0Af891XL6qpLu1tdxJo9ldUdOcX9508wU60vonDdVtd6pkW6N+fcy/4If wo/gRbuhhXjujfxHadnUYCHHVDSnAxLd4yXeN/jcAPMyaHYv0+3rtmNyvtPw NdYFXs15sA+rbR9jh4I9Y2+DVaAjwefhvdjcC2z/gjGDV2Cbj7Ncwub9PMrn ZcQz5xlrJz/Wcg+s4NFGYQHcaTB56j3udvOdZ8xZprF3asL5U7G3lwYdTSxK trUoS08fUdMcxpo+R2SFn95oulpiXje/qjGr0e7/ov25OWGXs0u6N/8oaw9Y B+sBP0XPQMdY7XWDTeE72OJ38FTuIxghmBzYHHoHWGI/12HPuAfYfb0S3Ytj Ir0qzrFtzOGMSP9Z1pwfsZwe6Hs73veL+7s+LcwcjBz583ZGfh1swJ4Z2Vzj Y+2fRvrPeA5F16uXLf9WvD/RtATNn2z67xbjr87qXe+8dBFkVbOOnhG/hYfB p+BdjMFYYPXoduiDyMqV1inwRaIDYCNhT80ryeZelwg75oy4m+iHtEeuflET zt8+9uC72M/3Y06vZsRTOE/4DhgCZdjLbSN9LaMybDLaggl8X1B73mEPjvZ9 aVuRHBlS1tyP8fzBVNlLZBx4BX5WMJO/eT/ZA9ZFOevEd8MdBN/CT7rR8wez 4V4hM9HraMe+occdY7sefxF8Dn3jZo+L7wMe/JR5Sz/3h45xqucPpr2xUXgl OgHYMvYAtsDeFennxVjXsJx8CtgU22vSAfqURGfQ2z1Rtrwm3/E3iXjMYdaL 8MvNr5cvBEwW+YQNiw6I/kQdMCFwHvAeaPAbzx/MY2OUjagX/1nj+vBGfMPo tFOywuTg9fiXXs2LJo4IGdqavcUn2CTde0oijAy8E3v/pqx0AfTxITnJAnwc yHHK4K3Y5Pic8ENhL7T23S/E/nwc+S5l8fiF5vMTGmULoZ+1NR1xL+C1bzn/ kPcZObtPQXfqnHrdOWwz9r8YAxbywkynGVdA7uPL2Gm+wVk304v7BxMBA0E2 DPT5oqPtb14N5lmwvNieCIMhFoAxV1vWgJ2AuYCfzDcvguegE6IPMmcwWuQL /A/8G781ODDnvsYy4kPzK2hxH9t40Plc0zMyYnL00z6j/cWf094+nVXmP5zv au8JefjR296fg/JqT4wCMQDQJDKyb077fHRa9toJxkbaui2yj/OHZ56Tkswf WC87Fx6z0vPE1wfOAsYCDkAeOxc8ebFl2CLvC/p2S5/nPW77kPnAOTHPEWA9 kV/eKF8X9vDV1iPgWezZg6bta6wrISd2mn7ANuFPYHXwqG8ywm2ZE3gYY4EH Uj7H47ZslL6HjocceMC0cW9JOsuGsvjDYst39B3oh/mDbT9tmwE9YZdpCzlH ffgJ483x/oCpDLHeiV0J38C2RIajF6CL9qiqvFDW2lkf69xiXgd/25wWrwTX bWcM4yifC3Yl/H9xUbYJ+sdr5tvsEVgTOBO2PvIB2wAZ8Q90Rdul8Fr653y7 FmX/HFMv/LiN+f/vjGVCH/DDA32+o/EnWj9kPzgbzpw+V3pu9Ymwy3+XJPPa +r6D3cHz2It9c5o376ZYf2uOYcjrjnBXsJE6mYcyl5zlO/IWXQB6OCTKD7a9 +XPbE/glRxrPIH9gUfg/NvV7wZ/LQRPd4hxeyMqfNct8CH6EDchdbFGv+/hl tF1SlD+ImAH8HOOtv73j/Oo95XVKV7v8Yut86Htra8KQu5RUh7b4S96Ovt8q CtMEjwePBSNHLjfr/L6n4LN1piP2EFp6uqhy7u/n9gPelZMutNa61Lo9+ZT0 0KG28cGHLzKeXI65LYv2K2NPNjQKU0J3QF6RIi+RyYPtJ0QvXec+1zqPzwZZ vz79Q9wB+T2y+EOXv5kX5guvGWT+CN9eH/PeJ6f5cX+GeI35Jt3f/crSt8Gp kDtrisLdiLXBX/dBvc7opzXpEEcHDS415ko5bbkT3BdsC+gD2kAe7rZvdGJG eBjvGIdyxkIvQ5YgR8DSdtZLZwZPBkvGVkOmDLFcmel50j/0ONp5dA10juNS P8R5NPeZli4KnZxhLBR8FN8NvhVwefyU53nt0DL1oecBtvvJH1WTvXFsrP22 vGxj7OHzarJFx0b550X58pGl/1mT/to30Zq+97quir1eCF0k8ktgB3KfsbOw 37DrkYsfe73oh+iG6HXHZaXTgG/BY+Bl6K7ICmQGtgx+ok3mby9VFeNyaFlx Z9xt7jU+f+xwZAm+FvgTd/OLsnTRDmXd1422C47NSv7R/qKy8K4TE/n54a3N fv86yXL2HxsIW+hzz/Exz/Nz66nk8a096nUt8fyRd0+4PjbXfRXNr2tVZZu9 rl9mFbtFrAN8nTmgc4IRXea1bPD49PNiRXv8bUmyv71lMXY9PgP8BaztbPO+ jXFX9ssJWzqtIt1wW0X+rhGWj4Wc9AHacH8/8l1D3g2znb5/TjoXvrOzjKOD DX5V0buTK9KH0IuRAcgLYhjRQb6Jd5sifwgxLxXN+bWSdLOPrJ/R53Bj+DdU pF9eH+mdidbVI87quorieV6ItlMr0rNvjPRYYxS8G28/FDbHiop80kdHek9F +3BSRbZsZ9PwnRXl3ypJf9zg+eA7GGk/xd0V8Zz+FclSsDz0Q3CF3/vOg4GB R4N9wY/Hpn/AxMjDp7EDP0N+Ii8S6e9tI003SqedF+XDqvI1Do90e0G+XXAj +hxvPo8fkvNDvwHX5j02aSmR/+c3sZZe9nXSV7Pv23WgyyssdzbZNmU+L8f6 XsppHpzhsz7HM6rSXfaOvp/JK06Dd63L8pkvTXTHn/M9h6Y+MV0hO3jH3T8v q37Qf7ZXZKe0i7b9c2q7yDr9RtMYvlx0Nfy32GLYQ8iXrhXFg/09kR6HDYz+ 1iKRP+3Gsnx96HrcjwvtD0K/Ig4XWxubG16JTOS+/CWrWFBwgveziu1DJ3o6 K14Pn1+aVdzFfeb5j1tnQFYiJ8Hl0GnQBeAD6CMdjeP/oSh7EDuNGFf0JHRy 6qI/YCvhPwY3PjDWkc/Ln40e0KZJcuvxRPdrstvOdj/oWqSTrXtxL4kH4W42 ZYVN3W79BNkHRnd+9P/3nGx7dAvoAT0a2TzJvJc7/77bopdOshxfXBXPX1LV eZOHz3OGC00DnZukG21LhCvsY18V+7OX7cM+xt/wP12dlZ2IHCUWgzgb7E74 YV/zWGgArAcMZw8WzB3c4nJ4JvYFmD72W0+3hWaedTl7dS/xlLH+GTXFLOBj hb8gd5DN2HrYQw/YJkIW97L8bSzJR77YeznB+9k9+joCnbkm2d7NOslY+7pp D/bZ27rZM0XpZOibtEPfBRMk9mNFUXcePbedfV7c286W+8QCoHO3sg2PLY/t D221dB6eeot5+KHR30058bX5LkeuQe/IHGi+c8ztD7kf8NxllinYM9g17GfX rGKH+P1kzPfjRul9XbKKncamRSeaZx0J+5Yyzou7O9/64Rseg/7xkb7hPGXY C53MM8FuwG3mWl8EF8KfRjkYzuOmAe7gIvPkFtYlqX+kdaepphn0x5u9Jwu8 bsrhJa963IFV+fCriWxQ6rOfj9YU6/BwpLvyil+EL7Cv4y1rVhcUr3BtSjwM LAY+9mKifSMm637HKT0Y6eJEWABx68QjQR+XxHz/kihOjLj1RYn2lvj0BYmw IWK3X01kcxJX9Uqi+Cjip0bat45PnDHhWfCrTnnhPtDHpVXhOEuDT57o7wj4 nuB/S9Kd1sb7o/KqA/2d4JhkYpNXlSSfZ1R0j8ETuMtnVsR3hkTaOxEtfx3p /ES6DfHpF1WlD1xYlT8MfQNsrFNJPq3BkT+vLP3sm8ivwzcd+YbI35II98Qv NC2Rjwafz5/LsjN/RJ2y8NYDIr9XInlzfZRVEsUQ/zHyQ0vyq62IOtcm8ole S7x8otg/YgAfThSPR8zgY4l4Lzx4hvnGzEh/UpXMfinyjyTyQxD3NzpR3N7Q KO+fSL/FDz+jJPsBXO3CRD620VFnayI+Cb9clki2EkeJPx6+uMn69pVZ6dxP lYUff5GIX4Kto+djmxK/i99yZ1br7eS7xv5A31tLkq8DKoot/e+cdIeL7du6 yTG5cxyXW+f45CTSIyvqh/3mvoxyn+2rGos9Rt/4n5xonrgH7vatFeF7Exvl MwLnm+A8/AfdFx6EHkVsdHNctOvhq0XeEluMD5BYiUvc9vTot3WMdWas6ZWy dONilLXLCbsBt9lWkF54eEq8nHL4Ofd2ttfY1jrY09H2vKruAnfikbIwntXY DmVh82+XFTdM/PAGYr0KyuPz42yRYcivrRXpcadGPz3LksH/V5E+hy72caK4 B+Ifzi8pJgD/CT497ijraubpjS5PSa9Fvz3Z69pa0O9dBeGh6N/4YmiDr5D9 JpaCvUKPQpdAT+KbCvzzh8R8rqgI+5tUkY8QX+GpQXu7y/JBnN6kbw/AiP8S 6RbTHDjxjETxmcRpDqsJszu7Jj1nQVEY1HE1xTf0jfT+smh4V0V2/YNF2fa9 a/Jz9MEXXZa/c2ZZcc/QaL/In1vVukZWFTuxwrFhyEjyyEViHN4s/lD2puuA nYOhEzu0tKaxX4h0SUX0/kKkZ1dFJ3+PtOBxib8eEfkzov6gqD8y8sMi/8vI X1ZTfMOvKa9JlxoV6eUl+W8uiD5/YVr8JXRSkV7dB14ddc6K/LSK7BDskW3R 9uqKMORriMEo6TuKbhXZG9gdW6POy1E+lLj/KPvEcmhjTZgQawTr+TTm+Q6Y fpQ/EPmZkZ+Kn6EmvKxTpD+L8sMj3yXyY2qKXxkb6bdVfUvw70h3VOWT+ybS P9eEEVwf6edV+T+2RNqhJkz5x5FWaooRr0b6fMyvA7QY6/2qJHsAuxMcAl8a +ENzXJ+xLPyHa4zPrHYeGp5m/AG9ixQ8Ap8XGMtm59HF0MnQwcBjc86DdRAf Aw2AyTVaZ7vZ/dA3v6l/T0q63JfG7n5UFj8ituJw9D2+c4h1PVgSvgTO1K4s nkucOz5CfIUHRNmBZfE1vi1jXPpkPl2tHx4ZaZuy+Bpx3Jxd4tj7PesHMyfW jnJ80+jIJeexV9AbsVkOtA4Jpoc//5niD2XPuM4SrxMsC33keeskzThiUX0y zlvOc3eW+05h59KW/eGc3jKNYVPSD/YnmNlS90/bov2l7H3R+7/nN+fOOlnL nhjC1T7rxyJdBV6Q0pyX+iw4tyXeQ+wC6mAbLDXWyrjc0Qn2HyHLpuaE4a/M SwfA3uTbEnCyGxLpp8SWoaMit/mOBZyP73nAU+9KZD9jR98T+ePLsuvbBA1f UpKOluDjLslHUa2IF/LdBf4m9BS+k4FOb6jJlhxTkg8DXwZ+V+TRbvsIXiyJ v4Nt4E8D9yCeqn9ZcVs/jvK3S8IowCqwS+kTGsd/iD4D/k284Cj3j507qVG2 LjYcMgg7bktFeeTSjVXVuaKkeFq+7wKf614WzUP7d5UkM6eWhb9gJ+0b6eaS cNl5FX0DxnwnR/pdSXrgyVXpF03WMdAB+ZYSOwB9Fnsb/Zu4A+KKwE7AxIjd AuNCh6pmhSPf4m9qxlYUH0CcAPELxNwyT2LOvqxp/nNL4qP97Y/b5X2+NyU9 qz4rexv7DtmHz+GDRrUB3/6TYxf3irGOKWsOx5ck68FiWA/+UuYJdrco5jY3 2j8cdf5YUtzZBzXp9dhF2BlDy4q3PLMsLJE8MRX4gr6xT4q4DL5Bwse3w+Vg GuAAXxvj2Op3lIPFoieD813n77t+VJFNgJ32tG04bDrOad9GySbWy17jf4em LyrJxipF2zUlYV0zK9pvdG/siAUV9TO/Ip89bX8JnysLN/p5Sf555omvfbZ9 bfAxYqRYF+tF7oHX4aP6a0kYIFggNt3f3BZ/I7EU+Bx7uhyfPX4YvrUmxu9l 48DgwfiTwUbZd/RWzoL7TUwg9bkXpOvd9iPXh8b4xpqxwCcp+9gYaxv7qqCZ nfblkWcd33otyGHuKfrYe436TR7/Fm32fO+8yz4vsB/WzjeJ89zPXK91vdfb rqLY3IMrsj/4pgh/AJgpON2v0b3z2gvWgh+dOZ8R6c6C9Lf7wFWqSs+vau3U h0+A9YD5gBm+6t/ks/6mdUxFNk19ozDBaVX5rbeWpRfSf6+qdMP9GuWPwzba mpP87NmkfE/78qhHneF5fXuJ/g62mHb/h1U9VqK7CI3SjnhD+BcYHbEU+EDx hYKbg4c3lsUT4Y03JtJl0WnPTGSXgGVA+0srkgX/ivnsnZduiawZVVEefZPv LYkX3L+sb27RtXuUNF/irfHNPmDdFR2Wb7A5w5sq+o4OPxrfpnWqynZ6pyL/ 2lcuX1aRn+1+27i35xS7CT+Fr7aMdtPKshewG86oSW8/OxGOCZ7522h7ZFXz uTDyr1XUz6vohjXJOOxdfKjgUS8aa8cWZp/5/pNYgV+UhSvwDR6YyL7VH+gF GYYsG1+SHwh/EPoVuik6au+S/N/4we+zHsS3f2Bb2OLE2IGBDzJ+Ao7C2XBG e5dlF+5v2xB/An3Ca4jxItZrTkkYBt8Egjn1qQgnv7ksfBmceVZNsa3EuLYs y14HnwWb7Wg7eXpF8qHOMqKnY/OI0YNf4ufAx4GdjU8Xf24zL8kqboV4NGQS MazExj6Rlc/sw7LytyXCrMF3nqnoe3LifUeXhblyX4jxgBfDk/9cUgwt/wEB XeeruoO/SmRfcUd2lYVDbLSPBpqANq6ED4AbsD81fUtPjH6vimxdeFW+Iixh vf2hyF3kL3gM8bXE2c4siRZeNrZPPWwKcJxSQbHpdbZPsFMGlmRvUOc/S7rr +OC5y/AZ4rr2dV8v2SfEPSN+Ar2LPWKvpkQf/wV2EHfvZzXFsRHPRlwJcd/Y icRhITeQc2Dd+LTBwcBIsVkpR/aBuzxm/RBsDhp7hLiqRBgH35djl+CfwDeB /xPdFP2Q72mqjnXAv0OcEHsKLlpwvq6qc0pXpXNQjg9oP39vuE8iXSBxfFHi fsiTltwPGCEyDxnxQE26IjojuiEgPzwD2xc7FL0U3yb6BLoEZStdjv7SkBem 3lRTvoZtVZM8R/9CHjEWsbGlmvov1hSfzDzYI+y53f7OF4wR7JG7tDyR/nQ6 PKCmfT2orL2nHjh1JpEewDfNtKOc9aDDbm/UN83fV5X/LtIWVfP/oKODLbPw +7VOhHvg1zonUQwx33xwJjX73MGGwZOJIfi0qvzGSP/pOINPqortJa4Y39Tx FeltG/z+JH/zcmdJ8awLorxfjHF8lB9fk17NtwrgIfh68cvwDQTxI9QhXmZo XnXQZYnbJQYYmoXHw9Ph5185D0/fFGO9H/n1VcVIv2d8BvwUHPXdeP9QSXJh bUV133UcdR/nqf9+Vfo/dsDrlhfIDWIsiLVYFuVvVxULtaqqM3rdWDHnynfc 6MVfV5XfHukDJX3v/UxVdF/1Pr8R5W+ABVWFJYPjs/dvuE/4O+ky99+rpn3o WZOPH/8O/p8+ieIHiCNoX9D3FeBZxB5Md0wRPnficfFfE3dziOvwPx4HO3+C eQBYPd/J8b0cMu+4RDoucQcv1iQfkZPEq9Enfu0xiWIViFmAF4GDUY8Yyavy in/8bU3539TEey7NKxaSPjp5buNrKh9X0/fKfLeMLETmP+SYDeJqiKEnxglf IrFWR3td5MG7Cl7XUdYt+R8f9DQwb36jZ9IXcSDExN8E5hX5+xPxNngcY8AX 27of9uNu7wnfHRJHAkYJrsM79nuT+SnfWCFj2Qd4Mv38wftLW74rY2zWNNvr wsfRwetl/+GVnF87nylr7OA4CuKCkRXIDPQkMDBi5bkryA/egWXCn8D28Oms yUtnXWmMs+i2YE58J8CdJp4DGdwt0s9ijN1R/mmkz9XEH4lZRm+HT6Lnk77m /FjTwKNlxZEjv0dXZIPxflFNOgJ9TrS+vcrz2ZFILyYO95Wa5roxEWZJDFxX 29br8/Ll8h86xGAT/74jnh8hu2rCatlD/ETsGfcBLAJMkTrgzytr6ufNmr49 IxaUbw6+8RzehRbMh+HH0M4azxOagDbw98F/bs1LR3vHNHauZcr5xlSvq6nO nyK9I5Eew7c+8DZ4HHr45qp46aaqdDOwe3h0+6LkIrIMvyhxRX1t+2IDg3Uj Gw+1z+sE10HPABsgBgV9CTzqIGNQ31lnQNfENiQ29Ez7QFu5DnFKBxrL2tMe vIi4P9pjr4D7cE/Yj01l6WyvVOVrwn9KvBs4FXl8cGDGYOLQ3bHmVw/zrUFJ a25Z0zra2/cBjsA3bMS+0scR7gc76TvPH9m5zr7pHjV/j54ISwPTBENDN2K9 zB277w/Gwzt4LPYW+UAsJfyH+wkf5P6u8F4PMG+Bp3C/kRdg/sgO0m2mK+bC /xdAN9DbNvsFyhXFMVTsr/ja2AVzxE+JDg2Wts5tyT9mbA0ahkfDnw92Hn5A PE+3ouitGddxXApr3en9+cw8HX6Oj5pv3ff8VwH5S1KyI3dah2xlzJKzBlfs ZXwSHrbL/Lyt94E9ZHzmwf7xHR572M5pV+eJPSMePe+59Pfebivr/zK2l/Vd PvwfeYLvC9wQ3ZU7xF1CB8MGwxZbUVa8KzFn2PV9LZvmlhWDz/8+8L5jXt9Q YR/CV/GJEGtOO+rgt0MX7pFXvAS0QX389vhi8bc+H+nisvxAS7BJy7JFV5b1 XQ302K0mHPsWY+DwAvLoJ8PhIcjfmONZNfF1cEpwolmeA/M613MDwwUXBqOH hzFv+Ngw8wp0oaMSxUkSL4k/fITb8n64+cnnxtaZz9GuP6OsewJNIT/b1xRX fChYeElxPb+oat/wT+ObhudSB98yfoFLjQ9jX1zse8p95h3+so41fe98WE1+ g4muj3+jo8+CfWFuYLPwBLAA6nAO+LnxcZPv7nNBj6RPYlYOcz/MrbvPjvrc We41Z0dsB/4E/BSMM81jgdeB6YODMa8JnvP/B/NvVV8= "], VertexColors->None], PolygonBox[CompressedData[" 1:eJwtmHe0lNUVxee1mfceX5mhN+mK0lSKoEYpKk3RpSJIFWkCgiwFbIDBJCbE BoiiSBVBulRBRBGkKTUUKyguFJDesQbz29n8cdecM6fd+91y9jmVuw+855Hs RCIxOiuRyOV3XpRI9IRYDD8XekQmkfhrrv/rHyYScdFE4oHCRKJeTiKxM0gk vk0nEs3yE4nK8Huhf0P/cuRHsO+C/vI4kTiE7EHGGfR7oNMC/S7EagW/Af3P CxKJ7sgfRtYE/xexL5NKJE5jO45xB7GrI/8U/cXM6Qr4SvhfBP079tXRvx2+ L/JX+e8wugcYlYk/Fvuu+PqFeMeQ/4x+s6R93Ia8MfJu0HvQvxk6ZuxFfkse PvF1P3xV7IvjPxv9IsyvLfE68tFm4m8i8v9iW5exA/40/gPkWdhsRfYH/FXw 5YmRjb/3WOM81v8Q/pdCB/hrh3wc9pPx3yu2rCvxHsbfMviDyLoxTsP/B5vN 2Lcl/lvwpeH3Emsa6ysFfRXxKvI9ixHvcuiD/Lcf/YHY/wi9T/rwVeHXYp8N vxP7aujfR6xy2PwTfj/ySsynGv8d5XssZU4bmH895ruJ+T5KvHPI22PfAH/b 0G8HfS3y9YWe80nknUOfhdaMh4i3E50t6PckxkPQJdAfgv5j6Oeg+zP/nUL+ IvxZ6DrMpyrrKcn8akDv57/vkHdAvou5PcB/DyLvg/+u0M014K9B/1bopowm 8FfC3wR9jjVsZj0h63kGuoH2CP4s8vrQ96LTDv2j+NvHfH4j3lnijSLeL2l/ A32LY3z/9dClmP/TzH8S+gH6N2LfCPuX+D43BY6hWIOw/x1+JTpridWBmM8i O47PQ/gfjPwwdGn8/Q1/FdBpLF38ZSNfgr9PoBsg34V8BHxZ7Qf/1SZeS/j6 2k/4X9F/FX9Zoc+wzvLr+GsNXTwyfTf6xaAPoX8R+0HoHIDuyehT4DOls9WK eA2KsBb8fY3/XPhmxG/K+ifC58PfAf8v5BOJ1xD+K/j1uqP4X46PBcxnIfJl 0MWQ90N+gu91HPt26PxA7P3wI+HvI/4FbFsyHsRfBv1e6F+H/W7kfyKvD38X 8kC2oc/q94yK0Pcj78z8b2R916Kf1veDX4L8feIPZY+bs7YbmP8E5JfhfzT+ ZuHvLewb4HMo88EkURV5WezTMFOZX1nk6/GxNmmdddAXkV+N/Qbkw9FvBH8N +pXw1xC6Fv4/QH6YeF9gn4RvCV+D+bwJ3wL+Sr7vOOQLsM+5tH8zmGMd/G+F L0u82sS7gH4K/dbY34v+1MB3SHdpKPPtDX018tWF3v+j6A/AfhDz6ct8HoZu xX819Pbhsy9rXQK/Cv5++BGR75zu3knmcB76XNr0n4xC7NeivxrdLdisD30n dDfOIf8DejX/fYx8E/JPoH9PW9aLOW5jvkXwoY9bBZ02xPsi9lq1Zp1dnRGd FekE8L9g8wryMYxV6D7Cf4OR1eR7tMD/B4yPkr5TH0L/hVEHeS1GXcUK/S3k X99Wa9BadKd/JdYJ/D+H7znoFKLbgf8a5vtNuwZZBv1cfLVGZ2HgN0hvURXF gH4bm8nQkxij4RfDr0z6my6Vv9h3XzlTuXMA/JQcn2mdbeUk5SbdCd2NU3yT jdhnEf8q5lIDH8ULnDO7w5eCD+HT6NyE7qyMz07Af7Oha2Y8tzs0Z+grGBWg f2TshP4U+zXYbmd+m7RX+FyZ4zUWRV5Od67AZ15nv2Ro30UYpTLOKcot8lkd elbgXKgcplw2kTldZD3dkXdB/m/8D2LujzFGQq/jv10Fzvk/4btP2rmrDPK+ 0M35PkVT3hPtTUn89Wev5zPnMegXhS+N7i74P6GbYVMu32fkY2ynoTOH+T2m 9wz5NuSf5Ttnbsbfu8gX5XqNWmsFdIag+yH+lsPfEDt3d2ds0f7rjc/3m/E0 snnoLMR+OfqzoJfpG+Z6z7X3qxjrcn0mdTbbYVMlZQzRPvYd1F3UGR6otwyd l5LO2VfCt9AQzZwaIHsCfrjOGnxL+JHwE7Afx3/P6/tmTJ/GfxnWOhh+QK5t nlS+yDhX6E26Drp36L1Rzuys9x6+C3QnRnv4p1nz0HyfQZ1F5UzlzsbIG2d8 pnS2hCkOEK9x2ntXivi3x865yr1aQ0u9jfirq3yPv+e1l+i0yXOM0djeSvzr 0W3IuAH9mzOOdYbxNXQZbMbmGHMJe00LjH2Uc5R7Xg6NnZSTlJs6Iq/EXEYR 76PImEvYS/+1Jfaw2G+/9mS47mLs3FIafip0k8D0Icad0IeY4w/KX8xnXuAc rVx9kP+OQs9njili7STGFmGdtGWn0f8K2U96b6CXoTMD+cXIZ7cB/p/C392M wpQxae/INrLVm90fukBvMvRuxvqMc7RytXwezvgb6VsNYwyBHsVYgK/JzGe8 3kPdIfzvY7QJfMZ11tcgXxH6TdPb1orxDOtfDH97yjnuSOQ7p7s3Hv2xodeg tcyHn6m3T2vIdszv0X8pdu7tgI+XocfExiad4V+B3ofO3KQx8JvYLuW/v6d8 RnRW+jHqwE9CZ1vkO6a7toB4c6Anxa49tKbJ0OPRvy1ln/KtHKNcI4y5g71Y gs49OY7xXuw7rbstjHkB+Ta+174C59hOyBoGrk2E4YXl+wSuLVTTqLZ5QRg/ yxhEWKQiMbsnjHmEfc6Hzv3CyMLKX+pMZBsDCAscCY2dlKOVq+8KjO1U86j2 6Zd2LSTMJex1Bv+bksasZ6HXxM6F1ZE3Rz4lMBYQphC2mBAaiwkjCCucCF0r CZMLm6uGUS0jzC3sfXNoLC/MKew5NTSWFSYSNgov5U9hXGHdcpGxkjCosGi+ 3s8cYyBhoYGBsbhqHtU+72SMBZfwjWdCPxkYSylnjoGfmjHWnQ//FvQTwvx5 3pPt8N3xX5v5lcDfBfjzGdOqOR9IO6cptwnz3wZ9lvlWz/Obqrd1EWO27gf8 9Mh3WHdZb/Z7yLqGxvqqIVVLrsgYi25E5wPo8Rljq5nwb0J/j/526G3yAT+X sY71r9D7AL1Id6zAmP6YsH3ou6ucp9z3fui7V093CN1vMsZ2Efp7oIsi35zj mvdI7DdTb6dqlJroT8n4W+nMTYZ+DnkXZE/io2pkDCcsp5x2WeQaQ7WGcmgJ 6Bexeb3AOUS5pKNqoKRrvKrEmwRfNtc5XLm8ZWRs1Ioz1gK6LaNm0pg6xr4/ c6qYdM0cYf8P5J2hnyBeZegBeo/hJ+LzNdbWCZt7ch3jeq2V8W6259ApMiYU NpyBfBKyodjXSjrnzlX9zegGXwn/x6Hror8j12/wddB9Y7+tytnK3a+wB3fm +Q6NTRszCjuqJmyi9zV2LacapFC5Whg86TN0Bt0EPppCf6GBfhC7Ntd/IXQv 1Z/Cg4ym6O9AP8pyjtsJXSx2rdMBvjh0YWRab1wjzScwltM36aW3OeOzpzdj JfScyL7lc7ZyR+TejNa0W3uX9tlRjlCuqBd4rsKwwrKVY+9dXWJUgW6bdq7S mb1XWB+b3kmfaZ3tz0JjQ51hneWtyCcmjeGE5YQRhBVUY/VAt0fsWuwpdHpC NxVmynNOU24TJhA2EGYTdjsWeu+eQf8d+PORayfZXIB+nHFEvQk+/RDtH/Gm FBjTCdt11PuZ6z3X3q8JXWvUx9+7xGvPf8/l+I1+Hr683qSkfVYTNgtdu+jO 6O7IRrZb+W+DfEXuVSjG5siYRNhENf0tyAel3SsZg83gtDGasJp6FLUzxmjC aqqxWqsejfztlaOUq3Tndff/jxGRvxP4rC/mvx+03tC5VndGd6cEPnsl/SZk kL0ROrfrzr2M7FXdn6Tv9Avw/fCxh29XS/WevmfatN5Uva2PZ4wVhBGFFWeH zq26s7q7qmFUy+ibT9f8Qud63UHdxeroDMszRjiJ7pqM30Ll2NXqJcR+a9UT q6W3LnBv8FnGC7F7UOpFCVP9BF0+dO+tKDbHkf8auBf0nc4AfGniDcwzxhfW rxb5rVMNo1qmSuS3RjWnas+/xsYy6hG1gN4YuHeoM/EafPfQvQWd6XbMd3tk rCEMLCx8GWMvuj3QOYn+KEYn/O3B32H13wL3+tQznBC7B6VelDDq7tg60v2G 8R3zbRO7l6me2inhC2GQHO9pI+iRwg/6Xnq/YtvIVj26I3rvI98t1YCqBb8J 3ItRzp2m/mjot1VnQGdhdeSzKUwtbK2aS7WXelrd4DeGPuuq4VXLq6ZTbaea UrXlHPVY0Z/FfL/C/yrs389xjahasVfkb9MQ/nN0z8buTarHew46F39Nk65x 8/BXPnItpjdbb/ewyL0x+RwOPUr4Pdc5RblFPRr1ajSHFdCbiLEp3zWcarkQ /49m+b9IvSJirkv5jr+G/d2xe81r+e+8eqn4/zblnlaPjDGwsLDe7H7I9qOz MOWaU7WnekjqJcmmgHjFQ/c29UaWxP7F2NhWZ2Kd+t+he4faw+roH4/c69Ed ORG5B6FehHp0N4aXaoqUe+ojdJ8zxhbCKMIqMzLGSlrjdOhSkXtFwtjC2nMy xhrKmcqduiO6K2fwWZb4NwemVePOD10TqjacwPgM3c2MiSn35Kaj+yX8zJR7 gAcz3nPtvXoys5F/fqk/Ix3pqqeu3noO9jXTfsP1lmsPJwXuWah3oZ5yFvSq yLWYejLqzYyOXQuoJ78+MIYVllUPbLWweuC9055qb3+M3avUHh2A3sB4I+Ue YR10T8V+O3RnK+D/7cBr1Rq1Vr05entksxH6QOi5q6daI+03V2+v3pgZ2P4P F3xW5A== "], VertexColors->None]}]}, {RGBColor[0.7066160277436515, 0.7569975259158603, 0.9127540311610278], EdgeForm[None], GraphicsGroupBox[{PolygonBox[CompressedData[" 1:eJxNnHm8ndPZ/vfZZ95nT8+hokgJiRalqbmvJGgGXkqVmqrUUNRQU02vlkpE f8YkEkOUjGLKQEKoqSQiNZUaOuGlWolWUErUEJX3+ua6zsfvj+ez1l7Pve41 3euenz3gyJP3PalcKpX+1FEqtap8tK1UulyVa9S4S2+p9GBnqfTtaqnUWSuV Zqr9+/VSaWqlVJqi59eC/YLaf6f2bzRKpfvbS6X79EwUnh3Lrk9qKZUuFMyF gt1UMO+pbZBwfkHtXxfcU+o7WOVLwnuT5vCiymnqe7XgGi3GAd4Zqh/Y4rH2 EPxw4RwknP9VlErb6/l6d6m0ncp99P7xVuPevuZ6qVkqfVmwQwUzQDhWaZyl av+aXj2k8lE9G6p+tfrPFMyVKhcKbhvV11F5nMpt9fxSMCMy7iLN8/ia2/aq ev3MbYTK3XoMX25zuV3q47SOO9q8P+e1e72/0O8LhWue2h4RvtdaveeHqtyI +erZVO9+qf1+UW0v6Bna4ne0b6O17SFc7cKxnfp/Qfh20/y3LFzvawP+TcGf Lti79fsg1d/Tuy6VG2v+O5SNuybcG+r9ZoLrUP0z9kb18YKboPlurnqX2q8S zLkdfr9+zXO7TeUP1P5X1WcJvtA+TBb8LarfpT7XqH6d6mOhIZW3Cv6BnC97 wpgPtHncH6n+F+GZqfptmvtv2vxuVI/xcC7s5+WBW0/7cJX2bYn2/2u9nvMK 4f+K9qGXc6h57x/IWLsUpond1P605nOA8B2vfThX9f21rp+pvEN7vkwbtIHe dba7/VSN9ara/qrnQu1Zt8bt0rsNQxfAzRb8+fp9s8bZWzhnCc8Nehbpfb3d +7NQ74Z1ue8Nqn9R83lO7V9Uv+VNn+0eartBfQZo3B8K53zBLtBzscbdSfOr qL5M8DdqjAPV9praTgBG+3CbcD3HXVLfZ1WeD30I552C/7HaHuo0rS1p8Rof 0Lu3NO4s4VkgfHfVvL65qp/fYTxHai7LG8a/rOGzrmQ94FgePINVntvpO/aW YI7o8D07RvXz9XxJeE/XuF/RubapHKEz3Uz1lYKZrHfPqtxfeH7Q7Xbqj7Sb J0A//QrDrKM5Htzmuz9A5VMtvuNPltxv8+D8tp7HwmcWNFzfv2nYYf8f/Fcy 1o7C+0VoRXv2ic7tYz1raT17dfiM4D9b6N1ozWeE8AwRfH/BP6i2nVLfWnN8 Rs82gvlEbZcK9z86vf69he8PwvMTeJrKP+qpat07ZNyvqd9DDcN8s2kahVZP UnuP6rerfQONtbvqm6n9rMI8Abp8V3M7UH1/JHwHNLxnAzrNS5e2+wzZw5Pr 5nmb6nwXqv9Lan9a+MYKdkyn92qJ4PdT+wEl84ZD28wfwHdQl3H+XOX5nLvq k7TGY/W8q/fHCecY7ddWwrmtfs9pc//vF8Z5jNq/1W4agldwDw5r812Ypvp0 PbuWfHbMB179j6r5+3yta0ZgPlb7IWXTwRXwJT3fU/1KzrHV82NuX+xwH+Df rZq/7iU8Ne3DIYL/jsqFOpc79TzdZhyHBM8/Bf9dwY8S/OlNr/0nKo/uNu0x 9jcy1l2CP1fleXruhHc1fBfmNXwfqLOmo9XnZ13mjQuE48x287ihWstsaIY9 b3f9SOG5R7D36llSdnlf6kfXTLO7aY4r2g1H+2/Krt+ndw83Db9Y5ePtHpe5 vV71XOZqbgfqXPbU+D+EBvT+Aj0Ptrgck3pvj39vKNyf5NxZ92PthmEtHwjn sWobUvf70dn/d7u9L6x7Radp49fQTNN7NVHliYIZjR6SvTk38+ScObuvlS2f Z3Rbhi3XWHtprP/UzBfZP3gjcpi7yj29VvWrO60/3K6zvU3Pk4K7S30/FGy/ ht9fGZgVev9Gxb+P05z21hx+pHKUZMoktS0W/Nvaqw3UPlztHwrPjzXG1mr/ bcXwxyMjmavKo0qWmTtrPlu2WheAn6IPvFnxeMgtdKKBfXqRng0E16/ksn/q 3a3mOcz7AOH4Spf1KfYS3sp+bqO9KFQ/RXPbRu+37bKO9R30BsENEZ7jeoz3 9ZLlJeN/XLXuN7DD+t8bwnt7ZM1vhPMSlbdVLYNmRjc4Tmf8onD8N3qW8OyH HNO4f6z67u2itpH6vb1wLkRH0jg/1tPVaVzgXKy+0xtun6byST0HqP0GvZ+n 5/9Bx+gJrcbDHrBPJ+rp0PMr6K/NcmNqw+1TVD7Y4fWgx56t8/qp1nu6ygu1 32Mr5pvwfmQAvPVkvTtN9RNU/kzjPgS9aH1PtJtmoe256jdHz+P6/ZGeazXW Bcjybu8b4x2h9X6gtsNVrluLTBfOnYuMF16L/rdSc5ug9z8Snl9ovI/VPkX1 S9S2MvfoNeHpEO7v6jkJnbVqXriwYb3kYT1zS+Z7k9CtmKf6TNO57ymaXRyY +9U+XmPOajGPvVjreFm/r9SYrTXfky8I/m69/1Vw3q6xVmo+u6m9HJiDNO45 DetnhfZnK+ansVq1riO1njnqW7RYJz0kfBR5gRy6Ve1vNK0nvK2yX9OyYl2V na2m698KZifNbWnqv4Q+0Ak1hyo6nOD6qX5C2boL60KnR/Y/ofqysvWvpp5T uw2DTnJOt2GQ9WOE502N26tx36xZV0RnfEz34tEe783deneb5vkrlcdBg9kT 6G8D7UuXyraq64y7f8PrLDfd1j8wZbW1qP+xgvmtyjHCc6ae9sCAYw89e8Ib 1fe0sm2nKwVzhp7Veo5R37NajIf62aqXUn9LfffTOJM0ftGbO6b6FlrD5hXT 8WGtvo/w4cVl08Qc9qppPfZ1lfMEe2PWuVPD8x6ict3QwxTBt+uMV6GzFj6f xdl/eD8yABnxZrvlEDJoP+3lvnqO195P1+9Fej9b8PPrtgexC/+HdZa8lorm 2MsesTytq0XPHepfUrla5e16WntsxwwCT4dpY1obxobupObRovII4dxLePZl zjXLqja1z1Hf2Xp20rtLs1bWB2+Z0OP7tqLbfHPndtPCnMB/nPpx8D7NZ3yP z5dyQurzusw74V+j9byDfYa+obZbesxvKW9N/dGK679R+W9ka9n620DV79Wz iZ7f6d1kre9bZcPRvzM4wbEO9pvq/1S5dcl2AmtfpfpPyl4vNtQ+LcZB+wXC M07tm7Z4jHv0jC65ZNztBTdf5YIey9f52fuBghnS4vqKkvdjbvbklLLP7gK1 b1Rx34GpL1R9w4r3hPNkX3g/PzC8u7PH7ykXph0auDN1aAD4DTWfq5DPeoYL /oqU8Jy5OSPk79x2nxs8cW+9W4nPQM/7er6Zc7lSZz0TOSC475e9ftYO/JCy YaEldDL0sRGMpeeb+v3twIBzSvQ26A2bGH6CXXxJxbhX5f5ylw9U/Ymy9YPR uePc5aM5S9Fol+a0di02VexE6q/Fpm4IZrLq361b5rQIfoF+1wvXayo79Hwq WuwQnpM6bHOCB5vvwdh9qwQ7WPVvtvtOfxrdtbMwr0CGb9503+U16xHMDV3i VY39Y7VPFcyn3V4r/oGR4hfvIyOatjWw09Fz0MsWxLZHnuITQMf7V6vpGBo+ oWF74HiVo4V/hNrur9nmbu223Y0NuGOn5Uh3h+fAnmNfYnMujQ6+Kmupdhke m2fTVs8NH9LgFo/NuFv22CeCP+T3heXsTzX+uZrH7ur7s4Z5ATwBnxL7QH0X ZDD+gHbbH6xtfvSi89TnWu5Q1bbOJh22oeC12GjY9rwDpijsl2AsbLajVL7c Zbtwt4btzp83rAfAn9CvsV2xYW9X+yy9P0XjjhPOYwvrgSdr387QmKd3eJ39 araXsZvhH+w5POSNqvXC8cKzIvVXhPumumn8LfVb2e51oQfupfaLBdMjPNdW rY8fpLa/Nj3nV1X+Xr+na9znoRHBHKX9mFizHYBsQgZdwPmp7080hw81n35V 8z/uA/cCnfmzsu8JcPgIPtPzw5Lvy39avJ9tqXN30MfQxd5p8RmA5zRkXLvb sAXQHa7CjtW762v2rXT1eux1NIdtsaPKro+Cn7RaZlfKllPY6Mgq7PUJsdmB 7Rd45PLpJc/nzMyZ+qKmbbY70D/V1hM8+EDasq6i1ePQHz5xVsvnsr4n7QeV 7TNozbrPCP6y9nqU1vmp8L8dfWAtrWtQj2XJD5h/1XLgM/yWHbbJscevKFw/ W++H9lh3PV5wh0SPRZ/FD3BVu30pq7F5tJbPmt4H6uwF/kD4wFT1fbbbPiZ4 x/Psq9qfb9q2gzbQp/eNbxCbBV8JPhP8KFsI9qR22xL4+O6KzjAVf5pgqlrX 1t32ReLzuUd4F2gOTeE4tWw/Jj5n9Gl0YfaZfeUcOZOeVusZq8vWt9G1P0Bf bPXZIL9ebHcbvPp+/Nhl0+xxev7dYl5xfOr/rXp/8fkNKvY1f7fhs+BM7kZ/ 7PI9761bTu6p95dgZ3TbP4gvDP2IfTixsK76Z5WHq/2mNu8nehTw8EzKE1Pf UWsvhL9Sd/vxwdnscjs+zXnt9smg50MznCN3h3JJ6kcV9r0cW/OYN2dc9Hv0 /OM050MFc7b2/Hq1HaMz3UnvO9V+Us08B96zfcO+9IvgCYLt1RwOarddhS7O 2pZEL0dnx78xFzu97LbTYovBz5gHPA1fxCnd9jvgz2MO0OEWsYMuqZtekOPQ zPoV82t4NTbHI7E7kAFLI4+QE6vik4Q/wifhiau4Q+22wbFL2LfDQnPsyS1V +zPph++MMeEh6FwDY4/St6Vi/wA6cF31WsXv4DXAz6x6Po/En4ndQ2wFe+f1 HsvkXZC7PS53jixdGvg3u62n8u7xzBn9e6uG57cltkjZOjb6/wSNtxF7XPN+ sW/YkVfUrFuuo7avN6xbDVbZ0vSebdYsrYmdQNd3qH1CYT/eDTXzPu499ww9 BB0E3XdK1bIDGbJl5vPnmukPe/MGwe9bt33YVrf+8B89c8M/+H2E+r9eWKf4 k3Bcpv27NHrwUzXbz/gst2havxlQcxxgXHz7B7ab78Pz8bfid8UGajZd36fq OTG3U+qWv/QljoDugA6BDoQN9dWK9w4/HPQKrXbEFkfvhoe90en7i7+Dfns3 TDcT4ttHF305+uiXNYfVyHiNf1G39wEbmTgBd3eXqmkTGOjswzb7ZPHH4sOD tqCrzXJG79ZNW9BYX8yKOnGphspmxXjRce7rsN+M+a7InI+oWO9Ct3ym7jq6 GDjqwUNsB5mBDxjfDXjhWxOa1q9ObJj3NDIWPhdooSz821Xsd8CPenjdvil8 VO/X7dt7T+Wvao6NfEn11ob1syOq7jchNIO9zrzxPSLPOV/4G/yF84YPj1T5 kp4R6Tc++0+MhDjFNzjrmuOWd9fM54FfXTKfO7HDNHBGj88We+qtdt9laK6/ 7u+tKqfXzNua4W/4I9AtajX7+8+I3jWr2/5K9nxG6vgBxol2f6n6ZHwq3a7j 451V8/3inuHfw7fHHs3vst5SbbENMjn1zTo8H97hSyKWyL0nXjQjfAneuKDD vIo2bGbsZeQQ8mjnpml7cuYwVmOPg9/WrF+wl8hBfA8zMn9s4Y9iS1/X7TVg A11T+P1VhX+DE7uIuBTxqZt0pq9gV0WfhB5nZX8u7/a4+BAmByfzAXZl4M9D fxL+V1X+Qu8v7PZvfMXwQXx0R8fGQD7i8zsn8Z3ZXearu5Z8Z58I/PJ2nyO0 tHbZOPGlYbfNzB7+qfBdPa/mcalzZ4kprEhc4dPwYvj/yNAgsnXjhmEGNIz7 F+n7IHer1f44/KmsE733SmLKen917XO6QRc8o/A6Xijsx2Jd2O+XdZv331py G2vGt4lt91KH11yvW74QwycGj1zYWW1/qVuHR5cf3+0zgNeB77KcBeeOLwj9 t73bPlj8JTtWfdbPNhz3Wa/LPP557EdsyvjtsNOw0YhrwTe5V/BOYNAhsI+W RLf8Quw+7L/tem1brV93eXTiLCML+8KfU/lGYdmxnDHrjiX9q269lnuE3gv/ gy/Bt4inYnttUTiuRnxt3brvD/cIO474B3GQ39Vtr3TFZhneY50JfX2S8E2s WGaN0Pgjux1jv7pi38Rtqs8Tnis01jDt0xzV56rfTyOH2VvOC50UGwM7CD8r fmz82S82TBtt6rdbp/kS/Ik9npT4Gr5a/LH4ZS8tTDPQDjYk7cQy5ufuzMx5 Xp4zXQPbbRrHNh0ZWkXfmRRdEVmyKvQ8M/D7xWdyVepfUt93OiwX4fcL4vvC 7iBGiS/lpk7zRmyu3sL68EPYQ9Hb0d9PafW6sWuOyv4TjyIhZW7sIvTEEyJ/ 8bdBg/jcoNVVof+3ExslRgocMfDBZcvwLeIL3Tx14Pt+Y1/g68V/x/w5zxGJ uRD/vaHTuig8ZE74CCW/uT/EHbFFyIsgH4U8gBFZB3Yp8op7PqTL8ui9kmOc 8CJiW+Ch/lTkPbL+8vgTkaHsH7x+je3aajzIa3TSzTusq09ER9c8ryAPR7T7 tt4fXHVs4ZjEF8iBIBfifXhM7Hd4ADyZWA9jYYdhF32Q+Q7NnFkfNhdr7O12 O3MZp/G+J/yXq/x9w3v1fMP+KeTU+JrtcmAGtrrfsODEf4Oc2DdyFt8xug28 f3JkyseRqcTSb6z5zv2jcEyd9raGeQFntWnhOATxiBK6bmFavYiyZl8EPglo /uXQPXo0+jT+HGChb+7HiswHn/WnNfMreBu+rDcij9gz6ug773fah4MuSfwO +sFPTf4POhl61CNV78FlmvPGZY8BfuK01InVDq3HV6Mxb6mZl8yt2ee0IvMk 3wh8Q6q2AWjHRsDvyNrRm59rWDZOblgXmhc9anDVOA5umr/AZ/6m8s8N39HZ Vec0EGfcvO71npk19k8OCbkkO/S6fcO645PEE6Et7Ch0PPxLxCCpn6pyQHJ+ yP3BF4BP4AWN+VdyHtDp6tb1mfsfGqZ19B7mNDl1dB5iqOQndUQvWhAYeAq8 5cGm/YXY3vgMv1o4h2rzwrQ5K3f5/mZ04qbh7upyzOhxrX8z/X4K/bpq3OwN 7++OLT+l7N/UkX/IQXSfTZLHRT4X/cHzPZUPFb7Xr9YsA5AFN9XMbzkXbAXs 22mJrZ9ZMX/AT/1Ww7Hsd9Rv3bJtCXza2BNzc6b4MLj7g1rt+xncYX341zXH T4mjotvAB6CJ/evOD2ioXFp1vwkNxwuZwynq92TVvpinyZ0rfMaDspcbRd5B Q9DSNoLdvQjfLJy/grwnj+ZmreUmPQ/r96yq+euTiS8dFb0CfzG+2aM0n1/X rY9/T7Db9Dp2/oHwbNxjHo3/kfjGtPCNt/vur+D+qHHfUr1UN5+CVvABEnuH ZviNvoCNCZ1hO2FDnVN1bH9l4slDemxTYD9Cl9DnuKrjEsQzBqr94oZjI+Qg sEfs1RNV+4jYT/Yf3/JXe0wHyAt87sgOYlnkDBBDwd8Mb0EnejOxUWKk6OrT on8S5yc/AHsA38idHfaPrN2wn2WtzIW5oVMR/4SmoecHG5avH2luH9U8LjkL +BFPicyFD46KHdSnnxFPgl6h28vqtoHeCn9mDGI2wPwretePatYH0AXQ2xfV HCffuG4+QTweHvJK4j7Md0nNuRiP1pw78WTFOs5jNefgDFTfnk7b+MQvuCvo JtA8fnx4KfkM6Efvh/euE5mOfL+vZrp7sGY5eVX8WuQooL9cLHo5s8e+O+Ql Zf/U8XnwGz8SNvLhFfMs+Cw+pq0Dv35goI07E+dC938xdhO2BTYGdiL38qDY qsjXF7Pn1zZ8N69p2GeK75SYD/5czuXkqu1tfBjoosjQIZG/xIvxfeD3aItf hZzQesPncKL61hq2Baoqr9TvL+O3Vv1szfWsinObuENvRb5gA4OzX9n0Sl/u F/lPwP6tYR8l/rwVTft0ye/B9gL27dzHF2KzDCs+502snfwt8rj+Tp5hw/ld dzZ8nt/JmaIDAcPeEpOgnXgFPIPYCHxjTHKpgMUfsDw+AXzfjEVs/NXYjMjD Bbm/0N5Bgeee/6NuW/TvKk9r2h94bd35Hd/r/DyuQAndTamFD9XNlwb0WFd7 Or6ptwrnrJLXhfy8Wb/vUv2mwvkdhybHg5g/PvQDw7P/GvpYLrx3YbPX7J8Y GTpBH+EOYutj3wCDjYPtQiwK+2XdXvO6YTXnbpLD+Xf4ica+XXOYXjiXk9gY PkjoAHqYJNgFheUC8gFb9r3o/+SDkhf6eM10y9zhc/Cn6eHD5PCSW4v9QR4v Y63J5e1NjL5qHsA+kCcDr7272zbPrYXrtxSOpxCDIRbDHB6LnT47uj9xWHg7 PvnRJfML+AZ8YWKL/fV98aV7E2MC9v7Av5N2Yk3bqrwn9WcqjrVjfxIHQQaQ u0PbM/E9krsB/A9LzhVhXGLNlL9Nnfyv34aPYb+szhyYE/UxJdPLPhXr29g3 pdiAPamPVfujZefE4BMG9jsV+1DIA7+2YtvyxsyZuP41zDG2J/bR+OQzfBg8 5Kj8OzEM7iC5B49VYg+UnRdCTsgi8lZ1FosL7xXrZd2/J2e1Yj8d+s9HFef6 PFw43rOksL/irMRHiGHhP4IHEsMkh5Z+11eMa0Jw0I4+ho1KzA697vC8o/3b FefLsvY/pC866FT9XlR2vhK+lIfiT8H+W1yx7flI1kXeDu+BQ5Zvlzo2GfH8 xYnpUz6cev/YQNw78l8Ya0r2jTwMjpfcDX6Th8FePpr2vTJnZCz1fTL/wfGx L0reUHfOhfMm/nRByTEo6sT74ENFdGryE5grOjC5N+RIYS8MqbgOnfQjfyFr hI56Qn/4QbfLenm/Q2DIz+I3vln8Q0OCp5K+Y0Oz/IZu8T2OjP+RvAtojtyL cSovr9i+Io7ZG5sd2BHZz+GpM//jsm/QHv4kbA32ojdj9e1HkX0oBSftvWmn /kT0BPSF9Xo8f3jZMJU7V8zLRkRXxRbj3r9T/vwev5O737/sOwD9k5eHH3Vl aOf90Fh37hLn1ZY8pBXhycBix3Hm0Ct+JWLXxLDRP59MHZ7EHIdmntiAH5R9 jugX6BnY9cx9WGCgyeGh553SDnz/0BD5Y9DXXuEn2PJ7hfbAd2TFPn10l8ND A0sz7uLY+Idn3HUbPgty24/MfOj3UsX73JcfRknuIbFpYtTEWOcLZnbFOZ0z yq6TW3VUj/uTX3YLelnFOhl6H7m45GFRkps7L3gWVPwe3QRbaHDwzQl+cN4W eNrnB8+C1IGB/5Hj9ELJeih9mRdwzIV1LO7jES3OkXwkvALe+1jZuW3s09Kc 0WOp0z4s9EU734mQN46MZG/4zf4w5tzMh+8j7gjMgPB38MCbHw1dLc243MFl PfYT4Rci5wpaG1Ty91D49ohxz6hZ9hOXwL7Dbz225HvEe+7sYWXLRer4T/Hj 4K/aI98O8A3Bk6FNZNRaZecewovgOcAiN/G1ENMYHBk7Me3ImPHZ537pi32K Psuc8DvhD+H+kW+Dn4Df8Mz22EHgxKYcGrjeyEF4CGsZm/mQBwF/hCdsFLsC PwRzuSBrhCffkpy6tQLPnlQzF2gVWX5p5CYy54ncU85wYc4IGoFuOc//TR16 e0HlixXTFDmND+fuo5e9FL5Brgc+HeiD7374/gc7HPqfmTr4/jf3CllIOzlq yNcbKp+33RD4i8qW9+Tx4Ycmlo8vmjx18tXJfUCW4q9EbuLroI7sJe/h6JL3 jXxz8s7RH8j75ncfjhVpJ5ea3BRsQ/LsXsjdQe94IzAbZ+3wzBcDg39n7/Ai 5B1ruzN7eGRyGVnDptGj0fPJh5pWcd7j9Irr6KyH9/gbQ2T9Ean/ouxyatqX xn7EjpwZ/sI+kbOHnji8ZDzoDOgd3TlreD45fuiZ7Dm0cEnoAd50U/CwXvQt 4p435Ow4F+Y5o+I44q0ZlzPaM75ebBDWCx70ScqbU2d907OWGamz3usyFnt7 asYml4U23hGDZc7kJKIbd1e9JvKO7o1MQ4dkHcjiYWkjxkA73zfxnRXfOBHL oE7MhVxjbEjsR+hqeNrHlZ2PCs8h94Dv7srho7NDD324oEPe7xYY/J38xhYf Gzzbhj+cFh4B/0RmI+OwYchT4tuicuGYwR8b9u3h40PfgI7RH/G5zSqcc39j 4T2Cx3H3T03+CPx1o5r91OsXjskc2mNaHpk5MR/4Bn0Z99DEi6ifkxga8bVp OSvo8x/JlyZvekpoinfQF3QGTZKHQ74O8XDOHTqA5g/TPI5S2w8K3xXmw30h dk+sBTtrSvCAl/wo8BDHpJ07AL2hh6KPopOg7yKfkenfqPl7uUMK+4bQocfl TtGXeZJ/QE4w/JkzYR/Ixb0lMhmavzexeGLy9JseOsdOxiYi7wn7aFhyxZ6L v2yPkn3d0ADnD82QuwUNzMx94q4BOzR4hqUOjqmxmacVtiuYPzm98CH4Ed84 XRlezvyJ/6CTdcVPgx8HXwy2HvYh/Hx1ZBr0z75hM6DD9/Taj/bFunXJZvTJ 2fG343eHl2KDQHPL0vf6kv2+tOFbQzYiI9Fpdyicl7YjuZE1x8XHF86N5ztY bNh5Lf5GoojNgr6OHo7PjZwD/E7EpoHHD0zbmWlnbfzG78T73sCgLzwanQFb mtgB+4U/GRjGvzAxZ/QD6BLaIveDfGfmjxwnxnpwYqDk0RM3Ir8HXRc5PTiy Gb0XOf6rjNOaO7RD7g6+VWI05PCgt4If3ZX88B2jl6Cbkst4VMkxFPyC6K74 5o7I/szJXnFexAIOyT4zflvmgO7QHj0cW/6gzGetwrHqtZNvicyHbpBX0yOz Xk99dmQ68hyehp2NPn1x/LOMNyi6SlvGIq+Mb9Svy5nSD113ednt14fXcdfI uUTWo7OiP+AzHVP2OcJbkH/wf9peLjsvHfn5SvYE3Rcd+Jsl58cDAw7mzhr6 tfievZ61XJA7zZzJKXgl+zw1dAzdMsfl6ds/debcl6MPfuIPjMv3kvj80MWZ C3FvbD/Oidg4fsk1Ob1lywz4JHrcuMiORQ371vl+rjd0MCl2KPSPXQruszPW mflNHV84evMafazFezwl9hT3nDu+MPk85PXg916WtaD7850Dein+Gb7pwUeE jEdGkpMPjifDI4inAAOP5PswvhPj27bLoxtg2yITeIdcQGe4LO3sBXsC3QJ7 adp37zE8eMhRJ++QnC5iI9x57vU12U9iQvAeZNXw7POktGML4HeGZrbJ93z4 RblnE3MW+GzIE8Nfj90AHUEz4ELusX/InKuipzHmxOCn7eq0A8N9oA/+pGsC wz5g5xMb3THniE5OvhFxdGhvdOHvnMcUlufkAXD3T6w55/X8wrKL76mws7C3 sLuwv+5JO2eMznhH9MaxNeemXFhY15kQOcJdRgddFNuN78Gwp5akjv2FTxZf G/cIv9Cg5EITs8UvC9+B3+4bOfte7iZ7x7ntHhrCr893K9yNXWv+P4ijC+uz yHf0Ou7l6PRF7t/YJ/PafQ/xb41PvA5/C3euf+7gbX38oWL7CP8IvpEHEr8g jgFPYi3wJfSvS7NXfMtBHAD7/eHEXIi9YCOemruGzo4+yW/sY3Rm+uMPJD6F vw5/DONil635X4FWxyDIuWOPkDXke/0kegS5JJclX2hIdDn8E8S6vhr5Trll 8OMbJj6Df5hvjAaGNljTxlkXbZtEDyTWt3H86uhptCOnyK3gnjeyb/OyF1tl LMan5DfxXXSzRbGxkNvIFXggtuWZsSU/Cx+An5CzTzs+XvL618m3CddH9x8V HRw9Eh2SPIJR8dG/k3ZogBgXsS78fauqzuc7r+6+fDvE3UR/QFdhXcQ5iU/y m++K0PWxX2jriD6DPxL/LT7V3QLDHJZU/W3vX5qOExMvfjPfAHI+xMLIMSHX hJwPzoWz54yIMRBHmFjkv0jafKfJZ1sV//vfEx95oGn9blR0PPKTyVcm1tMW HQG5TMyI9l1Vv7Xu751n1x2XWye8YnpoH1kMj+febhBesHFk9LTAIGfJj6Ad f8s9gYWHNHqde31ww7xgQOQg4y/PHNp6HfsbRzy8bl78tYZ9vfjX4A3r5lvU H2of1itsb/G/JsRaybNBpz4h3wj/uLBfiPkwX/KW4cFTw3sezvywq7lz3EV8 bGvydlpsmyJLoQFylJCv/Ca+OSH5AKvzvQDfDRDnJ/YP70BmojsiN+9PvAX8 3G/sVPQw5B3xCeTZm5HHyOJf1p2b+mxhvgDsGLV3NRyDJs8FPQu6RNciVoZO QLwXvvD1nC/fZfINIH4p9Av0OXQMvg0gP39K3XdhSMZFb98x8gJ9h/mQhzci viByd7jf3HPuPvzhnvCCAfmG7cq6+Sn+D/j/4dlvZC75ANj8q8K3L4iMPqHq PMijG46jEW8dkZgftE8cZM+649YN/ren7pzO3euO9Q2Mn4LchN+lvm10TPjD wqbj+nc1LR+RjdjdQzMf4mJ7ps5d3qxu//K7hfUfzhBZMCl5+OTjk083N3F0 cqCIe4GPmNugxN2w3YfHlue7OvL8iLWNDG/aJnIMeYbOUKmZxvgfC2w2eOTx 4SPggz/Dc76d/uh+70V/gB9i3x8dvvVJ2m+Pbkke1KTkTZBP0Nnr3IXrNOa/ Gv7ekP+RIjeQHAnyP/bInrP31cK8nu+ticcuy/nAq5gHeiD5y2u+m0hOBOdN XsTU6LPohPhy7w5PYO7LYivBV/AH3B9+gty4Pvrw3amT13NX8oX69Gl4DnyL GCk+jWXhJzsnDsl9ZS+Qe/gykH28X9bHc6rO04UO+Q8U/qNhntY7p+7voObm Oyz8Dtzb4dFxoWf+k+CpzPuT7Dv0c3PVdiv263rJiyVP9rmqeSC8kLM8K2fL XSS/Fn/O7/P/C3wjvjx5s39XuVb+M2htlV+tOkd3cHwVm/T1L/neMQf0mm/l HvL9Jzl8/dT3uqpzVX/Kf7NUnXf+TNO5BNhC2EF7ph/3dFjOkDr/y0De8pmF /dvwiomRcaNy3znnOTnr8/ONBv89gl+DbwixO9Af0S/Ri7jnxB/Ja4Vvwj+5 a9iMqyOX+S8G/pNh18L/28T5z478H5M7PiJ5TaMKf+vANzvQBDkar0VHgqZm h5YGJVdqs8L+g8Ojc+Br4X6+E92gFB6KfbpWeCN2+pocdOiqZhmELCIOTyyc bwH4TxTy3cm14BsN5HBfri4lsv6Apr9TPbAZv2fV+0QeNPY/NtvqzIF9YP+6 8w0jPnLmgL3M/OD1A8PD10r7+9FduT/YB9gtfXbGjNAxuiLfCHDuVzf9Hdc1 zKvq/NJttK6vV50fe1Bh3QgdaWXdfgrOCz8PuUjIn39Gx4avUR9a9ZntVNj/ iW8Xvy5j8n0CsnPbhr+l2a5hvj06corcFvyQfTZ6v4x1c/JLyTNlbaxxjV1c 8/8TvaZy55rzK8izYN/+HdrbPLlxWxWOUxAbw+/At2vk1OGPQZ+kD/tMXj05 LMTPsJ3Bs8ZHmnHRf/D9nBG/Vnf6co7Tq+ax8Nrnk3P7t6b9JfNyR8gpqWaM OdkTzoQzXR0/Bt8Qk2ND/gwxSfR44sDoDfz3AXo+/3XAf1VgTyP3Ts+9aE/s Ef5WynqREf0Dj19uZc16LXl88LO2/FcG8wH/8dFrOG/uJrGTAbHp/hB5gm5B rJbzY1x8XfBF8PDdIbSML4v5tWc++B7QMTgX5nZG9plvwcihos+5+Ybk54X9 RuCHNsglw06Bb+HLR+bj2xyd71axE7ln6+SuEUtHlhNLZ02PZV18t8EZw4vx wxXxxSGz2UP8mfhskDWceUvNfm/83xclb/mywrwZHRGZg/+AfCe+37sjdxMd i7Kce3p91bouOi/70ZGzwIYt5/809gkvHh48Q8KXiON15KyPCAz8+f8AV9uH 2w== "], VertexColors->None], PolygonBox[CompressedData[" 1:eJwtmHmc13Mex7/T/Gammb7H7zulEyMiUzahU7qQ2khLKSIhnTqwjha1lXIm 3Tp0j5KmMioWNZPWUawjxEPWriLS8VhbeYg27fO1r/3j/fi+35/38Tm+78/7 +DS8bfS1o6oFQTApJwgyfO9Lg+DBwiB4D/xe8KviIGiYHwTLYT4bBcEXSRC0 yA2C+cAu8DEhdEEQDEdmGrJ/QeZRDJYVBUGj4iD4KBsEo/KCoCny7yH7B2Af 8k8yxwTs/xH+9dWZg7HrsDeIsWHw5jP/cGyNh34CeiX0eOiHganQTwEPw6vN HGOYqzf2i+BdDDSBVwpcAP974AT40+h/B349c8xDdihr7Av+MvKb2dtSbJyF rQiZHOQbsZ+7QoPwDYyVwXuMPb6DfhWQoFsHGz9jawJ7rAs+AvnbOMv5yE9F /lJkWoK3ANpC3w+/FHsvoR/CO8JYlrmrs/+r0N+TeC9rgW9kD2gDL+SM8pm7 F9AE/ZWseRH6f0b/EWxPZn/jwK+WPLo3Az3Bh3K+V6NbH+gM3gkYnuexYeDd 2HOzGqwJ+e36l9hoiO0LsNkK/DAQs7581tAdex+iU5HrM4rhjULnLNYzEPpm 6MeBXqxlNvQT4COBu8E3MTYCfG7ks5mnfwhdxX6SHPvAPdguBg4wVwln+jS2 HweaY78Xcx4CX4t8ZY59YBL6HVL7agfojuD90e+ArfbATeD1mO9jdHtg42Di MfGKkT8D3v3olGbs82PkL/JR5LcBFcg3if1vW6HfBd0bGGvE+s4G+oEPgb+R +f+j/4P+M9hciL2R6HwNrxZwB3i57ge8kcAI5roDGIz8Jdiohq0h2GjD3LNT 48vgz9H5Ao0zPsPR4MOBO7V35pvDejYDL4Pn6n9gO4O9i5ivOWeUC94U+XOw 1xD+eeB1gW3Yexl6FfgVQBfwOsh0kWxq/DTGGoP3y9o3fgJuBH+ROcrgvcZ+ 9rG3/Vn/272s4QB4ndh7L4TfGnwHNu7N95p+ieyT8k3FgCzybwCvofsqsAW8 J/5YXsM+Kl+9HeiL/Ffwd4N/nTU+EP33Oa9l2K9gPWuBReCnMuc65AfgP6vh L2FsneIB9toz/wuM9YdXoTmxVUM+q/sGHab2OfneYuhy+Clj86Bfkc+ArwA2 Yq+SPVVhbznyfao5vr3L3how/13MtQH+YvjfY2My/N3o7wOvzNqW/pn+3XLs vZOxzZXgU1LfnfmMPQl+IzAA+jrOeBD2BqS+a73g3wQ+WWuWLzPHNNbyfOp/ e5TzWQd9Z+S9yGfkO/mRffU4kCddYEGhfVa+e0w67GWnYhz7qcVYdcUv5Puw 3l78n3/wf3rAfxx+PfZ7J/stY76T6E5FfnbGMUqxqiUyx8HPZ/1N4Y+Ebovs BOzNxt445B8rdAwbm/pO6W6dC78H/K6MnZKxj3ZT/Mbm+ex1KXPeAF4T/fdz vcba8HuzvmOsbxj8k/AXwF+acQ5TLvsNmz9j+zN02rKeE9DTcj12EnwKMj9n bFO2hymGYmsZ9+lPyM9CZjyyv+r84D8DfzDrHQp8GHpP2ptkJDtDewQfC0wH n5g6941njqHg3VlvhxqOUXWx9xVwssBn1gLbE6D3Q/8ApOi/G9rXFIMVi3XH dNeWYG9+5Jyk3CQbjeHnwe+e5zP+PPUatJYfoQti25RtxdyJkXOqcqt8ahJ0 A/hH4I1gjhnIb2VNs6DnAL+ylltDx5qRzHkM+ShyblsBPwf8FuwNKvSdqI/+ QuhNGd/JpeCjkRkMPRH7w3S/oMuxN5Occ3qxawjVEluQeRXeZ4lt6w6vYu4e 0P2Zr5Kxf4OviW1LZ6az6wg9Gd1HgE6KDUBVjsdejO2z8t3lwKfyTeb7O/Ot wV/Pgt8ztO0q4HDinKXcpTszT3cr9Nm/yJy7ke+b9V3phH7z0DWFagvFgI3I f4uNigLnhJrIbwLqoX8I+dfBp6JTD9nW6AToXsR8v8A/DWiH/l2KSeD3MN/d 4LPQGQVeA5udsV0ZW/Yk6ptjr1lrH4nMTOhvdJ/znCOVKzunzp3KMZ1S1xyq PbTGveAXo/Otait02oGfzZpWsratyG/SeiLHnvMYO6FaJnVsnav6CLwN8rvg LVIOip3zlPtU041AtxX8nfBbKufIPpBT5JywlfUdyjq3lDHHQfALkd+megn5 w5FrTtWeu5ivfmQfla92Zf0LOMvjjLVh7b0Z+zR1zFDs2A99Jvtrjr2tRc4Z h5D9LutYrZy5F7xhYtl6sonuK1nnCsX8stBnqrPdwX62Yr8Z9qqK/A93Y68h 9ALo6dhbA30U+T7Ir8cHj+g8IsfyMYz1V+3J2CFsfQkdKZeH9qWDjH0Gv7li eL59prXqP2RqFjhHjUt8p3W3l2i/4NN1P+AvBP4GHsS2dQDYia3zGbtVtRH2 moFfA//GjGPGtYrtsXklqI4Gn6H8h/xqxsqYvwP7O8D+ZmO/vmqBrGuDe9B/ HXxebF9VDTAf/KXUuf5t5WDwy1VTcvZHgC7gW+QDGdeEqg0VYxRrVLPnKt9G nls9x3TdjdBzKyYpNpWmrl2KkTkXfD/yJaxlLPM/h712jBXkeY7L4B1AfxK6 H6GzBV61rHuRVcyfA16OzZ7MPZaxtYlrdNXqI4El4IsT48ppn2Kra7Fz70xg C7w3EuPKqZXgS5hzVcY9gHoB1SSqTUoY6wg+iDmvrO6aR7WPahzVOqoR26G/ LHQvVoH+Hv1r1jwO/S+Vs9A/ETk3t2P9g5WvUteSqtlUuynnKPco5o6Cfj50 L7Eee9/G9hH5imJOC3i/xc59yqnKrdvUP8E/ph4BfkHiuXTHqoM3S11rKmf/ DnxN4rNrzp6aIL8hcS0wkbGNiXOwcrH23B386cixows+lcd8taF35LpmVe06 gPWg+r8YeAv4OcisKnLPuVm9H/QG6A/gvwvdNXTtJBvt1WvE9r2OyOQi2wab Fxa651HvcyZji4rcE25Afyb6jZFvz1g1eB+ifyW8Puz5A/DrU5+FxgYif0Po WH4a8r+oH8i6VlfPot5FPaB6QfW4nbXXxL2baoh5iWsI1RLHFOCQPZc512Hr Pey/pd5CPWGBe5CPQ/dk6s00tihxz6veVzVjW+Q7he6d1WOq12yQuvdRzvwR XtvYsX0A9tuAXxK691bPp96vlPkrwJ/gDN7GXmPV59Dbkd+q+x/933fxn9vR zwLHsb+a9W9QLtQbAPKXY/MU9UpZ81TDzWeuGowVq7ZHvxbrL0F+DvJrsfkC ttcn9hXdUd3VnYl7+Xx0mmFrNGNXsP6v0M8qvkXm6c4fAB+uOwt+Gzazxa4p VFuUY39l5J5YvfGP2K8D3i907pTN3uj+JJ8Cn4b9TpH/qf7tds6vFfQDoWOF evRp6K+A7sverkGmiLnqxq6le0IXQtcDJhe55+weucZVrauccBzdhbFzgd4w 9JZxOHauUA05M+s7pLukmP0ovL3IxHmuAZrCL2Hsvjz3ROqNXoAen+83CL1F DIwda88B3lb+Stxbnw28BV2ufjffPap6VfU0qjfV029XLRzZV3SmHyE7BPrm jGuKQuXnxLVgCXAB+O/h7wq8Z+19ivpneP04r6mKj5F9Sz4l39oT+W1JOVS5 9KnEsoo5ij2qMVRrqIZ7iPW+lPhfqGffB/16ZF9TjaJaZU7kXmoq9KmKFZFr EfmYfO2feg9gv9egv1/7j+x7c+GfAX995NpEMUGxYW3kWkM5Xbn9MvRPre6a RbXLusRvB8oZ32HvIPKXVnONoVqjMnLtpJil2HV7at/TGQ5Ufx86tqTYbKP+ Qf8MegryDZAfpJqlwHdMd+1I5Fynmki1UVFs3SzQGv3tkWsnxUTFxmmJ/7Vq ghmJawDVAqo5VHvojUlvTYs5k4/11hU59igGKBa8Gbk2VkxSbCrUnQj8Bqe3 OJ2xzlprng3vYOrcpDM6lLpGVq2snmxJ6DcRvY38CyhlPQlwer7f0GLwDqFr J9UYqjV0h3SXdMeeC52zlLvUg66Erp66t9UbWAH4TcpfuX6j2wh/F/SKfOfM 0tg5VLlUb5RLQ/f06u11h86I/YagtwTVPHuhG8XOLeoR1CvUYo48vW/pfyfu +dX7K8cvBT89du+iGle17oOJa1P1lA+Abwj9tiQbNVPHUMVSxZyj6O9LHav0 hvmD+vXEvqo79Gbomka1jXruZ0O/Aekt6DrGxsb2YfmyeqrVkWOSYpPePBaq /kn8NqYa7BToh2LrqkZqH/qf6N/on3SH92DsWlo16HmhfUy+phiuWK4Yq1ir N+JPQvdc6r105l/GPiOd1RDgKPy/pq6dFcOaYKtP4rfZbpzRWPDnUr+96o1E byWXxNb9Qu9V6OekzpXq4dXLP5RYVz2relfVEKoldAcXhr5DuktzsTeT/b6W da2qN1C9hb6RuhbUG0CV6oHYuU49jHqZ2rF1ldOU27rF7g10B3QXdsS+O4q5 q4SnfptSz6veVzWHag/VFLNYz56se0/V8F1VyyfOhXrz1NtnJvVbQ1v293no GkS1iHw6xv4tWb/N6Q1BbwlbQsdevdHorUY5S7lLNU5rbH0SuzdQjF8tX8v6 rURvbnp7U8+p3lM9QBQ7pyq36o1Xb71h4t5EMegO6Jap34rV46vX/y+A3R0t "], VertexColors->None]}]}, {RGBColor[0.7902602593535251, 0.8562116217867142, 0.9016531165691015], EdgeForm[None], GraphicsGroupBox[{PolygonBox[CompressedData[" 1:eJxNmXuw1mW1x3/78t72+76/yw4CPNPFBLUy3ZuZA2ywEpQp8AJe2FieUdDT kZwjXijASyKCG9AiK0MuyhGLM5llahc0Ow5wnBQ9jDqYoVKAXOSc2DubOaLW UH0/+7sY++P3Puv3vOt5nvWs+1q/4y+/5oK5rUmSvKGfNo0T60myVc8ZemZ2 JMnFen7fniRr9T6mlCSHhLO7miQrK0nyDT036tmqhefoKYTbqecXwjmuYrim 8d+1vkfwtpYkuUj7jBO8STg17ffPWrdR8JnlJLlf8AQ9D2l+l56hrT4fOto0 P7RmeI7wX9Z7q54vCM5znzctS5IXtM8rwhuh9XfreUo4U9t8/rigYaPeT9fz rNYuiv3Z+/aq7wD90A18gmioV03PKq39SJEkHxTuhzQ+W/isZwrjdgV+X9Uw +4G7KPbfKdoOaRyrvV7WmjcF/6Xp8xfFHU8WzkDNZ4F7MPDf0LhXz4HE7wdq lseBwDkBmrVHh56zE8+9GfNLxP//EW6p3XvsiX22i74Hdc+Knjvq5tFI0f8n wW/VLfO94u1U4f1r7v/HB84Rzb2tp1s0P6NxvJ4e+FcxDX/TPSZo/Wg9D2nu Aj1domG/zm0T/C2tO1XPMq2ZXzPPrhcvrhKNHTrrJeEc0j7D9f7VpnXoevHs Efiv8/9P499y03E0tw7u67AeQu87gqdo3N/h+Y8lfj8ieFmLzwc+NcZ3At6g cx9v9/8PCL5Sz7fbrIuMy1uMz//s8/PCcvtw4bUba16/WeMWPb8RfKvuPaBn kZ6rNXeNnnbN98f8kVb/x/tO0bmu5PUntnoP4Cc0X+3wOzC21x9rv1x4z2ua 1rmrY/+5NcPoMzyAF4u07kDA8AT+vil4mMaDHYaZfynwgJk7FPBxOu+w4NW6 e1Iy/N3EY3/A6BMwuIwDMT+jat1DD5DXwdgTWjhrsdZtb/qeb+lO64TTUbaP wJ43hs1u01y9bL9xjG780ikN6/tNqWwBndVZve3WcWiArqu075Wau1bnbMi8 539If2aHXqFf8HhryG5P2F13yeO+gNdJr7foGdJuXwkMDT/TuT/Vs0B7janY xjj35dw+Z6dovCC1nZ+f2tbYa1ibx3sD3hLz7LklfDJn4T//u25bXlI2zH0W 6IwtOutcje8VlusXdNY9+n+1nlGiZ0Ob359rsT1uFX458Tlr46yvtxsfXOR+ MHTjFOFOr5iGrXFf7s1dnwnbPxT6w9kbdLffaXxBfN4rOqZov6Xi9xsBv5aj KMbBl48SX0+q+ayJsTc60h0+BHrwI8DwkbH7H+AJgYM/GF+3b+qpG56fvP/e bLUf6In561LHiE9mxmX9/NBh9HejeDVdOCeJUfMb5sG9x+Qu3Bf1pBX7Yng4 BD9TMv7Fwvm9xhP13NxuXwkd+JAJmf3Ndu05o92+hLj2qviyg3ij+ee1z5qS bRn+jgu9ejp0AF3YL1n/Gb3U+LD2vFm0/Ejjb/X+R82XUs+drbOO1/4frBr/ SyX7BPwBPvPtsvnw0cQ+uFl2LJ6g9Q3B4zUu07p39VxWso/aXrIvGqX/bhR8 Zm67ae3w+9qS487jiWMo9HxNexdly7yX2F/2PmXNf1q0LK+bn+gHeoLuEIuA 4S1xhTi3Q+/9hc86XNgXTmyz/zy9U3qm+U93mn8r6o5ZA3XrP7awrO6zdorv n2w6l7hf9/i8eNciWj6FL9X/SwMH3egJveqr+z/mh4rWtpLX4MPB3yYa5rT7 Ttx9e/CrHHF4bcTi95qO6y+J/pE1x3L8197Yf1jJMY/YN79pmfXFuZyzLGD4 Bcz5rANnuODHKs7ViBXkPvCBvIs4fkfkYcRa5D2vafpW1U0zfFoVvoJ1dwQP sdORQSc6+HT4n1Wi83ua/25hvb8XPuGr9f/uuv32wqrn8bPY/nth//CjP+Sy QnvcV/UeGzTeX3VONaLu92XwtXC+eGXqGES+yFm7AiZ3OiH3/h/LfeZ9cS55 WRG5Gffrj/tyvxXBkz11ywD+Yxd/rTiHhOd7Qr57Ig4Qy9oaviP4U4W/OXJO /PF5Ffvk2SWvBWcgzuV88p4H4o7HdRr+StN0oCPkq2dqboyez0RO9ceKfR3r kRkywhd2hT/E9l5pj9xDuN1V2/6lJfuhBYnpgZbntfYh8Wi9cH6o8VKdMbbs OxIX/hSx4a2AiU3wcn3wkzwZGT3T4jM/VY49S5YNsuCuAyFf4gEyP15nzZL8 xgv/svT9Mwb9Z5vhYRGvBoJXxGni9frcer437JOYdWe799+n/S4v+X5XR05P /nOqeNtKHt00beRz6Mx9oZPo26rcukyOgK0TJ4gXzwl+vm5+ci7yhncz2+3L 4Sd61Vd9P//n3GdbnN/2BYzfPJZLnlmxPMhPqFnIb7BZbOSGqvMr6FoYdkQO CA3khJwJXZwL7o2BvztoY59v5p5fqfGWwr57ETWLzlpfdu01XfjT6o4/vcKd WXVdwBnbwmYHdb9sff5aYf99S9N6NDN0CX2fEjj4QvK242KPQd612D8tDR/V Ffdgf+60OXItcsXDkTee2+k9r07NS2IgPORMZAVPlsc78NzU+Ky7PvddrtP4 TzXfbUSbnxmR8zwftEEHtjwj7j6r5NwMvT2/bh4hI2pg+ESMRvbb4l6s6421 j4gvm4Rzd/AbecMv4v+UsL2Dmf3ykMK2S1zAfskjiH/4cvg3WBe3WJ63hz+/ JHed9UWNd0RNRG1EvUh8hWb8BP7i7MS12JiAfxo5GvnDuICpnYl74wLGfu4M n3Oy6BwquifhYzvNl5Wi5Uc6+zbhfFPwN3Lr3+W6Sy96VPd/0Dg59jx2Hnzr iTqRef4/K+DrMt99p/b7Vs3nYtMryr4j9DyqM57Sf49pXFzYpqeLhqVN17dL 4n/8D34IHVoXPMRfst+GyCcZ4XmpcM+h3HS+RuxBt8h7mMenkT+QhxE3Lym7 HmFf9oRW9l3cbhx0dIXuMkP/XSiejQJfd/xc9DOQEfowpukcmTx9btN12pzC ucSEqm1oRsRWcjzqSWLrpoiJd9UcB/uKgLXHFeHz0Mn14Sermm+mlh0ynNpw btvTcN35oarrR3hPXkguAS+XRt7C/x8OnMm54U+k5vUgz5vuC1Bvf0ljkZsX izX/karXU/umqX1ya6fj+PC6Ywb3vCT4+bpwPiD4DI3TtM8WzV0vuL/seXKo sdr3ROpHnT+p7ppkSPAfvUNGxPA1IS/iztrIPx/OHVuJsZ9oOM/9ceYYCw46 hvxYi5+htuKOpZDt4tif/G1J8IeeAXcnjz9WV5DHr46YhD3h29ZFnnxK5p5U V2qdoEbtDX7PiT33N5yrjxDu5E7jfKXhc6ZEbdJXds6Gfh7V3NyK9XVe2fsP +uFO60SWmtfEaWLT/rJlg1yQyaUR66GJtefkphe/iI3wznx3aj5xJ3h1NHov LZLFrsy12W80tyw1b+Hx4Yr5Sd7YE7r319x5wcKIWeSSo6Luw17gC752ZvQd 8RvzCvuCrqbrBvIH/BY+CLl35s7/yXMnhu3CE/gzNOIlMeLnDec2/yIa5zV8 3nmp/dDjFfuiVZr/T70/mnu/lbHnneGPuDu4T1Rcv3y1Yf8+LTVtj8c8tHMX YsbhzPgjmrYz8nhsbbTGuzQ/VOcearj/8Vjm88kJwDuo+Vs0/5PMtCM/ZEe9 Ce+o2Ydnnh+WOX7CX3iLL7wifMLusn0ccei0FvfhOJfYNSPi49uR7yyP/tjC Vuvz98uuY4lfv244D71C93095I78B6J/RXxnLT6L9dS32Mce8XN17nxojcZH M+embzas+0vLjoe3xh7oJD0h+lDw5ZHUOD9JXbOylpz2ucjLuOOTufsvv8o9 90rMT9YZqdaenroufDH61hM6PT4kWsal7in1aPyh3m/Q/IOZfRX2hi7hk26I ermee/40yfTuhvmMzWG71NvYAHK7Oej8eGof8JrGa1LnVNdqfKHhvsA9Ouul pnuJ9BTphaws2y6IJcSUzcLd1DAOuOSS9CdZvyYzvDqz/8Vf/Th17n9L0ADd iwLeH/023sm36R+Re2/OzbctGv9NZ/XoXke1X1qzDqPf75ZNz/8mzh+boSfw gPybOIRN7A59Wx61KrnNGdEvoU7Hx8GvfQ3XUdRT6OS7TdvG7Ib7A/3h/9FT 8MjfsO9a2DjrRsfaB0N203PHG3zcdxq2JWyKPAq+En/hbZI5lk5M7VMnRNyn J/1A5O7I6p2o656KXgk+diB6nvSKxkQfnXzjiYb5+XruPvyB6OHzfYLvFOdl nhsZPfxuvb+nPUdn7p2Tt5GzTc4Mn6Wxr2k6ofdI2TSgY3c27ZtOyvy9pYhv Luc0nE9M0fx/Cb5QcF9mu+8KXiE/zkfuyBkamWMf6Bysm+K80zLrW3f0wGdH /MBO6edQz+P/sKFno77At3EvziKXpt6hXlhBzorfy+2L0CfOPatiXwMetdqv BbcQKzLXSzdovKliWsHHH02JOox9mOMu5Fy1yLvo1a2Lft3IiDP4zI9mjpcn N12Xz4670NMg9hP3oZEYRvya1HBP7NrCPTC+DZDfI69afO+gN/xK2fr4/w3n +eT7+KhtUWt056aN2F7N/E2okvm7Cn0Z8t0dDetT3ulc4p7IWYdSX2j+D5l5 wFpkBo/fDT6TX14W9S28uTjqNNZBI7GJfdn/qsz8nRV1+tHCvvi6pnt+26LH jr3ik7HZbQ3XEp/XHuMa/pZzeuY6YGH0BJYW5uHDqfkxOmyb+mxe2M6Tqe3w V6l9KL50F763YtnzvYA7IVfuhb+5KXwOMRW/syzqph1RO9FruahqHWc/fDc2 Q95A7P5d6l4Me6In9LbpM6MPh1Ln19RwfDdA33ojr5wRfTN0if4vfQn0or/i XHFr7p4LfVBsi946JkEcbgne8v2POoi8pTXmuSN9Q/Jg6hXoHRE0c/5Z0SOg JiBPBo9cDjx8FLXAiMil4TU8vye3rUMDfCDWDX7TbXMtR211YcPyQ46/zM0D eAEOd+2Nnh49KOqPUvDgouAD+RLxgFiAXyY/J7ahd9jFt8NPnh39ZORELkAu R16wKXIDngUx/4HCdcbPIke7NeyRmHtO9K6JM8h9QfANnpHn0EOizieH4dvE xLD3aVG/gw/vkQFn8U0WGFkkhX0acRjc8wN/b9Nyom+EDM6PPgDfaVlPDMae dkQfm1qEmuQYvycFDa9l/v70auaaAP7jr9lrevRe0NkLQ15PRx0N/59sWNcW Z46hgzVyi78xfi++Mx6KHInvaC+m7u3Madr/AhOPbot8gPoMH9QVfV1y88Oh w/Xw2dh7W2a7bc/sg2eFvk7ttOxn5b4TtooO742+KP0dzhwbcXBsxEVg+pJd 0VPaFX0RfBR1L/XvbYV77sj1B7rHXQ3XRbcXrvlGRc+ZupseKHkn+3XHXaAv CZvCDwGT8/M9AtskHxyS22aXN533IautoadbQsd2h6+mx4Pcvx9576up4Z2p fe6YiEHkE/TuuBd9d/IM5iqFa7NqYR0pwvfie84NWe8Lm0N25LYbIwdeED1j fNTwpnkO76lFyGOpR84Nf8c+k0LnuQ81N7k49nNz5Nb4dfpJg/LV+WtT96vW pLZh4ja1D76cb9jk71eWTTO0E0d7o/91Rdl+nFxod/SluPuSzL7xtuhvUTth z7dmpvOXDedLD4bOYPv4AeyfOvpIfK//Q+HeMj3pM6In8FmNfwdgwksB "], VertexColors->None], PolygonBox[CompressedData[" 1:eJwll3uQjnUUxx97ed931/u8z/OQjZqi1FIkqwnZdWkwE5qSIl2miS5027VI oWQttq0hlUgzNemeIkoZURN/FH+olcotuSwxha2ZXAt9vvP947xzzu97znl+ l3N7LxldNawyLwiCHVABdG2Wn3QQJKkguAH+S+gm5HWZINgYB0GUC4L7CoPg KvDh8K9GQTAG/C3oR/gv0fkM3ZXQGvjZrN0KdhtyFfIK6D34B/CxHH4heFm+ fSyCvxo6ju92bKMO/7ugeuTn2dzzYRDcjdwD+R4ojdwNH8X4uxx5Anv9BhqO r5PIXfH1Ifjr4PVFQfAM+jNYGwrembVbwH5BvxL5DHI6CYJf8T8b2zq+Nxv9 PuiUgPVGpxrbGuj8fPuohb8D+9bozsVmDbaPsNYD7A3kBuRZ+JwJXgvNxN98 5FXwb7OfBfAF6P+CbiPyafBXEmPvQgvha0Pb1qIzM/GasMV8YzO2N/ONUrDf oHy9DdQHvjt7Hsnez0P/U3SP88gt4Sdj0x/5fnyMhR+H/mD0z7K2jW+t053w vSm8z3r4e6EB+BoIjYJ/mfOOBmvEpgT7OmzmaT/gS8Hngt8L/i14E74v5pv5 3FcJOm3hr2OtOdhGaD+2V+HjWMpv3gW+ER+7M97zP/gaxFor+Gbs6Qb4lfhY h69McRBswv5N/OXhfxf4YvhN2H+XcQxuxH4L+r+jfwj6D/0G5L3w+6BTyHXI L8I38Y0SbNsg54p85tbg1+ccCzrj7MQxpFjqwH6HgrXAZgZ4DTQD7CzyJGL3 OPbn4H+GPsJ3BXv8CX5b7FjaAr4dvoIz5SN3AS+HH8DaRWBtoU74f5i17mnH lGLrT2gV/Aj0mzjfVvQb0O0H3QN/EJsn8hxjh+BHodOt0DGWj+0WdDZl7HML 2FpoPfIw5Fng14A3Rz7KGQuwv5ozXw5fCvUIXQNUC55Af3XWb663b883X0T+ NeuzaU/a2xzkAWnH3JP4X8RaHdiGZrwl/pdGzvWnwJfBV/ONsQXOmXnYjkMe Az+ieRAMaeEaolqimjQd/Was9SIWHkXnudAxpdjKQuX4/xvakHLM9YTfGXvv g7i/fVnHqGI1jzvai201+O34HwGNi51DyqUEm4F8b0/stxrM2l74cnyUZxyj N8LfyVqvjGNQsaicVG6+A22HT+NjG/x1fO9B9BexdiDwN8fHzjHlmnzcBX8r Oq1SjlHFal/0WyIfgUrxVYt8V8p70F7+QKeEt3gD+U/4GVAltl/wjZrEb6S3 egt8Gf5vwb5jyjkb5lxTVVuV4znk8dA6zjsE2o/tS9Bleb5z3X1f5OKU96C9 7IBWB97jTviP2OMU3Q32H0TuKeotY6A54CE+Rha7RqwC6xC51uvMHeEfQ2cQ /H1QPfzmxLmrO3sN+RT0Q8o9ZQH2s9j/u6qV0HKwtbF7kXJCufE9+Poi1xDV EtUE1Qa9SSZyzCv2dSfD4AuhpiLnhHJjtGpoxnc8Cv6ixLVNNagTvjKJe8mb yIXw01h7usA+tiJ3TZxL7dl/Z/bbP3atzeMOjoAdTsxrj9rrUPDJab/BzfA3 5dzrfsNnQ+icUG6oBn0M3ixx7VFPDRL3WPXa0/jbj9yYmFdPU2/riI8JKd9x Jb7fV08nN6eAvwD+V+Jaqze9AmxubEx3MEf1LOfYVo4r18eG7n3KOeXeJzm/ hXL6KfAi/LVRPWIPG+C/S8zrDfWWe5BPKtahafBTc76rg8g/IffmvPuKHVPl Ldwz1TtV01Xb/w2tq5qv2t+KPR5NO2YVux/k3Et0Rp11Uta1fDeU8P6fYvN1 kXvgN9hODJ0rk1irBivDZn6h76wd+g/ErgWq+YPxtZy1Z/heDXQIeaLOnPGM olllOFQGPx18ReQao1pzIf6v0XtnnasXgMdgH0eujdOg31UP2UPItx9mf+ND 70l7U019VfNU7FlBNXNB7Jqu2q4Z7Cvs22CzOu0ep16nHqJeorXD6K7NeZbp AN4T3QrkHPJc8GOaBSPvrQjqp34VuTaeU02D3xe6li5hrQA+FToX+oOnFEvK z3zHgGKhFJ8nUp5BqnLueep9+5FbR57RNKs14K9D1jVPtU85rlw/E7qWTgU/ oF4HfgpsHvKJrGdAzYJaK4t8Jp1NPU29bVLo3qEZcwLylZpZMu7B6sWNWde+ r6Fq9auce30B1AXblVnPVrIZiH5L6HDaMVcf+k31tr1UY3O+I92Venir0DOz ZmfFvGJfOa3cVk1UbdQd6i4/hHaguz0yrx6uXn5J7NnnFGvtY89wmuU0U2m2 0p3objQT1ys2E+eWatLTiWdIzZKaQXpmPdNrtlcOrABfEruXaIbWLK0cUa5o 5nw86xlQs6D+E8xHPj/y22lG/xx5ZuReq5l5DfLBrGNfOaJc0RvprTSjnGTv 27KelRQjiyPPZJrNNEPtjDyzanZVTpWBfRI5N5RTyq1n8XEk7TfQW2jG0Kyh tfNix5BiSTWkgvsNWNuc9gzfHdtOkd9aOd5Z9SByLktHusoB5YJmVM2qigHF QhV7eoj7mhA6N/Ufojl4VWjsMWhM4pxR7ug/h/57qCeqN6rGL4G/NPZb6j+Y /ovJRrbq4ZX4+h+YvszY "], VertexColors->None]}]}, {RGBColor[0.8681947655892084, 0.8822007029778569, 0.8667385276151692], EdgeForm[None], GraphicsGroupBox[{PolygonBox[CompressedData[" 1:eJxNmGuMVVcVx89wZ+bOZc4959x5tZYW2lILitZQNWmEikZjqEyk0/lgYnjU hhhNLTNAH1BbaAWZB0wHhlgf0MQGKojxFY0GWjKJgtUPTGwzlMfQlBla4yNx WmNsoUnx/+t/kfhhZ+2zz95rr8d/Pc656b6ee9bOSJJkW12SlEQv1CfJYEOS fEPzeeUkWd+YJLdprVfzXU1Jclr7Fs5MkmHNF+jgz4ok6df7vqrXnoo9m5uT 5HGN1Xoe0tipcUrrX6skybj2r9D4vs7eL7quliQ9ov3ac1z3LtX9j4v3oPY/ p7XrxeeA6JJS8E/8PtfYqPmhXFTy/VS0T7Jtn2mZVon/Z3TmtOhLOjdLfA6W rMdwyNkleo/GlPi0lvzconmd5ifFP9NYqPMfF/+vi//dmXQT7y1V39kVZz9Q MR94oMeAxnid9d4Rul/RuX+LX5/2d6ZJ8rToItGXmywfsr0hey/T2CobrEjt gxW6d63undb7+br3cOiL3rfruRDfo3p/tjCvM6JvNdgO2Pefsm+i+T9EN1cs G/b+vO75ccl2/ZPevaf1imhbs+X+kGS9V/RzFWPgkYp1+SPYkGytol2661jF /Dfpzoc0nyzbj706c4vWTiTmgS7wOdjo9SbNZ0uHv+l5juikeFyYab5rxbdb dz1Q2K7dYeehwth5SvTsDOMADOzS2rDGh/V8TvJPNPuunrLXXkyM5XOx3ikn 7xfPjVXj+UBgt022WF62DPgEe4IhsPNSYA/b7A/7gG9wLnGSx5rNHz+B2wMR I/h8VON7wsAC3XdJ72+QnQ9LnmsbLfuiwMPWzHIciLueTs3jUuY4eC5wcjqw fV7v/6x5h+ZHNZ8jvtfI1rNrjmXm3DcR8Yju0MdCZmKdfezB763N9jH+wX/4 6EpujIG1NVrv0BjS85joMxoz640TbPHRiH2euWun3u9osM+w4fURg6tS791D 7EuQb2ptu+4Z1d59Grs1XsEGGhcl55kmP6NnJbDaJHnmif5dNvy99g80WI93 So7v98L+6Lv5/3SfCP2RcXPkKPieEhWLZIf4HhLPV2Xz9lhHBmKKeKrUe+2V WCfO+iLWtleN7/M6O5Q6R53RvE2YOqmR1Btj4Bw8D+p5Y8Ux9RedfU3PX8rs A+IN2/4u9Xq1xXmH/PMT2exTZcczsUyO3VIxNidy471De17V/GXZ+ajoBY3b NF+dOlbhAy7JbScjn/665ry1t+ZcfSzy9S8LY+9XopN6/kPFuDmbOV+XMudC 8hL580hqm4JN5EZ+9OurWbbu1PEwGnme3Dge8qD3ptB9Q83zh6v28Xmtkc6I a2oSOfx56TWo+RHRj+nOd+tdv4j7ntiDze8v2V+5fJ41W+eusuOd9d9Ih375 7geS+U3dNd3gPPxEbnyC04Pas0V7DmW2wTVhB/TDLvUlx/uV0OV16dmp/eu1 /9ncMp9JjcFzgUMw3hUyHNO7a8XjO7kp94JJdLoQes2VHO9o/02F44c4Wpn6 /bshA7ZEBmpNt+6f0Wj9Z+TOOV/IHJvjsWdv+P3J1DUB22G3ujh3FbPQ1qi/ +B3MYCfqHn5/vWacgBdipD3k35rbzk/mjo/xqAHo1xF7kBv/UXPfzozbJ1Lj en/0EG+Lxx2NxsHaPGIgdb0nDqk1G3PLRfz1NXoPMfJJPX9F728uLPP8suUm l3VEnUKvs5Gri2ZjhfioJ9bL3ndv6jginsgz1A9yNjmafPNizfmbdZ7BGf0E dWoy/FgfOEVf5mDkjaj7pYip5aKLWlwX72xx/UJv6gv5EcxjI2J0U/gyj/u4 Czv9VWOb3tVyx9nDkn1W7vXrRJ9Pjb1tuf3cHjGCr4llctQenR9rtJ1eC9kH xGu+zvxL6/NEb8ydhxdmjlPmyLlF/BcTq3r/Qu6a+d3UPc5/Gh3L5Fr4UE8+ knt9gejS3HnzLtHrKsYidehR0ctl53l0ezPidDrm+ObqM5ikJnCG/WDkrfD1 s5nXfyS6TJiYK5/dVbgGU4uXSM7LDd5PzicudkWPQe+0OvqnkQbvYw85nvxA nt9ZdU9Sl3uNGsj6VOp6NlHYR+/7JzHdGvPOwEJL1J3LUXORER23RZ0cjXu/ Gvn6PtGlgXPwvi53vf10YZ9/sMlnr+aXF1LrQx0nL1OfZ0W/TS4ciHqHT25t smz0fOSAb+deowbj83Gtj9HrFvYT/moLrCIrNe7W2Auf4cJ2IaeCa9anI0+T r8AiNQDZ6J8/kTlej+eWa1/ojh8ORx/Fnd2Rs+B5R2CM2ow+7F/QZPu2RI9K jqDPGYm+g5haWHVPf3PN+B+J9dGYV0KusbAbua0tYod+tSu+BQYy91kPZO4X TkWvwVnsjl5Dmf2F34hpZCBOBqOnIedDB6O/OZE7d60UvVRxbloTMbomcFJE n0H8UmfWRzyCwR0NxuF49GdX15hTC8AXOCOO0HVP8JxTOP/eWPgsOYca91Dq 3EKOoa7WRw5fHXnyi4XzKjl1MHI6tqQ32Ve4d3lGtK2wj6jDG1LnmNsL1ypq 1pe1tr7qb4zemuNjWfgXe0xH7M+tOV/cUnM/uzuwt51vG+3/rPhN1my7qZrr EOvkhHWZeV5MjSfuJYaXF8bN3YXz1Vj0vcTT3IipkYhH7uObitxADc2ijqDP 5diHPY9E33Isd4yzdiL6kyL2g82e6MMHq+4X61pch3pjP8+sj6SuQ0viXnpI ZARj4AKccI7vWGraptwxRCxhH+hgzKnPbVGj2ZtHv8S3Y398P/LdTlw9KLkG qj7fWvgd34DITA9KfND30ec+Er3u4hbnEL4jkZt727V3d9Ry/ivgO75JiAXk pv6ic7XwPC2cp8hXfCshb3/YBFzS34K3Rwv3+t8SbdaY0tkNVcs4FXL+PP5j cD99Rlt8B1G78EFv5P3hsCffrMQbsUFuJcderAX2w3d7C9vrh0X8S2h2XJAj 6QPpTX9RuLfpjPr+37LzFrzbI65XR24DT+/Xvah9KyMPrBKdXfjsDaJ3Fj67 uPB3AnY4XFhffHM86vtk1Hh8hu/6q9YZu+MjYg89HpRNfptZd2oa+G4Nv/wP wkJVRA== "], VertexColors->None], PolygonBox[CompressedData[" 1:eJwllW1o1XUUx3933u69znvv/391lq7cQ6tczJWjXoROKCvQnM7ciyCGmUQE 6TY3p9sKpxVzW9iCSOw5iVAn9EBoqO1Vhr1pkcyaacndNLLA3kRaL6rP1++L A+f8z9PvnPM951+9sX1dW0kIoR9KQlXZEBKpEMpnhlBTCOGWOITzKP5Kh1AB X42+BH0L1JcPoRebfmz3ZEJ4G/0avl3AfigRQhe2q2eH8PysEP6YEUIbulux n4/9HOR7kRfEjt1JvH3Iu3MhDOJfhjyA7WLkUuRefLqQHyPmPHSj0M/YJ6IQ RpL+VgL/QN6+E1BAHsR/CP0gchm5WvA/hWr8hhCWY7uSbzW8/XaoHnlbzrm2 Q53kWwD9zVtvQq6E35p1bTE1PUxtGez/xXcEepdYo9AOvZf4h+G3o9+B7xJq bOM9FQXH+hI6Av8TOQ+mXKNqfQSfuxJ+0yr1Hv0B9Bn0d6Ov4tvVtGei2Qyg fwL9Q9Az8JNQxEBXkP+s+o3N49R7DZ8a+I3kfJrcrfjvQf4U+pBcdfjspbYz yOPI7crBew9DPfDF0hCWUu+3vOEf5D7y7c8bA8KCMCPsbEYmxPWZa/bTfFuF 7hI0n1id6Jvg68jRjGEH7+nmPSfxWY7tUei+lGusRL8LeYJ+DGH/FvJnwgj6 RvT96JbN9tvm4N8I/yM232M7CU2h3wYNJzyTtXnXpNqEgXPwrdBC5Ad5w2pq +w4qJo3hz/GdJN5pYh0AA1uwvUaM1+jtaWJezRuzwq5itGJfHbvX6pF6dVz9 INYU+Y7Bl/PG3aXG+EexMSfs/UKMmyNjRtgJ2PxeMMaFdc1Ys54SHnnrU9gs xfYg3/rRfUO+evKdjLxbtchfwf9WcKwxfD6Br+PbnynPZAu+m4ixLuOdbMD/ MjSO7leoAtte6J60MdUTGfPCvr414PtG7N16lnr2wTdCczOOoVjrI79FmN5A f4rQDxnPSLPamrOveqLenEd//wz3/Cz6hfhfSXlHXsY2y7dp4iXRL4J/J/bt OUP8I9RzW8G3Sz3/L/JOajdfhd6DXxsbe6QKh9A34HNZ8+NbE7qVfCsj/l70 TbylNufbJZuqyBgWloXhi1nfEN0SvbEW3UvQo2nXqFpPFbxbuhFfw88lx3DS N2mI2OWRZy/MC/vtyB1J15jD9s3Y2NcN0S3RTdNt000Y0G3J+rZoJ7QbqlG1 dvBtf+SZa/ba+SfhJ7PWaccnsK2MPGthWth+JfZtEKZGYt8o3SrthHbjhci7 1kyMF+GPR96FYeQTkTEurLcQvy12T9XbO6DF6MYi295JT76A7yZmz0z3ZDhn G9kKo4vUi8i7rp6oN5qZZqebNKrbhM8HGf+D9C/SzdbtVkzFLiV/Me0b05nz jmvXN+DTF3uHtEvC7DL45rxvp25GN716LrZtPfJ65F2Ra9eMTyB3EW8q7RzK pRutW61vs2LvpHZTmFqhfuFzI3jaBO1E3hy7V9pB7eK52LdLNseyxrSwrX/c UfiByL7zoDH00wXfJt3wiwXvhHZDN6KI/HrWvVaPPkb3ft63W/+0Ot72PwGp CZs= "], VertexColors->None]}]}, {RGBColor[0.941176, 0.906538, 0.834043], EdgeForm[None], GraphicsGroupBox[{PolygonBox[CompressedData[" 1:eJxFlMtLlVEUxY/Xqybe+33fhZpkD3tBQQ+CZtYfUNGkSQoi1SAalFYImYHS wAiLZlH0gKAmStggFLKiSQYNSqIM6QU1sj8gCipq/VpbHBzO+c539tprr/1Y c7h3f08ppXRBq17rXV1KR3SY1flmkdKpckpnailNaR9ZktJJ7TcKn89VUjqa yUZvz2vf1JTSuNao7FfozXed2wp/tzamdFr7Hzn7rfVRfvr1/anOfg8J74Gw t2lNCveX3izPUxoQrq7SGt3dqTe/t/ruyc3ldDWlF3o7pPVG/37o/Uv5+pkF XkNKY/p3sGJ+3bK7pP+5/mVlxwUO9vN6u6zBfnaJ91Jxai+Mt7XR/0qyn9W5 LrcNtq/ld7TR9xv05lvVb3fKdlXuM3efQ6sD4jKit9Mt1pcz9pWydzA4P4ar OD/R3iWbzfJzjbgy+xysGON54BAPcaHnXvleL/57tP+V/SvhrFceVxfWFo3H mp3HqdAdvfpKzhW2w+LxoeT/xLol891uYVS12oXZm7teLpddM/cLn68If6Aw 7j7F3prbFozNut8ovEphzdEZjagP3sDvZ+RxtexuNzuP8BvXPliyPTvf1AM4 nLnvCE0OaB0rrMnxwlrCDb74I6fk+m6976gt7u41+Y46pYbRnTiJ90RuXHQn R+SD/yuF39li3/gYjHokT2g/0+T8PG227nNlY+ODeOkbdKdX0IG7UvQVNUPt 0DO8xx95oq51/B9fanTenwc3OD7MXOtT2SIu/QYX7uFDTHCF5/vQFD0XdEGT icw1eot6jr6mv9sq7k16dHvVPNAbDbEFgziJlxqai36jpqgJaqNLeq6rGact ehSu/TEzhhsWebOjya+YIZzZ/8SZGmUWvEnO4cXII/kgL7OhT0f0S0foxP14 9D2xd1c8j84Wrjl07ot8DoVWzEQw+qvW/mqTObfH3Phac3x9kS94wIc64/98 1OpMYJPH6dw4z3JjjUbcOzL7WFtzft4HF2Yf8+e6fD7KjT+VG28mZuxk5G4i MMBdmLf0FfENVRwTc4XaGYlZ9KVmjvQr+syHRnCgbhZ6rTP07ClcV9Tdh4WZ nMwHLujwD7RS2oI= "], VertexColors->None], PolygonBox[{{4205, 1039, 1676, 4206}, {3221, 1166, 1932, 4028}, {4388, 1998, 4, 4387}, {4684, 2905, 1166, 4271}, {4128, 2037, 763, 4127}, { 4578, 2068, 552, 4577}, {3448, 1138, 2905, 4684}, {4386, 1536, 1039, 3377}, {3198, 465, 1137, 3950}, {4253, 1674, 1138, 4252}, {3167, 1563, 1966, 4064}, {3932, 1071, 300, 3164}, {4029, 1932, 870, 4025}, {3871, 1741, 1301, 3870}, {4125, 300, 2037, 4126}, {4064, 1966, 1833, 3168}, {3933, 888, 1943, 4037}, {4036, 1943, 1536, 3636}, {4061, 1964, 1582, 3200}, {3200, 1582, 1741, 3831}, {4026, 1931, 1964, 4061}, {3165, 1327, 2464, 4499}, {3934, 1833, 888, 3933}, {3866, 763, 1413, 3867}, {4025, 870, 1931, 4027}, {4170, 2084, 1563, 3167}, {3841, 1749, 1705, 3468}, {4219, 2145, 1071, 4218}, { 3201, 2186, 2474, 4507}, {3770, 1676, 1999, 3378}, {4499, 2464, 2145, 3166}, {4250, 1137, 2186, 4251}, {4507, 2474, 2495, 4531}, {3159, 214, 1317, 3654}, {4108, 552, 1851, 4109}, {3654, 1317, 1749, 3842}, {3952, 1851, 465, 3199}, {4169, 1413, 2084, 4171}, {4156, 1301, 2068, 4157}, {3468, 1705, 1674, 3766}, {3378, 1999, 1998, 4095}}, VertexColors->None]}]}}, {{}, {GrayLevel[0], Opacity[0.4], TagBox[ TooltipBox[ LineBox[{3105, 3706, 3104, 4387, 4388, 4095, 3378, 3770, 3769, 4206, 4205, 4204, 3377, 4386, 3636, 4036, 4037, 3933, 3934, 3168, 4064, 3167, 4170, 4171, 4169, 3629, 3867, 3866, 3254, 4127, 4128, 4124, 4126, 4125, 3736, 3164, 3932, 3405, 4218, 4219, 3166, 4499, 3165}], "30"], Annotation[#, 30, "Tooltip"]& ], TagBox[ TooltipBox[ LineBox[{3688, 3718, 3806, 3159, 3654, 3842, 3841, 3468, 3766, 3765, 4253, 4252, 4473, 3448, 4684, 4271, 3221, 4028, 4029, 4025, 4027, 4026, 4061, 3200, 3831, 3832, 3871, 3870, 3561, 4156, 4157, 4155, 4578, 4577, 4140, 4108, 4109, 3951, 3952, 3199, 3763, 3198, 3950, 3447, 4250, 4251, 3201, 4507, 4531}], "30"], Annotation[#, 30, "Tooltip"]& ]}, {GrayLevel[0], Opacity[0.4], TagBox[ TooltipBox[ LineBox[{3135, 3715, 3131, 3148, 3913, 3912, 3373, 3752, 3751, 4239, 4238, 4237, 4450, 4449, 4528, 4586, 4587, 4267, 4266, 4265, 3455, 3664, 3190, 3857, 3189, 3663, 3587, 3801, 3800, 3213, 3960, 3961, 3944, 4145, 4677, 3188, 4146, 3187, 3662, 3536, 4621, 3255, 3537, 4533, 4382, 4383, 4381, 3371, 3744, 3745, 3535, 4129, 4131, 4130, 3125, 3144, 3725}], "20"], Annotation[#, 20, "Tooltip"]& ], TagBox[ TooltipBox[ LineBox[{3138, 4464, 3442, 4106, 3443, 4107, 3375, 3804, 3462, 3840, 3649, 4486, 3463, 4269, 3217, 4270, 4634, 3444, 4465, 4248, 4249, 3764, 4116, 3464, 4115, 3465, 4117, 3218, 4609, 3466, 3445, 4466, 3446, 4467, 3376, 3805, 3467, 3879, 3880, 3650, 3155, 4487, 4118, 4059, 4060, 4309, 4308, 3288, 4001, 4255, 4254, 3336, 4361, 4552, 4551, 3833, 3222, 4273, 4272, 4580, 4579, 4158, 3953, 4312, 4313, 3292, 4311, 4190}], "20"], Annotation[#, 20, "Tooltip"]& ], TagBox[ TooltipBox[ LineBox[{3260, 3973, 3261, 3974, 4207, 3968, 3258, 4297, 3257, 4315, 3298, 4314, 3297, 3972, 3259, 3969, 3971, 3970, 4177, 3111, 4668, 4669, 4667, 4011, 4008, 4010, 4009, 4176, 4175, 3698, 3300, 3865, 3299, 3697, 3883, 3884, 3632, 4172, 3633, 3872, 3368, 3694, 4685, 3693, 3721}], "20"], Annotation[#, 20, "Tooltip"]& ]}, {GrayLevel[0], Opacity[0.4], TagBox[ TooltipBox[ LineBox[{3110, 3695, 3696, 3544, 3885, 3886, 3887, 3719, 3114, 4013, 4014, 4012, 3302, 4015, 4181, 4017, 3303, 4016, 3304, 4018, 4096, 3382, 4601, 3161, 3771, 3772, 3384, 4399, 3383, 4400, 3116, 3707, 4564, 3579, 4563, 3580, 3848, 3847, 3174, 3581, 3301, 3977, 4691, 3264, 3888, 3889, 3890, 3319, 3576, 3169, 3843, 3844, 3578, 4560, 3577, 4561, 3738, 3737, 4210, 4209, 4208, 3379, 3680, 3679}], "10"], Annotation[#, 10, "Tooltip"]& ], TagBox[ TooltipBox[ LineBox[{3141, 3644, 3317, 4323, 3316, 4070, 4372, 4371, 3252, 4165, 3626, 4164, 3627, 3864, 3863, 3253, 3676, 3335, 3598, 4610, 3219, 3862, 3220, 4611, 3599, 3669, 4529, 4530, 4288, 4289, 4290, 3621, 4163, 4589, 4588, 3534, 4532, 3533, 4592, 3625, 3802, 3803, 3648, 3647, 3878, 3461, 3760, 3759, 3196, 4605, 3441, 3216, 4485, 3460, 4483, 3459, 4484, 3758, 4247, 4246, 4458, 3440, 4683, 4268, 3215, 4114, 3458, 4113, 3457, 3757, 3374, 4457, 3439, 4455, 3438, 4456, 4482, 4481, 3152, 4112, 3919, 3918, 3904, 3286, 4359, 4360, 4357, 3334, 4358, 3687}], "10"], Annotation[#, 10, "Tooltip"]& ], TagBox[ TooltipBox[ LineBox[{3270, 3683, 4184, 3909, 3908, 3897, 3349, 4075, 3311, 4076, 3353, 4377, 3352, 4682, 4192, 4193, 4187, 4186, 4301, 3273, 4680, 4282, 4283, 4284, 3815, 3816, 3504, 4500, 4502, 4501, 4503, 4049, 3128, 3900, 3899, 3277, 4320, 4321, 4196, 4197, 3146, 3129, 4350, 4351, 4349, 4353, 4352, 3279, 3991, 3993, 3992, 4050, 4576, 4478, 4479, 4477, 3454, 4567, 3589, 4147, 3588, 3666, 3665, 3597, 4608, 3214, 3823, 3553, 4654, 3554, 3332, 4058, 4057, 4307, 3283, 4624, 3946, 3947, 3792, 3432, 3825, 3640, 3641, 3556, 3643, 3642}], "10"], Annotation[#, 10, "Tooltip"]& ]}, {GrayLevel[0], Opacity[0.4], TagBox[ TooltipBox[ LineBox[{3106, 3570, 4658, 3571, 3380, 4392, 4393, 4389, 4391, 4390, 4562, 4421, 4422, 4420, 4424, 4423, 3381, 4397, 4398, 4394, 4396, 4395, 4426, 4325, 4326, 4324, 4328, 4327, 3244, 3509, 4643, 3510, 3506, 3508, 4642, 3507, 3712, 3613, 4662, 3614, 3511, 3513, 4644, 3512, 3245, 3517, 4646, 3518, 3514, 3516, 4645, 3515, 3713, 3605, 4660, 3606, 3473, 3475, 4635, 3474, 3181, 3477, 4636, 3478, 3476, 4491, 4492, 4488, 4490, 4489, 4121, 4041, 4042, 3235, 4043, 3236, 4279, 4278, 4364, 4363, 3661, 3485, 4618, 3238, 3811, 3237, 4617, 3608, 4162, 4031, 3320, 4030, 4033, 4678, 4032, 4679, 3247, 4520, 4521, 4376, 3350, 4375, 3351, 3645, 3143, 3429, 4443, 3385, 4401, 3386, 3741, 3740, 4445, 3430, 4444, 4447, 4446, 3182, 3856, 3183, 4604, 3586, 3924, 3162, 3773, 3774, 3388, 4402, 3387, 4403, 3124, 4044, 3985, 3986, 3984, 3269, 3987, 3308, 4627, 3309, 3209, 3859, 3860, 3595, 4151, 3594, 4152, 3178, 3790, 3791, 3428, 4439, 3427, 4440, 3121, 4040, 3981, 3982, 3980, 3268, 3983, 3305, 4318, 3306, 4319, 3267}], "0"], Annotation[#, 0, "Tooltip"]& ], TagBox[ TooltipBox[ LineBox[{3287, 4356, 3333, 4244, 4245, 3949, 4625, 3284, 3999, 4000, 3916, 4595, 3136, 3150, 3456, 4480, 3436, 4454, 3437, 3756, 3755, 3795, 3796, 3591, 4241, 4242, 4243, 3826, 3827, 3828, 3710, 3323, 4173, 3930, 3929, 4623, 3282, 3997, 3998, 3914, 4594, 3132, 3149, 3434, 4453, 3393, 4409, 3394, 3754, 3753, 3793, 3794, 3590, 3948, 4240, 3194, 3824, 4137, 4097, 4098, 3925, 4211, 4212, 3775, 3776, 3396, 4410, 3395, 4411, 3133, 3708, 3709, 3342, 4285, 4286, 4287, 4370, 4369, 3248, 3966, 3967, 3911, 4322, 4051, 4052, 3327, 3609, 4619, 3239, 3812, 3240, 4620, 3486, 3667, 3470, 4612, 3228, 3749, 3562, 4655, 3563, 3328, 4355, 4142, 4053, 4055, 4582, 4583, 4581, 4585, 4584, 3493, 3495, 4638, 3494, 3195, 3499, 4640, 3500, 3496, 3498, 4639, 3497, 3716, 3617, 4664, 3618, 3520, 3522, 4647, 3521, 3246, 3526, 4649, 3527, 3523, 3525, 4648, 3524, 3717, 3619, 4665, 3620, 3528, 3530, 4650, 3529, 3249, 4332, 4333, 4329, 4331, 4330, 4568, 4460, 4461, 4459, 4463, 4462, 3399, 4416, 4417, 4413, 4415, 4414, 4569, 4469, 4470, 4468, 4472, 4471, 3400, 3402, 4633, 3401, 3689}], "0"], Annotation[#, 0, "Tooltip"]& ], TagBox[ TooltipBox[ LineBox[{3894, 3720, 3343, 4135, 3549, 3892, 3893, 3115, 3722, 3119, 4020, 4021, 4019, 3307, 4544, 4545, 4543, 3552, 3724, 3347, 4374, 3348, 4182, 4183, 3120, 4185, 3123, 4566, 3584, 4565, 3585, 3853, 3852, 3179, 3941, 3600, 4276, 4277, 3226, 3807, 3225, 3672, 3673, 3874, 3873, 3655, 3656, 3337, 4630, 3338, 3310, 3910, 4066, 4067, 4069, 4068, 3603, 3604, 3472, 3881, 3658, 3659, 3855, 3854, 3180, 4494, 3480, 4493, 3481, 4495, 3479, 3808, 3230, 3607, 3639, 3482, 4614, 3231, 3809, 3232, 4615, 3483, 3660, 3484, 4616, 3234, 3810, 3233, 4304, 3275, 4302, 3274, 4303, 4366, 4365, 3185, 4516, 4517, 4515, 4519, 4518, 3519, 3616, 4663, 3615, 4514, 4510, 4511, 4509, 4513, 4512, 3389, 3391, 4632, 3390, 3684, 3572, 4659, 3573, 3392, 4407, 4408, 4404, 4406, 4405, 4448, 3610, 4661, 3611, 3487, 3489, 4637, 3488, 3191, 3340, 4631, 3341, 3329, 4354, 4054, 3241, 4056, 3242, 4281, 4280, 4368, 4367, 3668, 3471, 4613, 3229, 3750, 3564, 4656, 3565, 3339, 3612, 3243, 3813, 3490, 4498, 3492, 4496, 3491, 4497, 3192, 3728, 3354, 4378, 3355, 3502, 4641, 3501, 3134, 4670, 4122, 4035, 3321, 4034, 3322, 3331, 4629, 3330, 3928, 3927, 3926, 3965, 3964, 4123, 3730, 3227, 3963, 3962, 3601, 3945, 3193, 3838, 4692, 3839, 3602, 3915, 4159, 4687, 4160, 4201, 4200, 4161, 4119, 4120, 4452, 4451, 3431, 4105, 3359, 3555, 4189, 4188, 3360, 4379, 3312, 3917, 4081, 4672, 3151, 4082, 3731, 4546, 4547, 4138, 3557, 4139, 3361, 3732, 3905}], "0"], Annotation[#, 0, "Tooltip"]& ]}, {GrayLevel[0], Opacity[0.4], TagBox[ TooltipBox[ LineBox[{3107, 3637, 3622, 4291, 4292, 4293, 3818, 3250, 4591, 3623, 4590, 3624, 3822, 3821, 3542, 4652, 3543, 3251, 4539, 4540, 4536, 4538, 4537, 4574, 3208, 3670, 3635, 3850, 3849, 3851, 3781, 3782, 3876, 3875, 3674, 3675, 3531, 4522, 4524, 4523, 3344, 4178, 4179, 4180, 3532, 4525, 3117, 3638, 3634, 3418, 3877, 3419, 3787, 3786, 3175, 3420, 3550, 3421, 4602, 3176, 3788, 3177, 4603, 3422, 3551, 4435, 3424, 4232, 4233, 3789, 3423, 4438, 3426, 4436, 3425, 4437, 3118, 4038, 4039, 3979, 3265, 3978, 3266, 4316, 4317, 4191, 4597, 4598, 3682}], RowBox[{"-", "10"}]], Annotation[#, -10, "Tooltip"]& ], TagBox[ TooltipBox[ LineBox[{3140, 3701, 3702, 3365, 4087, 3364, 4380, 3733, 4086, 3154, 4673, 4085, 3921, 3314, 4023, 3363, 4084, 4083, 3920, 3313, 4022, 3362, 3567, 4657, 3566, 3761, 3762, 3398, 4412, 3397, 4599, 3686, 3153, 3137, 4596, 3558, 3830, 3829, 3197, 4606, 3592, 4148, 4002, 3290, 4310, 3289, 4681, 4202, 4203, 4550, 3560, 4548, 3559, 4549, 3593, 4149, 4571, 4570, 3575, 4556, 3574, 4557, 3163, 4558, 4559, 4215, 4214, 4213, 3403, 3691, 3690}], RowBox[{"-", "10"}]], Annotation[#, -10, "Tooltip"]& ], TagBox[ TooltipBox[ LineBox[{3285, 3685, 3435, 4079, 3357, 4078, 3358, 4080, 3646, 4077, 3356, 3901, 3902, 3903, 3433, 3995, 3280, 3994, 3281, 3996, 3372, 4094, 3747, 3748, 3505, 4504, 4506, 4505, 3130, 3147, 4198, 4199, 4306, 4305, 3278, 4347, 4348, 4344, 4346, 4345, 4362, 4340, 4341, 4339, 4343, 4342, 3276, 3898, 4045, 4593, 3127, 4046, 3126, 3145, 4195, 4194, 3370, 3743, 3742, 3940, 3939, 3596, 4607, 3211, 3861, 3210, 3671, 3326, 3989, 3271, 3988, 3272, 3990, 4234, 4074, 3346, 4073, 3345, 4373, 3723, 3896, 3895}], RowBox[{"-", "10"}]], Annotation[#, -10, "Tooltip"]& ]}, {GrayLevel[0], Opacity[0.4], TagBox[ TooltipBox[ LineBox[{3113, 3784, 3416, 3837, 3417, 3785, 3369, 4104, 3415, 4103, 3414, 4542, 3548, 4541, 3547, 4434, 3413, 4229, 4230, 4231, 3783, 4228, 4227, 4226, 3412, 4433, 3545, 4653, 3546, 3410, 4431, 3411, 4432, 3408, 4430, 3409, 4427, 4429, 4428, 3112, 3891, 3109, 3882, 3976, 3975, 3263, 4622, 3936, 4220, 4335, 3325, 4628, 4257, 3205, 3858, 3206, 4259, 4258, 4573, 4572, 4150, 3935, 4299, 4300, 3262, 4298, 4174}], RowBox[{"-", "20"}]], Annotation[#, -20, "Tooltip"]& ], TagBox[ TooltipBox[ LineBox[{3122, 3714, 4575, 4153, 4154, 4476, 4475, 3452, 4144, 3583, 4143, 3582, 4236, 4235, 4441, 4442, 4261, 4260, 3212, 4526, 4527, 4264, 4263, 4262, 3453, 3942, 3184, 3746, 4384, 4385, 4091, 4093, 4092, 4136, 4047, 4048, 3943, 4071, 4676, 3186, 4072, 3540, 4651, 3541, 3539, 4294, 4295, 4296, 3726, 3256, 3819, 3820, 3869, 3868, 3677, 3678, 3630, 4666, 3631, 3538, 4132, 4134, 4133, 3727, 3699, 3729}], RowBox[{"-", "20"}]], Annotation[#, -20, "Tooltip"]& ], TagBox[ TooltipBox[ LineBox[{3294, 4006, 3295, 4007, 3318, 4005, 3293, 3906, 3907, 4334, 3324, 4216, 4217, 3931, 4626, 3291, 4003, 4004, 3922, 4671, 3139, 3156, 4088, 4674, 4675, 4690, 4689, 4024, 4693, 4688, 3923, 4089, 4600, 3157, 4090, 3366, 3700, 3315, 3834, 3651, 3652, 3367, 3734, 3703, 3704, 3449, 3653, 4686, 3158, 3735}], RowBox[{"-", "20"}]], Annotation[#, -20, "Tooltip"]& ]}, {GrayLevel[0], Opacity[0.4], TagBox[ TooltipBox[ LineBox[{3142, 3160, 3692, 4418, 4419, 4099, 3404, 3768, 3767, 4554, 3568, 4553, 3569, 4555, 3296, 4062, 4063, 3954, 3955, 3202, 4065, 3705, 4167, 4168, 4166, 3628, 3836, 3835, 4141, 4110, 4111, 3956, 4256, 3203, 3797, 3204, 3957, 3469, 4274, 4275, 3224, 4508, 3223}], RowBox[{"-", "30"}]], Annotation[#, -30, "Tooltip"]& ], TagBox[ TooltipBox[ LineBox[{3681, 3711, 3108, 4101, 4102, 4100, 3406, 3778, 3777, 4223, 4222, 4221, 3407, 4425, 4535, 4534, 4336, 4337, 4224, 4225, 3170, 4338, 3171, 3450, 4474, 3451, 3799, 3798, 3207, 3958, 3959, 3937, 3938, 3172, 3739, 3779, 3780, 3503, 3845, 3846, 3657, 3173, 3814, 3817}], RowBox[{"-", "30"}]], Annotation[#, -30, "Tooltip"]& ]}, {}, {}}}], AspectRatio->1, BaseStyle->{15, FontFamily -> "Times", Bold}, Frame->True, FrameStyle->Thickness[Large], PlotRange->{{-4, 4}, {-4, 4}}, PlotRangeClipping->True, PlotRangePadding->{ Scaled[0.02], Scaled[0.02]}]], "Output", CellChangeTimes->{3.4014614456145353`*^9}, ImageCache->GraphicsData["CompressedBitmap", "\<\ eJzVfVtwk1e25m5dbBMuIRewBTjcQ7gkgXCTTEKAJAQTbk4HYqk7J23SmU5w J0AU7Fg/fS5tT8+ldS5w5Lix7NTUVKkfpkrzECI5jY1fpvA8tc4L2J4cY6aq q5KHqWoeeozMIS7PuuxfWvr/LcWZqZrpSUrGlrS/tfbaa6+19t5rr/9oy8fv vftBy8fvv9Oy6tWPWs699/470VUHz34Eb3l/oNQP3oPX+4sV/D6tqv+7Wjk7 O/v+7KxSc/13LfyoSlwOfaPgv9A336x4Fd7wjvbin8oHL69aNXsH3nsJXv70 hY3vbvvt6nWpHaqxzPcanYA+JLOOvn2Nvk0tZ+/U/RdquQpaqpEgvHcAXtUj dUpZd2dnrX9S6vqYOlTmu4cFXpWTAH2YyeJXoTH8nr7Q9yebwOFGpXIds7O5 DqUOPMXMGL7rIrBkdnbeaK8HpZB6XKm6P6xet9qnPNjz1euQY7WHvoHd9fb9 qe4PIBuUZU3NfqXyn83O3v0FfBdk1Ci+8FoFOK9NVSmiOntn9bp40+wsMAVf 20sf+OEDX/rC4l92LZ698zI2+mYFsQyNCeubFTDQsyTGwvca3WjUw9X4pUx2 8S/zn41egzeP4t8wBmrbb+++hcPvnfznEvDJfybwRvm9RgcIIa/Bxofft+4y tWP4Z+tRpV7/T6RWZZg+LL52uBShiDr5YPF/vJ7H9/Ar1blw/Dw2RjUCwSP6 vNk7oDjq7i94CGr2w9+HDN89XApXZc8OX7wp9F9ttapGTcyFQW6g+TUtCmVe faDGpVLO770mgYrQs3e2/aoADd1U7yyYne37k1KR/8HQKFbrn/R0yDO043uv SSAxF3qx14ycH47+57o/bPtV3R/e2ZL/TL1CWrdj9bptv934Svqk8TtHBEbV 9zEo9r+1OISqCcyT+6+HnTbCQyPvo5+PzvnnY9/z+/zTTz+Jj8Vikvv+vFg4 Rj+Pi9+POZvifBnthTGqNtslHxsSagA/j5a2JIrVRtviMzRZ6JjX8B2/IgMH 0xWVH0wb/X73Lfh3Gc8lnHOqDkDuvhXAd+7+YvKB/endt3Cac6tcB/1+kDCJ 3KLS+c7UgNWX8hEAbr/xxUizWn1nOTS9kurJTajl8PKm2rL12XpVBy9vKhm3 +mZUAF5eK9852DmolsHL23QpfLVlSq2Cl3ffseCRfcfUgUPnvA7KRTPgs6W+ nyj3pLuB8hqi/LtUm015JNmNVANOyl11Vi9QXY6UT98K3wSqq5Fy+CpR3nfo XFVRxA9LG1Gg+yLSHa4lumuR7ug1orsC6aZ70jMmuonbrUuB5gqk23iO6K5h uo3ngsfUXjdd24AU6D4PdH1f/7cbU5ls7nfrNOFTQLQeCcfHSNSS8DIkfGaK RC0Jr4WXL3wzeDR4dN/xPSWUFwsjUyAcAsL+fMPorhu3hmsnH6j1RPsrm7Yn FVvupBqPRZuBYr2gug6pttxquox0QyVUa21KuzSl9hu3bkyBom1gSv27gNIT opfLBL3lopeaXgvSe1L08tguM73tTG+yPd0NQr2iNrJU+0/Z9Eas/hDQWu6k 11prxWx6nUlUJLWR6F1tuoT0tpvpbUV6X4/nlty49fspcE6bkd5Ic6odaK2k CdND/ZP0VlD/7lH/nkB6Z6ZowmyCl3/fcewfjqN61kxyM2rr3cBk+++nlAfC Ku9IcPIBkN2CpEGLx23SuaHENJBdYSCNM2Ylkb7XhKS3oOa23ALdvaQ8waM4 b/edPXRObTSz8CSwUP31+CiwcONWJns9Dz3fhuQzo9kAkF7FPaeJ4yKfuI19 V6vIVHzedAlIP2uTb7rM5LduAQaOq/Vm8qp6sufGrdyS0VOT7V+P//G+WsKj fjfw9fjkb0ZPKc+NKZSML/XGSDB3ZfLBduRt8kHq1HBMrRaiqRe81WvRJG3e rA7Qu4zajqPSkgnfRF5BPD4tnuP7zqqlICLfvrPw+7HgMWJcx1VeA9ceYKJq 8sHoV7mOkeCNL34/5blxCxmlX1QNiHIKxYkv/M13A+j+fup6HrrQATOnwdbk kaRaow3ThKkPiQkyTKt1H06AJjeQYboJ8r2qaoHNqv3nmz4PX4VZfKtlyiTh COsS2f01WmAwUdUTgtgTQmBrtC5dBkLNZsjmwhg0qHUImZgm/l2QiSHSj7UI GQ3DGNxSb5oh39STrS03xJC5oa5PAW6lgFxJ3mmaNJ4gO3vPTIEYTpkhT2ou 27IB9SRzmZkxQfaxFq8nLoON54HLN8yQbyDk9TyYhCGGHLHIk60SkKuECVrP JqjxEkyGH5ohX9cdPzViqaeEFZWQqxHy9C2yMk/a+hy+qprMkCdoxCP9p6Dj GxEyG0jFAG61EzIeIUfwFE3fy+gK1HEnpJd8zTHtVdrS42ozcTlAXErINYLL jSTL3Y3nAfJoyxQg+JyQRwDSl+tId6d7ckObxSxY48TUWrRZs3keev6aE5N7 3oiYkw9ghNoy959GTBAD+oi1AnMthRohqwPwtsDLh24e1P3WIbM4X2VGM9lU z4j1rOi8BF0nOv80gloxNDHhqwfNoC8j6Oi19IX+nZn728QcWucE1b3fiqCo nRCS3XzJDIqKNBIc/UrtBXQ/sQwDBrr6HBnxJIlivSCwXosiDODb4OXvTOKg YdSn9rKhafoclpt+I7HcxHAM9MHLjiv3OyC6AwmPXsMpkmoH9dvJUxkFpp4U hJ+kqTxGBmc7vKo6k627T9/CiRK+uUO7kJvoQsBMgzWK1lodytTlKh7kzHRm lDyoLzPKfmIjz/7cFQxMkcP0+EgSvryb5xj5MxdHids4hGo3vKphAC83whA2 XWq6akcQ5NfAd9hcBa0YyGzQxNgCNg/ZQLpHeVLtqgoU/YL2AF8t49HPdaBd 9sKnoPvZAHiDPdiquy6VBM42CO420HRNttYCZ3vIAoSROxKPrwmlBjwuI/d2 E+R2lT4EDsESLQUuO9R8M5ePAT1fbmg4BnyOV2ey4PV91/N++Akiq4JB7AHX Pw6sWfvZkJAKPSU4e4oUf4oMyYuoo51JC+LL1loPUsc5gGw2ATckysvKDy98 /9z+E/i+Hz72n7nXWgtshq1e9aiZUQhDPKDIsHQYseBf+N3DqpWbgH8PsRaQ Ld4omNvI6xmyxYc7B8EUK7/Va8Xg/174fZWZVpTXKGiI1SaBtomVltYo581N PxL6vlk03azNAzY9V6FpPEuKKZtu0U1xqpw1Nz2nqWbTE+ppZ9M+1OlkuaZn 7aaZGfWMaPq0aPqhuemHoumzoukzdlMYzQ/MTT/gyREfgKZbRdOt3Fcyza3m pj+noQ5RCLNNNN3GIQzp4Rlz01ZyMgOkws+Jps9h02gtTa73nU3ZWb2vVWIg Pah2UNNIPALNtvO8JDG91zlo8nM4a9IDMLffZc7jY9DpnYL8DpaXNRZtVu/S 3O5trQWj6zU4OFWVrU9P9ANIGpxRC/sN6tAugbiLzToGdOonaNYR8cxUV11i yGhEfdDWn57RsEn1Y3IXMfhrQgUF7m72R6dvAac/JtwYBDp5wIXv982YoKsF 9ACEOG+SEBriA/0R1SCgQxzbwdjH1JsE3XHmHrAcQpbN0A8R9Lf9Ie1rXrdX A4lp9byA3kMB2VKSRhP7mmjwzD3gO9R3e54ZexFip5Jg/trSXwLbR9hOpnoS +fTMCwL8eXj5cBmEK7EjtkwAfTqeVAvN4I9A+yoeRVCG+7mhg4g+AtQgBvj2 RYG+l9AnEN2KHSzyfuYeCGZisRl+CfE+CF4EzPdwSKHl9mUD8bHuuszMfoG+ D9H7boOiTEWD+zR6M0mmLpF83IyOexhVqRhIBqQOPtUKIfxwQyIfH0slXxbw LxHzSSsPiOEQwqNjQOYv1sWtOjN8vZZNmOBB9Bgb+XNDEMK2p9pSMfWqoHAQ Xn6AnEJXDKO7lcNtK9xaq8j9WGPxJO8KmGhR8IrjAA7YU3DCltoAJKtgsGOJ fGIsMZ1KHhY0G+FVFU9erAO3kkeqG2jKxqK7gSARhd7F+m7jOsC43gYsX2Ym lcyMs+v3pceHQ+jUlrGNGW5IDzA7Og44KqgfhVcNxAFLUYzg2pvBtSUD5HZ7 rQ5wu0t9yEJXODHE4Z2Jhadp4kxAPBjuroPJQlyAn/8yM50NeIZh/T3cMBzK BrKBzLTCv2F4MT5I9/j0N8dTsczM64KvJlYlZOD0PT+yEN2NDh2XKvB7czQI JsNLr2B0NwwPxiZVIMLprrquMEDc3mLmlcxa+tv0UCqJJknNg0k5mBrsj6Ri +EoNgon6kWAkwiYqkYzHlCcaxDVO3EoklQde/ngsnkwk4dPbaqeZ3H8QUJ/9 P/4Kfk4L1n7x3X52FrRt7DM4KtwzsPLddSWNkmykwDLm88Neg4/ysNSgYUAl RcNebAjGYBqjEtOCy8cN42P9IXVFNPwNeaDAxZNpjBrrjZG7aNojmn7Kzgv8 BRhTc9Maapq0xkAhukXTBC9qwRBB/G5u+hBvgELTpPpH0fQyvg+/D6COmZsu IMbC1PSSaPoPuulYf1jNNzddxIxZyNjfi6Z/xx0hb7jQ3HRxQRwT6m+pqRX/ EbwXF+J72Nz0UfxKdx01/TU27be6kOq/L4x2nXrE3PRxospN/51g+N+yQ0rk 0Zc8am67lNvibov6N6Ltr9hGoH/OzDxublvL+Bbh/2vRuKvQOJ+eWGpuHBD9 6hJtO1kO2BJPO0xNl4umvxRN/0aIcJm5ab3dFAbir0XTv6KmAWq6oqTpgtnS XAAf5wLYgCtt7Qal+EsB+At8nwKpIdxpcwKKY38fH/sX/FxB52PqogC0CoCD uN0kAPH4Sh7z+/iY3wakHZS4RdKKCcAOniEEuKYEUB6+ySP/KhtyvbBAnwjI dr1DgZNunQvSPpUrOdgvnH5tsKcIYLYJzAuM2XUS2AR3LE6z8ISlcDbvtXE2 FnDq1McCJyos1VMlOI/MFs/ivUV7Ho90hewlM3ghnLofCbzzQny0iu0P0QGg r3RgnCfxgkDnIEQE07xQTSTJNpwTBM7aBECYtLBNgMOnA81SAo7T+AIBD+89 WmMQ3kgaHwoaH9hCAVO3iWOdOAT+uQmHejnP5QtEvLyzGx2FyH+zTQRG8OeC SKuQ/GaO4uJZ2hZwkXEc1BfI+KkvYwn0jZvJ6gzFP0Wr876g856OkMkAbCFC g3Sy5i0hVPRpBJon0C0MyqbsZwL0X9mgCQDl5fognVH6zKDVvCEPQSUvywkU XfK7AvSnRRefnuCFfIy2/P1m0BoEba3tCvfxgh2MLoa06cF3BOhp/CA9GB/D vUla4veH6Uyqygw6j3fQuyC256U8TlwYohaB+ROhN7R+B/HcB8hqM+RDfHRg 5fv0Ep9UK6neFpB/QeaIIXld3z7cAJA1Zsj5CInrkj699EefDrb2LQH5YzuS AJ++Hd+Pjw1HAHKeGXKBnhgIyVsCFnHjikw197yF0IbTQj1khlzIywqYa3qH QHcwLCCbBSTvKJwiyPlmyEUCcicrUgIVaeKUwDxpKwMqEkXfeEwFoAvMoA8L 0F2s2egvU8k3qG2kC/v9Q/wA4h+aC7sF6EIz6GLeBol2Q7sgeakwdd655MCh yyfuq5CAXGSGfETwGWJ5kss+ISCPC3k2CMiHzZCPMpcE2aBNCE0VuWI7wh9c RBMytEcPEoIudoJyKP6Y4HNP0fykkq8J0MMkzyQv6Z8XI/9IbsK0B/W4BkX9 fMGWG3S+UWAesqMBUPm9Qj8fdULqXQah8rxNkUxMd7WlJw4KzFf69BYASGXw RT01YwD6mFmiS3lrmwzIPjt+An6c2wrkxIB/2s1I99DUfNwMWcsnUWTo9hfF lv7WtROSmCBBDx5g15uZBtAlZtA6tp5kkg+ItjHX5g0sOZHaxEtsktMDALrU DBpgO0/O42W7LQrOuZml1SkVe0V7JLTztWbQZZyUQNsBOBr+vts0xiEIzkMC N8ifgcHO02cH2auSX6ozQ+s0nb7b0PTVIlv9kd2OrUgfGlKcF4fwg8wMZXAE KoB2Jkn9tZbzztIOAbqdPoD4M5G358UpPAkoB7pCqNUROSpyA3krd6FzOn4h FaMZnP6SFGuZGbRe64C9LeMHHQgR7KBrJ92fGEL96A7AWuAYf0Z+dLkZ+gkx aMf1wIRbu3ErquRoAGMwfzzZzdAzbMv0oK2oAI1JMbZVTsUSY6hL8kxnA+HG cIcLVBa+yLaQjlrK4OIco4ORFcLUnCQcCwcQxDJUcra51hYLj6JiH9ROppGS tUZilCfnMxJruUWHovUccNBW/JvwqkrQripE1pHMjDxBxzVVVd9tdEGo4Olv m9k7UYoLpWhlspSPXYbcVNNlq4MzfIDf29qdV8WTGMVhIJ+ekMkxy4mXIZxN iTHcxqNAID1DI0PkhmPX86WRdzG5BI8/9VHyCjEdMMypTiS7A0gRd/1hmtYK orjuroY+xi7WRbu1slGYlLhJk4Popk7dWV6erifaTH2MNpO9xPivuivCY8S9 VI8Kio8QR9xN3VFF8WNmejhkU8wGRjBfxKQ0XtHTei3bCR0hexE3kVeexDTQ GEvAqMGkGcQtMVUjeKjRgUwSxiLksfLKD3HsNH4dmP0Z7x5SCheljKW77yx3 McM+0ssZf9FgMXWMxP4BjyWYjAis32CqeYCr+ahkGDzFxy7ufOdja7r1U9zM VMhAtTVt5S/WdYX6wzB7JvTqiGdPPe30B3MdyIbJU/ucItFD0cFRJW0Id3Ak TiLGXvm4V05AvUOHgFaYuqXtClnsTwTgJ2yXSTuf4DFDDpXnznLTsPmdPHb2 WtMmSHBMQzZkqo0kXwmy6XM6vSMu8ayqTy//NWQ7DeZQ+ksbcjgyEsRTfjNk leCSJy6MJsC1OSHjAzQ0Uj8qQYKd67AhUSkckG1sWAqD4x2xrufxuN8MWY2Q jZdcXF5wQsbHilym2ilLsBJk0yU6MGYuIxSoSMgLHI6Q+XuCz80yWczdqAAZ vkknpCsFlx+7IE8JWY6PXisPWYOQOjNU2xySpYSkzZZsgGS5UgxPJcimz2l4 JJdRJ6TkcriBlKiqAqR2NgDpicckf1EhxZXsRNi8mMHmiS4Tf63dxN9HTkg9 1nOFxIMWG1LPGwn5EUcFFHquFPOmugJksctkB6dNkHp2c2psO3FZBvIhZ8fP 3KOOn3dBthU7rse6EmTJWHeQnZSQ57X6NBQ6HqOO11SAbMlQBhBnjeaJy3NO SMllZpSmYhnI+dTxe66OuyF7XCPugmQH4YK0wjRvJCTv+cUoel1VCmnyOQTZ dJWUSHb8rAtSdFwr0Tyz15nPSkTZq3OGvJ4f/YohjXsszo6D8S1sasbDKdwY OcuBQTFxWXe8EqQ2vlrVcYBKuDzL+6TE5Vwhwfj22h3XI/6hC1LMcTC+owD5 UAVICEyavxMyL4YnRB68EqQcnmiQlp0SksOWwaIs0z2k6mUgF7r0spc2u12Q 3QGK8Tmv/HGS5RwgpRJ94OKy3TU8f4aQeFHCMeLzK0BGOYWYIC/WUcwmIT8Q MdsqjjOGa78Lsrk4x/WIuyDTg7Qdu0r7xubvgAzfpMhSZ9mTJXJBggkuWCJM zvxOSIozVgklcnP5ZVGJtNkohcR7SfL+ra+EhHZvq3jO076AmwS7t1XCypeS oOMFxwXcwvHCIpdWTJNW/NxJRlt+qWgGMo5ruBXI5MuQEfqsPaubjOvyraeU ztQcuvNddOis0nyDlU/b5k6qx0RKnMIRKfMl3DKkYJ59j145SZl7VU6A5QbK 2CuHAE2XdD3/RzpRXvUc13WNqqed50XjRJqbhjuu7nod8/V7m4R/MZsEcY/X 5zRkuwskYhRLus3tNO2Is22spdVNJUPWdLnIdbTWbBtlsKJ9dkULHqSIlyAx BdAoiG9piaydAkVplSBba63ezrl5w7m6rv+vfLbUXXf849bdOcc/YVp1uyFj tCCZA+QCp4OFwO+2CTIz011XgLxPDrYSJCybYp3fIzzVkUUlSB1EzwVyrkF0 iSw5snDF5f1hOk3634FsXUrbuC7I9Ey6pxCe7qgEOV9sGM55jaPjHxekWIlB VF640wmWKGRa3PWHyNjJCelaiZVZL7bWktlwQaYnimaj3HqxzKp2TgvlMqta sfbWaxyekL0UlbmW89rKrxS7lJUgmy6VdHyoAPmjlFWAFCOuuZzrPobuuM2l 9f33MeYJJeINJrlb9ZFrg4lndyUwfY1T8ufaYOr69HttMMkLzlojo07IxHhx YCpD1pR2mbi8bYKE1U3h7vVwLd0vqwRZsovaS/bctZmI1xscXFba8pTbYNr4 uiFn6PxVQ9I6oRJk4wkyvrYs64wbs8yl3D6uCHlOdDzv2j6+4JSl1sgy28dV Yni0LIlL1yY3XmopcElHGhUhS7biecRdW/El28cVt+L9ImaTR1auAwN9xkeQ mXGaPZUg5Y603j6WkJ+U4bLMsYaPuSQlekLbIFx1u05KhiN0HsyQPbSerQSp r/3zmVkvnbW6Doj0WWp9rri774IUJ19a1eXwoD3HnNtkHOJhTzyi/F2hi3UX 61qzXW18Ltcf6o/g/6kknXSdF3sSdDCVyWIcbnZMXmGs6juLKW6Ucwc0I11h a9Rv5dXjXXVIAc/+0oPpCUyJ57M/YI3O/ZBBPA8tHBXiUSQdvg0qzuaL0Z4G Hb6xKMyOjU5erRhti0nZvoOyxZPVrjo64fNb0wCfTA2mZ9QijuJpK3IhvB5K oMCS/WE8G6Qz0Vhm5qfOAdFjbBpgj1bDglzwrB6A34ZXNbJg0XE6HcwvEcQx ZbsmQUwWCf+EpkDx7JGO4cqc/+IxN8z73Xo+7SZUTDXXR7xxuguTmSkp8BHQ orFA9p7EGBCrozsLOvONtJrP16fpOL8cYdp1Z5nH6LgBc9v0iX2cTp7ltX0s LuBPWZj4QEkREd6kFfK9QGtv82l+dDdtg9WLOU6ZCgkLswMAcLDkavfqIick 1sE3hVBX8D4ZbiuUoYarq059kn/mHoUgmHih8yv6w+nbJfeQ1xMntzHhLYEJ 229wbEY+hrqWHy5bloIHjtMhTvQVEnoIR15kxYRmX5wSP/ojr/MWHc2QMskd LKkOcqnH+gqpLpjSw/dN+/k25BbqVxI1H3Ms1HHtcnHRXCbVRSY4HO3TuUKY miOvhT5LJoFSaPojx7T0cXOuTGrOCj2yaMQ4iYhGNpXcLkAx9dOH1zYKSURg uU6VB13O9psulB3q03ltMIARefOS0ir7I10XQOaDjdqy48FbmcykZWLEMIeK sg/7w67ULDvh7ZAeLMxNK5OWFdDeEKO0V/p03iWmke0RmJyuyCMV4VyvcTpm LZNGVic0gO/1DWHbVHKvAH2BqHG23wSn7PXQ+qxMwlutMLEH+oppWTP7BOiL RI1zIGOcRddG87xMat5SoVCU1he/jibTbsugRC2lqVEiYOImTecySYSclzhG K8a9di/jA+mJVwQo5ewlJlguL3JoSKluZUCXaNChPjspE8c+wmOsMUknKA85 xEmZ6QmCdOVPyjxPhtxTHKb0oPMGo52UOfG8Ni8I6sr0lBmpeQJtKAouM3NE gL7Wp1NVUdSkaekhigNcGakekTvLmfIh3Um8BXVcYB4T71M6LoQAGMS6Mmc9 IsN3mibobs0O5vLGmgTmCW0OxhLjmRl9t5lsa5kcX85EzhPoLpaoNQ2CG/qh AH2dQfFmU3pCZz8Sp2VykR8Wnd9pjwZK9KQAfaOvmEw9yDaGrwmUyZleJEAp Ybyf1aZZYL5pmxJwCDu1RBGyTG73QqFO2zXkgO1uNSQG3XRXHAZphx53VKYy OegLBORzttID5I8F5I9o3Dk9e7tQ+jKZ8g/ZMz4xRFcEOHt9LD3xFwLzLT0b yGltK4AOlcvon6dtE8x5OzMUJ4yOqDTo2zxEnCu/1Z7xI8lyNw9qdHwzZvs0 WO3TTDotQFvsmYTzdis7O/KgZS5dVPNmI1lRKr1AlysCynk7xL6Uw6Ua2uhI rszlkCp2IWTtn2ZIGgznLRZ78DjdtYcWWmUusfjZ0ZFX2iLG13nbxr6e9DT7 JIIsc9nGxw6ZIOmiEE5r8J2tHJF04WLiDGktK/yWbL0nPV4K9h1X8bxiXbKp QCJib90T13yswhMAk3PBPPJGtJNM+Qt6CrqCObmJISYSIyJnBZEPRf82Ce11 nKJUuLOHiofJ2lwTBW0DiOS8IHFOjwpKfyOHQ/2n8p/JiJ2KPTpv7qF2UAy9 QQxfVADz7lPEwktcBIyXl0sj2IdnTff3nioMXlLvizDgxzYgCGPDHO7vPVno cVJvMzBOW6HHMayK9F3399YJC9ghYD6x2QGYta5rlGVv662xvRvAWQIuVtCn EJbXcsKVu5u3SjfDC8y/EHAXCyYhjJXPnHDlbuE9IeD+SsD9JcuM3q93w5W7 bbeC9ffiSdDrvxFwf23HNyCE5eb7tcs0RZwSnaLpL4X8AuamdYWmIeW8TGw3 ra1wiVmLzXmJmZsO4urb1JTuTuub2c670/ZN7scq3NjWF/h/LZrSjW2+MFju xvbiPn1zGp1UXLT9dV/x5vS3ZW6KLyo4Mmj8d6Lx3/IH1jR6qTI31BfYDgu9 4D+Ixn9vCwJ6s8Dcdj53jGRyWTS9JJo+ZG46T4gzIZr+Izcl71JjblpdmMmD 6lPRtFv7OlS1KnNTf0FhY+o3ommP8AI+c1OvbcOhaS815VXzFWGGPM6muqqD r28Gv9Ef7hM0k7azADU2Vx7q5+p3rgISXWGqIOwxBOZ/ThUw5vAVDJB8WMsk FesOVCXyvsS0WojLb9ye4AR9+Jf3A5OgKa4IG5Qs2RXuqptn5TH/w8pHs1iY BK8RYGESCFRvY6xmor1Rr51ioKS491WF9EDggeHISPIxCliHRqxUrD9ErOCd jUh6wrXCAQ4i+uqA35ruCkWbrY7OpMJllx8r5kR3Y7kXjO2ptkwkkcQb5CaG cNdqXnomFbPpwaI+AlHCWowesRIiiqU7kB503iWsSiRxowg6X2t1YGlNrOLW gWwhV7Co6goD1TVmqlj1sybDVMfABnw53JAbwuKL/pFkBt9CxXYuamn768w9 vDSknumkcntIDi9OUPWcejMt3Hqs5tJJiYHUzuEQ9A7rD1N9IyCUdC3IcesH y4Lt4lUCRrUkajSnOIHK1CFami3UaAKrOz6S3FugAguIA4LK/j67RtNUNLi3 E8sc9eoaTXWJoSVm+EcJfqY/DDxThamXeW863YNRv3v/Ywir/XT2vszwWHQL 1qSRvtuPmOHBzGOFHypcMTAcU6/Rnug43Zd37thQcN9aq14jfQvr8k9DapEZ egFC86UxKi15IjfhiY/hPKCamLKm1x7bEkd3qxOI3tnLWhaPqPlmdLzZ489Q ubDE9HBE0V37bq4l4iwXhn5p7PRUZ/IkYnNJJizpparN2P6iULCSp4rwyQiZ bMN+25kpUM1Ipy5FBtBhgPaZoT02NA1mUr2d4wJqA2BxnLch7QJqb9NYMnQI d5ZMwLzZgvr3U4Ls6cc0Z1k9DvcPvKhvYDLe6aTCo2guvllRutMuythlA1Q8 T16opP0CKqI1qH5mLmN3JmdXwBtSzm1U6pIVw+J5pr0eKtmHu6xZQ8m+uEXn TmVK9n3A40+9dhUKjEcov6pMocAP+bycakLK8oTPctxAJ4c/r1AUcThEdaXl Vc5nOFohMZWpbHiOzwOoqSzF+LSWMCY4lKmneF403SKabuGmdGZRporjR8ww 9dVVdrK1lqiWKTsZZZWgOMFV7LKL742VKXb5MVsVqi3sqroZj9HgfGRuWgtN a0YsXVdsINXT9z9T7Z5UG1YX46qj8IeHC6T5seAYeLIGmFgvkypNUaVcVxVS XSn3JZ4F7DixHJrv9Bdonc9MUUFUrBZH/95Tfqw6iu4WdHepmdFFbJeHI1iu zUd1XHuGa0eac1dGr00+WGzXAR+9NvLJcG0mS7VcUz0ZtF3oMbzxLJnFDbwn QfEeV0zl0/DneV8d5y8Vj6viIqlcz/sRu54rFvuO1qoqrqtGZVIXmtmt4Vma DaS46qwPK7qPNI9ew8cCVAOXwcwoFtLDq80qpA3gQNZQbFYXKw2Sb+7AkobE 2ufhm2o9F+8PU5VZkinVocP6gUamvKSdkfSXdp294Vo6h9+K0hv9aiSY6klM pXqGI7v4i6TGrtq8ukzxTtts4v/Izla74LyuKudrXRoN4+mp0Z76qZBgD1VJ xjLs/skHQL891Z65r3awsSE75aqSnEjSsfBznYUijCCPz1tuNdAgYV3gS42X ypRKfokqSF/BcsyZaarFrCtIr3NSscZILbjYM1divnnAXOz5YAHULks9kiTb 4aogDY4RR+cZnhfIePjmK2bQQ1xAGyY1cPoMguK126yhgLYuRky1rluXnv4C C2i/agZ9jTkFrRvIDW0R3V/jBNWzYhNHoK1Lsdb3YXNF8qNUQvkrNBW5oU2i +67y4ZEvqPsbGRSUBrp/xFyT/Lguc96eHlCb+JyeTI2rcnpiiHr/VBGz5eYx c03yJi72n+7OTHM19u8o8L6BtzVxkNQJs0B/SA9U6Uh3wyTewIfrNEiuMvRR tt9UMx6rnAPk6xWK5Q/XFivb6yFa6YTUXK7r1Nelmi6XK5Z/ioWZ7s4G1Hr2 beTHXfX3u8I0s9fxrjM+IUSdrPDgAZivhacEaFk+4YTUXNJTAmieTpV7SkBY c3kBZLmWuIyRL3Q9ywCCbky9XsMWm2RZ5vEI1VQEHXxC7grWY1f+63msS556 PDOaGfXCH1XgQYLkQ76afPACP1OATjjWcIoG9aneyYBOTaKHQTRdpodtPK+N j/YRytd0mUttn6NS2z4qtY1Ph7iqPMCvF58RQeayXPn4YCaLtdKx+HduSW7X 6JuT7ZNffj3u+eN9fE5JviHfoLz5iCff4IV3/F+PT3452X49nxmFoD2LvRj5 BOzqLtKlBjpZWs0mnUTqeryFvkpNPdIPTtlJGVNf0OND/FzcHB/Zsu+Yb9/x 6sIjOuB/775jyhs8uv9sI7wJL/tmhykvYi0+nOduYPI3uV38NBFv6g3g9F/4 QSf0SJkh5lTr0wonp1qfdK44Df62QkF4MPz0wJAgPunkrFpjftLJRnzWS74B mFjKBemv58kLPl14mEZEXwOI0DRxPWxFXvO1YvQwjWc4V48eZqKf9XLoHEhp g5mFZ4CFqruhyXZ+0svoNXrODBYJtlMDU6fMj7gpSd4LN6LubUbdwxr9/BAf 9YyZ5nP4PJe7gdFT+ik+m1jdKd1E1xqgANL1FJ94rJiCGA2Sum/UJEElgvhM mW1mkjv1g4reBJKjo9fUU/Q4m/vFDLtyDyqSNQ1aa8lqbOBYh7Vwp5lekOnh U6eu5ycfqCeRHga2dsoO5rM46C0TXoTrPDC99faDmBrPB48FXQ+eMjwGDhjY g/r9x/v4uJlcx3rR2xUc4ZFfdFHXuXcrONuLqNNjoPixRfuONxgePiWfvAaE 96JOj7anu8HKrbuz3JOZrhcWzP24K84jXq6H9LJ+3JUXdQg06IXvJrgPe5q7 woKm54pl+IxwuXYwkazh+V7xCM0cpttMdFeznLmnL5YQxsO6Sg+HAzYOYL// eP/GLTDmxEV6gM5T5/xctWiYFBq44Gl7nKatgQ/Xo+b4SOtlZoAETw9200kx y3TQ8q2DAToJ0U8TWqYNyPkW/WC3ps+DR2A2vVTyYDfzE+zoAaN4Q3BWP4tO Z6MFgO3ZO/LncvHpKtHqYKWn1nmcz9EzPl6u9CuG58DN+ZmAhme5zbmt+2ls /9efhlhb4aGRzgdMqh/8LyIdfY4=\ \>"]] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"ContourPlot", "[", " ", RowBox[{ RowBox[{"Re", "[", " ", RowBox[{"I", " ", RowBox[{"(", RowBox[{ RowBox[{"(", RowBox[{"tx", " ", "+", " ", RowBox[{"I", " ", "ty"}]}], ")"}], " ", "+", " ", RowBox[{ RowBox[{ RowBox[{"(", RowBox[{"tx", " ", "+", " ", RowBox[{"I", " ", "ty"}]}], ")"}], "^", "3"}], " ", "/", "3"}]}], ")"}]}], "]"}], ",", " ", RowBox[{"{", RowBox[{"tx", ",", " ", RowBox[{"-", "4"}], ",", " ", "4"}], "}"}], ",", RowBox[{"{", " ", RowBox[{"ty", ",", " ", RowBox[{"-", "4"}], ",", " ", "4"}], "}"}]}], "]"}]], "Input", CellChangeTimes->{{3.401461367558992*^9, 3.4014614401317167`*^9}, { 3.401461473665606*^9, 3.4014614747493353`*^9}}], Cell[BoxData[ GraphicsBox[GraphicsComplexBox[CompressedData[" 1:eJyFnQm4z8X3x697r7svSFEUUpFKJS109ZlIsqXsiqJNkrKWNqFN9kSFZCm/ RCF7uXymZMl6LUkSWcq+767lf3/fmdd8/3Pu/z5/j+f5Pu8785nlzJlzzpw5 M1PuqZcbPxsbExPzaLGYmP/+mn9FNL9b5nT6c06nVIfn/Rf+meDw8OvqDruu bqzD2yL5c0PwJ5H0Yw6PiuAdDpvfnGxwf5MegAeb7x3+3ZTv8FBTvwLPMu1z eJNpv8P2V2LXT/lLf8H0F0x/wfQXTH99OuZkg+kvmP6C6S+Y/oLpL5j+inGT OF+/wPKX/oLpL5j+gumvzyc52WD6C6a/YPoLpr9g+gumv4IvJc43brJfYPlL f8H0F0x//XmQkw2mv2D6C6a/YPoLpr9g+ivmncT5+FKOm+wXWP7SXzD99ed5 TjaY/oLpL5j+gukvmP6C6a+QKxLnm3eSL+W4yX6B5S/99eVYTjaY/oLpL5j+ gukvmP6C6a+QmxLnkyty3km+lOMm+wWWv/QXTH/B9BdMf8H0F0x/wfRX6AWJ 88lNKVfkvJN8KcdN9gssf319lJPt66OcbF8f5WT7+ign29dHOdm+PnJ6T+J8 ekHKTSlX5LyTfCnHTfYLLH/pL5j+gukvmP6C6a/Q6xLn03tSL0i5KeWKnHeS L+W4yX6B5S/9BdNfMP0F019ht0icT69LvSf1gpSbUq7IeSf5Uo6b7BdY/tJf MP0F019hl0mcz26Rel3qPakXpNyUckXOO8mXctxkv8Dyl/6C6a+wOyXOZ5dJ u0Xqdan3pF6QclPKFTnvJF/KcZP9Astf+ivsaonz2Z3SLpN2i9TrUu9JvSDl ppQrct5JvpTjJvsFlr/0t6B1hLSzpR0q7TRpx0g9L/Wg0Av55KiUM3IeSj6V 4yj7KX9f+m/2Oen6hv8WMyxe1/vvz3XJDs+IlHcqAJPfriVdfjD5wPJ3faQ9 +wMw5YMp/0fz95DywZQP5juw/N1p6nO4b4Re6wIw7QHTHjDtoRzaA6Y9YNoj 6wXL3wmmPQ7TPjDtA9MevqM9YNoDpj1g2iPrBctf6gdDH/D5S5F/Dl9r6lfg B037lGwv/aS9YNorx0nSBSx/aS+Y9oJpL5j2gmkv+EVDb1XQuEg6yXbIX9oD pj1g2gOmPWDaUxDf0j45TrJesPylPWDaA6Y9YNoj5w3l0B6w/KV8MOWDKR9M +XxHfjD5wcwXfq3cyydn5DyX80xiymG8SQeTDl1IBzMP6BfpYNJlP8Ck03/S waRDD9F/h0mXclbKOSln5DwGw18SS32CHqW/pNM/MP0B016pB6QclnJQyhkw +rYgOUT70fO0H0z7yU/7wbQfTPul3pJ6Q8ptmS7XvQXJefon5Srf0z8w/QMX NO/A9A9M/8DYT2DGHQwdwdQLxn4CYz+B6b/Ua3JdLPUI6fQfLOWolGP0H0z/ wPQPTP/kuIGpF0z/wPRP6j2pd/iO9oNpv/Qn8T3tBdNeMO2VdAVTLhh7FYy9 CsZeBWOvguEfKXfpN+0H034w7Zd8XtC8pj8F2YXQHT6iXXIcpF+FdOgBhh5g 6AGGHmDsdym3CpKr0q6mP7SD/kh/ibRnpP+kILuKfKTTPzD9A9M/MP0DSz1Z kF4sSI9CDymXpRyT/hQ576V/pSC7F/oUZGdCn4LsPuohHXqBoRcYekn6SLtA 6lGpl6Qcl/6WguQe9CjI7oce0o6Udo60U6Sel3pT6hkw7ZVyWdrx0q6Wdq20 s6RdJO0Oqcel3pNyTLZH2vXSrpZ2HXYbdqUsX65TZDrfy3WEsFfz2fUF/Uo7 knYhT/k74+Pny8mW8xy5Dp+AGRcwdAGL9jgs94kYR9oDpj1g+Ffar9JeBdM+ MO0D0x65TwUf0R4w7ZH2qLQ3wdQPpn4w9ct9MfiW+qX9KO0/MPWBqQ9MfdKe pF7KA1Oe1MPSLyjtYGnXSTseuUt+qYfB8CFymHEHUx6Y8qRdI/W61INg6kPe Uh+Y+sDUB0a+STtK+r+lvEWPUB+Y+sDUB4a+YOqX/mkp/8G0R8pXxpX2gGkP mPaAaY/0H8OHtAdMe8C0R+aHb8kPJr+Ue1LeF7SukeuA/2+dI9cF0s6mfXI9 IPf/pN9J2iESF2S3/X92SXyEHkfCipFxOxEujPz935C/74+U96f7+wqDA9Kn mr8HpJ+JsO3hgO8eiIzTWYfrRHAhBa5vsKbcBiZ/vnrA1EO9lEO95COdX9L5 LWv668r/K/JdnIYOtIv6wJRHPygHTPl/mPLU3Ej+DM0v7QV3jYzLzwFY2tEm e4Yrh/Z0jaRfcOMC3ShP0pX8ks4zTP5838t06AKW40I6GP6nPPJLPgFDR8qH znwPJp3vwXxP/ZIfSKc++BL8gqGPq0+WR34w+alffi/TJT8wrsgB5BHz3/ll 7ffkp36w/JV+FuQvclL6XaSfArlCPugIPyBnSIcupEM3+EGuWykPfpB+E7lO Zz7QPuQXGD0Jhs8ZB9oBph7krptPgs/A1E+76J8cZ7D0S9FPx6+2/bI86pV+ LNpPPmmXQXfGgfrA2NXwHfwEln4j0iUdwdBNYtrh6GfTwaSjh+Af5Cbp0JN+ SzumYyS9sMvPvCI//Sed8SUd+SuxlH9S3lE/6WC+p17oyfdgKS/5HvqQHyzr k/Y1+cFSH4OZr8wzySdSLko7lfEhP+NDfuxC5hV/5xf6uH0tS08578Ckk590 MPSjXOkHl3wHX5OOXmQ+SrrDB9KOkfWSn/EFy30Jue+AnQHdsTtJf9nwt2ac 6A/5ab9Lt/SR+tDRQ8gx2k95tJ/vwVL/8b20q9y42fYXZPe5fUrbPtl+MOnk Jx1Me8C0g+/BtF/6aemnrA8+pz4wcpJ1A/1B35Jf6mHkLuUz7uQH0x/GlfIZ d8nnjA/pYGk3My4F6Tm5noYuYOhH/cx76oN+YNL5nnQw6YwPWK4LoDN0FPR3 9AHTHzDzTvrdpP3s9KgdH+iPHSHtZ7lfJ+1jGbcq7V3pr5f2LOnUB+Z76c+W 81OmS7sEPUm6j4s4e5T2QDfKl+MClutG+JJypB6Vcl7qCUkXuS6QdjX5nVzw 2+/Gj/EX/XHzU9rJUo8w/owr+pn2S3tA2tnS3oBfpN2HX0P6acDYP7SDcZR6 V9r1/B25Q70F+UnB6CPkA+VJ/Qi/Uq6026V8lvIdO17ayXwv/Qbwn5j/jr/p J/JHylfmC+2R/sCC/BSkS/lAfuoDM56M74VI/xKV5CP4Ue67U5/cN5Vx2NIf T3nSb+mvl4pof1+oiPb9atG40YL8ntIPSD553kXGJ8o4cd9/XkQJnC9eUZ6P kfGLMi7Zn99FJM4XNyPjXMU4Saz9+VZExBHlZMt9Ghl3I/2aMm6U+cS4y3GW +2CMO+XJuFP5vdyXkHEHyF30Kxj6yvgvGdcq48FkPLbcRxB8qQraR5L7JswX ue8u911lPLTcLyyAD/Ptk0i+ov3Sv1wA3fPNGxmni3y5PvL3NGf3g4dE6ktR YPQzmHKoR/4ipwpF2pOUbx4hj5Gnzo61+pHv0G/0W8bhwb+0l3LRZ/SLdOmf o530D0y9lCPjEmkv5aLvwfANv7QfLOlKv8HUD5ZxjLJc7Bn0KnaJ9C+DPzbt 1NibfAcmHX3Cd+hF6dcgH5hxAMt1mVwXob/oB/aH9NtIfzd05DvS+Q5MefSL cQIb+qbl86P6cRRpjp8Zb76nH2C+h660H0z/oSvtk3xAOvJR2o/MK/rDuEBP STc5L6Eb7Wac4G/oSDvk+pX5wXxinkg7kvaSzrjRTjku1Cf5gvqon3GR4wgd wIwP5fM98wd+Ij/yEUz9jAv6S+6XMB60R55fof6bI+XtCudHvrsYgmca7MaV dku/nfRjSb9MQXYwuLSpL6B+MPVDd3m+VsZN83eh3xwmXdpd0m6T5zzQh2Do 5sd/pDk9L9vBd6w7+Du4oHMqpDNvpB6S504ZZ77HboBPmEdgeQ5K2HdKxoMy XnLfCzsOjB0Ghh7+eqlIvvUXfE075fynXOS53I+UdlpBdhu/rDuZd+CC4vbl uSxZHn+nPDDyBboWdG5A2oFgWa5Yv+SL85V2tIwbga7wk7TT4A/S5byhP4yL jAthXEhHP8lzdlJfIL+YL9LOLChui/r4pXzoSvmky7gt+oM8l3FT0IF06CPz My7kp165TpF2oIzD4ns5T0mX8xj9wTyiP2D6K/UB9Ea/8Ut5Ul+jV2RcmrQ7 aD9Yxo3RLtKl31iuK/k7v26/32IZ9+nsF5vOOIFlXA36ReplsB9XQxxRVI8z DjK/H2eU5uwO8oNlHE9Beh5M+7CH4HfowPf0G36QcRry78wr7BXSsZ/k+oxx Z/7zPfQnP3KVdOgt0+Er0uEj6CPtYepHrvA97ed75j18J+PKqA8+lHFe0FOu s6S/jfm1JAI3OnvqPwbbdcN5Z9cxv6CDxMw3GZcq42rID/bjaXOy3X6LTUce g6GLPEfLOFM//En98KNc98g4WcZJ+htJZz6DoRf2H/qM76kPPmOcwTLulHFi PmB/IAfoD+NKefCFjCOFv8gv45j4XvINGLpSfgTWzdCRYjpl5jt3gJzge+wd MPqFeUL5pNMucEF/xw4Q9orjQ/6O3pXjwLjLddRHpn82PdOlw3fUD5Z6Ljfy uyJk/jC/wNTvr7PilfQfIC/NPCX+9lxAeYZ/zzv+A8t1u5Rzct1MfvpJOnJH rovJz3iTDmacpL8NPpN+EexB8HOR7w5a/ojG81E/81767ZlH9Jd2wq+MJ/wJ PzCfkYfQE3l4JFLPtnyY+Y58gq8Zf8YDuUV64wie4cZrvsnvMPSAnvQPvvPj PNIcnaE7/Mv8xG5CvtIP2oEcJ71LJP9Jl+7W67Yf1E/+RyIE3uvyQ1/Snf/F fm8EyF5BhxPi3pXjLr2DaY/DzAvyQzfSGRcw9SIXoTfzkfGGTshdGe8k/Zrw dVKkHX87/cn8pDzSaRfpYOqnX/Ar8gz6wa+ML/Jvnemnky/+uJ53ch8+Qr4g l9ETPp8lqYaRvx915yikXU775D4L5TD/WAeBkfeUB9/Ke+akP5x1B/nluVAw 9SOfqR8szzFABxmHRDuoHww9pZ8FzDghF+mXxPAl7QZTDxj/FuOKvwmMPUt+ +BWMHAHLOH76w7yVepz2MU/lOQTmA+nUL+OpsJeknQumH/Az81rOc2mH8728 /4d+Mm+lX5f8tEuWBx2knU07/+/zcmn51lHwE+1mPvELfcDUT730n/kM/0s/ G/zN/Iaf/XVWfD6/EXTBHgAzrvSDdDMv050+RV7xW5BdAYZutJN05jvyjfKk XQTfkR8+k355Gccn7WR57lDad6TLOA3kDRh5Q/5XjP0SYrfJOEf0pckfvT+A 8TX0KaziIt+fcfJE3ssg5ZrcJ5H75/ApdKRfYP9eisI6N0Kn004+0A/yM2/Q 54ZuMY5v5LlH7B+5rgCTX/KtXIdLPqKfpMMvpCPH4Ev6AYbPJN+hXxlf2Q7k uNDHLt33y6U5jF6FzvKcmLTD6YeMd5HrCfQP4yPjZ5CffjxhdL0g40jkPpu8 T07uV8m45ILilqmPfmNvGvmamO9cu9yXlnrHX19GzyMzfqQjN/keTDp8yvw1 4xXr5nPnyG90P5j+wf+sV/zzwIXy6UXKQ36w3jHpsc5uR77CX9KfRHokeViG HbdM579mfMlHufA35VAu6bY8/ZApz60n+JV2puG74w4jV8DQC5wbyb/C2cu0 l3JJx37eGMm3JDTzRp4jOW/XfQmadQL2NfY0fIr+5u9yPcW8WWftD8Pn59zf pb9L+hnxE/n7e5nOXkQuo4doB+1FfoJpN9+RH+zvkxR2/gE/LrAI42nlqOMX u07OVEWMfeHoS/uQz8gtMPRGP8A/yF3pl3Xx5nac/XjBnGzWR/CHjBv140Nz sll/kx95CZ8VJPel/SrPWch9I/oNvfmFP+R90ZI/kJPSD0X7KE+ec6R+ad/J /QyJZRwu/MN8Yr2JPgAjBxhf6ZeT59SZl9AVvSXP/dAv6ABG/2Efuf0MWy6Y cuEjec4IeYqdhP6A/ymH+pDnzFswcg/9jdxjvjDe0AsMvZnnzDfkMPMLPkTv uvgBMy4OI9cYH+Qj89PQ8aKTf9CHeSD9OtCT9pIOJr1YhEEnuPlfLJI+IQDD j/QXeYN+gd6MhzyXLM89uPgN23/0Jxh6gZk3lMf3vt/zhNunZ9zBjAvzjb/7 fq+o35j6oCNyB7qzvvPT88c90w+5r0q6bLeMu0NfyX1v0e58djXyhu8YX8P3 UX8Qv9Cf9Qjji13GegT9auw44iyj56rgLxkHgnz094e4TyfG7X/Tb+Yzfijs o4uRcY3L55divOW97bQHe4t0Oe7SL8Pf5Xpa3kMryxHj79ahtAf5Ab3AlCf9 KPyd+hlXML+sJ6EnfABdGGd/HZKisW+w36SdiJ4nHYycld8Ze5j7ko8HElMu 7Ybe6AW5zy/jMOFn+NJ8n+jsY+Q5/IJ9zroDekAH5BV6S+5ToxdZv0B/7Hu5 v4wexi4y/BmNiyBd+oFoH5h2yLguGc8LJp35xfcyXlDGh0gs4z1kfIjc5wLL OC76yXygX2B3Xtli5Djy1NkZNp12gKlXYhmf4Nt7ac7fJffF4Atpt9IP7FXk ScvI3/9w+rh4pNwNTl/iH4NPKZf2uvOCFmPv03/yy/N+yAv0IPge0x4b13bR 6VP4yr+fK83xtx/Hcc7aS6mqqumPsweQu8gL0mub9ID+g4eZ+ahZzxr75oCV 34WcHkGOkN8/V+jWJw5jV9F/xgM6yv0z+ot8YB4iX6A38wgM3cHQC8z4Q+9S kYbPd/oV/US/kEf4D0x/0jR6ztBJ6mHmW9Q/LvUd/Aw9kYfYt+jnMFL+Ieu/ iNPIf/QG447cor3Mk0g3hkX9YRYr9Bx6mv7B3/AP+pf+GD45GmBXgBknox/3 BZsj9eM/Oe/sDvgBvcP8YHzgD/A68+vGx4w3+8XxTu/I+xiQm2D0lYyDxn7x /d2pzj8j9TblSL2O3UR7GScZp429Lfez5PkF+Bx5Le9nkHpV7jPLuCTqBfvv jyRq9DzzTOpR6qU90m5z+/uW3rQDert9LNsv0v31adTPihylvdBZxgnQHjkO yH++l3Y4GLsGOlAe7SIf62DsPBkv6r9TkeLkMnYM8x257vzsll7yXQL0JvSX fIu+BuNHR26hv5A7vl4s7OQXdPL95MnOb8q8RU7RHvz9zHvSoQf8wvfoIcpF z8q4KOQR/ZB2Cu1Gzho+5Z7MGDff/PtQ0pWkB3oCetB+sH+farqm/chZub6h HvQ59gX0lfdByDg6ieX5VNKZlxIzH6SfHjtSnlvx6R2fLy5Nxh3JuDf/XtU0 hymHeQQuaN5CF/+djHi3vpF+KmkHgP1zdknaX2cmafQUckr6meR5UbnvK+Me 5LlB+IX2kg721/nxLr2gc1uMG3SScQwy7p380EPu78hz7jIeXZ4zkecgoQv1 yfOhMk4Z7N83G9WDtBMs93FJhy/kuJMfPSj5AAzfFsSX2EGSf6XeoJ3Qn3ZR v4y7lPG0+A0oX8ax+fd4JDu5gp2F3KFfcn0Mn7EuZnykH4Hv+Tt2OHKccqUc 5zt5joVySMeOkP4G/o6eg57oS+ylxsZ+CsC0Bzpjh2KvyjhGykN+UA76mO8o h3S+88tNdOVgF8Lf1LvOtNfVS/vB9FPGNfJ3YZdoaQfCZzKOXvIrdg90ohyw PJ/lxwEWcfwn7VLGkfFDP4IZfxmHIuN/pR9L8id/l+eSpVyT52KQY2DJ5zKu lXTJv9hdkT/n2YPoDfQ/ekmeWyIf35FPxiFDRzD2CN/568BUIZ/S3Hf8XcYv wMfwhx8Pku7Wi5QHlucMJd3ge9oJhl6UBx/h3+fvlANf8T18xHd+XEamswMZ X9b5yEP8l/gpwf67csddfugtzx1JOxo5zrxk3si4LnmuUu4P++8NJzq/PP30 47iSXL+xI8nv21eFHT/69nv03R7G30+PxhNh3+N/gj7YL9SPvgH792GkufRh hv+cHc74wu/0D/vcv9c+xqUzLtAB+evfb5yo8IeYfkXHifkg94kYL9L9e6mK 5Dsnit0HP8hzKIL/3fjSX/N33mlNcXJBvjMN39F+uZ6X971g96APSKd/Us77 9Ex0+wDyXnf0EPIfOsn4UV+vx4r4glinX5Hf8r4S7FvS4X/kjYxrlP595g3l Skw58t4z9DzjIOsV53QU8oT8+KOgE1ied2XeQQfkn9zXk+d0sRPIT398v30h 55+Qfhjy+379Qm4/xdnlln+kH4b6iceBDjKuBjrRb59uaW7/iPknz6v63ye6 /NKvIuU64yDLl+dZ/fVLoqMr84B0GQcOnfxx4H3R6H6S3AcGM97kl3Hx0Id+ MO60C/0LRp76+7nJIn+ylv4OeU7LP8eW7vzTtBs+Qh77dluS89fQXnn/DZj2 oofQK/ydcsDynKhch5Kf8rBv6Dftl+tQf/2V5Oww6OGvH6LrRsqHnshF0onv IB3sv8NSON/7Xn6cSor24xKj8brMRz8OI0X5cYXR+F15DsP5va1+hs6+Pyvd YeiMnJR+I75nP5r5L/0+YOxfxk2ek8cepDwwdj1yhvKgCxi6UT7jQ/mMB+WD KZ/+QEef79Ly3XNDfuZNQXHlYPiM/P/fuWt/fy893zrJf68xuv8l8/t+oHQn x/z3VaLxFPAz9IefwfAz/UePgNEz0M+PN053+4X++xqxbvzA8l5k1iHU59/f Hq0fu4vv6T/fs27nexnvK/0utJPxoB/IabnvCI78DIv+Mj/8dwaS3b4h89rf Fz7v6hP2Sr5zw9CNecYv/cNexo/Dd9KeZrzBjDdyU967hn1A//z7MJJFHHwU M06sP2iPH7cb7+w2f58g6seS53rA2H0yLkSe6yGdcYOOtBO5PT9S3wq3f458 5juxnlBi/ZDvHhvkPnwDZl4SL4FdgFyCH8gnzwtKfcj38JXcB5V2A3IL/mfc 4VsZzy7tR+hJ+yR9pd3prwcT89kZ8n4ZGfdEOvMffqc/MyJ/z3/PMPkaR9Jn OL0NLuidDr7H30d++BjMePI9mO/hL/Ij/8DyXnF5Dyz7FORnPMDynm3/XQLe mzgXjde363Qw48b3vvzh3Z9Czo+JXgWzXw+/gbF7iIeBP1k3+v6NQk5uMm99 f3Cs8MvGOvsPfef7idLynbeQfi15LtA/T5bq1g1g5Ky7r8/KQ3de02Lax/oJ LP3qUh/Bl/C3PK+DvETPgZlf6BEwdrd/vjzG6V95H5207+S5KN8vmub8MWC5 T+uPQ/SeMsZRylfGke/lfXSMG5hx47wB5cFvYNbnfA/me84fkB95LO0Lxof2 +veW7Qz/jvxeCsEmnXfLdwakg0mX70RBV19/RjH0ge5g2oXedueSLV+iP+S5 ZnnvFfzGOhp+lffAYkdCV+gEXWT8on+uO8XZWegZ5BR8Ke87oxzo4d9LVsjZ 3ehP5ht6B/6Gbuh75rnEfEe7/LiCJEcX5ou878q3E9KEPzDN+X/lOMhxg17I EzD9Q47wS3uQ52DkudxXQ46C5b2e/n5UTjb08fVpksPuPh/7vU+HnGzoQH7o AJb3tslz08g38jPuYPiH7+W9/Mhj8rOOBMs4HN/+zsnG70R++AYs4558uZmT zfz29WmSwwXdo+u3P7qvCF/65aXli7vie+Qa+ZG7fvtT3brUiMv872Kx7v7T 6Fm3zmZe+OvwtHz3hYHpD/oLjP6i/4wD34NpL+MCZlyQj9I/5d/zd87ZJ7RL nrv1z6ufc/vRYOYR/ER5yHff35tfj2LP0y95D4JvryQ6OQVmHsLvzDvsE/9+ o0JuPwbs7y8lObtdxk369zPlZNMPfz6n55MH2J1gf3+T/eVTDm+M/J52WL7v 47/nHS/i9KOYdD9eJ9PVD92QC5TPOKD3wMhZ+A0Mvxl6FBH+50ynT8DoUfhR niuV5859eywxHx8wbugNea8JGH6XcRG0T55zl3YwWJ4b8vdxo34T5hnY0Cd6 XhXMOT3kBuUjT6Q9Ju+FpB78P7QDfxYYexG+JV3ew+mvPxIchu6+HZjo1iP+ +8qZVh6ku/OHYOLfqU/eDwimfBk/4+8fR/fToZu8v4xxBsMXGyP1LXHx1MgP /NfIM/8cV7zDpMt7G/3zlKlivZIi1ispbr3COMl9LXm/Hpj5x/wF0y5575uf P8HxP3rF91+kO3+k9P/TTtYPrA/A2OH3R/Jtd/b/E5Fy/3KY/NinYPxbfM96 ge/BjCd6CIze4rypKS83YLzByGnpJ+D7YhE8ISD/6Mjf5zs839Tnvgfz/d+R fGtc/k9M/Q7Dr8gH6A4W88dh5IU8Nwvfgll3gPFv+f0+5jB6RdIBzLiA6S98 BGZ+0X/mF/0HozeIZ0E+wU9g+vmo4Qe33uxl+MFh8sNPYNrN9/AP34PhP6nX pR+M/sEP9Ac9gp/Bj3tKzXcu3o9DKCzeoy/s0pFv+L/k/eHYq/IeEXnPiDzH CP3B2APy/ir4G+zmhz2PCz9zfggs39Uk7oh2gOW9dKTLfVn6j/xBL8k4JDD9 wZ5jPjNec4wedfIbTLsZPxmfJs9t+vtiSc6/Tr/5pZ++PZ/o7Hewvx6P3ksl 74GM/AyLnjOjfaTTH5HfnYMC873c55D38Mg4UrD0R8LfiZFy99j8MY5OBd1r J/meeplP2HHwAfXK+27Rp6cjf95t11Uxyo8vT87nJyVd7G/loxtyGLoin5G3 lEO7yQfGXoMOpPt2barw32YK+ytB+BET7PhxP0S8Rv/B72D8KcxzP144Vsnz BnLc5f2g2DeUz/lJMPYO6zjGi/mJvPbPUcTk8zv764/ofql/v3ymsG9OWT0T vY+JeQEfQWfkJpjykR++Hy/W2s8HrDyPYuLxwEZ/xbrzi8gn//xPnPMLMg7+ /VHR86eGPlFs+ufONzo7gfnr67FjDptzifA95+WRM5mqVaTctfYduai+lueF kNu+v62I88syLgXdk++/I1XYyTfszoLihOS+gYwLkX546XeXdrW0o6XfGLvA nw/RezrRB/ir5bk+6vf9LkXc/iHyG78E6bSTdNrp3y+XJu7fTnN+DD9OM3qP PvpcxjEjZ/36Ulw635Mu16cF+cVZb5Jf3isi7+1kvUF+SRf0Jhg7EXq796qs XpP3QPA94yXfdWY+wg/IA+gv4xj9+I8UEf+RIvaHklx+9BH5waTTf/kulrwH Stp12H3kZz+V9aG8VwDs33N43MlD6IH85Xwz5+EZb+QrWPoF/u/4/Xz3eTl7 hl/KBSPv0L/MI/SIPKfk3r+w/AD23zEonM+uYX7Dp8g7xt2/lzXV2YfUL9/X 8t/VTHbn8RgH/zxTupvvnB+T59Hku3jQifFCDlAe80juK8l7UtHT6HvoK99n 9HGas1dkXBn0YR6A4QPOz0En7Avk9YzI33922O3XRPApd35b3iPg66voPavY F/A55YHnm/qdX76rqT+KLR+hX6CzfHcGuv7f53ySlO8XL+LoIN+5Q37Lezeg C5h8yEXywxfkB5O/oH1oMHYF85R+Yc9gd/n3DCc6P6m8l8A/15OTzd/lL+m+ fZdSQFysjAuK2u/yHQsZx8c8Q89DD/QGdKBf0u4Bw2f+Oevofb7MOzB8Ad/6 cbsxjl7y3jM/zi0nm3Ur+amf/GDyIy/Ij34jv39OKicb+4r8yBfyg8mPnCM/ 84r8YDf+dh6TH3qQH0x+5hn5WWeQX967jTwjv7wHz7/HKno/I+sl9gHBnG/n fhDp15B+D8M3hd26BP8U5THPwdzPQvm0h37RHjDtYf2FPVPQuRbkEHoa7N87 k+T8WQW9m+PfG3/crWeJk4De2H/Q2z8fF31fgfzYf+QHkx/96ccBRfWslPty 3wv5zjwCI9fxX0J/+ivtAOYv4wzdmI/kZ98A+4764Dsw+pT6GU/sFOgDn0Af /9wK8XvHXH7Gh/xg8sOP8BP8CIYfaQ/5Kc/fX4rOH9J9/2r0PTJ5TtA/x5ao pZ9NxnHKd9TwZ2D3geETf98j0dmT8hwY7ZVxW3KfhnagP9B3tAc57sfJx7jy 5H2Dcn3COKKvGRewvA+d9QDtZj0A/fz3rRPcekPe0826h3R57wx0IB987tuF yc5+RV7Ld67kO1hg5jv2qr8/WsiNA/Uid2g/8oX2gWX8P+X765VCbv3Deqmg eyvkPfFgec8B7aed8tzK//3u1znn76ZdyC/kH/1jvFnPwg9g8tMv2gk95b08 yDd5Hy755Lli7CbsL+SVuzfPylXGl3ng+8+j7+jRDvQ28Y0ybtIUw/mA/OsP 6E0+6S+Erv57wNH4U8YdOiMPmZfQBzrD76wbwXJfXe6j0z4ZxyvXSWC+Qz+D qVe+640+kucGpTyRcfvYA8hJ7ELkAX5T7Aow/fP3bYhfOefiU6An2Kd3ND96 FbnIPKH9ch0JHSnP96NgFxZxfj7//uO0fPcOyH19uY8PHyDHGXfkLH55P74n M989bKxvZFyEjIPw/X4Jbp2AftsY+W6J9d+ec/EK2Clg+MK/By5RvP8So9iP N/SPUWL+KeNPju5XY2+i/7HHwNATjB7Dr8t+relfjPbXF9H7oejv6Ej98wP6 i90HHZGb0Ms/Xx4dL/8+w+j+CPTE/smN1LfCYficeQJmHiFP8BshT+BLP16z iNOblAcfgOmXjHtDjtIv5DP0xs4Hoy/hZ/Q2dJbnBf173aLvpqJXZFxDQXEO xDHgV2Ae0E/aAT8yr917OJbf/Xslk/LZ+XLdLe0lea+Rfz9BiuMP/IPMX7Af X8d94mccJh6P+Hr4FX8eGHsf/pX37vvxAtF3GST291Oi944W9M4PmP6gx2gf 6xPax32h0E2er0Lvw9/+/cy5Lp4De4Bf+XfkNvoffpXvYcj3Atz9xXZ+YveA pV0k7+P239XMLPCcDfSR75TJd43luWzmGfqNeAn57o98txL7B3qCoSv8hd0I ho74B6gPPS3PbYJ9/3GKm1/wCRi5U9C9mtKvynek+/HGxwPpd4cuzAf5XqYf 33lMxH8eD/39/sR87ZbnGOAf5r2Mk8W+hW+Qa3KfDjni7zMmaLmeoD/wBXbO fMOvTh7D37QTeQifkC7j8OE/7A/kk//+wRnnL8KeAlMP/MA8kvc6g8mPHCY/ 85T8YPmOB/nhX/ib+5mRj9iB6Gsw9gz3OxP/gNxnPuGvYD5h7yDPWf8zn8CM m3wXBPsVOQL/ob/gH+wBeQ+MlGvIF/muojynQjrrS+jHfPLH67zD8p1lec8b 4yLvy4b+jCPpch3gn59N0f56KLrvKtct8CvpMj7b39dLcOtg6CPvO6ef9AfM eJMP+iFXkU+kQ0/S4QPpJyOd9bV8jxV6+/6dc44f4Wcw/Iq/l/GHP+S9T+NX H5y9q0imzvos5orK3yS6v79T9+Syto2j9z/VGtqu5Pvt+rn9q+sm9zhVu2mu Gz/s1DdteR9dsaJ8zSapLp4ifsP1X298N3r/06yXu3VOO5Xq7Kfdr32R9z/R YZMvJ/v2IW8lD38xVT90zWu7PqoT68a1V27K8BNzo3Jzdevsd+4oEeviGrCL cxIvHV1UKUGXKL8gZslD0fuJP1r+68/vNEh19KWdGfcde2tmOffehV467kyf O54+HlZqv3d+xZ0Jbv7S3xIif/vU7k0vnNgh3tWIifH71TvLb2dMjB83EhND PWDkUYz3j327mBj4Eww/gv13WGJi/HumYmKYZ7TPv1eZf0UcvtXSw6+niLL9 d3Lom1ceWdS9+TFn91SoveXu0Xl4uKW/fB9miaG38/uuvurylbfMzA3W2PGl 3bMt//jtLqLteKs9lp9Ir2P5x707OPmmvQ3mRtdJ91r+p9+Mz5HuI9rv2Jmg +tr54NZjd5n5AL7Gzgf5Xupm+z3zgfQFsbcHo9517644PiyZ2f2P471S3brj xw87N3vzvuj7qj9Y7OJqbf6B315x8sZFiXr6yUlXdmuWpptXqDc/eDI3+LzX 2x2Pdc+bv8nTy96bV3+XZ276pEq/VB3+fOBM3OZUPfq1xzb8WCdR94urlbkp jz568PZqP25J0D+8XWp72aF5662D4W8N6ifqL1ZkVexweax6/61m57e9Gaur dpwXtjsTq8s80OCu21eeDy/7qvzTvd4cFr5Y+9yGSXNzw4kf3LDpwNYE/XLL bRuufeRYuG/Dc1fU+zJBVWpeZX3HH46FI77ZP6xImLfe6zXqwR0NdoZ//1M/ +PTxVLW7eKUvX62bG7y3uk/FtlfFKn5zS/3e77689pV5tsN3H/yRoFp8cf1l H63IVKlphZZf/E+C6p2yckyLxfeHV24+/t6oF1PV31N2jqxSNjdo8/2kH088 mKquv2nI2k1Nor8zFvU8caxvqq50/MS/i/ZlqhLnv/nmql+Ph8HwRifiVaZK vv/uTW37JuufphYbsrpNjF66bUHs/Xdm6MRnVw2csPVkuPXWQ1VqjY/XN937 8fp2Z0+F65ssfft0mcL6yZZdYorqk+Hm37q2K/9Jsr5h8X+ycu84GJ4w6Srd pAePlqpROnVSunrj4O7LVi04FUw15avbTPlB/VMf7E0fcCAcXv+2ye+9nK6r Trqrz86YS0HjD0p91+GuDP1a4pWrLlWJVyWuvm3xdVdk6Bml9um4KafDh++9 +oGl2Un6o0ZZ9x09E30PFnu95dV/nigZxOpE0z+1yPYP/mo45q86F/deClsl v9o4+dUd7nzGX6a/6jbb34dt+9827XfyLjyy68VJ7+0Nd1l63Gn7+8Wf86e/ lkevL4dVXrP67KlghqXnjba/jU15+nVLjxRL/4Wmfeoh0x4Xn1/Htg881fa/ gem/mmJwUM/i6oaewTBDTzXk9iUlnx4YfU/pmxOfbtryZZKb9/gdzu2oU/GB F6P3ATW19Glt2wN9HnuhddVyy9NdnADr6pPmezVz3oD58wbsz/c+aPWJF278 OIh1/pFeSYPbXFW4sGqTJ11Kvn/U7R+0fi73jocHRt9dIP/7c2bm/c9QnRof L3Rg4H63jyXKd+N/p61vgOUP5N/RBn8mdHt6c7Cnx59PvXj2QrgobvEd5Qcd CKsmjW8Rk0evJb8fKfnw+d3hV1+WqNFnc3RfCn2AHQ3273eJifHvi4yJYf8D zDiCH8h5IGvk//LDW4ycV5vM/FK32Pn1l51v1xoc7G366Zysm5PUn99U7vRa yyPh9ZuHP99kwkmnp7Hvlv7+eeFTY6P3xS8BN+hfYtlXnIMv4uKQq8+9vkuT cxn67Yyq647tjnfpjFPHsPI3b5bM1D9U+Ppct2apjg++fK35B1NnR9+ZXdr/ nq9Ovpfq8NzR6ycd+zU9333v6RtuTdqTx3/PWH6AX2dvr9uyU89Yty9isZL3 EV3TaevX8565GD4yrfzJ6o0zZbq26UFTk+76STvWlH5o1s//xijqIx0+Lra+ x+A7ixVSc2z9pE+284l8tnyXzvzKNP1z6/F3LP8/Yfrr9o+QL0/HdHl6XUyK svSL3qdu6JvvfnU7vkqMr/rRjI+b53Y8Hd2gcw8znsryg0uHjsrwg2t/1cSb 102YlKEsvzm7Jmfs308WqpSk96w61/zF7zP0u3O6/Ppw1Xhd5KXfl/1WPENP S6nwx9wnMtTN3z4YeykjXb9wZak7krtnqD9OrB23q1Ka/uHIiJ0tF2XoEV/H hZm3p+hPL45aljz7cHDn6Qc7dO8dpy+rsO/d7kPz5HrugqvadrkUdv4l6enR 36epM4/Nnj6n5e6wh8H6sMHBmk73PfbLFbvDWuvqj8u+vJAaseTU0FcmZKgb 9gflR++PUbcHL7Tb82ucen3t4MmvH0pTfU17VZppr1pj+qN2mf6o1qMGJX78 x/FgbZVqb951WQL2gbL2QXCFaZ86ci7SvmDakMJd+y89HnZfXq7IKpWpx3/4 b5s6E7aFqyvXKj43NU1PNulBV5s+ttc3T75VMk6tap2e8cQXKXrWglc6bG4c jeNqa+oP19v6p5+N3/5lbl797f7pOXvd+XCGwbq4wUEr2941Jr/qaOitNxp6 K1u+44+PbPtWmfapngYHKy3+xm+vsusFxxdWHrh5/biV5/B16WPvZ5d7OXqf ueA/3XzDa9OXx10Kax997fJTVTOQH87/ZPV9vncIK6bveOmdQQlObyyx+nlM o1e3vPBi9L6RiQY7PZFz156Me6cV1jsunXgu6Z0Twa2t1m0ZOS9O79l4sH7L H886f8auf8dc9cSf55zd29+fny6OsbFpf1DTtF8JeaqE/FTIT+hv6ePkf5Xs +JO9YzKd/Bz/9oSP4u/OVAeKLt38yeNJemzD6TuaXErTLeYPGPnT5jhd7/Z+ jzZOi3XzGn/IlOuGX5l0Ljec3rfGyqefTFEzPx27vdXO6D0vZ26sXWHpln/C DfefbhTfOk1ftaHUyE96F1Z3D2lz26SziU7uz75aNai4IlGXOXvqh7i+hdXa 2+94bvEHiU4enfi14pHPBiXqvoe69F2wMVlNOnws/bl+eXQ8uX1a9RIp6pt/ j5e8/lyi47cvV3Rq1fzGJF18Qqc2JWZkqJUnx392MStJ9376rUYv5tHn29Qt wc83p+k9JTs1fqp0gl5n21fatE/PO3v/Ny3Wp+iKty8Oekw4H35v+qen2f5t 2jzs+03HM3SH8oWuKrPoBPa4xh6v9PnUq+9sk6H7VajYeMCOXc5PbujfOws6 WpyNfCWdv/PbxUsfmgXdSIdOfA8dwMYPyjn4oVkveelDs8mfa8YrOJNz143L a6ap5g/X/arDlXuC9JPbvx/aNkOlDjg54ezhXcEfpv/qWdP/YLWhlzpwW4Re wQzLD5ZewXRDb/WXobdab+itLL2Vldd6k5XXyA/4aIod77/NeOsKDW/M2v9F nPp9xsZFxdulaTv+Tp5Nnt03bsgviWrdxeIVNzVP09cN7nf5gfWJ6uKPyZlt FqZpy1+O/3eVOvvgwo8S1R7zqw/3+CyxZ/9Eldm//ZkPeiTp+UfKPPDxQ9Fz azvvqXL1Gz9kqOdaHbupRMcUfZfhZzc/3q5x8WD200nq8ddePng2OU6fKv3O +UOTNgRN21Rcv+eaC+E7Z24b33NGmr7zpubf3NR6dxi/NkJvfb+ht5s/Yvw0 49fZSx/q4pQ9/um9zfHPR1760KzNln8ZP9tebdur6pr57ubnLtNf/ZTpr/rH 0mm7pZull7b0Una8Qjte6kdDP3dO0o6PXmHGR9nx0ZfM+Cg7vnqTGV/VsHP5 IgvqZOiyHT9uc83Lmario31Pz8zDnXf+Rz34YqbKndKxS6tu/wZDqh268+Fv 0+AnhT665uuadx4+tTt8q8TN7974R5ou9m0kfzjU5NfCX4D/ztlN7CtUX9Wt +306Vb86YGibo6MS1ZUj51W9Y2qKtvJJ9TfySdv2Kttebdurupn26qbBxHMj fkxUJT8v2q32+cJ6lpF/6gYj//Q0O192+PJJlbHy6ZpaC/65rEr0/oU7xl07 PGfxyrDQt28crN3+fJh0bGLTtROWhf0f+aHbgXvOh+lXR/gvbGH572ajj9Rx o4/CJVbexRt5F8y08m6ynb+Wf0PLv8EOy8+PWlzWtMfRaYLRJ3qP0SfYA04f sd55/7dZg++ukKS3dujx9W9jToXynEFvk67+MOlu/wZ+Yj7CH+V8euuult4J 33r8oV+ddPbTWnO3BSPj/sr5/ODF8BmLPzHY7W9ONvotiLP0vTQlQt/geUvf wYa+7l3Sb2z+38ZG8gcXbP5kkz+w4xH0qren/cE8/jtWtNE9N+bxK/KF+QH/ lPH5Xdn+OD93jP/PyYdXvPSh2f67wzExc7z15vCsm730odn+Oy2dszZ769Hh WUu89KHZ7F+Rf7m3Xh2eNcdLH5rtv1ccEzPM84MOzS7tpQ/Pmuqtd4dnXeel D81mP4fy/vT8okOzn/PSh2ad8dbL6EOXni3GMyxsxj+w4x9+c9SM5/t2fv07 /qn7u03a5OKZ2U/b2fHjLsVfuBCuNPag2m/swbC/4bdwjOW/f8z3bn+efY09 9vueNv9I+NPWR79FfS7u8Z/5F4bqPzOdf2qelW+dmxfVU577J5D3vX5u8ju7 86Vyqa2W1TwUXmXtR/+dULd+02/cFPf0g6WOhrm/t3pvecMM5+fvZ/wrusYr 8XvKTjvm4p6mFfulT+qg6H0Ndn3v7PHfqjZcX7Vh9D6G6yt1fLNl9zTdoOnG M9P3nAmHVOrf49k8vc5+zQTPvz80e7bHn8Ozhnn+/aHZEz1+HJ612o7Pbmuv z210zbtzc0/kuy9h61Ubbnl5aPTczYNGH7B+jtrrhr4uLq6+pTfY2gtunbL3 55wi1e5I0otfu+/A4XFx+i2rj9tZ+8G0Myd7lfHnh79b+wv70+oTXdrXJ/pa q0/usfYJ+ryvtU+aWn3fzOqjy8z3Cn1kv1d7po1YXaZBhuZ3xXdv3f9S3m+r 0cV3bq6doVcZ+1p9YOxrXXRqjV9uaJChiplf8quWNv9Uax/ssPYc8qC8XW8h //tY/bDNyn///tRENfmviZ1W9ozX791XadjVM/Pfk37bfbXuWrc3Xtcr0ab7 2tq73f362NvTch9+qOea82HlTQcm1V62xp03sfyg/7XzlX3QmheapA2cu9/F PdQ3OPjn1J+jnpkbvR/B8quqb/g1EPoOfeb2R5Oqv/n65Xeccfux8PVVl1af 7rQ8WVl66iKWrtDf0lO1Lf7msv/l73NxuAuaBJ/0/SdTrfxocOGyXQ/luw/h zMJyIw4cTdcJpe7ZWm1y9D4EW56y5Tn50NuUp7/48vWZ/xkbvR+BdrctlTGr fqlC+tP0Zh2vKBuNc8c+nb28eb+Ga8+Hx2LSc/L+u3MUdn/R7eNgRxwz62O3 Pz7DjFfwpf2efWAxnsGI3814+veeJ+vmpn3qM9M+F5/c48ONb21bfDLcuK3N +qrPJaoXlq9+q1vqqbDZ1Nd2xn6WqKYNrj1zcO3j+e59ueWv6xL6jIhT3Y38 C84a+aeqG3nn4hHTpxx4Y91Th5zfju9PGvqrxxIaNfzqi4PhpadO9npje6ye vufRvwY33hvkvDflodZTCqmLRVMOP/naXhefL+aLqme+D3LN9y5uJpj//aat v0TvMSlmMPyjWlj+2entnw61532c/ZA1yttPHZp9nWcvDM+y+sjFmQj9FfR+ sfHI76pcCD7t/UtG2w1pyj9n2Rn57Oo756X3y2Y/nvx9fXlu7RPS+2Wvi6TP CHftunnim0tzw+bXHhhaaduR8MLdpbfMvDZeC/+ikz8P3lyj1asDM7Xwl+h/ fp5woUyJTOcX2muwGwfhf1LCX+70R11TvvrujpeuGLXhvNMH4b3LS+8YkKrb py9LbJ+QrD/4fNHCxo9MDh+6+fPBS8Lc0PobA+tv1K+d/7Z5sesK6zXTlvb7 c/bJ0GJlcfCF8d+oVtZ/c8U79V+6fkWaqpL5x+YXW8Vrsf8efGz0qTtncfyN bcP3zzwcbP79zlPze0fj9eZPvOP9BxrGa9Ef4hnEvr3bT9ZDzX61uN+hiCI+ YJelp2+nFrHl8K+IZn97nx0P6M/6rZnZXwqwdx62mPrY3xbjrQYXqzF+cZNU XenxLy6f9EHeb5X9dx7Mw9nNqy4rOiZd231P97vQ7P+qUWb/V/1kxk89YcZP DTHlqXKmPHWTKU+Fpjxl92u13a8Nm9n92AyzH6u/NPu/qpvd/7X7tZr9Wrsf Hn2P7+kfSu68Mk5ve/VC0zOfp+iV1Zqu6rIxVvf9+tZ3t32frLeuObtsa51Y /dLPlXrP3JKgJ6Z1/SM3T97VvGboxBueS9RvWXn3lJF3Ouu59jdkLEpXz0w7 W69Fs1jdzuyPuX2LLaY89bwpj3gCFw8wxLRH/WHao2x7lG2P85vmbFHNv6+d 7vymqy3OMPrQyW34srjRh3qa3Z+0+5XOr1D6nsqVZv2arG9eMSPvf5qzr7Bz i3WveVutA/G6danUxCWzk90+BPr8wbjHt86sdNHpyUo9qxW+9etT7l6FWyzu dyhh0KGEdHcvZBtbHvqf8uqY8oLKtj3y3SHbHnfv6mhjz6hk23/0qui/y996 5PEP1IZ0ldl/8fipGfHO/2n75/a3sF+q2/595PkT+2X/6MvPrI9N//K9I2P7 T3+UPEd0le1PEdMecR9Boqpr2sv4Or+osHdcPFnc93X2fXftxXDTifrhifrb 3DnsuIaR/dbwgN1v/bXLpSO/1dsQvL4leHN2sQvhI3Y//C27v/695//ql73Z 1y9ZYrwDUX8wxdZP3CT66OJ0kz7ZpLv47b/sfvA/pn3B8gWFnt1Rb7eLPyS+ 88oh/2be9UUhJfhfFR66dN+yZhcd3dGrG/v8dmL9nemqiY1PGWXiU1RC10j/ wz62/w0tHmBwkGRw0Nfi+8z81m3N/FYdN0z7Nf3t/UGlMfM2rn4gVn1h5ENw n5EPqpeRD4GVD86+vMzaF2UL/TTvv/6YGz96eujFvPUd9Llg6BP+bunD+DH/ 19r+Yq/cZ+2Tw4Z+4V5Lv8ZNL37T48YF4e2nrrjsgV25Yf8jl43JOjIvHP30 Va0rbsoNO/9dvVSZZkfDr+o3zX2hXYauU/3db6rm9WfuO4uuWfxArK474Zl6 U0qmqk+fqftpvyv3Bftb3lNILUvSt+9vXW/dgULqw5/XLlpYOlknPfXq6mdv LiTno+Pfb+38HG/po6z8HGrp09nKT+zrDtueGhl8Gqffjex/HnFxq/tWPjqi yczD4cRaV57a3juO9mnbvnD0+Ltuf+/lw+4+GeI7f5xxsskte2LVXtN+dbdp v+5v2q8STfvpf2j7r1Yvrzsva/vRIPbUR0VrLIlXTxp6BV8YeqkP6y3YNKdO 9H6YuGMlB33fIlXXGZea/ffKdN18+oVVn+/OCZ+9/vT63SNT3f5Ph7LNzj7/ Wir5VS2bf80zjVtUfj56js7GC6kbTLyQXvFPhztn9E3V1X4q++WgaslOj7U3 +196ec+Dryx5NtXJrfX1vfgkvlc17PfL/q46Uu84GiR3LF3ujcXxLq7ubbMf rmdb+x1/QmW7H3fI+j9XFK884raXYlWNI7ti066P0ftN/IPeZOMfytv1XCPr fzho0zeYdLcubbV14dYHRh0JvrbxWy8a/R2UTfiiTMIXmapGWlaQlnUp+OPT cQvXTIzVhcqsKr17aZKLD4DP7vXpre5e2+HZqlUvhGr1vEmfr0/DfnT+hSKv ZPV69Hii2y955eBtcyZtSNTTH2/30rgFaTp7TUre/3iXfpvZn9Y9zf60znq/ 8p0zx8bpJa+tXd6grdsfcf6YQ9a/X9zuhzSx8Qj0O/O1azZMeytTFYn8Jrrz L2l11nzYY9s559d9zNDHxecuHXtw8PruJ5x+Ldas+f2Nd/4TThz3ZKP6KbFO vzRuvirlZLFY1bZExrc9l8UrwX/q0bdunbs4N8P5X+x+vxpm9vvV6KPv3N3i xww1edy4ove+ED3/12vVrS9dPz76Du+hNz+qW33PibDh7kJZzepn6N1tK/6U Nf+ki3Oqe6L7S9OuPx2u3p36fOyuOKe3oNMzvr/MyYEDz4+umFU2RfeaeF3f lkUPuPOeB019QSNTn9pl6gvKBN9MXHJb9B10ux+rmht7XpW09vzNxp5XTzX5 9JdytyVF7/cx+5+qmNn/1L9fphMTw+g7Es+0+uTZVp9E/fDwUfvPf1uaNONM 2OexTcv3f13Y2ddv2PXGcru+WFdP3VTou3jnpxln94ub2vaVMO3Tt9n2QZ+n DX2CMpY+rIOzDL8HyJdxgyLxoS4+Gn/s81be9LXryZFmPamTrL707/Vy+lJ3 Ov3ebW3bx6iPkl5fM/azTF3vwo0nv95wyZ0HX331lt5vrotXTW+a8+XKMFN3 v1hi4LuvxTt6lv/36/i1P6frurdWv/GqPHv4ajM+js+FP0CXsfO9ppnvbrzf tvz245RLX8TdlKR6tLhUI7H5kcDGA7u4NOTAE1aewNcv+vRzfoSB+2574D/d 0nTR39r1a7D7jKNbpr++c3Z0BzP+bvywR58y4x+UqPb6xD5z4lT4SY2/Ksw5 G1xp/TPEzcKXpcz8dnF2zcz8CNaa+eHs1nKGHhr5J+afWmXkr77byF9V49iy 8kOyYp1/RtDP+aFvt/4X9MmdRh8o9Ad2+BozvrqFGV/VzYyvWzdYe8vJIXff lLW3Xjb8oz82/KMs/7hxfb/Lt0M/uzdJZ237oE5C3rrUxlc4+VlucJv1tYdn 6k+3vbWzQp1E/eC8hKNt7szUQ+vdVP1IqySd2np49QOfJ+oPl81qcc+3KTp3 UK2043nydtCMgV+U2JCs2Y9FDl06+NPzSSVi9Y2P58xXb8TqX7atHTU8KVY3 jy91yw+Pxus+h0/de0+NNFVrw0Otvr81up9cxMjXYIiNV3jYxCsEt9h4hfdM vELwtvle1zbfBzYeV9l43OBPI8/UV0aeBTaeV9l43mCeiceLvsd8KNJeVda0 V9n2Ktte4j2c/E4x9FB9DT3UOUMPNdDQQ11n6KmGGnoqS081yNBT3WnifcOm Jt5X1Rpdr+fo9y6FzebHdLv3iwziRdx+5Adm/JQy46ds/LWy8dcuPmewb584 efr9hQtxbZqmqtnmV3e96Yqxz+aln502bnWPR1P0ttSI/RJgv0CXHSY+UGcZ fnf+0idq5gyaVSpWPWV+9eHCi4Ji98aqA9Mnj/6qSiFt9z+cn3irjf/eb/0J O6x/YaeNB7fl6cdsuUdMeXq/KU/Z9uvvbD+6mPbrc6b9ysa3axvfrmx8fDjG rj9y7jDy2r3z7Mtr1Xv5iv/df2XjJ3R7Gz8h5ifyN3ovgDlv4M632Hh2bePZ tbUP9PPGPuA8i4sHrWj4W31o43HwJ3HeArtwobFHggMm3l5XMPH2wcaX79ib UStBP96w5ocD2h0P9ha/uPOOIYmK3wHF7nuz2qBE9fLBn95Z0jVJVTf2lPrJ 2FPIJ2XtXc4bqO/NeQNl7TX1jbHXlNBXyBvnTxb6SqGvSMcer2nscXduopc5 X6Swz8l/y+mc5ypnZqr1SbeOXHskSRe3+vtu6y+09oWTlysHVrj6sdZJ+s5u m3ZM/DJT2Xh6faWJp1cvX9pSsmLHPDlV/oYpDWZlKOvf0unWv5Vj6tdifcB5 Av1rgxbPxn+atw4csffDhjemOv9Nn677qj04fHf4zrzpvxffmaof677763+m 7wltfLfrp1hvKHF+Cuz8lL9tyo0dfNfO8IrPn112KE9PVjb00GsMPdQ6M/7q aTP+bl9wujmfE+605xPutucXXrX+2PXWPyv0B/aH2w/dbNcD8WY94Pj2qDn/ om18sDs//+C8Adc2P5Ootw9NiD0+Ml7b8zrO/7bCjI+qYsZHly577p7p36Sp MpHfPP3QeW/MC2+mufc9ypz7eO7xlHQ9dc3WLT+vPB0e3Njz9sl59gH2oXvP OaX+3XeNP+3OyV9cNb30yelnwozqFXa+cjhNc55ujbUP+f5Chxv//vRAss7p r0f/++Al7Ed3j4+tX31r6g+OmfpdOufCO5n6nd88bnWk/qCoqV9x/n/0l8+8 umxRhu722LrGb+fZ/yUOHF49p0SamlqkWrs/2ybo+s0fmP56uWT1SOS3kP76 h+LZA9onu/e455vzO/qsOb9j1zV5/GvWN+rsljUXtqw56c5T3v3R+4vqTD4U vvjr2cV/3hanRTy0FvvFWsRD6ykL1zzZ4eqjwZODjyf80CDDrV/f8/fPnd1U 8+LTPVImJepzHYObe76TwPkLLc7vEZ8errT2VXW7viVfjq9/xPu97jyK858T 777J8Ku6eI23fnX3bYr4fyXi/d07X5MH3lD0xu2pWpzH0t/b/RH47Nan75l7 88Opzm964LE+P1TNw9UOToxd2jV6v+Sf/nxx69NRc7YeiEmKvrv0eetvz2fk rS/3HsqpPb5ynN77n5f2/eel6D2jP9t4xlQb/9krvcfAKzenqPn9Fq8ZN+S8 27/gvGKjDZ+MLV0v+q6Pjd/S2228Y0nDf3qS4T9V5O9rLnzwc6LLz/69jQdT jO8pM77sP7p1s40XD228uBq3sNiOIsMSnb1r49O0jU9Tj+97u+wd4xN1lfEH c/dmpKomTYZnDrsY6/Lb+HBt48PViAsXKl5bJ04PjfxG77O250lVpXuOjZmx +Kzzc89btWVF5+7ngjIji45aujglGtfh6xunP4aOaps94q3oveNDZk1d/umX eeusP063zj4Q4+zmhc3XZPQpVUjXealTseSy0XsvmP8fGH0QvGviKVVVE08Z bPzpcLlStZLc+jlj7LP3PFc1Se1rtv6yqyfEqanmvICubM8LbBh/puPFxzL0 wMwN1754V7puZuzF4GljL+quRp+pxOsi+kxvH9lw3bRv4xw/Fu3+ar3pK+NU m4TPP655NE1XuP7ID/V2x6lynaoOqVMjXY8y8kj1NPJIb7Dtgx/TbfsOmvZp Sx8l6KOus/Tpr5udq7N0V1C/Y7mXk9+LcefRJ99/w6atr8ZoK3/d+v66F5ad Ot00RV+/6oVO8WP2hzfPTD614sUULd/LvHl9jf3PD99HfmXzB1VNfnFPfoqq avI7uST8GRp/xkd2fMuZ9is7Pi5eMNP0X++242P7F9r+ufvlppr+qXNmfzL8 y+5P9rX0qGvzC3qo5cae0PuNPaHseRFdyYy/+s2Of38z/upvM76Oz9LN+OrG ZnyVHV99rRlft09y4fCO7yfPSVOlTbxp0MvEm6o7ct85WnTw3iBlXtqTVfL0 3N9hqx41ns9w+ybT7fmVin571ADbnr1JI+9PapOuHtvVaNrOy+J02YuDvhzy erq7d36YpVdDyw+CXnpRziOP7f83Xd9767SJxa+MVft/31s+59YMvXhwi0vv jymkDpjydXNTvipvynf3cHRd2Gr6K00OhN1vePeD4X1jVb0DF/tu+OJg+HaH D7u8vD1WPfzm2wtONd4bHiw77pGaUwqpSyZewd3vl3hZlZYT+mTofkVLVO+7 NFU1t/kPm/w6vZjJL98rPm/oqeMtPd+w8bvVLT1TDT31fRtHPH9/gwy3j0D8 Eb+s075tHP5wce7+YKf1xw2z69eSNj7DnVuwfpWHLrs5ffyRdH2h0KJb0r7K 0x+zJn83+de8df47R7LffDdWfffE15Va5q3799n9hKrWH/++3U/ItP74Xs/W vOfk2Ex9afm7nfcFl8KsygdWv3xNpv5AFykZWytGV+3x/LlHm2SKd3UzdW63 2v+MX3gJ/a2s/lbzun52xbVLklRs4QVPztpXyK2blxh5qeoZeenu9ath93Pb 2f2etWY/IIy3+wHLkuqW//nfnKDRjw1vjBuVqqo0Kb7wmnKLgl86VOp11xup quqY79o3bJGqi598ZfsDq9LVwWLli81qn6qX/jr04Au/Zahpxn4J2xr7RWUY ejp/irv3yNBTVan2Vs+ERhuCrtWqluw2NVWn3vLwlEff3BQUn9Slz84Vqfrh jjd165K3Dt01pHvhT8ak6yf6/LTzpUapalyv+0p/ND1NM3+Qv1Z+q0FWficY flMDDL/pTcb/me+9+pJ2v3jiqQ5jT3U47M7l1Aoj/B5MN/yuLb8Hlt/1x1Y+ Q9/FZn6pu+382mfml2J+je/y5By9OVY32Va9U+U5yerqTWXeS8mbt4W7dB17 39xk9m+dP8K9X2/3d0M7f2uZ8vVeO3+XmvK1/x498bTYgUOzGnrp/bLjLZ+B 6/rpWf779L2z/pzjxQdlPeKl97PxwqdcfNBDXvrwLP+9ehfv69KTvPTh2fus XqI8s61+2OX336/n/gbih4dnXfLSh9v9XuKRh2Yf9tOz/Pfse2ett/Yo/X3I S++XPceuSyhPeenDs/z37blPIlZRXl0vvR/3UDhc20/PYj96irWXnzDzJ+xm 5095M3/Cy+38sfadk3ufGXtOjTb2nP7K8KN6wvCjtvyoLD/qXxe3q99mdvS9 +uSyDbPv3JKq9mz88dMDdRP1T0cXzN/1a6oquXhamXVfJuqcv7rOSh+Qqhp3 LNP53sRkHftsygvNJ6eqm6Z+PnhsVpJuOb7rF/PWRN+vP/zIH8+1qBynZvT9 5JceB3LD7gNb9FgzMFbde9vOapN7XgpP5Dx35KepsSqr6rEbr+h7MfzJzq/A 53+1zPI/+qL2G0MXFEoopIdHzvPtcu8lDvz84Zqv9Iq+d8/+dcpvE4YXfbWQ amXa5/YNjpj26emmfYFtn84y7QtOmfbpW037AuJA6pr61Xumfvc+3iizn+vi GrlHNLT7uaL9fO/ug7Tj4fYHU8x46B1mPJQdD13CjIey46HteKg4Mx76OjMe akKJ79Me7RB9t8eurxy2911oe9+FOmjWW7qKWW8pK5/1ViOflZXP2spnJfhV 3XTk7veOPP53mHC+YbnzV6SpPpZ/uxv+VRmWf638l+tDVdx8H8Tb75tb/WH5 X5282eiPy+z3Yjz0J3Y84IdqJ9946cMm0Xt3XhxXef3qJ3eEpWoO2jb5xKXw KYtLGhxYHFgcPmZxcZu+vH3f3Uf7JKrbTzRsl9TwqIvrPfv8Z/WPfXYkTH52 ep+dYxJdHJ3VT3qg1U/W36UPWX/XPXa/t6bZ79XifhM93e7/ov/s/pfz84v9 C+7/cf7Tlua+BXdfwycV3/ii5hWp6o+3vtz9T+Y+F98829hLYQMbnzDMxk98 dOLi6UHD4ty9yfZ+F+d/E+el2I9x907a+2Jc/jmnjlzslLceb1Cq+kfDmsTr DafHXVE4D4/ceXmLjXl2uL1PRNn7RFQd6//aYvxfamFOyyNvDkzU/X5a0fLy z5LVw3Y9jl/X+n/0FOv/set9R6e3zfpez7Xre/zlT/j+d33E+t/997diYjbb 9S76Y4SX3i+7gV3P2nR7Hi/F5UfOUt6Pdpz43uizRLDVR8kOx3nf93P3vVPf HL+8rC5eej97Pije4U5+ehZ2Ee37xLMv+mX/6aX3s+dzXHlZ2/z0bP/+VWev KNJ/99L7ZZW1+4vgP/30bPwi9HeG9YOSv5OX3s/GL7vysjv46VnMX9o3xy8v O9dL72fth2SHL/np2fA95W20fG/bm/WRl97P2k/uPG/2IC+9dxZymvI2++XZ 81VpLv8L1q4EX+enZ1t/urL+dLfPML192r0PNtsVvNNqSudqP2eqNxeOXnOf 2hk8uHz4kCr3Zapln1Q+efeGncH07ktqliiRocYmjXmq12P/BAesPw192tv6 z+z8Ch4x89O914N/drL1j423+gn51sruN4219zHdav1PzMOj9r6iDua+Ij3f +qOuNf4o/UTabS2vX5no1gvr9xfu9sTMRFV4RfvnW/6Yt974etP2Y2cSVdh3 SKPV09L1wApze3YdkOjsn2s+Lvza/Z8lqk83/1bj5lqJeuT1LePn9UtUu+e+ 2bDed0l64Yjvbil6bay7F/jJkZ0WN6gTqz7YcWnviD8S9K7gsYV1K8SqUnri /XM2FdZDSi9MG1E0VlV49OrJm36N11Pfu7v73dfEqkFZExsdGlBYr57f7+Sn ryWpZ/5e+0H2z7GODoz3Vl/eZJf30t35b4cr+OnZ3Y7uW76mQrzeuuO3EWMb nXH3onRc89aB6tedDkrMDMo8XCv6vv2WGu0b/PBPnIsfII6tceGgz+NrzwQ5 pr36CdNeZenh/JtPGHroXoYeytJDW3ooSw9t6aG+M/TQ7xp6qDLl5r1e4WyG nlq7UHqDmsnq79ltkzbFRN+331IqKbdeGH3f3o6fs5fs+OlPzPgpO356mxk/ /JlO7602/BQ2svdf/Wj4KbT8pCw/OXvJ8pNOMPykGhp+0vMMP6m59XZfNbtO 9N1Y4iUrmnhJ/CPqA+sfce/EWP/Hg8bfEaZbf0cpa08VNvaQntziyZvqvf6P swfw/9xfo8kPh3qm6fHGP+zWA62NP1jda/zB2upPZfWntu119/Da9irbXm39 147frb9aXbD7EXZ/Sv1l96eqdbv//t/z5rt8P/7RCgMaVhgQfT++/YYN5cc0 PR/2m/DJ/csPLg5fGjnppVlXnw87G35Vuw2/unttehh+DYsbfnX3k/5h+NXt j3MPbBvDr6GVT87e72v1/0wrn9jvqm/ap0ab/QPnr7T3uWl7n5saY/YT9Haz n6BmG3tG1zL2jPrN2DPa2jPqLuvvgT+hc7HX+096clqeXHn7p4c+qxPr7t8b u/hYv5ymue6+vE0mnti9r8E7AVebeGL3noq5H+RiuH3BByeHPLA9mN5g7Pez 37oUDrr+ZOkp5bYH1Tu916XSy9H34W3+4KGFJv8Wkz94x+a/2+R395o+b8Yr aGHH60UzXu7d8i0tEyb+/EtuUN7cbxfY++2CyaMi51uCOuZ8S9C1SSS+N6hs 4nuDT0x8b/C5ie917/U8a+u7wdQXvGDrg1/F/FIV7Pzi+2csfzW339v2hg9/ fduSayYVFu8MFVYdshq/v2zWSXc/qLL0zDL0CTdaen5i6BPeZ+kp8gdf2fyF Ghp6DrT5Lf2D/vY+HHs/jo6z6504O78FPcPtll632Xjoc4cNvUbZeGjr31TW vxluGnymRea2Y+HDN2xL+bdj9B3oP+6aFx5MLqzVwhtnDnk5/7vQD9fP+7ei sLb3o+V7D33F+78ef/qdvcGBATW+fGRC/vfRl9h4il/t/YXP2HiKDXY//Ukb T3FljQc+bjEx+h4690A3Tvo3Z1Wv6Pvojp/+492XGHw+2pyXgp/2GfqEt1p+ uvaoiReHn3bc+8DUa9aeCFt0jz0Wmx19R+zqLSd613w8UY1t+vHSMddH30dX 9v67j+19gnb/xu3rrrH6r53V15dN8Pg9HGzaF3CeC/uKeFNt7y8sbu9HtPGn ao+NPy05re7w2oui7zLZ+pStj/1EZ08hj+3+sHrIyuPf7XrJ+svducC/hsxv 81jjDP3DgzdWK6qj/nSRrn606db+cudi7X2RYWtrfy20+vI6a3+tqNQtvO+K 3WHSlxcTtl5eSIt4G3dvfO8y58uciYlxemrVE/s7/lzxYrC0xHd/jcmIvjee bcoL4kx5Lk7zg69bLK/yS7L655aOibW2Rt8fp7/sD9DfuaY/qtn55EaNH4q+ L/7jLWPH5rx4OCxUZE3tr/9Md+9Hv3NH2UXXjErXM0/XaNQs7ah7f81+797D mbXs96D76dR874f333LL613mJ2i98tNlL/99NCx68oUPv1wSfT984qIe1ZcO PR+G00pcM7dpnPp20k9t596bGw4x6213f3HOrDHV/moQ3Tdn/+6zm7a3azHw fHD+jeJvVR+9NqzXbds3ixacd++D/8eUHzQ08Q+6nol/UJNN/IN7D7x1zznd LpaIdfPxV6tv8J8JfaP6mPuEnb761tAvuJQZoZ+abujl3rct0/XQzNR+B907 YcXH1vmxSZcD4bgvLv2a2j9Wr5o1rsNdQw+E9019eP2qYbH6NXM+JbzVnE/R o5dd+O76rofd+9689/1W6Ubh80H0ve/W69td9+qeWJ1xosmKF98+5N7/Lmrq d+99X2HqD8ab+tVCU39QzdQPv6h5ll/eW/9tg8/y+pH26Oe1B17K1BbrdIPV go7LFswYtTZs9+qMkf8sOB8+avWL/w6l0y9BQ5Mu3rUsrNta/TPm7PG2y55P 1acqNbu99d8ZesC4dzb12JWqv332kVpFip0LVxr/k65s/U/9TbqaZtPbvfdD obdbxemme8rNPtQnVQ2ceHfv8yN+CpevHtx6b89UtdLGP11u4p/UTwYHxS3O +M3Ew+1rZu6ftfJbP2Hjoez+X3DA7uetNfomqGv0jWr+wLjWM7cdCU7eUPOV l6+NV59OeODeG185FsyY2uap/b9kqM6DdrX//IV9wS/Xj0yZcDr6PthFu596 6fzGNf+l78cVuv48II/eFqthBqv9dn+0pd2/fMz6m7Hv7ij2zA1N6sa5+dI1 woc/O38/8pj11ZU57fuPyJvPwZXnpm7dnKGTXv67yupzier2eV1blBgUL94r iomZYcpz+yX2e13DfK8s/ZWlv46dXW1Jux9OhW22PHKmcNEknTsrgoOWBiv/ vdHOWf57ojEx/nuhnbP893o6Z/nvfcbE+O95xsT47zLFxPjvcXbOKtb452O3 jPg9aHHtgic69rsQ3mBw+JjFFx816U0NDlbdkJTxzV9JqnzjwZc9vutQOMaM bzjLjK/235+MifHfl4yJuWT7/zj0MPIrsPIrtOmhTVdBnZumTBh1Jlx5d7mS /Tskq39t/jpW3vnvM3I/+HGHbf9C27/Af08xJsZ/PzEmhvUk/gB7X5j7vdqu L0db/8BPRn7rr638Fvd5O7uibd8NOZVaHHf2wDTjbwk3WHutgZ0/Nh7BxQsc urfXia6vRd8nu8HGd5S18RptxzfpWLRZnP5rQLXcjlm5QeKKLZO2vBentzeo cEvn184FfG96l6YzZ8Q+/8BX0fewnmwy+ZXp10Tfu+rww6vJ901LdO8APGbm c3jazucZnxW/79rk6HsrrK93Wv/I31ddfn5X73h1ZnTLbWsPZCi7HnV+1P8B 2Sfdzg== "], {{ {RGBColor[0.293416, 0.0574044, 0.529412], EdgeForm[None], GraphicsGroupBox[{PolygonBox[CompressedData[" 1:eJwtlD1MVFEQhYdlQdnl7nsPjdoZCzE2WpmoiQXaaGeMsZblx04rDa6xkFjB khijIprYqpEVGmnshABGCoKJ+BML29UYgo2FhfPlTHHzZufOzDlzZu4eqF+7 cLVkZmN+Ov38K8xOVczO1czuJbPZLrP9fWa73bfm9nzZbMLtzIN/ePwr93V0 m310u9Wl37dL8pX8/HW7v1N+YoZ3mg35GS+pRt3tY2FTF/9Ij9kHt5dMsfWI H3DfXLd4nMjNfnnO+1wcXwduK2x4Nqpmf/zc9PO512zdfcc9ftt/b3nu9w6z mR1mT/w8Lyt2O+LvuA7PnMe4f4cd977HbDifQzVp8dX9fRVhgztYyEYz8Fvh RwNsdLjkMS8cZzOTjzt0Wa2qzw2/e9otjej3cGiCznX/DlbEYcw5LPr3Za90 oi+0agT3pZgLusMB7vSwUNY9PdI7GmCj46Tft8vCxQYXfGZPX2dr4tsRnLdD W3LXQ2twjybVPZnrvhExhdfLK7prJumAHuiwFvqA2wwe4E/GPjTDhg+91EOH ZXSraH/QBv9P53c+FydmfiaXrvNJOq9UtU/kDUedu97bG/9O9IrvreDMnOD5 qRDHVuzV20w7M5dUYyi0ZS8G4p0wl8dV5V8ulPcwaWbMbsq/A7nyTuea/2pw Y39mA4sdBIs9XUrS5lGhvYfjkSS8uXhrC1loVKgmb5n+4QIn3lY79gxt0QNc YpgPc2Jn6Al94UcMNjr/LqQVmk1FL9cdc9P9o177YqE6/fG+6GclcpdDf7Bm gg/67ApcdqMeb405UiMPPtz3hb0VfuoPxszbfg7WVOuLc9ioqcd3SXrR82KS lld69N7RBM5wuJGpxp5MPOFI79yPRDx84b0efvK5o95oxHzLpA867c3EbV8m HfiPQ/MHSbNlL6aTcNiFxZhvO4k3/KcL7WMjcP8DrbHbIQ== "], VertexColors->None], PolygonBox[{{3622, 1711, 2625, 4606}, {4450, 1938, 1206, 3479}, {4060, 1945, 181, 4059}, {4570, 2580, 1200, 3476}, {4677, 2939, 1232, 4176}, {4436, 2406, 2407, 4437}, {4154, 1008, 1004, 4153}, {4569, 2579, 1008, 3375}, {4568, 2577, 2579, 3621}, {3957, 195, 1770, 3958}, {4482, 2462, 1945, 4060}, {4606, 2625, 2580, 3623}, {4682, 2969, 1192, 3468}, {4437, 2407, 1946, 4027}, {3503, 1946, 2462, 4481}, {4566, 1192, 2406, 4567}, {4183, 2148, 1691, 3794}, {3620, 2578, 2577, 4568}, {3562, 1258, 2700, 4629}, {4162, 1206, 1234, 4163}, {3374, 1004, 2939, 4677}, {3504, 1234, 2621, 4604}, {4152, 1232, 2969, 4682}, {3862, 1770, 1771, 3863}, {3477, 1200, 1452, 4449}, {3864, 1771, 1938, 4022}, {3656, 1452, 2578, 3620}, {4503, 1691, 1258, 3524}, {4629, 2700, 809, 3304}, {4182, 2147, 2148, 4183}, {3657, 2621, 2147, 4182}}, VertexColors->None]}]}, {RGBColor[0.3714174016585383, 0.19302777203549473`, 0.6390524060953924], EdgeForm[None], GraphicsGroupBox[{PolygonBox[CompressedData[" 1:eJxNlktsVVUUhneh7b29t+fec0lER0Yj+Bi0lTJBJwqGSFtMCqKIdSKJiQMV mnDvLRioOjBRkfgoMmFCgq+EgCQqpSQMQHzQlkQraLWJk5qgceAIEh/V//Nf BAcna5991lnPf/1737p128bnFqWUrupZrGd9IaX9xZSO6+WxkuVePaNFf5tp T+nBLKXe1pTer6bUkM59+vamvg3q/WXp/t2Z0nl936f1e7L5qfa79H6T5Ljk 29I9IblT/36i9VctKQ3ofVbrOyX/kd46yQXJtfL3Z8Hfb1iSUrEtpV8z/ztS st92+S/oGV/suPq0nm+x7I/17orWsrVH8u48pZ+ku0H2d8nGaunctcjyfj0z 0r8U63OK/zP5O9WR0oFaSr9VXY8kuabof9Ann9GC/e/qsF9yfkC+BrRek3tv IOLpiji/lqmNkg/reV25zRZtF5tPKN56q2vSI3+LZb9bckC2HkVHdX6o7BqO 6N/LiqspeYtyOVX13iM1236r3fZ7pXtG/6yQXJfbd59ks+R/6UVvzb73qVZj nY5xtOI+zEYvbpT9E/K3VLJZcD7oYQe/03qf1np3m3P5vub1Mtnp0v4G2R/T +yHV6liba7I3M5b6l7j/qyKXiQ73/WfpHIl4iKuau/e55LxiWd5uzBHjYGCJ npML65OyM67nF61nSvaP/W8qjmGz7NyTu/735t5Dl9hGCrZFzl/o27fS+VLy SrtnoqfFWKU2b0jntaprvVlyUHpD0l+rvG7OPFO7c9fnQtToUNkxUTf6SV/p BRhfXzbOD2r9VNk4Zw0+34me8y+5UA902Kcm1ON0i/uCTXpTD5tggDxWFowd 9s9qf0fJGDkbOuRHTj2B896oSYpZaFVO26U7XDbGqPHhsmeduMiNWrP3btl9 ZP62lc0XR6Q3VXJe7GEL3qBf6GPvhYr9wj3DoYONoxXPyHDmWlJT7IHr4dCh Hu3BDxMFxzMdPtEHnwudjgUOm2z1rFG3oZJ57+PkXlArakJtzvyvVvQartgc fS9mrunK4Lcsc0+mc/eLb+wzB+CWXpHTtoiZXs5H7xpV47leNY5Zg8MDmblm q2brj6LnkNnoD7yj0x288bx0lml9FX+SWyKv44GlqagD8mD0Io/5ejY3v3a3 er8tM+6XLvHcNyOeMe03Fc8P8nUhN4eez/19JHQ+rJonP5DcVLV/ZoI6P14y 1rYHjsDAizX36ljmujVjRugFZwA1pAfw+DUO3xWzwRztjDMCvPMPvQMDXTH/ 9Gck7JAPed1WNQ81wiZz0wwd7B6MWoEr1vT1fOQ7lZsD/uPsFp+hW+IcvUNY 3SOfC8rpaGac9efmX/B6UrKh+o10GMPoUs852fmrZq78SP/V4zu94HsjdJZX zCVwLecM+swpfeMf9Jkl5pI55jzqi3OK+R6ImC93mm85b5+sOZ794bcRvi8W zWnUm/zIkxkhN+K+vWIep46rlNcrnebzxNkV3Nonndncc/MqGM/M+4cq1p0p ek4+z70+l5uj+Rcb43GOc56viplibibDJrbp8XzscxbCf5viLJqNcxae2Bjn LxzYCMyABe49YBJ+gWdW1Dz79cASMzQUuAW/Q1GHa+/UFZ0tsY/teuBqNPdd a09uXIFj4qbG9egp+5eC55/JLeESzqiLxet43xGYJ98NwSf12McXZw/96s6u cxa+nu7wnJDvj1XPxlzVvDgVXErO5L498z2CuwfY5WwET2AJnoav4fbVgQ38 9mSu86xsrMnMU7/nno964G2s4DvheNg8EecLZxf3SDiQ3rCGE9AdjTskfHYl zl90iA+9ucjlpZrvbifj3OfbZNhkbyJiXh89pQ7UnpmZiztkb9xtqFM17jfg FExhZ1nM3bqK/U+GH84ZYqAnC3GnHYw7DnXH10zcu+C072q2f6nmeh6Os+9f tyuYvA== "], VertexColors->None], PolygonBox[CompressedData[" 1:eJwllDtsjWEYxx96zulX8Z3v+wzYRGjE0DaOBYs4jaTaDm01XRjo1AHt0ktI z0FEokqEXtZ2QtK6DPSWGGjRVJtoUWWwYhATCYLfP8/wT/7v+1ze5/pub21v OrPezOpBCmzbZLa0wWyMw43QrJA1q82Y9ZSaVXM+wvl+2my0zOxPYlYemf1E XrXObFwydBax7UFnBlkl52OB2VswH5utcvcIX23Yt2Bfg01v2t/U29+4q4BP o/MR3VHkNfh7gv8ReAp//SVmD0Ez8jugiO4tMAF/ivxLymNcVuy8ucC5hffr 4K/AO/gcuS7AVza67CY5zKPfiI9P+L4M/iJr51yP7yI6bei/BG/gn5HPwr+D X5xf428M/c3oTyBrwKYLvszdUeRNoAbdHdz9yHjNdsKNu31pz/Ef59sgl/Kc 7sI7I/e1Bq7hqw+UY9sILhFvHvs6fNeCQ/BFMFTiOS7BW7Dfg+1eUBZ6DspF MaQ5n+acCdzmVOw5KbcV7p7HXnPVvgT7KnwN0Z8pejcDZrFf47wWeA/L0R0n vtLAfUax11S1VQ1UC8WoWM9iP4z9xcR7rZm5AC8gHwy85qr9B+660S3gf1fW c1Au6sELdIcTj0U9V++/ggDdae6ewa9jczzjM9yb9ZqpdpoxzdoJ0FXmbwyg PxV7rzQDk/AHoc+6alytXoGD8N0szXvyaU08lwrefxz5m3pbNVKtpCNd7UAD tn2Rz16OHK7CzyVeW83ovdB3SLvUqTN8LvZeaEau4KsjdJlyyiU+E5qN35oX +NbIY9EMboE3J76LEfmuwntj3x3VuKhdSFymndRuBqHHppnR7Ghntbt5sD/2 P0F/Qw/5ncS2mPXZ18yehw8SQ2XKZ0CzoJgU22H9IcgPxO5LM1MV+s5qdwfA JHwEdJf6TuWRD4b+lnqkXunP0N+hHvSH/ifpb5KNbP8Db5ar/A== "], VertexColors->None]}]}, {RGBColor[0.4650190836487844, 0.35577581847808853`, 0.7706208934098635], EdgeForm[None], GraphicsGroupBox[{PolygonBox[CompressedData[" 1:eJxFl1tsVVUQhnft5ZzTnnP23rzpgwZBjYpcLALl9qChYAkQsKA+KGriDRVI KOEWCkHRYGONF2xrIhQUAaU+aKxoTEyMXOotWlDU+GBiNMEEYsLlxUT8P/5p fNhZ66w1a2bWPzP/mjP6oVVLVl6RJMmMmiSp1fhMIUmm6Tup3+ubkmS4mCSD Wj+l8Xd9FyV0LEuSlzSWKklyOE2S37T/UeqP+QGN30rmJ8l/o7FT+prrkuRT nTmgeZf03qDf7+h8TylJNuZJ0lKw/BnJvKf1Pq1v0vruRs31vaK9Vp2boy/T /GHp7ZJsrWQ76pOkW+tvyfaUkudrtDbYaFsLY//FkBmWf+/L3o8aO+THdJ0Z r/uekdx26dwnmVUN0l0yDgN1/s28pSpdkjst3/ZVvb5MPhyUzFOaf1lju9hE 58XM63dJ5nStcUPmaG6ZRumYWrJv+A72xKBHcvPk3xjNWzWe13hJ954rO50a /wUPzTdo/R/Nx9XZ32cidudlc0fB97ldtm/Wfn/q/e2hfyD1/J6KMZih73Pd fajJv5mvkJ4Wzefo/CglyjjZelf6D5U1197fut+zmo/V/D7dZVutZXoS5886 fd8XvXZLnO3RuFZ2BwMP9sGkv9F+sr68ZPltsY+e0bJ/tGwdn8jWjdKxLmwd kP1RRWNOnuRF5wdreayfK1gP+cy4PubsZyFzR2DVWXVMuiMuWwvOY3IYWfIG +VsVx5naX10xfjMDt1mBJ3LEd1rJuQdm4+KO8xusF50Tc8uspKaEw0eNxmih 1h/Q+ge5/Zkaeqgn/KHeqFEwAstlqcei9NymtSdl4zP52S3cZivfiplzjPif 1NkurbdovTZznKdGrPm497ga590TDc49co6cYH931fNdVecyMQCTpvhNjnMH 7sJ9hxtcl9TXROl8Qzr2R759GZxwRGcuyG5JOiZkzoHxGmdrf1aTY3hN1TW/ QuOvVdstany8amze1p0W1Pm+Nyln7sl9R+66VjK3S75D44XM+Cyu2D5+4gP5 gA/kD2vskZvUPLU/reqapDbbNA7p95Wyc6LsvCQ/j5RdQ3ABmJzU2YrmJ3Lj +Gbc/WrJr5bO71LLDwUOkxtsa1eduQ+8icUjmev/UY29JevkPP5xltw7GfwG zyHDPlijC51Xyde2OmNCTSF7tt6Yws+HG/+P2+HAhDpgn/jBqYOxjl5ieUi+ jU7NO9dqnC//lmq9LTN/v65vUb3vwu8P5Och3f16nftQWN2Xm2dfqlgWmRcC //7IH2KJDPz2ns5ukq0BjU/KxjbpfUrjq0W/GSN2doeerzK/YV+HP/iCDxNS 53a/9PwhH3q19pzW7s7N6S+McGejseUcdqlrsEMG7tqgM69L/9OZsSGW4MNZ ah7/O4OzyasdZXPPEclvrZoLtmjcXLWd7qpjciYw/yt3ThzTub6i5eENOB0b 8BbYIw+mh6V3SHIfZ147G+u8CXA17wL1jW7yaktgt1nj/blrB864JP0XdCbJ nEf4QB6Bd0v0CmvCT+q6I2yx1l50bpDnYLMhuI7cb4913nMwIRY1mfNyie4y WfvNRedqa/ARMpNCJ/UGv04PjgXjU8GtxKgj5NsiTnAg3DYl+G2nxtdKzt+G zHzRXvG7Cqe1xnu+IOILT6ALPc3xDu8ProFztpf9LnAf7L6f2/efFcc9qe++ NzV/wWPo+VdnbtLvxal1so5e/OoN377IzO/HM9cd9Qm33hJvKu/jL9GT0Jug Y3booa6I+YnUbyXvN3U6JubwFH3F7OBVYgZHkw9vpOaAXanjvitqnb6Mun4z +gFwROflODY5t5Hl7uCDvvEF67wcx5BpT71eJ8xvLRoH9JBT9IDUOPnL3qTo PR8suP98uWIegDPoQUfePfzhnvQD5GVL9EI7A0v0Y+fGsIWdi8ErYI4c9X9n amzoNdAJXqw/X/FbvDDek4ORW+sCP+boOh09Xnf0hXDJ0Ygj8YRvwG9u5CE2 eqMPaY3+ltiyzl3Auz0wX5WazzqDz/Cfe3RofRExTKMGor/iraOXIk+6UmP4 fGqOw+ZcjWNT18yY1HUPttwD3acDn/qK7T6G3YLjSr2PvCvEGq6FQ5AbCH6+ TjoLUV/UWZq57xgouybgMjiBc3A2eTIn3jzqCJ7ri/6W+p4fNY5v3AX/sDMr eKAveAaZK4JP4BXsYXdn2f3yopCB94nHnqp7dGr+3tz79KlgyBtI3cHncCE1 A3cXo/c4npvzeEeptx9S8yB9CrWFPLHmfw7/d/7M/Z+B/w7Lc2MKZquizz8X +skn5nAFubM+emn6Ffhob9V3zgKrY7n9PJr6nYCrh8Pma5Hb8Cp94WWdZfMo /cuCiDl5OzFq7lBw3eSQJ/cnByfTEw1FX3QwdS+6P/XZ9uBnfB0dOgeDi3jz 2V8aMvBVc+jnDTkfbxM2muONmBQ8MFKz+Eldb0zdB88THvMy6+NO/wHd2ObW "], VertexColors->None], PolygonBox[CompressedData[" 1:eJwllVtoj3EYx3822/8/9v7f992F04Uao5w2GzI5XLjB5BjhwrGQw5ylkZHD xciKZCg0h5xdUKJcqTmT5ji5UKKIosyNjM+378VT3+d9zs/veZ63dMnamWvy QghLoc7QyTiEzZkQmrIhbAAPTUKoAj+EboFboJvotcLfAwd0WgtDeIPNN/BP vv1BVgffDF+ZhjC6KISx0PoohAR5NbKXMgVPR2cA/ECooziECfBHkfWFnwiu zoXQWBDCcGJ8xddfdLZkbSPbNuS98qzzDlyFzxHIh0OV4BmxfasG1dKa2tc6 9HvnnJNy28a3a/A7oMmqBzpMrPnwZeAGfNSiuxwf9fjan0/PwAf5dpXGjcPf AnyfRH8l+h3o/EL+mvjXsd2E/BV4Zc74LDWuAJejMwTdheTQgK9J8JXwPalp InghPtcWOsYh5DV8m438GPrXItvIdjw6m/G3G/lx5HfIrxRZI9/uEmsMOlX4 qond28udiAWu49sRZE3Qpcg9U+8Wwe+Df1HsXBRzMrIbqWXq+XXwAXQuktso apoLPwt+Cnwt+fxGPz+xrIZveeAOYv4ifjv0D3wB+kB+9fAXwY/Q+U7ub4n3 DLyRb9MyninN1g9oML4H4W88sR4knsWD2NxXvMhv006OLeTzPPZbR12YOfgn 6LzJOoZi1efsSz3aDn6RWvco9pcj74B2QTlsAj9NnNso+Ah5v9izM40YZeB7 qinjHToRW0e6u7BZjW0b9DHrHB4njqFYegO9xbbUb3uGnMpjz6BmUTVfAfdR /8D9eb+b8NnItX+B5iDrDF+e8U5qN/cWe9aq8TkU39OR/8v6DfQWayLLRkIV mjXlW+QZPkU/1kWeHe2wdrko596m+OhO/n1j136cnnUrCeF87LfcCU2ITMLa qZ3qb+zctRMvwV34NrXAPbufugbVshh+P3hfbKyeqXfN6K8qdA2qZWbk2VrN t3bkPaASZBfg36ObTbybmskM+HPqWdeN+ZS6ZtWumlW7dly7rh6XEvt24tun ndRu9kY+uJN7PAv5vNSzrh1o1Dymjq2auhL/Cjp70M3H/5zIN0G3QTdkGXgu 3/ZmrCPder4doP7DyHcktpGtbsA5/C2AmvJtcxX90znXrpun29dS7N3WTalI /CZ6G/ksiDxTmi31sAJcm3g2dZN1m7cnjq0aVatuiG7JMGy2oh8S767+AQ3E Oh371uvm1MWeCc2G3kBv8R8O6NDI "], VertexColors->None]}]}, {RGBColor[0.5586207656390304, 0.5185238649206823, 0.9021893807243344], EdgeForm[None], GraphicsGroupBox[{PolygonBox[CompressedData[" 1:eJxFmXuU1VUVx38zw507d+be+7sXTGhVjqCGzKAjMFSrLDUxX4xPXkOLlyXG Q5FB1hIYBAJdDGk+WgoMZL4gH8wA6tIUcPlGKpECXEUmQmXiM5cK2CLr+/G7 Xf3xu+f8zm+fffbZZz+++9y+l8245KrKJEl+pJ8qtRf1SJIza5Jkd0WSTFQ7 ui5JJqh9qJAkL+rbznKSjKrzeC9N+FJtkhytp2cmSebl/F7OeIz+EPG5vJQk 7eJxRcm8mC/S5EO971A7K02STeJ9nQbfEv0qtZ16HtC3/2STpEL94fp+sOT+ CMlySOMwOVfjn5Tcv0Tj+yTTIj1d4rNBsu7V+Ea1H4umUWN3FpPk66L7vWju 09iDsa85opki2tPqvNYtohtXnSQ3q71NzwTpZ7NoblL/aS33i3yS/Er9WaKd IR7bNe9lPeu15249f9DcJumhoYf5DFA7QTIfn7WMvSrdIueTkmO/+gPFp3fo E739Vev1UX9A0WN9Qs/jNfeb+v4NPW9L5r9kzb8o3Rb0PKjxtNo816vfIf0O FM2lah8Wz32a84jaf+g5TjzfVNtc5XPhTIdW+Z01lopfnebepfc6yfGp5r4k +t6SuUWy5DS2pMq6vZfz0h5O03hNzyS5UHSXif5StQtzPl/OGR1N0FrXad4/ Jef5Get0eYzfoXZ+2ef/jtqvVNoenq7w3g+olVjJuErbC6YwSfMm6rlWHzar PVrnc7/Gn6o2fW/1h2i9NZozVO/DamznjXqvF+2xeq7KeB3sb43kXCt9zRfz i7SXH0uO+Rpfof3t19h0ybgva3s5PWzmKbVb9BzU+LvSzzEae0c83tKcrHgf UPs3vT+n739Xu1Y0j0mGNdi13ndJ1kq1v5Wci/U0SM7zRFuntbqq7I/35nxG Xxbt43rXp2SxZPsNvqu2Jmue2Pe42GtzhX0R2ynHHtkf+jxR9Ofr6Rb9cM0f r28tZdNBr2WSmanPqZfaJumil8Y/0F7m6n2k5vYteF3WZK1TpIM3sv7WJZr+ mju+6PgAX87rTY0dp2e95mzN2F6x1es1N6/3DtFM1j6yWb9vqTDtCRXWDfJi bwuqrJvbE6/ZrmdE1rL3Cvk7xXOVnsfV/7lknS45WrXHyZKpSQSP6uwrdQaH Na9K7cI07EXtYPEYrfFtWmOpeByqs19xRv2zluUxzf9EfPqJflnGfo5vs++L pefd4nV/3jZ+Y9582O9Rld4TesCHTim7f71o2jKWbRD6kkyfiWeN2rk1Xhvb 2FxhudDJDK3TT/QL9X5janvALm7TfmdpvxPK3kff2EuvONOjUstSCnnGFm1b rUXbY7Pof1fhPZ+U9Rntlvyv1tlfLo3Y8l/J3Jh1H7/FZxujz7zGmPtyjd/h 1182+bx4DNEzTHz6afwstS1a99Rqnx1j+ABnfGXq/nS1X9W+1mnsJ6nPuSXo z9X7CcxRO1XPOepPUVvfw33m7JIuNqi/Q+P/Kng+dt2a875G5exn+Cy+1qGx w3U+t5cy1hU2+5z2XMGeU+vp0SrramrO9kY+ORRz+2n94RnHuocl5+aSdbFF 7b1lr0WcII5fkHVenFfjc8bOv6Oxb2edl8nRn/c1vlL9rT18du+V3D9dfFpS 2+dwtV2Sd2i1fWi33h/V+KupY1XvvOMle94hGVZo/pGIa+yFuI4cyEB8pY/8 7OPa6K8jPul5vdJxeE7ITRwn1pPjGJsb4+TJdTFObiSHse9GyXSs2tMK5kce JYcOjTiB/Pgj9rs55GoPGbZnzBMZ2A/293Ssi5wbE8c29IPOsGFi/q462x+2 Sb4gH+K/+DGxk3xBTOPM0zh3sA+xGNvArlmL+WCADZr/RpVzDnPJUxtCD+S7 7xWcF8gPM3t4T8Qu4tyKWsc6ZJ4UueyZrDETeIk16YNFpuj73aLfJJ6TauIb uTFjPAO+YN2NIQ/Yhe9jte4hMTus5xnyptp+oatFWcfukZEPNoftYdt31Ni+ sQFk4xwnBN7hnPlGLsVmkBs6zuUG6WyV5OnUs6hkPgtL9o1+Qf/TkvdxbMHY 7Y6wjT497Tdn9zSeYi87qo0ToCFHzEkd7+9R25bad+5MbSMLIjZiG+gDntg+ /jBbY8cVHEt7i//cap/H1T1sa0tiLvaFneEHyNAd+uwOm6ePXx/M2SdeACeI vkq8JwfmBHu2l40rriub5/ywW/x4cY19mX2tCDvpLBgrXV52ju4OTIB8X8O3 IjZ2xT7v62HMAx5uEL8BNf62teyzri36vJYH/38XnFsS7X1N0XlqdMG6xK6I P3uy3hd2Mkbt2JzjA21r9FtjvDLr2Mk7eeEJ/CRowFfjcvY76OBVET72BRZm 3qig/yBi8qtFxyTG91Yas0wKHLis4D0PKtmOGCfnwZd1iSPnl73ueWV/vyxo yGvMoQ/tmFi3M7Ab3y4pe72faZ0Ti8blr5Xt5/g7sYLYwd5Whu7Q4brUOLc9 ahmwFvQPRDyfGL7Dd/AkOL+jYB85ueS80Rm543DgDfIONQa1RlPZ+GVq1ETX hM1j+8xlHJzTILpB6neXHcvhh69tyziHoc/nwy9WJvarDWEbt+SN4etK3gO4 Dcz2rH5aah2T3gl8vlTrjle/TTS3Bva/JudYAO6YmXO+Im4xlxgEXkamI5HT +E5eA49D/2Liti362HXvsG3qD+LXFz53KOwTmyUmUm9tqnMc26vxtyXbAH37 VtHx7ISIaayNjPAfI5pp4nNTwfqbFjrsKruW+lPR+HlenFdr6ny8Xu2Jtebf rfGGWr83Z/yAb8gtPatct5ALno9x6PsHPX3q3NNDJweizqG+Q//jIgdhy/VR pxwjmfKa+0fJuLbaa7MmOAeMszSxLWKTYwqh+8gn88I+2Us56oRs6Jwz4Dyo CcCgxB3iGliRHNoc9SH5iJyILYE9yImj4q6gtuR8kCsZ11A7kis5F2oncDr7 6xk1Jj5IvMBn0QG6wLY/Ev9Hso7V5BTkQAZyHHrsjjp3aWBy7IGYBd3ZkTvO KNiH8eUF0tWu1Dx3pj4b+GD/HeFn7IW9b4z9g7uRBzvBXo4EHqZW4A4COylE vMVWyO1L6nwG1Ijsd2/UJvujPpkqeeZI7oeK1llz6BMeDcGHNY/Euq8VXWv3 KbnGT2ucAzg3zg+c0hQx9/W4G4An9jMg7gTAGOSOQsylVkX+c2OsGON9oq6n vge/UDNjt9gamBmdo6tlgWmpQalnayM+PBN9xp6NPrZHH9+/oc41Hnq6Iu86 i3qLGrchclaT1j5Z/Rf0/SRyqPoDS8b1Teqv1tyledvC1anj1vbAIsQBYgD5 i3ZA9D+tMdZsiPPpDD+5Meoy7nWo1ZFrWupcvzNrvRKHO2K/yNgYZ7Qk9gIO wQ+2hi2BMTvClvC/i6IGxG7RIfhsSNCTT4hhByOmNWvtnGgGp47RLwVP7JF6 EJsEp8yOmpj9YfPEQDBFS9QXjHEvxN7wYeYR/8gD5BdyHNgMPZN7mDc8839s vyfmdoa+2CP89sRd08jwY/DCu3nXa1cWHV+XRG1O/imGrq6UzbdxFyaaVzLG ZNjq+6n5vpc69gyLu0fy/itBsybufJojb86L3Hp36rPlHrG+YAwJlsTP9oWv 8XCHwzfucej/IHBOe4wTAw5ELnw773uHVjBq0bXHVLUjSsbZI9XuBEdF/Qtu 2BFy4n9NEccW5Z1TPyua7/Y4x1zEd3yzO/Ve1xaNJbZFXgbnbgisiz4XxP0G 8QcdERO4XyPXkqvBjMujdqAGYi2wLvrbETwHl4yX7ik6NjMXftRA9VEHvRK0 KyPO94oYsj3OgnHueN6Ks8BXB0RsgfauoMe+l4U+v6t1zxLNqSX75ojQOZgb 7H28zmJ92VgUTIrPzQq/q+hpm+eehny+KGJpV9SF6Jx5g8O2KwqOCb/O22+2 RW7irMYFLgWj7o56Fx8A74EnZ5Z819lWclw8GLGd+2P4s84PS45j+3Vu7xZ9 t/ie2g9T7/2esmModzDgc+5Zyc1DM65psYvO1DZ+Vtj5L1P77oup98TeoWP9 zrizmhz3p1eoXZ2aZlXgPnyR+Zwt64BLiTEHIj9ujfsVzm520b4O3qR+otbC r4cGXmFuQ9yv4b/guGFxR8q9FPgT324OntCDX/oH9hgbWBqMT1y8Ie7ysHfs nlhPnfVR1Fqc6aa4K6QO4G58UcSqQXGmg1LXxqekjnldcY/RWPad13Tt5eOi eZNP6rP2G3DsxriHp0Zjj5wFcu4puv/non25NWTGTninPzFyE7z7po5dxDBs Cl8B82ND2BI+kxaMCcGG+NTuiA/Uody54cNnpu5/P+yFe3X8hXwOHsB2Ti67 D0aYVnAMBctvCex6e9y3cIfCvpB9Z6yFzpdEbmX9XSHbExGn8JfmnO8JZ0Te BxPcHvd13JtwpmDgKVFfkGvJE+QB7nmJ+4tL9jF8jTzMN+wKzInvPBV1FPm1 M8ZXxx0A9sba+Aj7Jb6+Gfc7N+ddk3F/iZ5Xxr0W/80QU/gPijsr5MRnWWNL 9GlZFzzTFnU8Pki9hN1eVbDt0qcmf79kTPBByfaJLxPTmDczdHJOaps8O7XN zo7cOyf0h/zY6+rYFzXKlpCB/tFxtwZmQYfQEXOoP8GQ3BnjD8hLXKXeJ7bi M8vjfoNv0CAXcR5fwLbxs9FRR68PeyDmsyaxgHMEL7EmMg6K+E8euCD1ncKF qW0wF3Y4M+s7UmqIi+O/G/7DWRh3F+0xNin+P2DN7WGHT8Z/eNxbPJ53bXGr fGdTybiJuxxkrw/50Tf/GXyeR2pt0/BZFlgLDEUe3xR13MCybfcktf8DPzak PA== "], VertexColors->None], PolygonBox[CompressedData[" 1:eJwllmeMVkUUhmcL3G3fd7+LCpooHSm7VCGxYEEBabtSFTELiBTpLuUHK1UU ESMIJCiioAgbRarUgBoVWYzRhB4VjAEVA3FXjEHgB+jz+v44yTtzysycOa3J qKkDp2SHEHZDudALRSE0rRtC5/wQSpIQWqZC2JsXwm3sDUuHsCETwrc5Iexh rwo8CBoJfhoaDD6GTlFBCFuzQjiMrXHszYZXzHosuGkcwmVsTeOwJuCJUEPw ZmzezlnlafNWcZdF6L8ENUP+PFQFrkWmXp0QbuWMnzjrHuTbgKvg/wh+E/4c 7j4begb+FOz3jUJoBZWBZyCzGNtrOGMmeCjyA8At0d8Cv4a9z8ANkBnJefW5 c8z909At4K+xeQ3b/bhDHrIX0I/A77O3D1yIzIOsd/GeAvANZI5grxHnXweP Zm8WtnZgPwv5QVA/zs9C/x94g1PG15Gvy7qsXghXCvEbMgdYb8zY93nwa7jf cmzeleU3j+ZuA9DvrY9kfRnZ1azngudDYxP/if6mNT67yLqGN5/G1kX4N5At QacY+230Z+Dvsb8py3ttWXdAPkJ+LOuL2HoIncOcN1w+wd6nyHwH7xzv3w9e ikw115kGfzj85SnjCqic9Q7oZ3BHfLYN3Bz+N+hWYiM7ZR/L16XQGfA8ZDZy 3hq9KbEP5Av92R/wN3K/2azPQpfATyAzAdlJ0FLshXo+qz3yWeDnYv/F76wr wC9DI9Bthn9+Q/fm2LzPkfmAs/7kTdfkH+6wDl4JlIV8Y9bF4H+5w9G6/vMF yPdhrwX8BbypJ/gItD1yjjTU38WOtXz2OoNr0SkEL+aMioxjSrGlHFOuZSNz Atv70FmG7K4iv2UHOkfh7Wb9N+tKaDP2X2W9F9mJ2BjKe/aztwhee+xVw5uE Th90m0LdY8eAYqEcmdeR7YmPFhU6Rx+AtxaZMmS/wOY74PXQYNZHWL8Hvjvt 2GoFXeC8MdCBXNeMO1OOacX2DSgCv5by3fRH+qtnY9eCXvAngFfCn5HvnLoO noz9rtytFGqhXMHGFWSvQtkZ1wjVii7QeGQXsjck8h1nYe95xQS4E/ZeRHYn Z57FfhfWZeBf4R+MXPNU+8Ylzh29YT+8M6wbFDjn9qJ/CGqXZ5/Kt/KpfKs/ 7438QKgY3BYK2KuO7bur2Dyc+M/0d6pRqlW98PeSQudUDXc/jUz9Ap/ZCvsF aetegarhHUNnJnffif4JcGniXFyNfm9wX/YW4s+W8EvB3VKuJTpDZ01I21db VKPAU+BPz3XN7ZA4B5WLqlmqXTmqr3mu6WNYp1kvBN+L/aHYH8peUR3HjGKn AH7nyDGbBf984txagkxl4hxSLo1Hvjvya9PuFbrDOvBWZDrmuwZtSawj3Wr4 m7D9MPpNIv+p/rYbNC/He4/E9oF8UY6NvuA+ifEbnPdVkUk4W38UO2YVu+op 6i2n2NsV2cfytWJEsbJBPuT8HrFzR2fq7Pt4f/c8x6xiVzGmWFON245u28S9 darqReKeoN6gmtpR9QP5ksgxo9h5HBv9c92jNiKbl3HuqKaqti5LO1dVk2rh 9Yv916qhzdBdWeTapRpfGzsGFYuq0Z8gv5i9D4PPfEWxgvzxyDVMtWwQdxyV 75o7EHwOmS8j58gv4Omxc181YQY4P+1arRg5hPzxxH+lmncicYwp1uTTk8gf jx27qlmqXeNj534FtFqY+y6InMOVrE+hf1MdzwCaBapYnyQ2enDe/bynp+Iz cg9QLxjBmdPz7UP5Mj/j3rwK+QUZ12TV5ubI9wJPy7j2vsveX7FjQrGhGn+Q +7VOe/ZQTio3n8y4FyrmFfvtMp4tVBPag4dBI7Lts6fAA1PuzapZql1r5MPI Ppfv34rdS7T3NnhIxrOVbKxIO0eUKwe4XyNszc/4Lcox5VrXjH2hGFQsNk5Z Vj6pUr1OO3Y1I2hWKEm5V2vG0KyhmqLaohmnENlJKcfqLP6nXeKerd4tn66A tz6xr/6fgcD9E/cmxcyAxD1IvUgz3x7e91jsWUw1SbXp0di+V89V792mHIr8 p1tjz1yavVQDJqY802m200yj2UY9QL1AMXEJ3Cl2L1UPVS/9Ie3ZUDX+Y/1X 4llAM5dmL804mnUK+c87kJ2beLZQTsxJXNNU23SnGPmP0vaFZkLNhjkZ9x71 WPVa2ZAt9dTJ6P4HKyZsJw== "], VertexColors->None]}]}, {RGBColor[0.628816482075051, 0.6319953039802572, 0.9109804411456595], EdgeForm[None], GraphicsGroupBox[{PolygonBox[CompressedData[" 1:eJxNnHmYVNW1xau6q6q7uuveqtvMisooGCEJOPE0GgfEmIggiE8REyMmz0Rx QFCjSTQJBjUoIs4iyCAKJM6CgrOJYqIRFRABh4jgzCB5EcXh7R9r9ef7437n 3FNnPvvsYe19q+spZw07sy6Xy/21lMvVR/pxlsv1acrlPor0q+Zc7st4usUP 78b7n4q53D5pLjc2GuwaZZOj/oeRL0e+faTdom7XeEbE+/Z8LvdFlA2NdG6d 8vtE/cHx29bId43yc9zP7MgfXKfyq6POkCj7X9fpWKf8bVE+PMq/dD9nR7pL vF8S+XGR361ebS+IfHPkb4+2x0WaxDMjyt91/uEof6CsOh2i7ph4Okd+ZpSf 6fxVUf8s9z8rysdHvkvk74/8uR4ri/R85uh9OM91bs1pfyh/gD3Ia87HRNqt MfY08vtGnbcjLbkf9oa1sa7RkT828sPdbrj3kj08PvJ7R51JBeVH5ZWe4PyC OLf58TweZ7k80p9EebucxqRP5jK3lss9GPOYE+k7Dbncunh+Gr8dFmd7SqSd cton9o69/6ROefZwaUFn295rL3r+bzvPPpzrdXXIq06Dz2Kc89RnjR28XubF /FhvQ8y7FM8DRdHVCO9nXbxfGWPn4/2GqNc/0t9Bq6a9LlG2VyX2qUm0emD0 8auC1t++XmP9OK+0vcd9OtLP42mO8ssi/axeZ7g+9mZAo94fCTr5qKB6I4Ku P4z05ah/SOQ/iPzzkf9eqvK+SS73aNTfGPW3x3v3eJ8V4xxVjbtVr7JK1D8o +s4XRI+nxN7/s6C+/sb5QKNR576os0eseSnrjHPKxXu5prt1mfdkt1jjKdH2 1/F+XV4pd2FglL8V5Zeb3i/32R1W0ppo/4/o7+/xTIz84Jjf7jGPH0X6z3g/ lT2hfrx3ifJDIh1WVd2vY4/7xxp/E/mJ7GHk749+voY/NGrs1rWRMv6m6Gxj PPPibJ6J39tG+XLOg3nE0z/mfnjwlmOjr0GRdo4zWBfl90T57rHm7tFvz0hH xlya4lkRvx0f/Y32PDcn6qdnpCOjYH3Umcm6Kqo7KPo5L8rHx3ONafyFeAZE +chU+V7R9mf1Wj99PhZz2VLQebSLOX8ZaTXq3xRz+yrytcjfXKd1Z5F/Murf 3ajfTjCNcR8fj/IFjWpP3aWuPyzWeWr8NjzSc4raL/hS+6ibNGgeI2LPN0Cr NdNl5Hvn1TdjwA8ejXnfHf1clYlHwjcfijqrI/9aPNfnxd/gbe3iudbpb2ON 3412F8TaTo919o78+ZE/LfJ9Yj5tos4fo06XKD8vyn9W0J3mbnN/oYExUdY2 Lz58UJ3u+4Ro0xLppZFuqBN/n+33nf37lZGW47kw8ivi9+XxTIn3aXn1x7i3 5DUH2t2cV5+0fce8Bp78o5jPsZGfA0+Lp1M8U6LOsCj7fjzt4/0HUecI7kvk 78xrDlOjzqCWWFPs9fGxt9Oi7i112pdXI305nqmRfz3W+N2i2qyO9LWi9uaa aL+T+2kpaU+5szfWiUZ+H+X/LujMb4iyOxpFR9zvtE48gP2f0Si+Ah9K6sSH fhPlN/y/O82+pnnxuouibFLkfxX52Y3iJ/CVW+tEj3+I8jWRb4IXRL5jzP/c mN9Por9lDdrzi3KSsx29V9Pr1J69e79Oa+jovd7JfR7i31n30ZGfnNdc+S1z 3c8Lom/uxOdBiwfEXd8eaZu4gzfGXIfH+LWYz9iYz6io+2lBd4X79L9Rb7+o /59Ir8pr/sxzaPx2jfd2CHpBXnvHPDl7zh3ZhD6BnrAx8kdZ5h7rOqxlfeR/ WC86hB6PtJx623lo6S32MJ5JlJfVz/TIHxDzHxXP/hXRFf2gG0BT0NYVka/W KQ+N8fAb80cevu378lKDzmBQlPWLe/0iPCXVeR3utiN8f1nLVq9rIXRYpzH+ lNNdoT7nm0QfRwQ9lovq7wjPpxz5/SzvmiO/r/OcbX/zMXjIvuZRh0SdqQXR F7yjW166FjJhSeR7xPOvaLs2nhl58a3zYsy50ebUuD9XRLu64EMHRv1hUbYy L7kxL9LO8dyRFy1BP9A19IycWhX9XVcnOv+v2N8B8XwQzPemvOgK+qovac7I /BvzonPu16cx/qZ4+nJngnZ+3SQZPDza3x/p48iFOtEE9DALHoiuGfmP6qRb 3JeXnJloWcN+Q0/s+eJ4usczk7vGutH5uDMx5tVF8eGr4/wOjvxXsfZe8T4f vhXPkzGHJ+KpD7ofSbt4lsbvhzZLb/g69mZAVfJmU0Xylf06vCoZzL4PqUoX /cDjQsvv+25yjuThCeNdh7XAm98zP0T/fNe8d7jL4c/oSqwdfek28zt4He0p v9X8c4Pbrnc/Xfz7R87Dx1a6LfvK/rJ29um2eK7MSeZMM1+Fv05zOePe5rOY 4fa0ZZ0zXGdX56flxJ/gU5x7x6CHDiXxXXgSv0En8P/p5lM1l//e+uEm0wC0 AE2gi57vPOXIyFWmQ/omf3FOMuQ1yxHmudZ3kPR153MNyk/Py15Y5/pH+u7D Z+j/NfdZcnkH86J1lmWUveNy6q52P8uj/64Fjcm9h19w99f7LDg31vexz+Ue 8y7WOtZrp7zZZay9F3cn+ry+TrzuXwW1R+69ah4ID2Ys+Ng5pof2XiNzu973 aL37P9vzZy07+i7obrcvSX/iHiMDGRN+fmSs64gG6QAvN+id/JC4M0c328bJ qw7y7syq+NBLkR6VaU8OTqQ7jy6LF50Tvw2O+mdHen5VfGhkpD0LKocvjHL/ x8c8hkZ+XuTrIv98pN+Lu/iPZp3niWWd6UXR/toY/9BIz4O/xfNivL/OfP2+ X7Rb3Kyy3wYfGhb53tHH3KrkXpdEYw7xuPQ9yv2zDt45X+QM8gZ9lblRn/34 JK/y3WPckXF2x0WfvXPSo0daH25XJx4NnT5X1rpoy3pPwp4xD5vtO8W95bzR N6Y4z7nf4nuNfnKv+SZ3cVffU+q08iDuF7z5RvMi+njFfU71necuw7eR89xL eDs6Avw9cf0plpvLfaeQwytcngbdNPHEurNYUw07In6bGWUPWvZBz7uWRHfc 6fNN58dkoo2hkb5RUDtszFY8Ym/L0xUeF5sTmXiHx17uu9beujY2I/Y/ewiv Gl2QXEq9N295f7iznMXN1rXQRdizOdZLrnY58h5ZD82cGPm74Y0x1xdjzjMz 3W1kwFW5b7AJxr2xpPW8XpC8pp8p5ldjzG/BLbiryFnwjDHu5+SS7Px9ou0c bKF4Ti5KRo30HLChsRl/Fe/3xG87Rd2pddJnzjdP21InnIV97l+RzX2B+dk5 5hVzLHugjStKsnNmRV8DPRYyERo/2rQK/zjbPBAec5b7AbMY7f1vLCnPOR7k +qwR3fCvtq/RGf9mO/qu6HeXGPPZeumt6NrorrfH3ewX5YPibp4DXlIvTOb4 KL8RHSXKfxNnMC3O4reZdPlnrDttiflujmdcs3TYZ20PrijJjr8mnvkxbueC 2gxsEe+YEX2/F3UOLIoX/bIq/nZapGPiOSvKd0m/wVygDfaUvUYn6VdR+QzT ITYhesg/Y6wjS7IPu0b7X0U/B6Tie4xzD5hSzPW+eulLJzTLPsb+3RDjty3q ffdY88Wx3p9lwgjoH30AHGuszx2s7hzn2eeh5hXYQMeY9qDDYyzv0BPQ3TkX zmiI+cPdMbfD66SncS5H+66lPtdL3OdQywv6HGYahm9Qv9n0dVAr/8mLtlgv 9DXQ9Iw8/b7ng7011W3Rc7Ft0Euxpa71PNHx13uscd5/6Pzr2LcvglaeK6jt oXXSk2+P/etR0B0e47Fou9R1ZuZ0Rw/2Pe3kcckf6/KrzffeMg8/zrootDC5 KD0VXGSD94F7cS+2aUHzPsm8/njvx3DfI+hmnPsHexvntaAzjjc/QTc81/XB s7pH/uGc9D7OHfkOrjne9LCbcQD6RP4ie7v7Pu/mPdlWlI7eo071GRc7aGyz eCPyaoR1UbBE8Nh1Beko6OL8jk4IJtLRfW4uag/Qs7sXNBbni7yFh14Uz/0l YTzo6V8GPd8F74p0kfXuPtFmVUnp0mi7c0VyH9nKXUVWccfbRp02Jekr4A/g H2AQ3WOe34q+fx7v40qSAdDsqijbWtD75/H+k3gfEmmbqN8z8ifRPpX8XlKR HUwZNjk20Snu54Si6iDf20T9/4qy61LhX+BgiyItVVSPOvVNwjr/uyjbGVsf 3e2kKB/VJHtsbNznpyK9I/ahbSZMp12knaKfjvE8Hnvzy3gGRp09kMvx285R J430kfj92Ch7NVXZ7siLqNepRXMenQhjONnjgtuAIYHdQI/sA3KWORfjOb4o /GeU157LhAvkM92hlQWdbbfofxX8KxGvWGV+sT6RXHo8lfxDDiILKiXpAsju TWXZxegMe0Y/X1Iv2pUanIcmov6sosZ7yHXvrBMO/br7nBJzujf6mhzpYzXx 2cdrwgJOjKcXemnU/XZRmNVfou6frU//KJOOd2Sk5ajbGE/SLCwJTAnsaHjB 9nJO8hbMlrU9FG3WRdsHrLd8ad3lqpJwcDBw5nWP7wz6Athuffw2Pdr8Pd6n RXpjPF9gO8Ta/4heXNKYP7HMhz4Pr0gfAPP/MNr9T6Per6oJY5oc6QfowQXR 4uU14VZXRLpT7O0ZUf6LRHoaew7uAC7IvrAn28Cf4rkw3tvVVN6+JqzvdOOH PGNcHzzyDJcfHPPZ1Cgcf3Wz+zD/Rz9DXqCbIPeRLc2WMcgX6PRpy3zocrLr cxe5I9wV7AtoEbtja15niu6Nz4Ax+7tslMt7FEW3rfglfWAfgZv+wjQ/tSa8 79pIdy8IH8BemFCRHYE9sXeLZDSyekPU2xz13410z1jvnkX1Beb6c/OcpkxY XnOkC6J8fkl6G89PfY7IefQK5Cn6y3DT1cmuR50B0W6C20Aj2An4kV7IxD+y mM+qoJMTraOAB4ELsU9/AOd0fmJF2NjVmXw1+GXAkXZpUf0JQQ/1mXhfIdIJ JWGa2Ne7tih/WaJ2k9wWW/F617kk6l/sfvEJsO+MfX1NetUN8MIW+WWeiX72 a5Ge+qNUNuYW27bIJXCqJ6PPrpn2t1umc22K3+Kn3D7R9sLIdIu2e9akg/Wp 6e5il2GfpcFHlzVKf30E/h3Pd6J8lyh/raw9RXag7yE/+J2z59zRNaBR6PLT Rtm6YIHowfSHfOthnocs42x28nmR7owMxS6oySc0M9KfpprH0Eg7uT51OmSS Tx0ztee3ntgFMc+5jdIV8LtgN35iWc24zGGg69NPjxb5sJ6LvX0q+vusIB36 icj/p6B1Ms8JHvuzTDrQoJjPoTHWfXF2LxSlF9MOm++ZBtmqjL2yQfY4+ukT cR9qUffjRHoMc0SvRCYd6H2cBT3gI8lLx+rhvVoZY62IpyXe+xZ1duCNbQoq Yy3wjL3NNw6KurMadR6vR91Hi/rtxYJoYH6kByXyC+AfmBZzGxvzvDnSISX1 S5+FBskj5NLEmOe2qL8iyhagY8QYa6O8dyb/yh6R7prJv7JbJoyTde/QUUuS P6xnUEW8OBfP6Ki3GFqKuVzfoLnyjo6Org4/7t0iDH1F1Lm/KH8DvoYu0Wdv 6yKcE+eF7T2sJh3xmEj3LWm9rHubU/Q97lgPy+deLWr7cvR/n21s7hQ6S0/r Gsh8+Cy8dXpJ82Gsb7XIH7A62s4oKY/Nj44NXXHObW2vc+8HtEiXHZxKP+de c296tuguPx/99GvRurYlsvVXGMMCE0DGIbuhtc881ndbNOdPo/4eLSp/NfK7 t2ivliXS1dgnbHjssEmWBaNi/8+M8xqZaW/me38WFYU5oEsdVxLdwkP6tEgu r0sUH4GPHJ12TSa63SPW1b1ZsRH8hk2JTv98QfEV2BPEIaCLQVPw8PP8O7wL mxI9Gx17RlmYBu8H1KTffi/SHzdJ57vLcgg/1aVglVH39pJ0lBmZdIR3Evmz +vq+FE0z0E93803GvaUm+3laTe37Ws8h7eM8Mgp9GL2PPRtT1n7BV2aZtyDP kGvIfPyf+LXRqcFdsHnAXtBtiY3ADiceABsfu3+rbV9sDezfC/wOHoLtAr6E 3xMcBBsBu4w8ttWQVPv950SYKBgneC8+aWwK5gbGBbYFJtbFNi+2dVdjHdSf 7TLqrPS6WN9tbgvmg98C+wdbDx/7eveFr6CX22LXYNNgv+CnwF6FD+Srwgya Eu0dNtjDttlPiWdyvXj1w14j8vlg88bHUumNixPZR5ss79DnZzfJN8OeLPbc 6O+pyC/IiRaw8xvrhc3P9H6CHYGrgOUeaXufPDjSma5HTFCzMR+wrbn5b/yJ 5H+fk/8UHxB6DzY1dis+BfyolEOfxCC0s83X2el826rn22bE1wGW9Luc7M45 poctviO06+41YstDw096D58M2v3vGGNwTefwlPvHzp5pW5u2+Llm5WT3g7td ZaxjrOe8pqg66O1govf6LIlxaI2zGO+22MjoDuDI4LrY2mf6N/we4LDQDbKL GJ3NefnIwAX+YD58pfVTZNQWy+ePmyW/kd3E7KCzopcWo7zQrBiIa1Pp6uMS +QvAMMFWc7a9jsgL/yF+gjgPdE94GfoQ/sNB9l2igxPjgR4ORvuydW54fqtO zV3mHoPlnmSdGr0Y3t2qj8PrkefgKqtqwrUH1cQ34Bnot2CGZ5nGwJ7Bjaea b8Az4GfHGFcBX3rP+Ear37+j6Q3bCh//hJxw3Pb2ew7LK/YKe+3Equz/QlWx Vdv9GzY7uDC2KrS5s+kTmwmeip12Zkn8+eiCMKFx5kWbjJPAK65u1Hg/ME11 N83g1x1hPgWddjOt4qsF00R+NcQZpc2y7TnbIzxn+PdZ5r/Da9IvHkq01p28 XuaPztfTmMZ2r2dOWfYsdu0pxvyw9aCpw11/sP0O0NVm0xp6Dr6N71iPRY6h S6GDYRtBL+jR6HjodzXT7x35b+Ij7vTauXN9fe/ejflsKAuLxC5cbP0M/trb fPIj4qzimdUkTAJ9CVyCOJ3RXgM+OnxQYHr1zbLZmM8XPk+wXGLqwO3ZB2x2 ysF5znLbS3KKQaIdcpw73cv3Gtyum3nmIc7D3z6K+3UysqSitXX3eplrd/MQ 5BHyBfwWPKBs2bO2KD6C/f+Ux1pgnG29+Qzy7mC3HW+5g5wDG7rBPBB5XShJ d2Ed13ktrdg3eCx6NBg476nvE3ZxzfcYmYWOvtD6DPhJs+MGOlj+/th0PMx0 iNwGB7vZezzM+0ws0vH2kUxvEp7OPYAv3Gz63MV62U2+87f4foHvXus5g7vd 6LuMbGXOyKNjXIezvrQke/J668PowtBDZ+uetEfXON28A93kNPOaVv8TPBae wu/oMGvMI+F7VefRSfAFDvUdAbthLDCQf3tf2JMv4h6+H2e8JBMmDTYBzvCK 8+w5ODS6AbJ+aUntwe764T9o0l0HqwOTxGcJjkkb9APsD2JLmNeaZuEg0Pvz qWyQB/CBZsIBX8zEPzlv9nOI88wBWx8fC+eEPomMRM8gtvQL88FDPU90DGjz Xt9HZNZtPgtiII9tFhYHDWz3nfrK+hr08JdMeuddmXgs5fhuwJ0+N48dap7L 3k6wnYstuZN5CGeELtnH8+SMPzDvwt9JvCqyD78t5wQvO90xhg80CrM50XE7 9NvJNnX/JmEizKVf7OFu8f52Jmzy3+a51B3oudVFeb6ic5pXEjYLf/518OEp Mc6FNfEv6mNjgqPAiw7L667NMC0xl62mGeYH/22fkz28wjId2w7Z/YHX9Yn3 9rOi8KIXPc4Wz+3xTFjnE5l0qBnmXQPNx5nPqz477js28Wbz9iNMx73M5y80 r2+N1YB+2sWc28bzcMxlXVXy4+2q4mzx+eGHesl++QcqiqNBn0OHoy9wEGTH EuMm/8wp/vMZ4wD4wsCbsPNn1xRHOqumODLy6BfnNstnQL9d7NsCP4PHwGvA pjmH6eY57A06E3u7sCZ74tRU8a7PN8onS5//cP7oFpX3SRSvs8TzJB4UefNO VbHSnBl94u8jzhO5N8MxAZuwrSN/UOQviPSJVP7OJ1PRJO2RGfg98A2jE0Kz yGnuAX6lrxxjf2cinPeZVDo25diG/bzn6NsPNglvYP6U7WX/K3SHPgntTa9p nrfWdOaUQw8Djb8gU/FpEpsKdkWc3uuOZ3izQfk3ov5NNdW5sSa7Y22DbI+N VeWn0i7V3Xgj1V141PcnbzwDWtuYCMdZybcDlhGcHTFbxG7B64hnq1gGgSUn znOu1Ie3JDGPQrynNbW7yG2rzdKd4M/wTsrBiOgvsW+AOIL0//WfOq4AXbdr SfoumEJb+30eapZN/WxOmCXx1vhqKPuxy/H7dGmVxXXyGeGvJKUf8A10UWQr vgl0QnQA7gy68jLHvXzZJN8i+D/rSLyWPau5HTFGfariA0sadAf2jX2cBNZg HvaC5fiR9jsMBrtIFSuwLNJ/GWcDb1ueKn5iRaTfblKf+On2ToVfvOvvPr42 NtHoc4T3tnHsVWJ+zDwp72h/GeuFfk6Pft9okNymPrKbc3vScXH7J8LTDkhE z+BoOzA0x4hj5+DTu9ixEdybFY6FwkZh35DXYHUvOa4Sewa7hvjt0c4jN0hP cH6k89S9N9VdWVzRfN80zU+uyJdfVxX/AJeA9j6uCev7QYvodoTl4OqaYoiW VRR7PtL9n1zRdxgfp9KbwPTRffAbjrfvEGwPjA/egg9nvb87WBt9nhx1H48+ 1qXag9NTfTvwrr8fIOaI2CNijJgjGApt5qfqf14q/b+by4n3WGDfwTWpYkFG 1IQjw5//GumBNdk8c8HDI13iu0Nd/EP4hiaC90b+8kzv+IyQDdjZ5znGnlh7 8sSv4694pCTMGNzuYetvzHGx94E5zXcd4t9Pa9QevlpRLNV7MZ9Tm4WJgIe8 lar+m6n8kOwpOjL+GXyr3K0tjvlnDvh88FNit/ZOZc+Az2HbnWQ/KXoivhx0 Q2hkpOMkOG/O/ZCg1Y01ybTJqXjmfuab4D9gu+h40Cn1oVX0o53tX8Zuwp+F 7QTdfmraXW4cG1rkjtSVZWOiZ40wTgSd8f64bTfkETrPHyqK+b2lqnGXWy7Q 78vmLcR0PGj5tcz+B8rR/eEb+BMfqUl+5xKt503rBMOt7zEHdGr8c2AC+5n/ 7Bt781xFdLlfTbFDe1k3wN+EjwT9bn1Na38n0jsrkv1tY85P1+RbeSrSuYl4 2Fh/E0E530V8GmM9F/W3Rbq4Jtn9KHpCPNVY21c16SjoKv18L9pZbylFX22j TjHSOTHeRcTZJtKFVhh7gV6oc5LLVvossHexUZFpe0b7vaJO30y+NvaFswYv Zw7QHfz7a8vxu6ryud5dFb9fa55PfGlH80n0L/RObIElifzGizLhACXjNYOM mRxRE543x5he0XVoS6xxJ/vxwb3AAMG+CrYVsG/7uhwbHJyZ+tAYcfr4IfDf fGTMEFsb2lhkmUKe2Lg7LJsaPDeeouU7c2lwXALz2BFXkBNO/JqxaGgW/Ry6 BWN5zfjzJ1Xxza1VYRyrjS8f0CL5elwqPkEeXsH+ohuhC6EDEP8Nj0B2w1/g LTtkZEk68+nmnwemkvt7mqeNNo+bVRF/GmD+w7dKm4y1gZHCl8FJxznuC/6z uqKYyn/bd0oMBvoXMgBZcGum7/A22SaBNrZbvsO7+U4K3JDfNtp+Ad/b6HHB 4+83Jo/+wP7jJ2XeD/osoAXOa5btFHxPxPWhzyJT4QPEwcCPF1j3XuBvAznH smMS+D4DXobux32eZP3iWesD6AV3lZXHr7EDAy8KB2eN9MmcWet853OOeYBG RjYqLmcq/L+i9yE1jd1oveJI/w4GxDeAC82XWlo01lr4bEV88B+p9mCR9wEd hTmjJzdFv/nov7km+lptGltS076g72PL5U237Fmd7bsde+n93IHlNAn/mVaS fxlcE38U/jB0vVtL8luBcZ6baU6DE81roefGOPTPuQyyLUl+nybJY2xRzoN9 w0bAXzDF5zXVefZkx/cGRdnjYN74j8C996Rdg975hgb5Tr/0N8999nJb+gS/ 7Oi7Dw1UjTciJ7c4phF7Cb2nY6r4bbAm6LDJOjRYJbhlk3XpNcafwQYpK7sO ZUWXN7ocTAldeUefebVvdjmYU6PzxPmSH25eBE1wB9DJieUCLykbL4XGwAvh X/AuZDm/g6UQn0BbaIl4gpLzjF/0urhrRevwjEEd7hqxzcStg0u9VRYPB7vD z7LF+7/F709az+1gXbfZtgw0gO0y1jGm+Ctb7LNkDuxvvZ92Hqudy5kbOGcH ywvstXYuf6iibwV3rkl/xzZAh8ef+5mxAnBWYvBaef+nlgubPGdkAWXbXP6Z 8/SDL6Fg2QFfQ45gPxY8V86u2XyYewdNbvE+tLGMYz+4Ux8Zy+VMWT+0cUXQ 1vHwwFR2AHlkMnIIeYRPnD0iNov6YATYn/i8wKg+sPzl3MlzT7ebzyIfsIkO tV2Ujzt/WBMAiGIFf215gY8OvtPbmNtvbTOelsgmJL4JGqx5zhe7Dm1PTaR3 Ege3f4vkzrBUPJ15oP88VpHejS6/2fcLXZQ5fuk4Ur57+tB0Cy+CD3WMtk9W 5ZcZkAgfGmx8HlzoY2ND0CTrgi4X25ZAV9noOsgUvknGVjk8le+fGIA/ZjqP D71vYP+DHePU09/SjkmFyRH3AF5E/Bn7wH1s8TlSxn1AvwELPzWTvjQlFV8k 7gQcGtyLdcFv8V187TWiB7PGqJq7piLc5W+p8APWgr4K3yVug5iNbyWaz4IY Z2Iim5x4ohGpdAP0hTfK2hfmNT9TfM68SH9nPfnrVA95dGfijJ53HBQxd3wP Q2zT/GbFSCHL92oSboi853v5/s3yv/EtNj59/Kf4zvgGDzsUfZdx2T++1UB3 bdXTsH/hvcRG0ic4JHoguDCYMnWXuj5rwYeK/3Rrov7ujLX8ORN2clFN/m3m QCwteDJzY2/R757wWAX7vIqRXhdtF4EZYndnWivxXOzB370PPODFYMXsA9+S 8E7cH9/DE6NBTAfffoPVvZ7orhJvSGwF3zzDq4iD4ztqYrKYC3oh9/dA64jo h8QY8s08sSEPlhUHDD+5JlNs42OJZPtCl8NzqLPju76y2lBvofPU4WzYC+ju k0znhr7G74tcH3rs570ipozYJnwInP86x3CCUzzhOU/IFC98YqSXxHNr1Lk4 01l1atDZEduCToA+wDeB4GQfV6W/LCxJX7o0U4z2Mn9bgPxGduNPQlbfXlPc DfE0+DM+SySfiH95MdH+EsPCt6PQ21epdGm+H4ROiBX9XUl3c2BVus8ZYJNV zXNbjPP3RHMlzuuVROMR7wM2xbeH6D8vJNJ1iMHB18i9fT/SuTHv5cSUGAMA XzjZttJqy/o3E82D2FvkxmrLjusr2sMrq9/EYSOjofE3fGeJTUHnfiQV72cs 9A7u3UtlndfsTPlZmWJziYWdGuk9mfaAWEvse2JPmRexNJwXMmpjRb6D/sRh VvV/AntFmiXCb8FxN1f0beYA/x8CeARYBDZAV993eDJt6Wu/qursW9X/Ocxw fA4xQcQyoncQG8V/BIAfr/V92SnW+F5ZGBwyF1nE/66g991U1Xdvv4h0XIP8 QPiA0G34zpbYTu7rfN/NaqK4T75fuTRRHCbxmPBa4tLQOfGLfacsO75Xpvzu mTCPPmX528EwkEnII+xdvvOfmBM2Sh7bH70CPy5zRn/Y4Px1jlefGmmPTH12 z+S/Yv7w3J4eg/7Z7x1rAVtIFBtMjHA+kY3Lt8XEFKITvBPpTYnkHPFx4BTg FfwvBf+Nwbe1xPf/3LFz1MXPxfe2xNaA07QxVkY9yvErEXPD75fUxEM5X+I3 ViWKGSN27LVE/I64NnSiNbarzy4r5omYnTHOQ9/Q9hjnibM723Wm+nsE4rZa 2zCHtxPRCnFkzOtQzxnMjbPj7sGDOWvkETFZxGXiU0WGc17oQJzJez4L4p3g ZTtinhxPvjCTvQo/XBNtFlV0R9ZmskcG2CbBN8+Zojfy/whgVSdE+oOoNyLK j8jEs7A7+C4FfGi4+fm36SvqnJFIr9jf2Be+rcPK8m8dbZ8R33QuT3Q3iGfc L1OdfTPFr1B3n0zydx/77fA57u/Ye2xuYsTB1e7OxEPuzRSrzDyJo3nftMqa oGfmRqz5tkzr/TRTPGOH8jcYYeey4lzwd+9WFnaLH7lXWRjhXyv6dvOHxDhn qtPCdwyZ2lYzYfbjfGcvr2qvLot0l0z9dM6EB/coKxZmcaaz256IP0I7yJx5 5o/Eo/wnUUwjsY3g0/AaaLxPpjv6+4ru6F5e406Z+u+USdfYy3u42jQMr0YX RidG/302UewlsdV8XwFW8WgqnQzd7KaKYnuvsg2FTkY8LfH3yyzXXg06eTqV /28gd6um2OMp6MD+5o5v766sqe2kmnRE6hCv8JdEevGGRN8/4fcixobY2EG2 nfG5gVmAV+BnIz4bvBD8r53v+OKqcPX/yWRP8L0HuMUdZflEiInJu0+wCvyH +BHRq3KOxQWX4Hs8Ym+IDV+Sive/korvo2egMy+w7ooOCx5+uOe5JpEMuykT n5vQKL79i5owpIZEeC96Bu1np4oxmhPp8FQ2BbYFPknqoIcQow/edF8qXZL2 6Hjg5estp0j5rg/s+qFUMRMPp+Il8BTmhp6ITEWegvNeZP8v5f2s3xLfcbV9 H91T8TLi5YldIY4Q/rDF93NrJjmHPo3+yHedQ/092jznW+MPSIkBeKEizO2M 6Psl42b4Uvh2AR8Esg5/JbGMrf8xQdojUdwD8Q98JwS2jZ/1Afsf8ENgZ31Q kT7+3aCFE2vyU4ysySa8zzSMbxl/MFgZeAn9tPpqx7p8sGMIj6rJD005/nZ0 uius1/ENGbYZvA5fBTbiyig71vFaxG3h1+F/pbA72/tbmAWpfLj9jJmzr6O9 t5dFnelRf2JN/wHEmp6oyT8AnXDuxF9Th29diNElVqyv8RywnAXuc5xxywdS ndH9qcbBpwJvROcAo2vFC8e7Ld/mjvJ5wUPIIz+w639puxU8nj1kb/auaY1L K7JBn7cdCs5XNh7IPYOu0JlZB/H0dxsTnV9WPCt8CNwNzI34KeKowB755ule 22jvZcIlH0kU/0q7K/jeKhM/b4x0YSp9+JL4vW9N+7Mq1ZzwwffMyR64xzYF 37nBA7Cx8CPgQ8AnyPh/8Rx2+AntH9ktET/iG1/8SA8Zm0J3IPadmCd0MWQS 8ZxPW3b0DZq8LJPuDE7AO+XIFvRq+BQ8qnOi/0Y4vSo/JX6Jex3PfI/3AdrD x8R6JmXawz9lwsmYD35q7Jk/Wx9gfvyGngJWTjwVMWToRYtcHx8dfIPfXzHf OzqVb2ix9+Qo2/nE72+pip+MjT1+PZOvH5//wFT2DzhusSZaK9TEp+kHXo3+ xtiMW0pEp/BIaPYU0yE8m+/33rC92916+A9TYQR8A4Svcqaxfc7qLp/X3T47 9gBfKDYL8UrgxIz9rHU25oA+xu+3e//RxaiDPkY8b84y/ZyaZAD2xP8BdUBA +g== "], VertexColors->None], PolygonBox[CompressedData[" 1:eJwtmHm8TuUWx7dz3vOe8x7v3u/eh1tJhUiKRhkaaEAaSBkacAuZmlQqSomu DFGZSspUiOJGyJBjqJR5qG50uqHBeG9J00WD9P31u388n73Ws4ZnWntN1brc 27pXXhAE/csFQYrv9iQIjqSDYEBBENSKgqASeI1MEPRhrlsYBMeBd0957kTg UXEQfJAfBDOKgmAM8NfMVSkOgvfgmQF/FrwT8Enwx8Bb0fkKukoZNwHnEtMe AO8MfyH4bfAfz1wGeCc8r0O7hf1UBH6HuYPQisGnAy9n7hEO8CUyK4DzmPs7 cEV40sD/Qed28BM4237ggsS03ujsBP4ee/6QvUfseSu0V8E7cZ6FzM0AHh37 bJdC75sNggvguQz5Rsj3Yr27ckFwdWEQfMz4Brgeoyf8IXgD4BLdB/xnsN/+ yLdjzTzwlHh0X/B0Yb0e4B3AixKf/TT4H4T/Jei90fUg41Jk28fm/QaeZfA2 Y+5RaP0Y0+BdAF7GeVPgG5CfAv9a9C9AZhpwfca+fJ95FfDU2LRV6NsLfz10 Pop8E/AGwO10H2nfYVvghLluKZ+pAvAG7qBZntfcCFw/sWxF9t8Zfb+BX8zd vQr+C/Aixi7ok3mPhcBnlQTB0WK/4R72fglrzEHXfazZCPgIOtcB38h5ToVe Df5t8JfAMz/0mXX2nYyDwLuROVjkN9Jb7dB5wRsz1rGfn5iri3xD1vsROEbf APBa4J9CX8toCO8exufI/sHIoasG+38A2kRk1oNvZHzF+hciX708cuynFXu9 nLkjyA5lrjm0usjvybfOC4Dnw3MTuprwv80DfpS5tsCjoT8GvI25qZx3H3MH 0XU3ox5r1WXUZu0tjPxi69iku0SmOOUz7wG+THeU8h4OgLeHpxey9zFGQjuA /pVp2/i3wHcyd0/Ka5wNb1Pwc1K2qenc5/vwLCvw3CrgyvD0BD4d/pOBv2WN w6zVTXeM7D/AxwP3Qb4K+FDwyeA10fEQ9zdP/zSyz/H+bwKX6h8Fn89+CuB9 Epmx6L+cPT7AenOgb9fekD8TuA70jejbwFgK/zJ48qEVIV8KHEN/Eloj1u/I /ofAsyrfexgGXBUdd6C/jt4U+G1kBrPW24wbIr+53r4JeB/w8ehbCv9t4F3l qxKf/UzWfJzzHAJvwHtMB9/JehnkA+TLMYqBJzHmAr+LzB79z/KhsIxjf0vh nxnaVy6UfaGreuK99WW97tDGIz8b+ZXM7Ub+KHjHlG3yGPBp8N8Ffg746cDP M7c63zIvAr/EWJPvPUyWLWOT/dnvN8xdwvlmorMp8sPBy7HedZHvUjYt2x6B zPvgU5F/BvhF+DcHtonO8M6I/K8O4TxzOM9mdCxQ7ND/Dtwy9Nnk8z+Bdzvy U8HHgq+P7IPli2P2H7D/W5i7nfU2MdoDR7F9pdacjexw8ClFflO97fXI3I7s FMYg4A6MtYFtviNwb3h2s7fO8N8P3C/2v3YV/1cl1i4f+63WIDMK/RuYm8/+ fuBONgEPTxxbZqHv6cRraK0u6Hya897BeATZ5uB3Aq9G5lv4l8k/ZO0j5CsG cMa35CvhqQrvSazfFHhj6LVWwLML/jrMBdAnQ18FPgj6oLT/icHAz7L+XOkG LwV/SjELvBP8w2TPzM3MeG4o+ADGJMVvzjQC2mPgG1OeG5jYJ8g39INenf29 zdy+jP/J36HtUryC9ix7eA24FfQZKd/5DZLn/qYV2UZkK02Zew56O+hXATfX G0HPw79+xHmGKD6D3ww+GHiF1oB/MfzPK3Zgc12xvZHoS0NbyViku2cPDdjf enTUZy+PgFdVPhBadqF8CvKHmFubdsw4DDwqcayZB300cEP4b4T2PXvYy97e Ql8N7m47+rrL10GfA+8bjGcSxxjFmpuRGQ79lti+7kr2919kW8nHgo9F/jrg dfB/B/9y5L+G3iB27FHMVexdiI6Bad/p1/DOZo1W4JXBfwLvwXgY/Fzka0G7 JrEtdAS/VveZ+G5lE7KNIfJ3afuwJZFzNOVqVRWD4V0Q2fa0ptZ+nfEQ8IOM LvDuzvlfUw6yC3ggc09AO8oZvgBeG/nu14G/AV5JOvLMsyiyj5KvqsV6pyTO 4ZTLnaAcLfEaf62FfFfZa+S7rAB+EXgF5Sys3RKbvx94UmJbUYydDBwxKmec QyqXLJ9Yt3JE5YqnMmpn7NPl289IfHfyifKN+gf1L8pnPMX9/y3x3SiHUS5T M7HvrM0ZB8B7MHbs2oLNfAe8k7k0+Hj2vCVyDFMs057CxDmBcoO24M2UzySO 1UORr6O9yqdnnDMrd5ZNyDb0zzwb+5/Xvz9TNhTbx8vX/wz/FuV24O+Az4I+ TvkQeKVC27hsfWfot9IetddPwX8Bfw+Zx7L2cX/5OuiNud8WjKnsrSZ4S+CW iW1LOUOLxDmncs8KzOWDt2F0zfif17//MDKNkd2Gzr7AVRK/vXIC5Qbn5+xr i+G5ALhuznB7xkDg+jnnxsdxniWsdYwxVLbHaAPtipxzA/nIJjnnkMol94JP AL4y8V3Lx8jXKMdVrtuL+5gWWYd0dWLuKZ0Vno8yjgE/gBcwytKOEeOQzQPf Cj5G8S/nHFu5tnxwbfBhOeuqrZiZuIZQLSGd0xLHAMUC6Rip/BJ8T6FrANUC yqmVW//Kfj8LnQMoFzgM/knoN9JbzYF/Au/7ODonZuyj5atb5fxW8lHXqb7g jCMK7KP2Q/8861xWPrU18q8oR8w4J5oC/Af8W+S72PMTWdu4bF3/TDXoH4a2 NcVsxW7lNMptZLPHJ65ZVLvMR//Lsr/Qsb0qOvtB+xj8UMo2KluVz5TvVIxa HtonyzfLh8uXywZkC6sZPeCfkPPeVONMBK7I2J+2T5BvaBY5V1GNsQP+quho U+gcU7mmagLVBu3ZUwm8YxP7esWUMXof5tqnXYP8Cj46ci6nGncx+irHtsXN rHEh651D/Ckg/mwA/z50zqncsxf67lI8yjrWVldOi2wEf+9i5/DLoBWB31rs GuZo6DPqrKtZ7+fINaJqReXMyp1/g2d/xjFXsVc1rWrbT/TPCY9s26oZVTvW RX9Jeftg+eJfmfsy45x6LvyLE+cGqrGW6C5C1xqqmVQ7ncBYWOwcupT1G6Gj Q55rINVCB+CPCxwj32WvH4FPTvuN/wWcip2rK0YrVt+hGiXlmKXY1TPnXEg1 8UngO8BLgc9G/0WstY25KWn7qDLg19njZ6oloH8FfCI8v6d8Rp11LTyT0o6p 64FrhM5Vp8N/fIlrJNVKejO93d7QsUo1pWrL+3KOLdsYw3iLD6BPTDtHW6N/ WfVQvt9Qb/la4lisPc1SbpX4LZYw9zn8F0fOPXQmne0K8HrFril/gPfT2LmN cp6y2HvUXuVzqysfBv+eve5lzXY5+zT5NvmMH1W/Rq6V9Sa7gA8wdxn4dujf AV8cOnYqZzgTeHrsXsUA9lgT/MPIsUo5oHJB9TTU2xjO3DvQWsB/k3o1sjHF lth70dy7yu8Tn1VvsCN0DaVaSj4/CV3TqraVDcmWxma9tw7ofybyG+utZdNL lZuHjv1VlLPJ90XeyyJGk8hvordRDaJaZCxzF5ZzD+I55Vus3wZ4PHvMoetp eMoK7SNey9pmZDsNwTeB34hMGftfCt4W+Hz2mCtvnRUi/+P617vp/846Z1Pu VgcdB1TPJoavRv7k0D5fvl8+uT/wwNixQjXeE7F7MOrFqEcyJvKd6m4XqIbX +dDxQso5mnK1wtC5rWxAtqAemHphtRm3A5/LmA98BWseQ3eP5P+1Ijq6A9+d c+1wL2vcI1+acyxWTOuQ85l1duV4syLn/Mr9FcNbJ65xVetuZa6NbJ8zbC5y j0K9in+HjlX6R/Wv1om91qvgZwGfm3Puq5hyXs4+Tb7tr54CZ79ZObTWZnwZ +Y311qr5mgKPjJxbyaZHAb8QO7dRzaraVTFFsUVv2A76w+CngJ8Ofii0jcnW ZAOyhdaRzyIe8d4T2Xffqv4G+IjEtVtT6H0j26BsUW8yVPEpdu6lHqZ6mXpz vb3uZAX4QPirpe3jeobWIV3qKam3tDh2LJAPWRS7Z6DegWLwy8pHI/dS1dPZ AT4167duzlwqcg9RvUT1dDYrXsWutRuD98maR7zqea6E3hJ8XoF9onzjK7Fj s3p86vVty7qXpRpftf7syLFLPR71eibGzjXUE1BvQDYmW1PP9rzINblqc8VM xU7VRKqNmkAvh77lsXsvytmWAX8FfXbaPZD/oWt15FpRNixbPjVybamaTbXb 9eiomHUMn5FzT1e9Xf2j+le/iGw70indZZFtTz2gN9B/LfibBfbh8uW6I92V 5q6BdiVz56W8htY6HNp2VNOrtk8lzm3VI1aveGvoXEwxTrGuXOJehHos6rXM zbm3IR8kX/TP0L0+5WBrIveE1RvWm7SI3ENQL0E5gHKB0qxzE/Wwd0TuEalX 1BD6EdY6nBhWDFEskc+Q71BNuRXZfbFrVfX41Ou7O7Kv0z+mfy0o8dsoB1Au 0C1xLFCPSb2mPwEAbkJo "], VertexColors->None]}]}, {RGBColor[0.6976353770078819, 0.742568119076125, 0.9125492999850345], EdgeForm[None], GraphicsGroupBox[{PolygonBox[CompressedData[" 1:eJxNnAe0ldW1hc85t3Dvaff8JJqIghFFg3mWxAQiYEessRujRhNRpFifJRo1 irGhosb6YkswJsaaF7GjYgNrsEQNVrCBFEsERLHENz/mZPjGuP/Y++x/97L2 XHOt/64x8ojdDq+USqX/6lUqtSkcUy2Vxur5h+K7dpVKnyrxYz0HdTjct1wq 9ShvU88QxSvKM0rxT/Su1iiVLlbY1lMqfdjmtA1UeV3plyj+YqtU6lMvla6s +v3IzlLpAD2D20ulq/V7sZ63Vec7qnNIp9smLKvtJYo/pbKv6v1tqu8itdFL 5QYrPlNpV+n9TPV5JaX9VfEfKL6p8lyv+CrKM6ZWKh2ufhZ6f43q2VzvD1X4 sur/QHku17NFUSrt0l0qbamwX4fLDla+hSr3Lf2+Tr/fVfkrFT6h9KuV1qF3 tyntm03NjX7PUvhztXuF8rTU7nlVlxuqPu6vtjZU3tdVdrOmx/sD5dlX+Yep nn0Ufql8Lyn9pwpPUZ9nKr5T2f2jn4x1kep8VfGtVc/3VWep3b9v0ly/pnC+ krpVdhONbwP9XqJwrMIbNP/3tLkt6luk9IOZY7U7QPFN9Zyl+udWHd+QNrUW 7+vpVhvLVG4DPVNU/4CK49PKbps+0P6GKrcP7eqZq3Jrdfkde4f1PKDiNWjp WbPk36ztVopvpLn4mcLTNDef65mhsa3e43Y2TFub9/K666/0k95O76Vyc1ru 69st95f6v6E8B2dvst9WVb4R+j1adW6pdd5CzyDlG6Y+zNAzUvmnKPyHnhPV 1raJf6b0gRrPh5qX76ue19Wv1zpd/21Vt0H9rPk92Ye79vI88/t81fGUngOU /kuNa4rS/lb3PpqSNaWPnKM7mIs251+m/L307knFRyv+TPpJf2oKn9PzG73f W+P9mZ6++n2Mfj+m8GDlOUXxRxU/WuFumpf9ledVtduv7nZeUvrYiuulzqcV Pqvnc8WHt/k3czIjeU5S/o3T1s2cn+QnvT35Kct5Zl4HKv5dtbWZngnKs6v2 5C41l2feJus5SGP+mfIe0ctn94Iun1PO8L/U59n6/bzCmcp7qdJmqM61Nfd3 tPv3q3r/SpflzslK/0LPGXrXX2t9P3tO871Vb+/d9uz/y7NG1/b4PG6tvKvr 7P68l8/eBOW7WnWeqfA7ynOY3q2meg5vc53vqOxFevcX5fldyzLkwF4+n6zh /E7P7+9Vdo7ivRXO0hwcpPmZpbb+XbcM3VjpJ7Vbliqp9LjqW6/TZ3ih5qse GXue2rhG785V2LvpPjC+03vc59MUTqx4rQ9SPfMiB5GBo2s+b5y1HuV7SvUv Ux3DNKZBanSowlaPzxpnrlZ3Omf8hwp/pGeM8qzU43F1ay6nqS+P6DlG/Xij 5jyzFZ6qPl2ILFc93T0+J1WFnzWd91TFL4vM7VD8t8l/u+JXahxX6alqDDey Tqr/rwrfq3r/cO7eVj8e0rOVyjT0bmeFe6qO36jtk/TM63L5LZT32LLlGvLt o7pl+eGR5xMk36/T2T9b4ZwOj5MxnqHff1L6mQr3VX0Lell2Mzby7Kyykyvu K+3QxuZtPpv391h2/Rn5xz2p5y69f0jp1yj/++rnVMVHKW0dZFUv77lNNIY3 FE7Vs6ni05TnWr17ROFenY6vrHd91IdV9MxRnudU18cKX1T4oN5P6mV5uERz tVjP+fqxqeb8DpWfr3BRw3U8rDp31Psdqi5DnL4h2/vp3cfIM/X/DfVvvuZy lsJJ7R4PY1lScfxvyvdJxWMk7VaVeR/5xPg6Pabty/5N+mS9byrvXnr6KX9F 4yjr2U+/l1acfofyv62+/k3l31G4WspS93E9lqfH91jubr5ivOrjYj2bqfwj qmdThUepnkdUfqLyTVNY77ZsQcbcwn5T+uNN3wOczTGq5xd1y/Izmx7XLqpn etlnmD2PbBmm/g6tucwQhUdq7t7pdP/Jf0vJZ4P8F6q+ji7LKfYo+5q87Jnt ypaPyMbP6j4XnI+LezyulRru79aRh8iV59otWz7q8p7gPBcN3zdgjRNV707p 8xClD9Lvs1XnD7V+g1Vmo5bPPGe/r/L3rxsbXMA90eO2RrH+XZ6XMZEfW0cO v9fwWi1UmS+0j+5T+h86PFc7ZW9sU/G9xZ01NWuxh+J3KL6J4ruVfKeRh7uV O4U7ZmTuHeLcI9eqjZ2UdmTdc8yZ5jzfq/6fpf7f1/T9tmWb77gnE+csTklb Ryh+s+I/pn7FP4ycR96f3+M75wKFtyvPEOU5rOx+DlX8F4qPTPq/Vf985TtK 8XkKB9W8j5Cvs4M/waF7112Wem5T2Y0VP7TsM8Z+Za+OUfowpe9eMk76cfDb XUk/XPlHpCzt3qs5v1FzfL5kUZfSp+ce/2OH7/EXVenPNBdL9PtQhXs1LUde VLiOyqyvfT9A4ectn4EvFI5Rncer7vHq75Au3+Vgqi80rq2U9jlyVO0MUB/W Vrir6npBdd6j8ATlW5f7lDPZ9F07WeFabc7P/keuId8eVF3PRl4gK0o1n1Pk ZF/l+Q3yRuGgLu/PR5T33abxywsqO6Pb70h/OpgDvEF9a6UtcMSgpA8ujOd+ lHGvp2dcu2UN55P8LAJYlLt1D7U1U+P6qcK1W05/QO0+p/32bNX9Yy62VFql zeeHfj6g8Eql9QG3KjxTfVtP7ysKV1f+91Xuv/R7T9WxR9V3alN9aejZV++m d1jWIQvBjOhO4D7220rBwGeUXUe57PGRlzFepLHdpnouLoyZyb+f8qymdheq 7u/p9+llhyWFvZT+73b3j3tsYe6y0ypex1+WvMbMJ2v1lfq2ZmTIYMXfaffv L7W/xyrvXzTeRT0eO3Owpp63q9YvmIf124xvqzXrHhsE966f+Xm3ar0CnWJt lZ2f+P0K79NzQLvn/pmqMdFAzd1dem4H5+l5Xn1qK1s/3VD1voKeVDUu/D57 Vm2uVfN+XVozHkf3/Kbi39Azg7WqOI7utlLN70i/SfWvXPP7Zt3pQzqcd+Xk IY0y4CXSvpX079S89keUfD9/u/a1PCaObOTOXiXpb+cer6/AoWVjUdL6JP1T jWmZHhRy1ndVdNeSQ36zxn0TJ31Sl9+dnv3QN3viz0rvV/Oeoo/90s/LNYbb Nbf/wxjRdbWvCoWfBOMuVXhnxXsfebiJ4m1txvbk7avnoHbLDc4J/eSsnN/t Muh/6IF35m78JGdwK9V7DRiuaf2FOg9U+m4dXnMw8IIOn1nwwL8LYxiwDG1Q J2dkA7W5fs33GXcHugf1cY7QO5HD+6Zd5n9tZKGe0Wrj7rox9aAezzO651fK 10dt9VeelRX2LVxmVYVr6VlX8e8U7m975mGC+rm+6nqk3fWUcn43jO5LnPkh T5vqnxYZ/tOS77F2lf+jyr7X4XhV5c/W+/9NnnZkJ3gemV8z5gR7dicP6S80 jRl/Irl+S8Xv9ypZLnAPban4w2p/I/SRHt8tpHO/oCdOS1tHV30fIH9Za7DU FyXrTOO7rH9zH96estx1rC17YyNhnlHgU/VlNNhdz0cZ46SMk/dg0gOU/1/q 66eKv6JwEz1LVf9CydUj9Zyl+BHoXFWPfVv00Owl5ndcyzwSfNK9Fd/Z9GFo xX0DY6y4y4nD1VAnevbrTWOve1XXS5whhTPRR+vWo9mHR2dORmUdh2cPM+eP V76esyeSZ3zZcdJfrHv+uMeOjQ7OWgyrGtOe1GH9F139723GLE9GT38s9ZMf 3uL06Gus2816DlXZdVuOv9W0jvt8u/Xc0xOS/0DluxaM1+E12jv93zucDPGP 1bczg893gCNSf/YOrh/W5fuaMz08c/6n5OHdE0p7TOVeb5l3GRr88Kb69FPV MbtpObBV9jzzzBzfmP16S8YIFuoTnPZPna1VFB8OV1Nx/PDwEqsGE75ftR6I DkibQ9Luhk2fw0ebxn73VcxjjFL47eAr9gJ7hbbgcqYkz5iks3/WrXt/UmZs +gZOQ0f+LHxXt87/yuprr4Qr6dlfZfaHv9P7o1THjcEV4Avk/Fu5D8CkU7In qW9Z6uxUXb2RmQpbevooXlf4Vcu44cuWOZZV059Le8yNXNZjWbtl5nmy2ri1 5nPDWNjbnLVldWPXPurjkWXjcjD5OIX3V5z2ox7zDIt7/P4BPYtKxu+PJP9D FeNUzjVYlTj9Ie/NyQ+HMbbLMhxsSzrzv4KXJA4WJz4/a3R/6jwqfaOem9MH +sZ+uDtr9POWOUy4TNq/J2XZX4yZtRuT/Oyf0clDnDl8UM9/l132ocTHZs+w N8Yl/aNg8gczRso+XLHM3y5xys7qMg6BJ/+4ZqxxX8m4hPT7FZ/e8D28g/bD M83wP+rrtlrj3bV+wwvrWHBe6Fmv69212j9bK++sHutZS5VnmZ4hWtvPC+Oy yzuNJbjzufvBAHAjcCk/h0dS3sf0XKTfJ2neLlKeExVu3jRn/aHqeUXvr+oy ViSE7zpMP1+KfEZO/0P5L1FbTym8XOVvUJ5LFe5at9xcQ8916sM7qmsROK1w 36Y2PA7KzlT6k3Bw6u9ryn+2yp+u+Jt13yvbhGsCt4HxlmO98BvwHKelf/QN TAx+BbvCGTFeOKd5Cq9QW3MVPqa2fofcbBjvgIHAPJep3aMVnshZV/wM1fOW 4ssa7vvTCt+oOj94lfAvKXtAw2e9R+O7vuE7/+2G5+P6Ltc7pcPtco+Txrvf qY0/qK1bFL9C4a3Ifj3Hlhzy+yLOUJfzXFhxyO9jwNkthyepn69XvdbMAeE1 WXfsFKwv/BYcK2U7yuYezgtPOqnlNn/D/ko//qjwr3BcVc/19egLVa/92WX3 r7NsewDjaVe4e/RB9MLXNf7HtIcvL6zzn5914SyfF/wAJ0l8z5L1APKgI6x4 B1e5U8t34s7h/O4GyzKfXf69au7liakHOb1u5NvdyYNcmFk3rm31tr58rp7F 4JDEKQtvOb3LuIL0CXpGcG+qrnOSHwxGfJvS17/BSNxfZyd9YdrGpgO/PTD8 JJzotNS/Z93vWJOBiTOfK/o0IhjvkeQ/JuWx+6D3TIzugy71rw5zNYtSlrGw /uwD9vEVWoPHtRZXFr4fn8kd+WTDOunjDe9l9vSZyj+jYd3wKdYwMgpZNbVl bNJX8cmtcFN16/ycu19wF7Rc/4PhyDmbnOcO9fGadusvZ6n8fyvvr1X2wabx xYuF9XH4hUfLPq/gM84s/AHp6AjouMgQ5Bx3J3oUsu7Wltfue6p7Le3ThcHM JeUdFN2VPpzd6X5gkztX8Vvb/XtCp7nMzVtOf1j9mtp0+v1N300TMscXtzxP b8NjdBvLgtWxNbzGvCrPsy3HN1R/nmuZI8T+iS3i1eShXdpEB8F++laX7WDc D9wfL7OPmpZ5Z6rsSy3nmdnyb9InNJwXOwjY9wb15/pu13tawzJ+m8IcGVwZ fDR8OPwtnB02XOyp2N6qdctbbHevtsyvPF43Trkm/eT9tpHJb6Rd7jjsjNjz 4FHAf+DA49T34dHp0O2Y+wmZ/zua1qtua7ov9A1+HJ4bjMfdDn5ep24sTTuz 0tb2Vdvw4GSxLx2a+3eVpnUJdI5nauZ/4SoJP058bst89o81N7ernnLqIo59 8Jsl6xyUgTf+Ruy2P+jtO//Q3Pv31Y2nm72NueBe4V3BF2OCSW5RH26uGcNW MqZfBEscEpywXeLgKMJxiYM7xgaL3p90sMdz8H3qa6O3cd/Y9KdP8A3xxRrj F+rPopblyjqRLXDvpMO/g31Gp84ZqrMCt6Lw0Q7zUOxndFPwMxhydMOc2diG bQjYmMFU7VVzfegZ+4UbRQcEn40KrsMGA8/9Z83l7nXbkrk34KjgqtCFa9lX 1ejHI5O+XPfvtP5PObgheCH4IeLcZau3nOd/m04bkPSi2/gZbu3Usnm2Q0p+ v1byoHsNjv7FGeV8Yvf8VrgduJ+P0098G6iLev6jen6bNoiT1kz9tEn6oSXr UNvXrB+VCpf/ZcN2JM48PC36z6isxfoV9wH5sKnGNVnvN2vZ5wJuC3lFuyul fnAH8a/APyq7l56N0JUa5jPWhONVO4s7rINVC5cBsyADqQ+bKXWsnDrBVKuk TsI+0WUI+Q3WahQOj9U8jotPCH1tK1zHMUqfVnMb1D+qYU5olcL4AY4IzEHY L3He8xub9uCMZR+4tcLvqGNkw1zgDU37ViCraeMc5VsjZeFpiP9KdX6rcHhy 3Wn9w01hqx+Yc4FPCXcpfhfwQGunbF3tD1S8q+w7krvyJ02vH+vYUZhLhlM+ rmQeaGDilF0vceTYTypui/frhmvqVzhkrdYonPeUnIHt6uYY64k/UzZeGxjM xlmk/nPLtiVgG9i15LmlLXgDuJrtK+YuTi47Drb6buHynGl8AHas+CzAMcBl 7JWy20UWYY/BfoN++nDSkbfwKiNy3vGR2DbyinTyLyt97ScBrtuj7raQ59jm GQdzD34Ykv4P7zZXj38A98akDuODa5v27cHHZ+eGbby/wG9Ie+zimn014H/p x0jV88PCsvydlvmw7uA0ZMve4QCZ+wFZX7i7TTJX6LWbZOzfb/iee6HlPtEO uI526Sd894fp/y4lj3VYxsscDM28jUicMeLTNDxjPLZhewJ2D+rZuGJeDs4G Ox28DWeA9C1K3gvbZ29ga8PO9nK7fYA4M9j0OTeDIwfAtl3BhOyBHSrG6qw7 MhCMja65W2QXIb/BDfg07dxtPgj5ybsvlafU9Fm/rGFdr39shf3D+8Pt/1zz fwSyV+GJqmedirkjsB12BXRh7AqkowuD8bA18G7zwu1upnB6zXJkfNW+AvgM vKFwp7pl5b3IlqrjyEzsJXeE20e3hPufWrLeTRxZ9EK75S7yHJ779x3mui9S mxfqmaZ3Wxeej6PVzq8Kvzum8J0Ib4uOh92V+wG7ADw9IbaD3eqe54Mik19I W6zp81lX5A3+Xsic9Xobm85t+JwPyLjAvP2Ce+Fg8YvB1jWp23NL+5c0vZ8u btrewvy3B6ehP1MXNiLqWW4La3d+9h64ZmT86y7tMJ+F/YL1BivAATay35BD yBrkGjgKLrkaWTEx+jt6PH2ib8zLGr093lsb3qPMA3sSWzd4lPJwq7Wcuz/3 eE6GN8zb13KWsW0/l3lGftIHZOUFDbezT+G9g/2PPcV+QG9gLpfUnMYe+4Pi V9fMjcEfo1+hW71cja1IZRaD0el/4XNXznmk7+WcKbDykmCCs5RvNniq4fPA ueDenp5zh8zBVsN+gS9Ff6Nd9EQ4ENpkf4Idsd3D78J3g0H/qrr/rOd59efB wmvbP+v7ec49/fmj3j2tPNfgr9LwXmJPIafgc/ElYC3xHfyx4nfAEyn/nYV9 TPBp4t3QTtuPqRe/Q/wPf930+dit0/0ERyzSs6xs34NJ2Yfou+i96OPnqd63 lHaf6lit7rN6b+b/gm7bJPDhA+/jF0Pa75I+qWZ7BufwuMJn8QZkcN08zjd6 +64fkDt63YZ9IIcqPLpwPX9tuB7OLPbmW1Mf/DJtsf5gWjA5cXB5v6rfkX47 uKVmPRK/U+4ozik+Qeg5rPfEwrrWOYXvHzhSxn9V5PmxwbzLfdDKximTg7eQ VcwJOPOSwva/BxuWt5w91mx8/NloG30bvfu9wuWRZcixyzocXy4/K+a87815 WSGT4B45A+iSyEUwLu1eqLomM+8Kb+r2WCZFH0V/hO+/tmZ+n9/YfMmP3r1z 1pS1Ra8mDR2cM8DcPKu1Hdz0uB5o2IfxqtgyqZO20A/R4+ekLPcCtnxk1LTE GUs1+ihnGRnNmJ/jPqwas3O3/KppXRWdlXMPb4AcPrjqPUMa8mtu0tFLaf/c wvroTRn7yrEFM3f3N7yH2cuMdees15y6ebirW+YK4fb+2fA8MA7s49zJnCXO 0dFqa5zynJ6zwDi5+5hTdIJ9Ipsfzdixhy5NPbPV/1lV4078CwbFNvQa/r1V 8zJLe2y//6THnClcy6Nq6/Cm8Q846PiyfdTwT2M9mHP2HfwFPMY/lDaj7jP9 ptJfrtk2M431rpun/H3ra39rZB+cI9zjzIZ5UnimJxq2q+4TWUw907vNxeHT PSscBWmPJn1u3Rznn1rmC3n3ebv1ZtpHR92zbJ9KZBc22yW5E8EccF/4uGIX QOdE38TWB74Ddw1AT6x6LftEXz4i52JpePlxKQveGxY9GrsAtgN03FGRCQNS z49js4ATwnZzR+qEtxidsvMKt/ujpnkDbAbo+4cEPxMHk8IbcocuKJlnHBE8 CabfNfFDysZ+HyQOzuxbt58uexJuDx8ybMDtqZP7ZZ9gXTAvnOWBScfGS/3c a8gE6mEeJmRM9OG4urntC7Uuv6qbS54Y//ylkSdTNb4HqsYFnMchOZP4gcEt zW7ZVliJPZj35AMrYFsbk3kD45POWWaOkbtwd+grYNblmLzLY+P+BBew5mAD eD7yn5C9gG7IO+z/6+kZxzib8UfLXY3NCVtLm+6S4Spb6e1778VglK8K8x7Y D7/bMNd8fcv3PRzHvrkrB1Vdjvn4OHMC7gY3gMM/LqxzY//cOOnMOfMwLHNF XfslHT5kZNrA75S+c2aHNI3PXu8x99NdtT/qk3X7mPRnfGrrKe2Dq7l79f7N qjnc+XXzWAtzT87stq6AbQT7MfYg+gEHglwFR8Bpwv+82fC3FVcV9ktaGjw6 qbC8Re4iD2iXfJTFN4t3yCriYM9azX4/i/6fLEaew73BG4F5vmgYf95TmBeG Hz6wYX0enRZ9Fv2du597f1LdPrLLesyzPR+5AV5t1r/2z+E3Mp+z+c/IE/Bs I3koR/rwkn14KEs5fKXRkcDwjOPpzAnz91K3ZSW29Fe7bWMBN9dSJzxWLRwp +w3MwJ5rBEfTn86G7bz4nm8b3pW7Dv8zfLznK8+bNa83az2vah8pbDHHqe1e ii+NPljNfD7TsKxGZoPRZqafHS3ble/V3H5Qtb0cOw7698DYEfAlnNNtrhzc gn0I/PFKxsveubtwnrsUvtDwPch9+HLDMhxZjp0Xrg4fmgOarv9ypZ+g5yiw c8MyflrW66ymfY/xQb4uWBfMi07OWuMTuEPkAGsB5wkHi90fO/DUyG782PmG BxyNH+7UyKVXG27nL4X9Mw+v2uYNlt835+7dms8mMnabmrEydw08CnsP3ga/ J+4g/MNvb3q/cz44N5cHk7BnsENhj0J2wSHAt8BRP50+49eBPwc+IHAh2H/g XvCfhC/5Zcn39ScK99fz67L5EWwrPb2Nxf9Vt380fpPw+dz/+KNj58KHAQ4C 3mW7mr8FwK/l7y3bnm5r+Zsj8uPvh38KPiv4qMDdv5a7bbUO30kjcudwD3Hv LK+v5rmAI4dnx3fzncwd84Y/GXZIxjK+5jzojBNr9s+HQ6CObWtflyOOnoJe yJiYH9Zhm6TDTT2WfuLHhl2aOYGr/CpzdXDN+wDOBL9+uGNN1XJuFv4CnnZo 7mvwAfKVOxUZe0/uaO7uy8MHLMeZbeZuuC/hSH+b9or4x6ETEf4+8fNqtq3f U/VdtU1wC/k/C37duLftwTs1jdtYv/20LifXPAb6PyZjwe4Ph4NdD9sgY2As yO0i/YFvhZdlLuBk6R/p+5XM2ZAfLoM5Iw9zhb0NXu3hlvfa8blrkHnsXzi6 T7L/mOeu7Gt4pO/Hr4Z7Ej0avxJ0K87RvJLvPs7O+Mht7OVnZD+wx08ItsGX F5+oHVv2756RMzIl+xf8hi/qCSmLvR7fV+p6KnkOKHkPj0+f+Q6H73G+2/K5 +XXwEr4QK3xg8T/CNwZsUs5+Yow7RuZTD+NDJ1zhP7NG1boo/mpTYltEp4QH Yex/jN38mpb5t3Lu+weDkfCr3rPHflF8l8a5gMdYIed6RdZhSxqTdcefi7Hg 38Vv9gZzi/xH9rO+cJtnB/PRR9YCTgMsdVL2MHNzTNbiHfwYlWejpvEn6XAU lO2fMeLbg1xdYas/Kus+PH4pIwr7uyNH8SF6t8N9oj8rvnsB06JLcP/cUNiX 7diMcWn2G/sQP2juMsrjU4C8xRawVXg25p9vKpDlyBB815BN84OB0anQp8Cv fRO/sfCddX1hXRo5ggy5ruE1fauwDezLvMM+Nj5ynnsTDAdGgpvaJdwmvqTI C745gQNZEnsK32BybuH0kGHbpa0FOfecf/pLv7k75uf3iORZLem875f4gclP XuxcN8f3gz7D19Bv/LGxbS/3wY4/WLkwtwD/BR4gPDhc2OjE4UgJRyWOHeTv 8TNhjXr9P6yFnYTf70T/BxvM0Rjn1vx97Lyazzz35vpJXy937Jzk4Qy8m33L O9IPi/6Kj9H3cu7hzLEd4EdQznmcEjmK/xx8/5TEkbHEuUfAX/i3MHcHxTaE jQg7Chzh2oV50evjbwMuxo9nvfibVCJb4MJPyV2M3xJ4A56NMc6PXHuiaps7 dgb0cnxukEfL5V7yMI62yCXGOS/zwx3Zlf0/MPYffsMr9I0eh90fG98/SrZJ Y+fuDof9We4X7A/wTHB7izS2HyrP4sJ+8aSDu7hjPgs3xF6FK4Qn5L7/OGXx o2YPwTNMKaxfoGfABR4TnvIe9etb6sdqLXPPcNDI6yGJbxy7Pd/hwOXhj/ZF zsUXaZc4coI9wX5gz9Iu+tqc7BXmaVD2M+nwZGNj64Sjhp/mXM1Pfua53tvf AW3e23wyfQA7fJB5Z84519ickOfUNy5ze07TvPTkhu3sU6KHfh6bCrwNfMxq 4S2XRL9DtoBX4CM4p8u/YUn6Nflejm96Xk46vBy6DfgWXwX0hX4527Mb9lUa 3/A3QKw1efj2bsesO2k7JE69xMnLtyXYnQaFD2TPsNbIUr4tYV5W+KHWCvup Y9NcvfA3P9grBxb26cf2ulJhmTA6fNnK8XX/dmHfU+zZ7YV93LFd9i9stzkx 9wvfsewRGc4eg8dkn00KP4fdpx7/1WZheb9H+ok98dDwIZyve6vW/QjvS3x0 cBF34M5N379gqGNilzm+sE6MLj+3I/pKdJbPCvMN2Ci439kPYG6+84Mnxx9p ab5r+LRun3Tqb88ZKjq/xnjEOVuP5j3fIByY76r4vgq5zLlB7nNnz9NzSIf1 5gU5a/jzL0zZBYmz55k77lG+saQMce5T3r8XvNGeOGX/FtxxUMrNS1nyL0ge 9vfzscPg28e92rvwN/D4urzb8rwxZ+iY3F/brMD2bdZx8NHprFle8h0P9oc1 YoNAzp0ZWYdfx27xq8C3obNq/4au3O+s9fBgLrggMBE2aO51bCPc9dhH9syZ 5eze2fI3z3fhjxlfJnya+B8M2KfgyvHl2D3tzo2cx7cEfxb4BTjQBwrr9+1N 95H85Hmr4fHhi3Rfj+VIofCmur/PbLZcT3t4CvSmu+NPeHLuCbgp2qkkz/FK OxLc3bQM5x0y4OnYo+Fl38udzj6kT/TtT7Ht7Jr5hS+Fa0OW8C0Y38PzXSL+ Uew3ynwQvyXa2S022y/Tn9sz9om5K7k/8YGAO1mt8PcaI6MHgXcW5Y5Avs7P HU3a4qRjB0WH+E/LZ4t3YKQlyQPO43t9+sm3VfSV3/C9nOP7c5b5PgZbOxwe dzXv4OvYD1ODk/nN+YffYx4mp85HgkXRqdF98MFAH0L3wT8FvefkvIcrAEOU gjM5U+RFb+L3V8HPu2TOwXj4rKBLdRX24zo4+iDrsUvWGv0VX2rqOSfYe3Gw 6M7BoxOir+EriO/WqHAUfCMOr4eeRci5A0/CizNO1hqMOSfp8IrsAcYOX0e7 rCPzcWXmFj2efcmexF/itKrlLuHpVcu+BbmzkEtwOtiWsB8tbXivsmfZ19QD NsCnBz3yrJZ52dNSz6lVl8UmBSfAXcs9S/pv9fwwejJcAbwKtvtTk/5+YT9e /HmxK56aeqaHf0C3hCcYHz4BnQ39k7ni2318FuGUkUV8x0e/8TUmjl84PoTk AY/w/wngEuHf4Pq2C+8GZ3JS6llb4To1f4+BLXxocDtpvIOrwqcMWx58Fu0M SLvYY2YF+3UnP9wz/PqCYH58uMDiL0UvWpp9B4cL1hra9JqQHyyxZtO2bGza jOGkcDuD8/0F32E8HV/0Zxv269szcvKp+Ot+0rB9lDv8ofC9p0Q3+U7TXDGc MbZubN7YJZHzfJ+2Vcn66PhwNawBcTAq5U9ewatE3+HsE56SOLwtc/55w3PV mXUBJ4ARwEL4I4OZsRURzkqcPY9uwH5Ch1g/ugO4gnuRew1eEJ4XrhZ9EI6P uwM77Y25Q8/N/8G4oOX78NDciQ/lG4CvGv6fHfgln9OybQc/xq1LtkfhO4pN ijawP8EVg0vRfdCzuF/gYLH5oWdjV+YOBsfhE0l901IWzvGr3MX0jbRbkk6b 5McGQR8PSz+Rf4xrbHAtdybfu/M9Bt9lbNE0j7woZZm/2ZlD/s8GfDH3eDP8 Njw2PvsfVc334l8AFuU+Yo43yDzzbSnfI+FPDY7m/xeA5ylHeXRD+BT6ObBl 2yC2Pebqw+TBv/288J/IX7h0OHH4cPxDV3yLxrlHLiBH+kX3QXfH7oS+i16M Px8+P8iNK2M3Xs7hN/wdwwktf4/wftql/Q/TT/AG8wDmqIUbpw98l8//LEB3 QN8lP/o+3y9umP9bhM0Z3A/mx4aIvxa+bXwDgR6ODs69TRw9kfSFVXPypHOv YxOlXx8kzr32YLAOfWKdkAX4OaE/oDvw/0soCx4gfD9l8Q3hrKL/8cyM3Oas o8eCyQix92DHfSvrCKZFzs/MGef7G3Rg9F9CfuOjNSdx0vHJfitlwVBzs8+J Uwa8h90Q2xRzgj3rw8h/ZDRnF5m9XrADv6mbNpBZQ5If3o/vSjhH+PESzktb V+RbmKtantcFmXP2JX3D/xxfms+qxoz43+GHh06MrH0ma4c/BunoSMjOixOH w2HfI2/YX9Ozx8BHcApwDY8l/mVk0ZxwGnwb8Ubmefum7aHYRfn+mLNJPfiC w918u2ld/uXIPfQI1g8d7aPCtkhskuju2BH5/Wlh/ZnvurAr8j8csC3St4np D/ofOiE6IGNmXOj82JOxNeCTybd9fP+y4rtKQvAH/4PnjcgHzh7jZy+RNjt7 cn7mnHUB59AueGPHpm3B2ISZf+6Lr7IfX8oe49u4cdHjngsHwdiRh/QDWcq6 LUtZbE/YncAAl+bbsf9peS45/8wn/CoydjknGXwPbmcsYCn6zd0M9wHvwV1c zd3NndydOP83gP/dgG8S36PAgYMLuY/gfuGbuoLj4EL53whdNZ+zG8N7IcNJ 6xUMAN5BloFl2DN8Uzeu5P+bAo7nfF2X/hAHt4IH4VHx24D/gvu6ObKPd+CH xZGB7Dd4bvgp7tEzo2+Bl+8NZqYOfEHw+eAbXHzN8SmB738oGJW8lANLY0fb LboPvA74BhvJWtHdwMzD4u+FrQl9grGx9/Zsei6x46GnP1k1F8Z4mWfwM/w8 /0cAXMT3EnA3/N87eFTe02fe8z8RwFDrR6esBO8/kb7yvzv4FhpfF3gnft9c 8h5A32N/Mq+1rC//J4v/l7Vqy98uPBr9F7zH/xLaLLoz6dhwwVXYzuDilnO2 NfNL2Ez+E70Ae/f01MP+ejb7Z//gUnQL7pk3ctcw38w7c3Vo9H7mn/aoBzv4 CvnCPgEvgj3RgdYODiVtYdqjLdaSbwfgT8D0xLHZYPuAu8SWMii2Zu7aQS3v g8Et+4aD58BIQ5MX2Ysc/jSyujP7mXuE78n2jy0Ym8tpycfdBNbknmUfUoY1 6xWMx1mgXzukbwNiowc34ssPnw+HDJ4sZS3Yh+xB7hTwNXPLOeZ9OXlOSpy1 GpQ9wH6AM341ex55/GZkMjgQHx38c5A5L0X+8b0f9rxNmvb1w/8TvQ49mjg+ h8v53dxb+GX9KeeIuSSOr9gF+b9Ah7QskyZHLjF39IM9jF0bXET74LslwWlg D2zP8KDPtPz91z9bli23pc+PZO1YQ/5nHN/jXdLy3E4Kh4Yehj7Gb3x98JPE vxHfTHxJ4angXfhGbMW3JYTYubkXXgpmw1+GdpFp1DEp9cClEb8w8/SHzA+Y dFhwKdwo9xJ+MpxzcDzykzLUhT0M/wXuQfAcPpXUw9xz13P3g5ewNzGH4Oh1 goUY4xtNcwr87yJ0DXQLbAf8f0F8t7APwlEwn/Miz1/JfpgRHw3O2pORJ3AO +FGDt8B2G+X/JXA2v5f9xF3Qu2GseXjLevmccGL8Pyr8+LE1Yof8NOeI+WEP sZfQa5FXyCr8TKaGn1mQ8SKv7sy3aXyjhl7OWqKv87+QmPtjC9sqP8nZxA+K /cxa8Y0jfm/wh/PCDSJfwL3gYM7mHtEHJwTvXZd75/3kAf9zX2J3467HBxNf TPb7c3V/B7hNy/v92ux5ZOEh4SHh+sHH+GYie6kfXPd/IiBQDw== "], VertexColors->None], PolygonBox[CompressedData[" 1:eJwlmHeUVdUVxq/MvJk3w7v33TuIKAgCAipGA6EMi44CmgRFcdkCYpCiAoJR E01isgxBBpA6oHRCUWlqQlFp0hVEEAggHSY0QcQoTVBWyO/z+2Ovu885u91z zm6nxhP9O/UrFwTBw1cFQS7fWkVBcKgwCE4z2BgGQY0oCJqlgqBi+SBoyNq4 bBD0zw+CTEEQ/BgHwVBgSjoIBiJkCHgTeArgnQ7NamhrwrMHebuYW8TajYz3 Mz7FeD3jRkkQ3IGstsALjFPw7MkLggk52AO+H5nHkV+fuRWZIFgJ1Ep7Tmt7 gaPg9wPbWKuO/G3I/wvyJyPvMda/wpankdcF/HRo26YBqySf8Sfo/hgYjy19 +d9z/O8l9mMz8iJ4UsjuiLwQfCfrZay3ZLwDfBQ8C+AtZq4E+jnIW8daTWw4 ytp12PMReDfmerA2gbn12jvG+xhfj8xKyO8EfzPsGYzMh/nX75g7wdrjjCdj +1Lgt+Bb4c9D3gxkvAp+CzTPwPsOPHXBDwIn4X2Es2wQ+sx0dpv5n+rwN2Jc ifE89N/IeDz0ozi7OfBMAJ+NzN3I3guchf82oBOyx6OjOfR58D+I/s3Mxdjb AZ6q8DeF/x7wMdB0Y+0J4HXwqtB8Bn4ae64HL4/8a5DdFf2F4E2QVx17+rPe Afq26OsK/TBgLeM5sc9uCfLngkfwVIb/GehD8H8zt4+1MdBsi61Tujtjb4XI e6q97cX6Gc6nHvrS6HsW/gvo+hKeb9K+s8fBb2e9HOuPQf816+UZ9+Z/F8g5 kDcLnRegb8X6SeQ1Zr0y9MdYL9Z+MrcpMI94ywFtwQuAKqz3BI6nPJfD2hV0 nID3ScaFjIuBqsjrh4xfQTsDm0rZ3/nonAnemLlMjnVK93L4D8NfB/4T2LYD mrK0bZAtS6Dfgb7XoVkMXh+e8vCeYXwJ3oXQnA98h6qzV40iy6oNfIm8Z1m/ N/CZ6+x/Hdl3ZaNsvSdyrNAZ6iw7Rd7b2oybMh6JPdOx51X+YQR4B3T25Hzu 4wzbIP9aoCb4H+CpBH5D1ndLNlUD3w7PobT/qT68Yxm/BT4IeWPAL0HzDb7c Ahsugqfl0/AfAArAt2J/0zzHCMWKNtg3hX99n7lv0bcWmpn59jn53hrG16Q8 tw58JDRHc+3jo8FHMdeLtR7ACPAN8IzO85nobDagby2+Voy+hood8HSGvwj+ PPDJzL3L2gv83yTtTeyz/T3jaeA1I/uqfFS+mqt/RNcPQAr8n6y/nOeYsQRd b2BDP9ZGMu4BPi62Lz+PvDfA/wf00dVF/xXwRkAz1uvB8yD0l2PH8kew8SvG P7LHzXVfgKXYWxGoxnoP1q8Gb4NNTbHtKDYshz438b/1RUcOeDv46+Xah99k fXRs39aZlca+47rrG5kbh/0nI59FQ85zD+NPGA9G91pkzEbWHdA3l38pBiGv FeOfl3dMyTKegs7PCnzGOusp6Bhdzns8Vf8K/U3QP6c7rHgQ+d+U05Tb9sLT TPqx6Qyyrkq8VzqzQP8DzcyUY6BiYYPIsb0GcETnKZ6UbZia+M7r7svnHoB2 Zey78C/ux4rYOUK54ij070N/MbRt8kn55jvM7WNtJvp2wV/E3EB0TVfMYDyU 9TmszwOWwtue8QMFPuN24G8lzi3bmXs7cY77KdcB/wE/Cs9W1j4H/pE4Jik2 pYFtysWJfXMQMlomzsnKzYrpY6EdBFQI7CMl4I0VjwPn8GLw99HRANrR8A+A 9yFodqV8BjqLKuxBFluacscXsxd14HkR/tvhvwk8P/TdfIU9exraPyknsXel jF8GL0rsK7qTFRKfgc7ibuZ+ga4TwCLVD+jchfzrEt9dxZjKshUbVkH/EvRP oWt15L19lDuzCvw+4EP4bwG6gU+CpkrgmkK1hfZEe9MRea3BWyXGKyHjKfT1 BVoHvqO6qzVZr1vgf6yh+AbUYfwkMqqBt4hsazH6+oD/JnFu7g9NF/BZ6B8F PhJ4TrEk8do0YCB4P/ZkEvtTwv48C94eOM/4MOPdyhdZ73WGPS0G/4q5c2nn sBbIPhg5V/4SmgPSD01zaO8HXgS/FZqPoV2nOwzvj7rj7MWd7NcPio3wvIft zZlrH3kPtBen4J8KXhH+1vmOyYrNf4TmLPZNASqwdkvis+/NP98MPgKYm3JO +4j146oJU46x74bOScpNhfA3VD5FZrt816SqTXVndHcUM/Og740NN6ScI6Zl XFOqttQ/dgZ/Ket/XcLcY+B3Ib801z51N/jH6BiO7jpAacY6pXsU4/XgHyle gQ8BVkaOYYplA7AxUa2b8V7Jh+XL/WOf1ZfoOJTxGeosu2PDcPRXVjzI8R2a zvpF6WDcD/ge/PrEuVJ3qCr4GuZeQ3cK/k0Z2yBbtGfHkLWd8TTGJcAy8JLY tZNq9sHgSdaxfDL8ZdC/GbnW3cd9mAn+PXPf5rpmUu10AZ3LoX2Ifzqv+BK6 9pmgeo/xNngm5rmmKcOesqxzsWLG44zXxPa1Fuhfq1iQuBZUTRcn3gPthXqA N6BfEVr2QtZLVe+Fzm0n2M+bipyzlLu0ZyfBVwKT4O+J/SskC/rfBa7BVYvn ZF0rnkRmReWnjPGe8MxVbIY+P9d3dozuU+i7qZih2KEcq1yrO9cL/HDk2lsx bw38j0N/J/Sd0dkV/G/QvIC+3cAA8D/HjmWK8Yr1iuGK5bpDKyQr9N1ayvl1 ZDxQ+pG1Af1VVW+F7j0UE55PLFOyu2DPQNU/iXOxauwC8NfUb1zlnDFMuRKZ Y/Oc0w5g79+z5pWPyFcGh64VN6KvGvpuTByrFMNqKfYm3ttS1WzK/Vnn5vbI qAJvE8ZRvmP8txn3fOr9pHMTuqvF7s1Uw9wAfjbr2KQccgb8bOJcPBV7vksc 8xT7qjH3NrISZOSCl1MPwtqWxPjV8H8OPkQ5ifu1HR1D1T9E7r2Ug+aCzw+9 dll7nLEPyhd1Z3V3f8Y//4C8K8g4DO0kZG4o8J3S3fov9E+n/Y/61+WRfUs5 Vbl1WcaxVD5bpH4NOKTeD3lbVFsj/1ihe64t0FdWDEu5B1Uv2hw4n3aMVqxu Fbv3kI+3Bv8Qe44VOEYuU/xE3jfIuwjN7tA+Id84rxqA8ZzEvax6urngb2bc G6qGUy1XGzhcaB/fDP33ifdePn4RfFjsXkQ1/HDwRcw1TtmGxfJ/5rakXVOq trw38t1VzFHsmYG+toF75u6MF2TcC6oHUi/0Rca9pXK2cvdsZCxNO+cq9x6K HGvUk5epdo9cW8jHOob2CfmGYvarjGfF7hUl4+bQMVixWDmnFby1Wd+f4zeE OrFjumK7evx5Gfew6mX1T6tj+4B8QTGkBHnn9P+FrhlVO9Zl/btC92h7QudA 5ULlyEvQvpTYV/Qm8KLqM92fwDWtatt1kXtd1RyqPRbGzrWKGQvAb4XmHLJG KF8oFmZcmygnKTe9l/HbgGqAItafzNoXdYd0l66Fpjt7dxv0PVTbIHND2nug vdCbh94+9CZxIPSbg94e1FO8nnVMVGwsx1yGtU9D93J6I9JbUT3G+9Puwbew fjixr6qGr4++PrF7pbHo6w3+Sei3Ir0B6S3o68S18aPwnwY/Fbq3Vg+uXvyu 2G87qmlU24RFrlXVk2aKXPOp9lONMp/1jrFl6U1iZ8Y9hnoN2biVtYWhc5ve pPQ2tTO0r5xifDPjvaF9SWeqs90auleWz8p3d4Xu3eRz8j3lXOVe9ZSt1V8o 3uU4BjUNHWMUa/4KzGd9Z+y9UE/7Bfim0L2sfFC+uCt27aY3Hr31LEvc+6kn uxy6RlStqJrriOrxxG9BO7Hx/tg1jGqZiUASOqcrtyuGTYS2OHbuVU74FNv2 AV3TvtO62wsi26oYq1h7MePaQzV4y6z3SHulHmtH6Dulu6U79QGyVyXuPeTz K1Ufxo7NemM5FvsNT295byvnsb4wcqxVD7UIfF7ityftYV3tPTyX034z0NuB enz1+po7G7vGVK2pN74Lyu2JawX17OrdhyTWpRhcAn4wdCyWT8m3pifuhdSz T0u8h9pL7Ukn8COhe1HlBOWGV0L7omL2B9j7QeJeTjFRsfFQ7LcjvcGVxfYZ +Y7eDPR2oJ5OvZ18cjm2/x8kivYD "], VertexColors->None]}]}, {RGBColor[0.7660645576923076, 0.848143, 0.9124927692307693], EdgeForm[ None], GraphicsGroupBox[{PolygonBox[CompressedData[" 1:eJxNmXuMVNUdxy+7OzuzuzNz74ya8FJRU0BAK4uPYMFlKbAg6zsVRR7GqsBq Aaso2kRdqIg2ESyiLQhWo0ExVdBoNVURBGsVpbbVVKy8rFopbZUKFjTY78fv j9A/7pzfPfec3/m9H2eOuWzG+dNrkiS5XD+1Gvd2SZLD8kkyVOPfsyQ5VnPz y0kytyFJ5ujpqfdhet+u7xuLSbKtlCQH6pKkkibJy7kkuUt7v9CaSU1JMlHP tYUkuUGI1+jbLs1vzxk+S3BV+4/Xmi31SbJJa3Z18bn9mjx/jNaMaTBNzH+j c/Y0Jskq0bq30TBn9y74bHCyr2/s3Sha+gs+SfCWnOcLWv9azH+i+W7a27Xg s6F9QdDPWcvyxt9aNfyw6F2cWibI5j7BAwVfofEZ4XtdZyzRM1zrZ2r9I1pf L1r3aO4i4Z+nca+e23Ke2xvz0L4j6D/4bYzgB/LmExrmNBnn45JTa533QOfD mnsob74WSI53aD6nMyui4X7B74mGH9R7HWvOFbw8b/5GFUzv+8KzNOf1fxW8 MG9ZXN/FPC2NeeQNPUnO45cB/1zjdcL1uXDPFn2L9H6l9k4I+GIt213vdaxZ oHGhnpbE+5hfV+u5u/WsrfXI+7WC12vcoOd0rf93vb8x/2rM317nd/Ci0/MF 75cMdoiGD4T/FPHyueZu1dw2zW3Rs1hr72k0vdjDgqBnUcxDc2fg2KqnU3hO 07pT9TzbZH1/V+vO0/59gXdhnfWIfs6S3Z6sNUPqTC90w9cMwYM136z3FyvS gdbXyp+u0bePE9OAz+A72MPKWvsPvgOv8Dy/zmeg/3Y9vWV/FwhPWXi+U7Be sB3OPyVoAB8+iZx7B37gl2t9Nvin1JsHcO+K/WO7WEeTwpff1PyAJvvWP/PG vyv8aUD4FGP/WPNYrXXzSfjg1px9E1/cEvCInGH8ql52+6HomCm7PaDxG+xF 9LSXzMdu+d31BX9Dd2PE62g9HXnLir3Ii/fN9Y5pgzWurrf/YQvv1tsGLtW+ yY1+v1m4M33TMUklb3iI1szSWUflbbfYKXaM3Hqlhp8uOj5C+yup9fxZ6Bq6 pwoerrF73t+QxS/L9vsXtffiOsu9NcY5oYMeWr9R8Dit+7hs+j/SeIWeEwU/ pb0dOcPTNKY5+zk+Pl7PkYJvqrWtbcrb3nqUHD+qqfcwN034zxNfl2jNYPEw JzXcmXr+3EbTcanO7atxssYp2vuw4KnauyHiDjGnQXseEP6CxiWir0oeKDqf HB45pUWTO7T+as3/reK9j5VsJztCPm/rjJuFb6vWtOsZqycLe1gcPtsnbB7b xwauyvtsfPn3ecf8SUHDZanj1JV6VgvvI/q+IW/be0k0vC74Y61ZVTZOcIPj 9cCDPWP32DAy2xS2ht1ujDXtVeOsL9v2X4v5kWHzIyLvkf+Q28SSdT8hdPt8 3vaJ7rdHLlidOZ43l+0fxHnsjDgBfmLFXtHaT+PyonPXtHrHhbfyppn8BM4p cS7n/CZ/KBcBY4tvV2wTPcq2wV/nvYd41Rw2hl0/mbfd1VZte9jj70RDd8GX CF6UWhenlXz+xqCBfazvCHk8EvK/sOicR75bkfc8MtssPM+xRzg3pqbnjdR+ BY5pkU/ZS16Aj+eCF2B44/vg8HvWfKC9E/NhPwXHQXwZGrBffI2Y37fWcZ+4 Tnx/L3E+Ia9sFnyR1u9vsi0x7mtyTVIjOW+pdd4Dz6Aa51byJvmWPN6U83fy S068jdb72opz3YLIa5zNeeSd5hrDmyMvYEPEt2VaextPwbGbGI49tBAz6vyO PL9osEyvLtiesWvyYJ9a56zPdPZA4WktOxaS3ziTNc1xbp/IncB9gzf4Ig+e 1Oj6gJF8SF24pGJeqQ2xJ2ynpmp5dAZf0D5Pzy01zpXUeOSasYJ7aL5/cogO YnVVuP6iuSeKjuttjfbt63XWIu2ZVbF/A2+I2gZ6qG9m6NvPNP9QyedyJjq9 puC4g18fkToP1KbmZWDwRS2wKGIOfkVMJef+OHSHDtsiBxF/iJ3nRczE316O 3Mo7sfSA5oYVXePVh80xh33ynVzK+2fhK2ujLlob+u0QLz8VL8tLXs9ZxG10 Rz57Q3CvnG0d/ORBaENm+OWYyJXElfdqbffzwpaIufjVyqCZfWOCrzt15h0N 1gs2x3pkSB2EHSCr9nrbHzzPD52ynhy4u8Hy2hZ+hU7bNNet0T0F+astzkI/ +0JHr1S8d13F+bYxakVoQafUfugdneOP5NrHw79ac677wIdczw1ZzQ9e2AuN vGN7zM0PHscVjQ/5EO+pK5ALPRDyv7XOvjI5ZL64yXkOfNgR89gvtvRs1Ir0 O5Wiax/q6mdCbrwzT+5+Iu/cOiVi27iwDfqatOheqT3wAHcGLUODD3iCF+LS gOCB8YSicyAj78Src6rGWUwdo06IeXi/qHgovgETnwuR348oWV9Z5FfsuTXW YD+7oo7FxofFPHGHnEXuqkQ+L0TNRe1FrTUi7zx5bKypBo/wRA8AX20F+zax hLiLjdNrYGPYF/rHf9ZHv4B9zY2+9Z4G1xvYCv7IunGx9kDEH+RcDR3hc/AD L9j7svARZE6/2DPyQnPEtJnK1/NE2/TMcYNahRrwuJx9gnhALCH+Q/P2yPfM s29ZxPPmsDXOHlZnHslr6GFcyPOHqWXTpPHRsmP+hJJtrzn8i56xU0+3Ovdz 9Iz0dOSZ16Ke4Tvr8JlXC647iQt7ow/FBufGGvAg385YT4yZHbygf3SNTq5M rcvLU+dydEothA9g88Tk3bXWIXKjhzg5+ghiTtvBeFVw3YhfDQj7XR2x4Zbg 8cKQCX7aLWgbn7gGviliNt8vDLnBz7d7gmbsm/kBAa8KuxoWvfvYqEGRdSXg LNa2Br9Z1Kj4Ajo/ED3LQVzIp3vqeo+6jxphVdgtcp0bvf3uvGH4WBP1Gr5E fiS+EFsY721yzXd2g2G+f1sTRV2EvBbHmoWp41Mxc169M+JbC7Vi3v3RnIg3 B/tXRupPeq+pwQs94Kzo8Rmvi3sd+sLroo5CN/gWusCvOwrup7pG3UNM/rDi 3DOo7DufF+rsS8SePXGf0Kvq+aXa/I7oLeW8n3P+/z4JGDrpd+l72cvdxrK4 30DO34Qe6CXw3RmZ15Izksjv8Adt22IN/ceXcdfxQNTR1Ar4S2PVeeWbkmPR 6IJrnhsb/I5ND8s835LZ56gz8btjM/fuR5RdF+MXA+MOqnvBMRDbJ7ZiS2vy 7unS6LeOC5tYn7oXWJe6N50VMkFGpagvGcsB56reu0c0n1j1t38Inlq0jbRI J0dnpuEojSMbTBN64X5iZPgvvk+Mxb/+kFkO99HfZY7rTwpuEv7hmv9F0T4O PCh6rq25Q/3QlogLX6WOcfs1vl/2eTVl16qj4lxq2A3RG2DH2PNK4f9V0fm8 o+j4TfwYG/GEuwnuC8DdK2ot8kZb6ItYNCpg7Ax7e1S4k7Jpho+faL5dZw+V fDoy3wFdpXFZyTllmuYfLNmnpgtek9pelgr+UdHnfp1aFuD8s/beH2dh4zXB L/dA30t979BTaz5KzS895fSidYcOZ2vvaJ11uta/nflu648aJ2SOlRM1vpm6 hnhL46TMdf9kjZ+m7gl3apxctG1tE/xU5rj/tMY5Jd/9PaP5l4IXeCpW3QeW NObL7is2aH5o1Xe1Z2i8oeL8Olvjp0X77YqK+6y+Yf/YCjaDD+0Mer7OfEfJ 3eOnwn2YaBglW7+x7L6XWEHMSFPfD3B/8FbRfd33NZ+lrs24Nzqn5P53mfa9 lHedS3wbFLqnZ+HOGp2v05p+mWk7PnNd2SfiGHdjvSO2TCo5l0zWuLtoHaGr o1LHwqM1Plh0H9Fda86oOC4P11ifOo/lNe4q2e/wv5ay+eWO9vjU+aKfxv+m ttt9GnvGXdKRGm9L3bfm6aFK0WeK5hdSxzrup1eJhn9xx4O9pc4n3EN3hI/M Tc1Tn9AFNVfXiDnDgmZox2Yn5Z3b74rcQQ65vexYNE/jmQ2+l7818i1xYXzk I3IRfkceI59Bx/7w8bNF+38y8wiv5BriI3df+zLXMJeUfM+5Pu51N8R9J7Uc uh0f9559S84fKzLXCL8t+J2+FzzEI+TBnRp5d1SD+YXvy6M+uVfjMRGTic3E oxFxX0EtRk1GPuBOiH3kMnSALq6RXFdmPvcxjeuKluuOsmujrpFT6BG4Nz7Y y58aMPcl4AUnNtIStro8YjKxmZqRfgqeJqVec7g2XFBvH+FOnv6GO01qIfjA L5DV/sx7Z4qegSXH4j9p7l0920XzO5n9hvxB7tim952a35o5bwBjZ0NK5mVK 6jjUHv0dPIEHvBfHnTF9MbUjNST1VU3830AeHhp4dmbOt8NDPvg0d6Pcezxf tD0+Wfa6rnE+doP9LCnbdnbFXSU1IPzDO/mQnEJPAf2cTe7blHnNSSXXx+PC 1vi2JWpX6rc09t5Sshyxi68y2wL/82Bj2Bd91qrMfPYvuSYbEzVVa8W2z101 fB+sQYjZ2N/NUetgh/QOjN3CB8md2OyKsu2LO25qa2yQnoC7D+oqzkW25JCR 0YcMrriXvqHkPPdB8MWZbdH74NMTw685d1TMk5eoXYiR6BR9Yp/EpwvCxsi1 xIG7i/Z5+EUO9MKdgWdIxXc3N5UcH8aGTH4a98ncK7PvzJinbiVeYOvtMf9t PIn/GYFZs7jp0H8pZ0WfDs+dQcP/AHaxrYw= "], VertexColors->None], PolygonBox[CompressedData[" 1:eJwtlnls1FUQxx+03brt7v52CyTScmoMpUYEiWCx0IJyRIioxKjcwQi0QAtE C2gCcgiiCagoUQ4RxBQ0IocGiYhSDiMIiAoRjHIoREQFKmo4FD/ffP1jkpk3 55s3x2s7quaB6sYhhE1ANnA6CmFPbgjjrwtheDqEZqkQnoWxOy+EFgUhFHPW Dl6eaHhTMyG8HA9hFzKPg7+P/gL0XwBmJUOYAvSF3we4A34PdJbmhNAJ/fPQ x7D3C/ZSnJ1NhFCBj9L8EGrgJ8AT2Is4b89ZGXTPlHU7AufQL8T+2qwQJmHj EnIvAnu5x0j4ceRjyO8ilov434l8PvZ+iNnmQPhn4C/LcUyKrQ6ZQ8jmKx5i 2479GSRoLvaaFPiOuusiZGrBR2OnbbCPU9j+G2gCXsLZX+BPoN8b2a3oLFOs 2PyIWJsqJnTroA9k+ext8GSB716J/4PY/5qzBvgn4B8Gz8LmYeK/Hf187B1K m9cVOgGdp3yhuwKdOPh0zubh+3liqMk4Z8rdiUbkmvveCmxBdwM2T6ecM+VO PpopV9hvnO03Oq5YgDLo39D5A3xV0rbnAxOwfQs2itDvD10GfRK6Fl/F6Jcg X4DNd4htIvqvgs8EhoB/gb/LyE4iJ8OghwNzxcf+wlzXlGqrHTZuwtYK6G3Q F5Cvgk5Dd4N+Dxtl+CvkrDWyq+Evh/c68HFkm7LdhhxNgFeOTD9k+wI9wLvg rxJ+uWJAtlXatpoDLfVW8gHvPPFuQL8D/j6E3gwcgdcUmc/BT/P+TcDrU861 fFRAv5Xw3RuAf5BfDNwNfgPyr4B3xf846CrgJehmSb+lzhapnjKuvdHE/ym2 Sjj7l1hqsX8VX3ugx8B7VzmNfCaecvoMdA0xTFc9czYRvAR+8zz3aGnGPa3e bsBmm8g9o96pQz8X3mzOSoPfbA74dvj98NeAzA7w+ozxsegvSznnyv190LNT 7iH1kmI4TvwZxZ/tN9oK3sB9V4M/iPy8lHtavb2Ps5/h7418t1nwN8O/C3+l Mc+oGeg24qw38fQBvpN/9B9u5Dc6im4tMtORHQR/PfwdkXO/Cv5O8DeRP5Dr GaRZ1D7t2tXM0+wrQuZ3/D2CjULwadh7GnwOd67K+I66q3qmM7yZ0AOgb8Rf td4eujzmM/Emc9YSfDDyw5O+k+42BlgKflH5AF9HTPvwt1b9EPPMnZKxjGQV 03psVXP2XNw9qF7UG+gtrgHb4a8DvuW+xdAj4TUu8KzpAJ0Ffhl+Eb52c9+N 3PcKMq2gf4SfjjxzNHu+h38Q/saEddUT6o1LyBeCn9SMhd6UcC1dAFpFnnma fePQH4r+qZRnj95wf8IxKlbVdHvkxydsSzN+Jfht+B8U88wuR7clMudi9inf lyLPJtXoG8h/g49eOZ6hndDtpnqNuwZUC8eR/yTXM1Ozswc5KMn3TNdsH4f+ TGLtgsxC+NfQ6ZnjnaDdsDTjWaQaXgL+QeTdp5lXj/7clGtZPkZAj0h7t2pG aFb0QufeuGdqT/DqtHtTb1SA/f2R3149rd4eBRBi6I+t+0GGpZ1L7Rztnl2R e1U9oF7ojs0BcdeoanVoyrU7ABs12LiK/n7kO0FfSXvHa9drZ2h3aOdq9yon 3Qs88zT7lPMW+JqYcG2oZ9Q7k7A/OHgmTE45Z8qddvIC8LPYTOZ4x55JeMdq 116Pv+5J/wH0F5DMr9C56ByN+c5L4K1Je5dqZxbDHwI8lO2eugxvTGRb2jFF 8LJSngX602wjF3cC98Sdk6fgL4dfGfOO0a55MundJRnJLoaeFncNBfVuxrtd b1aR8Z9GfxvV1NSkd5h2mXpIvaSdrN2sGqoivsci51ozfzT4WPRnoTsbWJ70 DtUuVQ+vhE6lPKsKsfkZ8l+l3XsXuN8B8M7w5+d4JvyEbmXGtjTTNdubJr3L lMOY5pXyEXMPqZc6Jm1LNf1l2jtMu0x/Av0NtFO1WzPaWdynRdq4duyWhHei dqP+OPrrjEh6limnA5OuUdWq/lyPRt5p2m3bgGPg9ZFnr2a+Zr92sHaxcq7c /5n07NQM1CzUDtAuUM2eAV9CjBXZnvGvgd+MzJEs52QDtjalPct0tj7tnand qT+E/hJ1Ke9q1dAa8KuR/wayeUW7K+nZrjfSW7WO/p9luZ6N/wFkgnyr "], VertexColors->None]}]}, {RGBColor[0.8278685961538461, 0.868753, 0.8848046153846154], EdgeForm[ None], GraphicsGroupBox[{PolygonBox[CompressedData[" 1:eJxFl0mMVFUUhm9b1dVVVNV7VS1i1EZAVxqVnQINaNLiwBCjAobYojYKiAEE jRMgQkTFaQsimjjgEBDQOMQFCqJRW8WmVw4LTAQSI6OIA2L0//iPYfFyT917 7rln+M9Qw3rmXzfvlJTSuJaUClo3V1PapO/VtpSmFlMqV1Lao/0/GymVRE+r p3RbKaU20aN0XtVaqZiXdYC+scn3KkG3S9bKckov6YFjDfPcKDmL9C3Tvc5m StcN8B3426TQIdGzWrx/vb5zWlM6iE6ixyevNwR9Zp7Sful0ltaHJLNbvB3t KT1QsJwJyevhkPmZ+N6QrCxLqVf0BtE7tN6vu0ulzwjps6Bk27ALO4uif0q2 uzVsP677O8R3vu7Or+lN0d3a26/zfcH/h977SLZfIHqi1iH6OkUP1nq2vok6 75e/d1b9xreS9Z70+VE6bJSv5siGozXz8O5Q3b2nYX/e3fBeKfb7W23LL8n3 ePdSyX9Adk3R2RjJfEd3kvz7c8Mf9JPS+ZDu/QO/7Po6t79/070Wnb0muz7V 3l8l+22WZG8RPU7+by36LrEZH3EnZsNaHUf2p0mHEVXzIZ97Vww48XRalRlP 6yX/WdEzRa/ROkjfdMn4XPv3So8l2h8l/c/X/sPav6Ppt3gHfK6QLRXp39S6 Su9sb7XPL9O9IxVj4Vfdrev9w5l9szXiMlB3qqJv1rqr6b0Noi8U33LJmdd0 vInpcJ19ot9Xa7+k88urfvdOyV+jOP1AbkjnD3Lb93ZuXdBpZdGxheYN1tWx 3y05z8gncwuWsUX7Je23ZX6LN3kfHnTYVXKO5uLZk5ueqfcHlK0PPmEtB30i l8u+u69kPvYPtzkuxI48I3bk4JHIF/z2RW49X1Echkufx6TPd9q7tmIc/6v4 dpRNg+da1TmALcTzH31P6v2tJdeCsS3G+saqcwR8n8B5ZjuoP9hFrlxSNWbY ozbhi2LNv6FvbdieHq29JdPYxf0+8awr+F2wC26PBY0Om2vOlef07ve59dyi vZ2trif3FqznztCnHjLJNfB4LOT0Rf6yTz72V0/e64/9c6XfUNnzrtYv26zr mMAHOLkpbMI2/LJU+9PE95DWR3PHZ4HOCjXzYHu1aJ6+gvMMX5Fr1EXqI7Vp gmLWKb4xuXOlN/yDfY+32UbeQy6x2FZzjVwrn5yXm2YP3BFXYjqm3fgb3e44 sw82z8jtf2Iysm5/9WTGNvk1Xu936c3dERfw2FU1Jl8U/0finyucz8jNd227 8+WpinOF+jmp7JqFL4eVbW+HzhaWXefBzMTgeaJomnr7vORv0e/ZTft/btm+ mNEwfUvjJI7h/1B8B/RuIXN+dgS2n65YB2Rj+4HAOe8ODX2Iw5Cgpzd8vlc2 LZasq6hHWq9ptx+queNEvKiXo8O3tdxyRgT+jysGg6X3ZbnrAv7Bh/gIuid3 vlOP8Cs5zV1wgY/Zp0ZRywuBH3DRFfvEpzviS6yhidcfNZ+Pzq0fvsbP6NIR tR3cbowcISaDY/9A5tw7qPX3kPOI/LG+4dq7qWEfYO+6wCF5gxz0qQVmiP/q qJv0dfr7aZnjBt56o8ZQl6gz+IuVOM5puvfRA/ELdRD8E9Mngmd3q7FHr6ZW c0as6XH0txek27q6Y7+gaf9fWfL+osz0g5n7CpgfGXMN79J/F2buQwsy1/ZS yCQOxIO8Wx19kH5IPwa/3+h8ReCDWQP8Tg6Z+IYZBf8wV+1vcS1iziFOE2L2 QA/4iSm85Bpxg4cYgbuD8XtuzXXm0ehZ3KdPMafgc3wyv2maOWt29OhB0U/h 5y3qEXqiEz2hI3rE3ugd9BDOsWd/5NzKiMVXMY/1Rs+ZHvGgLhCjl6KuXBWY +SHmE+aUpXX3pC7x7qj5zT3an9XmWOJzajX3ubtWPD/r7GjueYS5BD78WQ3d /s7dI4/nrud9gfN9MQMSO/oFdZR6Ts88FH1zem78XCy93sot+xfpU8qty8C6 +3xX9HrqcUf0HXrU1ugvPdITSBzCbyXjDf7na+4tt9c8ty4JfnwzOXjobfS4 96P2lMJ27MZGbN2c+S5zFrmYBw+9mnNkUivAJza/XHddntDu/v5/zi3LPDvc lTkn6Tf4hDmSefKo1tcz4/Y1rW9GHaAeMHsiCznMMcwBY9uNWfjJW3oS/ejj pvEDzi4N3dBreNiJvV/mPp8TPMxxyyLH8R+YIAbMMWDyosAyNQG84Wt8flvN MxH6D4t5FL7TM88ryF+c2xf4hPmdWkmto+ZxZ2f4YVzDvePyhuX1h8yh8b+A nAfjyyP3yI+HI4+GxGxOjvD/hHjfFz1zd+TmqTHHDgy/kpNzYv5h9sEe8np3 yB/ZtHxmauaWYmCaHsnbL9TdQy6JPsLMgC34tztqJu+Sr9iCTfNqxgBYABfk YGfkSH/c5f8esXiw7veXRq6h1/awBWz2RV3jf2Q5/otNiv5OnKiL1C0wQR/r DAxMidpC3MHP1NhHFm+NjRmVmkgeoycYQNdizFj0ou1N5/O2pvtnV/TW0U3H iP8H/RFf4vgfXHfi5Q== "], VertexColors->None], PolygonBox[CompressedData[" 1:eJwllFto1nUYx5989/7fbe/7/g8rCUvDWRSJdNVNh03BNDsZHSTStWJTV8Y2 NcGYh5k4OmD3JilkmUmWE6q7N7WICGt5rRcKphFLy0zMqeTn6/fi4fecz8+v vWfw2YFJEbEUaAIeLCI2JBHDEG/WIxYC15oj/q5ETGQRfWnEe8i6yxGvgl+E 9weyXaWIf8GfbIsYrUZ8Cu809A/AHvw9hn4F/SH8vYX9ZuiHidUBLCqbtw5Z klpXPuSrCZjfGtHAxwF8ra07t03oPIBtD7y5xGoA3bWIydh3IbuDnGfkyKHr 6E+nth3It0MvT1yTatuI/YvYVtHpRb4EXmtLRAtwGfsGvGuJbT7A9gJ0G/qH oM9B96DzJ3g//nrBx1Pn2ofO/fiq4f8E9G/U8zS1HCbn8/i+AJTRvQWdnfSu rJ6iexF6Bvk/R81l9H8lXjCgp/A/D/9/pY7NEz3IutCv4msVvM9grgQ6wzVM 5M5BuTyKfB2yR3L7eh/5bmSLgQr4UuTbkL+Su5Yj2PxOPremnvU26J+gq5lr Uc97we8BJhLvzKj6AyxI3PN/wF/C/zvonoV3G7o7oRtNnvkKelEQr4V4rUAb +C7kB5s8w0Hk7fCmIXuGHIeRzcTHmPp7U8S9mp12Rr0ELqG7rOZZi/cfdIkc zoGfBRr4+zxzrQ8R4wlsb8+c2zg2o9hW6PkLrY4xgmwE++cT17Re9dRujOPG Tmo3r0CvJr+p1Dgb/a+JOb3ZM/sK/CQxv0E2C9aJwjul3dLMNLtJ+DwVvpHj qWeu2WuGA/gew+e+infiF/CBwrejHn1Ud02qTT7ka27hXv1Pf8Zq3jHt2hz8 rwa/Gx+XE89Ms9uXO7dD5PwF+Bl4/SX37Ft8fVe419rZ7wvfuG79XfTXoH8f Pt8u+0aOIXut8G1qxjvI743curoZ3c7p1LnJ5gz4/tyxV+DzS/BV6DwenoFm 8Undu7eV+CsL37hu/TjxtoNfJeb5im36ofekvoUaPvdDb0B+tOQbHwavZLbV zSXgKfp7K+6JenMk8y6o5z9nnqlmOw24qv8B/b6SbX5E9jI5V5vds+7cMRVb vJuhtwCvl7zjI7l3XLuuP2NK5p3V7uoGdYuqUbVqZz6GnpM5djs2d6k/hW9X f7D+Yv1Z+rv0B38IPpT61rWz2l3ZyFY7eWfuP1F/o25Kt9WFztTEN6pb1R+v v149vQLe2ea/XH9YB/j6zLNST9Xbjsy3pBovEf862EnPtg== "], VertexColors->None]}]}, {RGBColor[0.8896726346153846, 0.889363, 0.8571164615384615], EdgeForm[ None], GraphicsGroupBox[{PolygonBox[CompressedData[" 1:eJw1lluI1VUUxnfN8Zwz4/lfjqNzNOsh6iWLEOolKJWhCItGDY0MJJsh8mFu ZRmVFmmToBn0kAUZBuko2oWoKMHEmTEGu1KCDz5U+tAUioIWChb0/fqWD5u9 /vuyLt/61tr/63uHHhy8OqX0p0abxsD0lPo1DtZTuk3zH7WU1mhjqkhpWPPq MqWF7Sktm5bS/Ku8P6Vxne5uqVtepPXxjpTGNDZWUurTnWHt9Wo+rrvbdOac zpzQ3lLpWad5ZyOlk9WUctk5qrFfZ1p5SpUZ0it5VcNnxzV+190dDdvs0/x9 bn8amruylLbK1rrS+iZ1d7b2vm2m9JDmIrdvyPi5D92SH5B8vM3yJcnvS89h +TWsexPS069zu7R/IHzGB+wQM3q+0Pm3dO4H6R+qO17w2i1bR3S3UfHdrTXH i11ixEameO/QfF9mn/GX717FNqbvc7nzQV7OytZy7eUapxR/j/Qv6TAW7JM/ bO3R2qDkUc3PCovXdL+VOSes/yTfytw4gM0TkufL1pNN+wfmbZrPa/2I1i/k jhU958KHgZr9eLPmuIhvgc5urnn/kGwM6vytydiQO3IOntu0Xql4fyiw6qs6 7m7p/6SwD+R/WofxIkfXwiud3zTNudoXGM7Uuaq+pxTj7Zl9Py2fn5J8WucX a/8f4fmM7CyU7k3womYMj2ltVs129xX2YzFYVYwJdp8Thq9Lz6OF8X44OP+Y vrslr9Z8oeFaWauzIxrv6Pwrpbkzr2r+rAmcwftiwz7cpbst2Vqp9S7N67Wn NKSR3LkgFmqtVbNOcF2gOpoleabGzx3GA97OKL3fLH0fPc/n1t1Td0z92u+q OS8j7eYWvMKXrsCEuRVn4GNP1fXBmCt5SPM9pXX+qDg2FMZkveZx7X9VN8eo 9ctVcwaObAn+w7tDUTtwYl3EOFn1eXJxo/SfkI5F0rkhs65PC/eYLcFDOLW9 6nokD+QInN9tGPPe3BztjvqFy/APXC5J/9eSH2+4bvCZ2mE+GP7PrZsP+ANH JkO+PzOH9hfm9pfBb+btIe/tMBb/41C3XXxYFnUwP/xfGt/winrGBhyB93AP fwaiJ6O7Gv1nqmEZ7r8U+JMH6qqz7hhfyM0faoL75Jue/LLuvdruvDOPhDyn MH/g0du6u0JnH8nMLeqE2MFzRfQfegk9hT5Dr8NXYu4MbhLjr03X7W9N53Yy +IA/+AI+xD0V78Ituf37t2nuwTns3xB8gBenNM7o/huFsT0T/WR31O3dpXE9 ENyiV1An6Nkx3TJ9gzonv9tzx8CbRw3TJ7B1ZzL35wb/qVNqlHVqAJkcNeIN Oto0lpsDZ+KFQ+D2kXwal/xxaW7CPbCkzsCcWutv+u57mX0ZDVz64r17sbBf rfABHSviPThfd523ojd3R38mF3AAPpBLzl8sHQ8x4D89kp5Czr5p+o1fm7nH IJNH+FsJPasiL9zljQTLXZn7LLpOSv/Z3FjSFz8s3bc/0HxT5tr/rum+dSzy y78EMU/F29MZ/AHjocgFNcXbNhZve0+8l7w7y6O3MZYHP3lbBqNngs1Y5I9a WRK1xns1EG8WuIDPyszvBDy43DBf4A3+8gbyHwNXd2aun18UyzWl8ZpTOr6t 0d/gMXy+OTc/4EmW2za8Rw8x98Q7/ldhLP4u/L9Cr7xX89Ol19nHD/AEu8+0 Pin589L5mxW4wTV61rHo9+ACJryxs+O9mBccpC+hA+7AL+oanKlN6nlvYL4n ap28ggk8OBz/G3uvnNc8Ef9Y+NMZtYldbFIL2Dof9ugf3AGrjfGNntH4h2T9 im3s0mPoNfRq/q12R58Fw9E4fzr6TyXyPRZ1OhG2sPMfYPhxKg== "], VertexColors->None], PolygonBox[CompressedData[" 1:eJwllFtoznEYx3/Z9r7/l/d/mNrJKHKDXCi5WDESKasVIS5ke1HTxjBzHLKZ 1WZKsSnTlLnZnJnDjeygIYcLJe0C243DhNFQXPh8PRffes7P83sOv2mpypXb xjnnVoF08Ch0rjPuXMZ457ID57oj5wY85wbTnJsOPc/HDsPPyIbh94Jm6A70 uehOhqaTTLqP4LtnMW5B1xKzOAZPji1J53ZkOjcHvoeYF/F/A38s4dyRDOdm Y9sE1sUshmJdBb3QL8nXBT0ERjyrSbWVwlfC30efRy3l5MiPWU7lTqHf7pmN bDeh76eWXvTf0JeTvz5hNbQTbxmyNdTSRz/yJzo3iuwVuuP478F/P3pcXBr5 D0DvRtak/GAmtt1gEN0KYjxD/x4+Bt1CvtvQ50FDwnIqtx+Y7UL4J/DvwGRy 1yF7zXta0G/EN5/4U8lVRE1tE5x7QI4LxKoBtekWswLfUez7sO9XDwN7g94i G9lqxpq1ZlAGXU3MRs/ekI1+OShIt5yd5L8JmuPWA/ViPnw2fC74lbQaVatq Um0z4P/EzOcg9nOpqTBhM9sJ/yOw2tTDGugxMACfhf0Y8ap860UW9pOoLYV+ FvoK9AXoFoSWuw4UwbeiHybWamo+o93xjX6Iz2/8F4W2y9XgL/GfZtqsNOMo sJ3Ubg5h3560ndBu9IAU/OakxVIN56BHApt9Iz7XiX0KbIVuANega8DauL1J bzsEP8WZ7DB0h2+z64J/DL8+abGawA34r4HlLqPeL4HFVOxCZJWB9Ui90k1c 4X0/4XPiNhPNpioy3w/wu6BLkC2OW42q9Siys575/PcNrBb9AfoLgtB6oR3w Q6tJtZ0G90KbgWahHdOulei+0uzGNka2o9pV7YB2oSu0WWlGmtULchZ7duO6 9SWR/QWSLYW+JN6zG3jLrD5hcxfbVnCH3GOhvU09bUvaH6S/6AQ++/B9Hpit blC3mBfZLmkHtYsbQrNVT0pDu0ndpnIoV45vt66b0G1kRva3qGf1kf1B+otU 42Xof4lwvu4= "], VertexColors->None]}]}, {RGBColor[0.941176, 0.906538, 0.834043], EdgeForm[None], GraphicsGroupBox[{PolygonBox[CompressedData[" 1:eJxNVL9rk1EUvbFNSqzvy4vUXxX8sSnoICI4mklwdBas4qBULCjaCrrUoRYc jKhrBSVJnQpi3fwDrDp0NQnqIri5GhM9x3MEh8d33333nXvuufd9By/Onb22 JSIuYY1h9SYj+lgL4xGtcsQUnDMIuL81YgkrYz+oRvyqKuZdXXYqdP4CsSXg 7N0e0cb90/BPw38KawP7mzniOTB2pYgVrLfAmAVGqkV8rkQUNeUfGP8x9vuB N4NvAGME/+aYvr+r4rajLMx9IQ7kes6cP43LJm+ekdsI8cOy6vuRdP8V8K9s iziK80VwHlaVg/jMx32jJD2G9pPjz6rwmZ/n5PASWIsTEWeAvWb+rIN5O1gD xK/a/qftsrlOWyfqkgvV/L6u2A3fpa6rvtuxzfi5QrmYcwE6XwaHJuy74HEP 54dq4s+6KefVurDuJOG0/sMceU/stvHZH9Z1EvaDCeEjzV8tR+Z223l3J2nD eaA+7FXb+MvuEXvyNQvrBOKbk7KJecRz06+r7o45EG/J/aVeTyqyu7j7EOtY SXbPM8zZ4r1nwL+AohvAP4/vm6T735knK/YGfB8KYb5O4kQ+X7LqYV3UlRxY G3P1nYv7Fc8P5+hw0tzcytKd+h/IiuuZJ+eM8bOI35k0Q3wf12HPI/54XTPW Nz77RA35tpqul3HsB/E5e9RqraJekG/DenKWh347rJm1ryf5pjy7zEe8PVlc ifm00JdvhPgtvx3Oz3yWn2+oa715n9pRw4+FeD5yX/kPIDdypK9p/qx70xxY U9f+dffoW5Kf8dn/qK41/AN1l62S "], VertexColors->None], PolygonBox[{{3599, 2559, 2558, 4555}, {4214, 978, 931, 3350}, {4553, 2555, 604, 3596}, {4019, 1301, 1155, 3453}, {4628, 2697, 784, 3303}, {3596, 604, 1685, 3789}, {3402, 1922, 1760, 3853}, {4321, 1932, 2962, 4681}, {3985, 1896, 1932, 4322}, {3854, 1760, 45, 3231}, {4574, 2586, 1214, 3487}, {3655, 1447, 2559, 3599}, {3351, 931, 1301, 4215}, {4681, 2962, 1143, 3442}, {4555, 2558, 2560, 3600}, {3443, 1144, 2556, 4554}, {3597, 2556, 2555, 4553}, {4121, 1143, 1144, 4122}, {3488, 1214, 1447, 4460}, {3734, 1155, 1080, 3401}, {3401, 1080, 1922, 4010}, {3936, 31, 1857, 3937}, {3790, 1685, 1243, 3511}, {3559, 1243, 2697, 4628}, {3935, 1857, 1896, 4217}, { 4605, 2624, 2586, 3628}, {4556, 2560, 978, 3369}, {3627, 1712, 2624, 4605}}, VertexColors->None]}]}}, {{}, {GrayLevel[0], Opacity[0.4], TagBox[ TooltipBox[ LineBox[{3179, 3714, 3177, 3231, 3854, 3853, 3402, 4010, 3401, 3734, 4128, 3880, 3453, 4019, 3569, 4215, 3351, 4213, 3350, 4214, 3369, 4556, 3600, 4555, 3599, 3655, 4635, 3452, 4460, 3488, 4459, 3487, 4574, 3628, 4605, 3627}], "40"], Annotation[#, 40, "Tooltip"]& ], TagBox[ TooltipBox[ LineBox[{3303, 4628, 3559, 3510, 3818, 3511, 3790, 3509, 3789, 3596, 4553, 3597, 4554, 3443, 4122, 4121, 4403, 3442, 4681, 4321, 3381, 4322, 3985, 4216, 3352, 4217, 3935, 3937, 3936, 3988, 4016, 3695}], "40"], Annotation[#, 40, "Tooltip"]& ]}, {GrayLevel[0], Opacity[0.4], TagBox[ TooltipBox[ LineBox[{3172, 3824, 3170, 3823, 3822, 3315, 4211, 4212, 4084, 4085, 3228, 3171, 3966, 3967, 3965, 3964, 3829, 3317, 4270, 4271, 4267, 4269, 4268, 4575, 4576, 4056, 4683, 3491, 4464, 3492, 4041, 3607, 4040, 3606, 3688, 3687, 4465, 3493, 4164, 4165, 3279, 3723, 4329, 4276, 4277, 4131, 4132, 3904, 3324, 3903, 3323}], "30"], Annotation[#, 30, "Tooltip"]& ], TagBox[ TooltipBox[ LineBox[{4025, 4018, 3165, 4612, 4017, 3819, 3380, 3707, 3706, 3717, 3708, 3827, 3826, 3825, 3385, 3682, 3229, 3173, 4344, 3417, 4343, 3418, 3736, 3735, 4011, 3403, 3901, 3319, 3900, 3318, 4228, 4229, 4113, 4114, 3865, 4193, 4194, 4195, 4192, 4071}], "30"], Annotation[#, 30, "Tooltip"]& ]}, {GrayLevel[0], Opacity[0.4], TagBox[ TooltipBox[ LineBox[{3183, 3676, 3421, 3866, 3867, 3248, 3739, 3767, 4043, 4044, 4042, 4046, 4045, 3572, 3573, 4613, 3182, 3713, 3696, 4346, 3419, 4345, 3420, 3752, 3751, 3247, 4115, 4116, 4191, 4190, 4070, 4542, 3587, 4541, 3586, 3803, 3585, 4037, 3591, 4548, 3590, 4684, 4069, 3174, 4670, 4669, 4668, 3852, 4687, 3851, 3939, 4689, 3938, 3166, 3226, 3847, 3846, 3348, 3934, 3382}], "20"], Annotation[#, 20, "Tooltip"]& ], TagBox[ TooltipBox[ LineBox[{3675, 4039, 3598, 3878, 3879, 3760, 3446, 4410, 3448, 4408, 3447, 4409, 3626, 4457, 3485, 4456, 3486, 4458, 3449, 4413, 3451, 4411, 3450, 4412, 3629, 4462, 3489, 4461, 3490, 4463, 3454, 4636, 3605, 4130, 4129, 3455, 4419, 3278, 3813, 3814, 3631, 4057, 3630, 4058, 3261, 3737, 3738, 3406, 4090, 4091, 4092, 3181, 3974, 3185, 4615, 3973, 3836, 3882, 3881, 3265, 3740, 4546, 4547, 4545, 3589, 3698, 3697}], "20"], Annotation[#, 20, "Tooltip"]& ]}, {GrayLevel[0], Opacity[0.4], TagBox[ TooltipBox[ LineBox[{3186, 3422, 3423, 3407, 3741, 3457, 4020, 3458, 4021, 3266, 3810, 4138, 4137, 4136, 3612, 3872, 3251, 3870, 3871, 3835, 3856, 4614, 3184, 3235, 4672, 4620, 4621, 4561, 3611, 4610, 4611, 3685, 3250, 4047, 3249, 3868, 3869, 3833, 3855, 4671, 3180, 3233, 3354, 3321, 4072, 4073, 4074, 4348, 4347, 3991, 3941, 3942, 3940, 3990, 3989, 4328, 3720, 4035, 4036, 4034, 3570, 3719, 3718, 3167, 4064, 3850, 3849, 3848, 3349, 3987, 3383, 3986, 4063}], "10"], Annotation[#, 10, "Tooltip"]& ], TagBox[ TooltipBox[ LineBox[{3313, 3898, 3314, 3899, 4124, 3257, 3759, 4127, 4126, 4125, 3445, 3484, 4640, 3483, 4264, 3368, 4263, 4266, 4265, 3316, 4188, 4189, 4087, 4086, 3230, 3176, 4415, 4416, 4414, 4418, 4417, 3404, 4338, 4339, 4088, 4089, 3232, 3178, 3971, 3972, 3970, 3969, 3834, 3322, 4274, 4275, 4272, 3371, 4273, 3634, 4579, 3635, 4580, 3497, 4471, 4472, 4468, 4470, 4469, 3264, 4135, 4030, 4031, 4507, 4506, 3552, 3857, 4028, 4673, 3236, 4029, 3715, 3379, 4318, 4320, 4319, 3307, 3564, 4654, 3563, 3305, 4519, 4331, 3389, 4330, 3388, 3943, 3355, 3858, 3992, 4674, 3237, 4093}], "10"], Annotation[#, 10, "Tooltip"]& ], TagBox[ TooltipBox[ LineBox[{3347, 3705, 3378, 3647, 4625, 3289, 3817, 3646, 4592, 3649, 4591, 3648, 3276, 3778, 4160, 4159, 4158, 3478, 3584, 4619, 3224, 4308, 3377, 4307, 4310, 4309, 3340, 4202, 4203, 3983, 3982, 3984, 4108, 3242, 3217, 4617, 3861, 3843, 3339, 4305, 4306, 4303, 3376, 4304, 3223, 4618, 3583, 3521, 4627, 3296, 3793, 3295, 4207, 4208, 4206, 3346, 3246, 3680, 3679}], "10"], Annotation[#, 10, "Tooltip"]& ]}, {GrayLevel[0], Opacity[0.4], TagBox[ TooltipBox[ LineBox[{3200, 3432, 4634, 3433, 3431, 4392, 4393, 4389, 4391, 4390, 3199, 4385, 4386, 4384, 4388, 4387, 3430, 4382, 4383, 4379, 4381, 4380, 3198, 4375, 4376, 4374, 4378, 4377, 3429, 4372, 4373, 4369, 4371, 4370, 3197, 4256, 4257, 4255, 4259, 4258, 3302, 3545, 4650, 3546, 3542, 3544, 4649, 3543, 3196, 4251, 4252, 4250, 4254, 4253, 3301, 3540, 4648, 3541, 3537, 3539, 4647, 3538, 3195, 4246, 4247, 4245, 4249, 4248, 3300, 3535, 4646, 3536, 3534, 3577, 4657, 3576, 3194, 3669, 4667, 3670, 3668, 3754, 3753, 3426, 3428, 4633, 3427, 3193, 3463, 4638, 3464, 3462, 3768, 3769, 3665, 3667, 4666, 3666, 3192, 3574, 4656, 3575, 3531, 3533, 4645, 3532, 3299, 4243, 4244, 4240, 4242, 4241, 3191, 3660, 4664, 3661, 3528, 3530, 4644, 3529, 3298, 4238, 4239, 4235, 4237, 4236, 3190, 3658, 4663, 3659, 3525, 3527, 4643, 3526, 3297, 4233, 4234, 4230, 4232, 4231, 3189, 4365, 4366, 4364, 4368, 4367, 3425, 4362, 4363, 4359, 4361, 4360, 3188, 4355, 4356, 4354, 4358, 4357, 3424, 4352, 4353, 4349, 4351, 4350, 3187, 4421, 4422, 4420, 4424, 4423, 3459, 3461, 4637, 3460, 3699}], "0"], Annotation[#, 0, "Tooltip"]& ], TagBox[ TooltipBox[ LineBox[{3311, 3896, 3312, 3897, 4123, 3256, 3894, 3895, 3893, 4083, 4082, 3227, 3169, 4406, 4407, 4405, 3444, 3732, 3731, 3733, 3603, 4658, 3604, 3806, 3805, 3259, 3602, 3362, 3832, 3831, 3830, 3320, 3902, 3353, 4218, 4220, 4219, 4524, 3799, 3260, 4622, 3608, 3684, 4278, 4279, 4133, 4134, 3263, 4316, 3262, 4488, 4489, 4487, 3513, 3792, 3791, 3294, 3550, 4651, 3551, 3456, 3766, 3609, 4659, 3610, 3548, 4504, 3549, 4505, 3547, 4517, 4518, 4516, 4544, 4543, 3588, 3234, 3683, 3671, 3797, 3796, 3405, 4467, 3495, 4466, 3494, 4578, 3633, 4607, 3632, 3782, 3496, 3555, 4652, 3554, 3765, 3763, 3764, 3553, 4508, 4510, 4509, 3280, 4314, 3281, 4167, 4166, 4312, 4311, 4560, 4485, 4486, 4177, 4178, 3291, 4596, 3290, 4594, 4595, 4593, 3650, 4599, 4600, 4062, 4598, 4597, 3809, 3807, 3808, 3672, 3692, 3277, 4577, 4521, 4522, 4520, 3571, 4523, 3370, 3387, 3386, 3721, 3722, 3506, 4641, 3505, 3258, 3761, 3762, 3601, 4557, 4559, 4558, 3694, 4404, 4324, 4325, 4323, 4327, 4326, 3384, 4033, 3565, 4032, 4065}], "0"], Annotation[#, 0, "Tooltip"]& ], TagBox[ TooltipBox[ LineBox[{3344, 3932, 3345, 3933, 3960, 3959, 3930, 3931, 3844, 3845, 3222, 3981, 4484, 4443, 4444, 4442, 3471, 3619, 4661, 3618, 3274, 3616, 4660, 3617, 3643, 4061, 3642, 4538, 3579, 4537, 3580, 4539, 4101, 4100, 4675, 3334, 4201, 3335, 4685, 3925, 4149, 4288, 4289, 4173, 4172, 3284, 3815, 3285, 4175, 4174, 4589, 4588, 3357, 4286, 4287, 4147, 4148, 3272, 4315, 3702, 4512, 4513, 4511, 3556, 3772, 3771, 3795, 3662, 4665, 3663, 3500, 3783, 3636, 4583, 3637, 4584, 3516, 4493, 3517, 4494, 3515, 4535, 4536, 4532, 4534, 4533, 3207, 4496, 4497, 4495, 4499, 4498, 3518, 4501, 3520, 4500, 3519, 3639, 4662, 3638, 3784, 3501, 3558, 4653, 3557, 3775, 3773, 3774, 3514, 4490, 4492, 4491, 3703, 4317, 3273, 4151, 4150, 4291, 4290, 4565, 3776, 3777, 3651, 3652, 4626, 3292, 3786, 3724, 4602, 4603, 4601, 3654, 3812, 3811, 3691, 3645, 4624, 3287, 3816, 3286, 4623, 3644, 3373, 3653, 3293, 3787, 3788, 3508, 4642, 3507, 3275, 3747, 3748, 3413, 4109, 4110, 3243, 3218, 3781, 3225, 3681, 3664, 3780, 3779, 3396, 4004, 3397, 4003, 4079}], "0"], Annotation[#, 0, "Tooltip"]& ]}, {GrayLevel[0], Opacity[0.4], TagBox[ TooltipBox[ LineBox[{3202, 4396, 4397, 4395, 3436, 4398, 3434, 3755, 4118, 4117, 3435, 4394, 4526, 4525, 3800, 4141, 4140, 4139, 3613, 3949, 3948, 3908, 3909, 3905, 3907, 3906, 3963, 3204, 4528, 4529, 4527, 3578, 4608, 4609, 3686, 3252, 4049, 3950, 3918, 3919, 3915, 3917, 3916, 3363, 4631, 3364, 3330, 4196, 3329, 3239, 3208, 3952, 3953, 3859, 3860, 3240, 3212, 3725, 3219, 4078, 4077, 3582, 3728, 3727, 4334, 4335, 3999, 4676, 3359, 4226, 3360, 4006, 4688, 3398, 4005, 4080}], RowBox[{"-", "10"}]], Annotation[#, -10, "Tooltip"]& ], TagBox[ TooltipBox[ LineBox[{3308, 3693, 3365, 3568, 4655, 3567, 3798, 3566, 4573, 3625, 4571, 3624, 4572, 3255, 3729, 4452, 3480, 4451, 3481, 4454, 4455, 4026, 3482, 4453, 3366, 4260, 4262, 4261, 3309, 3820, 3821, 3168, 3828, 3175, 3968, 3891, 3892, 3890, 3310, 4209, 4210, 4081, 4514, 4515, 3560, 3561, 3512, 4179, 4180, 4181, 3730, 4540, 4186, 4187, 4066, 4067, 4068, 3367, 3674, 3673}], RowBox[{"-", "10"}]], Annotation[#, -10, "Tooltip"]& ], TagBox[ TooltipBox[ LineBox[{3342, 3928, 3343, 3929, 4015, 4014, 3750, 4157, 4156, 4155, 3475, 3581, 4616, 3216, 4107, 4106, 4105, 4225, 4224, 3338, 3841, 3842, 3215, 3980, 4483, 4432, 4433, 4431, 4435, 4434, 3467, 4479, 4480, 4476, 4478, 4477, 4587, 3976, 3977, 3923, 3327, 3922, 3328, 4284, 4285, 4282, 3372, 4686, 4283, 4632, 4679, 3393, 4680, 4333, 3392, 4428, 4429, 4425, 4427, 4426, 3268, 3885, 3267, 3884, 3883, 3391, 3994, 3996, 3995, 3203, 3839, 3201, 3838, 3837, 3889, 3888, 3306, 4185, 4184, 4678, 3390, 4332, 4075, 3947, 3356, 3944, 3946, 3945, 3993}], RowBox[{"-", "10"}]], Annotation[#, -10, "Tooltip"]& ]}, {GrayLevel[0], Opacity[0.4], TagBox[ TooltipBox[ LineBox[{3206, 3677, 3437, 3873, 3874, 3254, 3756, 3253, 4051, 4052, 4050, 4054, 4053, 3615, 3690, 3689, 3238, 3205, 4400, 3438, 4399, 3439, 3743, 3742, 4340, 4198, 4199, 4197, 3331, 4549, 3593, 4119, 4120, 3804, 3592, 4552, 3595, 4550, 3594, 4551, 4038, 3997, 3998, 3954, 3956, 3955, 4337, 4001, 4002, 3961, 4227, 3361, 3962, 3400}], RowBox[{"-", "20"}]], Annotation[#, -20, "Tooltip"]& ], TagBox[ TooltipBox[ LineBox[{3678, 4013, 3416, 4012, 3415, 3749, 3414, 4447, 3474, 4445, 3473, 4446, 3214, 4104, 4103, 4102, 3412, 4342, 3411, 4441, 3470, 4439, 3469, 4440, 3211, 4099, 4098, 4097, 3410, 4341, 3409, 3746, 4146, 4145, 3466, 4430, 4531, 4530, 3801, 3802, 3641, 4585, 3640, 4586, 3271, 4562, 3614, 4048, 4564, 4563, 3499, 4473, 3498, 4474, 4582, 4581, 3975, 3911, 3912, 3910, 3914, 3913, 3270, 3770, 3269, 4143, 4142, 3465, 3701, 3700}], RowBox[{"-", "20"}]], Annotation[#, -20, "Tooltip"]& ]}, {GrayLevel[0], Opacity[0.4], TagBox[ TooltipBox[ LineBox[{3221, 3245, 4111, 4112, 4205, 4204, 3341, 4301, 4302, 4298, 4300, 4299, 4313, 3978, 3979, 3927, 3336, 3926, 3337, 4295, 4296, 4292, 4294, 4293, 3209, 4096, 4095, 4094, 3408, 3745, 3744, 3887, 3886, 4475, 3502, 4170, 4171, 3283, 3785, 3282, 4168, 4169, 4281, 4280, 4144, 3921, 3326, 3920, 3325}], RowBox[{"-", "30"}]], Annotation[#, -30, "Tooltip"]& ], TagBox[ TooltipBox[ LineBox[{4024, 4023, 4008, 4009, 4007, 3399, 3712, 3711, 3220, 3244, 4336, 3394, 4000, 3395, 3710, 3709, 3726, 4402, 3440, 4401, 3441, 3758, 3757, 3877, 3876, 3875, 4630, 3333, 4200, 3951, 4222, 4223, 4221, 3358, 3924, 3332, 3840, 4076}], RowBox[{"-", "30"}]], Annotation[#, -30, "Tooltip"]& ]}, {GrayLevel[0], Opacity[0.4], TagBox[ TooltipBox[ LineBox[{3210, 3716, 4590, 4059, 4060, 4482, 4481, 3503, 4027, 4437, 4436, 4567, 4566, 4055, 4438, 3468, 4682, 4152, 3288, 4176, 4677, 3374, 4297, 4153, 4154, 3375, 4569, 3621, 4568, 3620, 3656, 4639, 3472, 4449, 3477, 4448, 3476, 4570, 3623, 4606, 3622}], RowBox[{"-", "40"}]], Annotation[#, -40, "Tooltip"]& ], TagBox[ TooltipBox[ LineBox[{3304, 4629, 3562, 3523, 4502, 3524, 4503, 3522, 3794, 4183, 4182, 3657, 4604, 3504, 4163, 4162, 4161, 3479, 4450, 4022, 3864, 3863, 3862, 3958, 3957, 3213, 3241, 3704}], RowBox[{"-", "40"}]], Annotation[#, -40, "Tooltip"]& ]}, {}, {}}}], AspectRatio->1, BaseStyle->{15, FontFamily -> "Times", Bold}, Frame->True, FrameStyle->Thickness[Large], PlotRange->{{-4, 4}, {-4, 4}}, PlotRangeClipping->True, PlotRangePadding->{ Scaled[0.02], Scaled[0.02]}]], "Output", CellChangeTimes->{3.401461477560351*^9}, ImageCache->GraphicsData["CompressedBitmap", "\<\ eJztfWtQnNeZ5hdoQFfu0N1chC7ofrFkWTYgJZacOBFyJAVZhgDxpCyvN5ao lB21EJJaqVQCM7/611ZLYGjyY8udH1PV/sdFRjCXjMnOToXU1GyQUECe3exa eytrd7IJQpdlz3ne9/T38vXpRtZmq/bH2AWCj3Pe9znv/ZzvnNPH37rw7jvf f+vC2bffWv+N82+9/+7Zt0Prv/7eefUo+0uO86V31dfZQkf9/MDJ+0enZnFx 8eziouM87b+b1Lfc6L+qv+eo/+rv3av6hnqQPd2vf3V86ivbWb/4qXr2VfWV k+jc/s6+n22ojb/gNKZp1+gl6NNsatH6Y7RGz8VPAz9Hz/WqpzNZp569or7y JgOOE76/uBj+leOM33KOpml7TNDL9TLAH4eGdVPVWf2c6Iz9zjA41ug4U5cX F6cuO84r2wiMpW0Kg7LFxZXT/VlaCvFSxwn8dkPtBp+TpUe+oVYjdg6ihR5u dux3gd8q2WhZrlhxxHHmf7q4eP+Hqq2SUaNo8FoGctmGq+OA6+KnG2ojTYuL CpRq9hX8IUf9wZfoLPxJT+Hip1/Tne5VAbLqDFr3qpSiFyHGZLvGVGoY4Qbd aGi48CfzP53+WD08rn9XOnD2/ez+m1r92Xd/s4T43d+AeKNs1+ghAsobdedj Z8P3idsJ/WvHccc59ecwqzSgj4lmx5ZScKnefVT4r8fn9TPdJG+qNfID3Vmb kRK8pr5y8VNlOM79H5IKVhxRvx+1tD22lFyu8Q5fpKn+F8as8rQlTrUquSnL X/GWo2We98qKFJPytntNEnJJL36678+SpNUwnbfXLC7Gfuc4bf+NSGuxhn/F 7jBPpD3tXpOEhC/061ET5fmJ0EeB3+77s8Bv3941/1PnVVjdCxtq9/1s+6uJ N6xtvilo5H6RgGL+9WsVOk0qPKX+VuCNEVnQvA/fi5/6e8kXbE/fc/AdOAqF k/v+/4JwAt9Pip9PeLtqf5nuVzrKs8clHwUSdFDfjy/tCY551tjis3RZ6/Fr 1SbHcVaTlcBdV+mf5yd0UEBr87xA/FxMo52fUP9WwPMPof1Zii73Dpnn8xPT H6t/S9LQWUPtQYcwfIznK4EKgPOXRgzCqwa7cr5NBfxr9yrvVTqr1Vd2onf6 8fRjZ436yh66NTk+OecUqK/syMjQk6EnTrH6yk7M9fjj1U6l+sqOXgl1RQ45 31Nf2aGu6BXzvMefmFNtS3T7wa7JOUUjX9OZHE+MKNprNf3xYZfvJ7+eb1NY cufbsj2o3SDkMzoH6vFpO+rJto8qDOrhg/E2gyLSGhsz6GJjHc2RKudfaNSR qu752JhTRc8Hg6Z9vG34YJJOw2RbZtS5rnEUyOjmwTycghk0432QkJQ0MISH 49UG84dPOpq7HzpnNObuh+H5D584+m/Z4Xm3fWTEpRPvc+kvwfz7dJhN2Hw6 zKxV8Io+cLWduBqpU7iALdQV6lN4vwvr6HOfR+oSsWT7OT16p1DTkfSXxVwo gvJSyBaDToE8EYs+UOxLIbY6mEa1MY2eSuc7GnJPZUezMo119NxtH30wEVsW ss00/E9nDTMuebYGsA3PwxqqjTWE7zhtGmb4Tre2hhpIttdtv2S4V4ceKNr5 Xpi/tEnWn9bRxoddmJNX4GgkhYXEgGGbiEHRBKcV4aEFMKcjrea5MphYsv1A YsHQURSvfHGYKzTM+QYN1FkD4c9PzRoyUgqT49HbimUZlHg7NmvgxGYhzdMa ZmwsPB+76ayn51A6twedQq9vTc1+Mm/4TpXNNywD837QbT7pnxowMBO9LnlW eplQ+nqSZkeLCltNsM0ApLlBKL1MKB10BrsEzIFJfxLmi/eDy8D8fEE0r3OV ImF+VIHoCrbxsAsHtnnDOQGl31DRddbZSPDj4WR7iq5FXpiTV6bqDN/p5s8X loH52W3R/PJEvYE5EZwIG/JSmqx0wAnfUAH1kXMMAfVR93y039nEStdGUu6V 5uT40K0k/frpy4bv3a7Pbi8Hc3Tq20mYH7gwp8j0i8imEEPLKY5D6QpOVqhL p6jIIYXya5SulEfVOZs10u55d2RDc4N9htRwu2BRN/1BUpHf/mx0GaR3e92B MdICkaEKKZYgSwJpvD1yWUGpheAeK733EcxwX48/9phgqhbtSYHWD7cbmImZ qTEDc9J/94aryLu9y8CcFKOSMFlfUu9g2+P/8ImCAjjRse758KhzGDBHld7H nC1ktrqH4xd6l+ZpYN5JSvOSjkoZYX4y7zZPB1NFmKTeh+a6lbs7WwlmR3Oo zzlEubOjWcHcxkoX7ZE7i70wJd+7d6ZeXAYmR9qMMFnpkE60H0rXcHwxwIxU vahw+pRx9umUuZ3V3paUJ/ljsciYDPSzR4rrWpHkc54B6LVyAAX5KKndT2qP PVZQtgPobGgo1NVT+bwG2v2ox98TiM3uILuF4gNC8f+vgCYWJq4mgd5ygbLi d2qgHz7RQgyP7tFAtYFGWj98skuoPuC10ImrEwHDYQnQXz8z0Mm24QoDdLgB igxQ3EaNv5tV36Ij/TYAVdFUiXtsD80KZA9VPRtKFaijnxpoNio7AB16ww50 aiwxo0iXCNUHKITC459TXznRsVCXDk2qrluvsOb0VIaVhHsCyqX2Cs8PwrZH hAFQgCoQLuWBq9D5vHDzuBoZNs0ZbiFcqs8lHxFwh+Z0zHeeV1+5sdlIfUdz R0uoq/tOQOHN7b6j8Lf0+CP1sdn9cK0RGEIwxWJHYLEpgKfKUZekACZDyBMp KhWwIK8SftiwZUM4QPLT00Anq6PFyQsp2CrpP1QeVqlqFZ/Cnxep6qlUGfZh +EaopaMM7bJ76qJXVNH6ou4/SAYGusPtqCpLhAMWiMi7VuSxNHaN4ajmH5vm dz+eCHrkT+ZyG/IPikjRoOWvhjMWvhHuC/WFLvnUuHJDl0J94b7olejYh08O UsTQpuZUQP6CogQ8VScRTLcsA5ir7LWikpHyL6EQ7wJmg/lTYQ4VwhxS4HDF ki+qaV8mOMMunKlvo/5LgRPvc9nG25ASukXgx/PEzfioaluaos4rMLd84U5P C4er5hQ4w+2D9YplpWari04F5cdUz8G7K0UeSoHD1fFTwMkVc418nmuMeayr VASjChHefyyUVSmUVer1XZ5T5Is5RSY47LtozmQAJ0ETyVJhO5WiWP8RfC8I n67y2g5PGIvETIxMuRe+lwkOR558Ma8tJBNE7VcqJoxVoij/oYaTuIniu4pg IhSUipI2FQ5VN5ngDFHzFDic4krFxLBaFN9XWVlPkjAfYDmM4BxMgSNtJzsD nPF0cGg6XSYyQxV7llZWmGdQbQamtB01l2r74nByxHy0IBUOpiZl7OhPDFtW 1mUxU1qXAqchDZx5zDszwbnbhcI+BQ7PlMqoioDJgm2kF8q6JKbBJJ12xJ0y saiQAmf6g7tdy8CRze/eGbptyKiqIwlH2c4DAydxsyegoHShCLqduGmeqzJ9 3LSfCCB+FYkkXSDKyqwMcKQpq6jc5oFTLuIOKSWIha1OqsmgrBqhLMAZuuXC mWxDICkQtpMGjk+EQTQfn56ezQCnRqxlXBDKSoEz/gDhFHSmZwX9+fv1y8CZ FrbDC1VFwnbKRc6qYWXphaoQ1qvroCx+Hp8x7VlZxZgDvyBtBxk9Exy2nRQ4 7Ojl5Lhw6PWkrOiAgvIDKGsAsy16Xo+cRXDqYcrFwpQ1fR8pKwOYocxg/KIe AtPw9IdzCsh7ojzeIFT1DGCoOM6Gk/e5ZqZqzaAhsgTMiAsmMa4th8BEerFM khGM8Crf3S6dr+yVerZXTVxaFHN6aDBgOHluEMnz+2JFa6MXDAfAYrGiBTCf PSInt1XhKWBYTSDyUQVSp1+YMJjqOawC0iGi8UaxMODn1KklXOJRU3KF2mIy WbQUBC0VerFwVeEXM4JNwrvPCe/eKNI42k/EUFWkYJmqozW0dFi4baFIC8Vi WYppw2eAJRGDa59l146Z56r+09gDouCiMfW69LVc8BowDRbpSmpqETDjYQMI iLk984z2Kxzfg1/3A2OtMJiAqEWBRWnrg6fAovOWXq1zinTDodsImylAeg4A SC0VxZgSvyN8enMmIBx+AeSz0btdGYDoNy4EJHEdBFKAsAsBCL9AfIcqLPhz OiCgMzQstYN3mz4rkM8XUMwUCTNJB2SzqK3eFrXVlkxApBl+Mq/3saQBwosb aDgcHF9QnUvFBIGAUFW1hWpLJOq3xJumLSIVBb1AOFGTah7h7bANSIlXELxa AnrxGaS8reS7MI3vCtPYKnwX7YcoM5cuFYTNZUu8hjDcgNX+oAgZW2l4mBd9 l0PGXPL5AlJekGvbVsN2KCPbYoTwK4h2aM4v0ohMO9S7TYTwN0V02MZV2pxp z5GqdKlHpmXLQi4V1hYUQWk7alV6zdhOq7uxBfOc21eQdbpSU/43vBzb6yls K0QqB/nwH6DbVtatiszOjjRspZAL7GzhW5OtmP6UpbC95bIdmkPSbmUnv7kc W16gyMRWjlYVddqSKwVbkE8MIPK38NxWv3jY6WWbmEGaB3x+V5xvZ8sOprXL o+2b+E6SLZUoRL4eQf4NsK2Hznd52U6EYZqgMz6NAJGJrQrpAx4hS7YgHx1B /n9d5P/dgm2liBsktTGzsJCWbeIimqdju5tMCqm+SZjUHi9b1i3oJC6aGbut JiwQa15oPjWLyVuVsOTdXLD7DdvueeSNFLbxUbz6LRMmpdjaqr8C72gngiiy qsQMfA+HC21SJ2HJ9Yhez3nZcpFVLkxqjZctCZnmkh9jLlkuhCxHC/KReljy caobojpc7BVsq4RuyZIfmHdiNt3mCwdKYcuj3StKytfYpHQq2Ae2LYKtoDPU aV7T29iu9Y6W1xWqxWj3iQzUSCalN7U4z6eMdgE1PrG9hRo/E9uhay5KnoBX i9HuE1EKbMP0eiWFLe9ZKqeYjFInDVt+O4HM4RdClqMF+dgsLPkbyEB+BMf9 gm21V8hqRqMXk1dlYCtHy8FxnfDb/WzJ9YrlqzCpBwiOL6SwvYG5i19Y8ko7 29Xst0HTPDECIa8TQiby9ci3X6V8iyh1ABb+e5ctCxl0purgt5nYxslvpZDX iVRA5OuiOt8eoXyLoupFMdp1Qsh+Yckr7GxX0QQRFujnOdlBQ4bXgF4C2xGk +ZeplkMt9RLVeK50eP3QTx6Btec0bFeKDBTwjna4fbBBka5jttpvvyyWvPF8 sAFRrUbEZFJWLzJQXga2iV7EUr8wqRoq4bB4Wy/89iCz7TXPEwOoHGtEviU6 VNSkYbuCTAoOhNEmrmO0NRTa4Z/17LeqrMH7Gv3+VrNt4ImvTh3rU3T7ACaV m4GtNKnpWcyf1wsHajDhQrGtSya+OeeQMKkanlfOGvhsUjl2tnks5LFk81so WCXbg8Q2FDUvyxTb64rtl71sVcF6y9CZGoOQl7Jds7j0jIKPzigkF6dpURHz 2QDJQJN3Ngi3OiRk8IKQwVdg37cAZr0wNNCZCGCu4ksFI44y+OgoQ3K1kxZc tQadIIUWVzK8FeErxg5ij/HeVNuBlszLPNG/6raHZII0cUHayF4CBht0xbEH Hx17WAJmqNMdkZQMv8h42UgmNkvvlOELc85h8gXkvA2csWcNGLaOrCVg5EZm eXwiN7meR7NPBCKSTS8CywaRZI4gk/sR/3ZT/ENEeAWy6XMVpcJur6EzNYD5 fiocszt6yQGL5B7ibMIDn2U68MGNIg2Arwr9/bzJQRc0Og18VVgx8PNqtKbj m/RPXdICEjuC9Z7P5OmKbIMgi6xFO7BTgWx/0aXIM7CvkVUgEWF7SmzBfR4f hXUBMYcBUtA1shYXQNGiewwj253v36v87FH8olNJ9o68QMRGkdtfpeSLnL+V cj7KyFepqkVk3ch5IWAGoa1j6ZKLtlPvQY0lIOIXp2ap8/SsjpzOJnJG6ODr VHjARGm/lvo5cdM5KnSwkeNm0kSnxoY6LSA8BzoEiIkgFFghDHOjyJCNVGKK vYutPW+Y5xIEG2YFGdTdR0tXOADCc/QjCaIKWbUNUt1E+Qdz/GOIUv3YkEh7 eme75+NtzmvQTjveBqL90AOUQIq3J0h4z4UkWVZyWFA1slMr7P41Cgs9dZF6 2mEeqVd2P+ccF8PdxFbHMrclikpO/OOGPLv5cYoukZFIwAnQTgo11R5wTmKk t9F+E0vzYnrypKwZrHeD/GADzPNbJBi9A8kpiWNrUqQ1MhJvbwLfGNam0GG4 waRsG30TFXRK3Sykc0p9+WJjPX4dqfI1g6j6JXorMXCaKhrIp5aSqikhbAw4 Kkf+nWHAewG0Za0Ymhts0CxUOdgfm/3wSZZitOLDJ2pu0x+pU49HVA0114yh 0hvhzUIh5RkYKm2Pe0bUqkeUmNMLTD11WT0Bx6dU3xtvS8y1C43XkkoQr9Iw 4MIWy2BmRDpc/QUkP4OSDs8nwmZxwkaGp0povkXg/EuBhskjR5bayfD0GFls i0DzVxRUXfKJBfOuwUYGSxCTrcgOW2FnLUDz12J+CTJDt7HmV2wnwyugMCeQ STyEtn8O2TyEGeP5tfLJhmm86LIuoFHxDTLbdPOei0DzN0DzEtCAjGrB+1+s K1NEZjBJJt6HaPMJxXyXvIqGvPnNuvYiBrWNRIwp/y9o6oBqhsmbzb3WtRRa 94CIt0Ph9Cbm3wgRE5oZeOza6ce2tZF8qpkRQrdTwEEi+1t2/D7zXE0F9LRt jZcMT8MpC8Cr0DxOdvN3bDcHzfPhg7Di1XbZrDbRdSLs7CDfQTXzS7bicUNm Iqzd1lllJ7OKwpB2W2cnm9+cIaOihA7eTH6wZWrAWWkns5Imf1A4kemCbH5F yRylIT0nTeXZyaygshY+tZNqBaxQ/70mM9wADeL5RAAizrWTyeXY2jxx1dlF Log54T+QM7jkJ67Gm9WgcuxkcsjDAX4XKRaa+jWseAZzOSLfCw/PtpPJppoh fnG4wdkNxVYg7d8Cmb7hJBllohenxpwsO5ksqqN0/UBkPiIyM1SsJdH4dJUw kSbrMJCDzh6moN3pN6BwAxQI4MH4xfmJNC+2dGAzDRMzEMgcEYBcQfj+m3gh lW0h8Bx5DtT6Kc3F4TmKng3wHgrQSL3/nqKH0YetOckxFulVNdx/ZNtrUVaw 0958J41Wbz9zPiOLv1aupLPD3nwHmSTeUvyXIZU0b2y3N9zGRXaLqjv+O6Nu mYjp0GlrvpWVoS3ic3a8ro8qdNy3xbPNPMiR6G3nn0iE2uF1CrXFLWTW+Iyi Puf8L6KuCqIFXQTZ4hPV3O1KhAPOAyp2BluG2/XEwYadZ0yDXYNB5zGFMICp sTdfRxYa71MVzdz/pspgsEuvRFbbO1STzKMjSqOLQ0+yTUCJj+qFSGthiB43 VASK6R55xgwSM/qVg7UWIwkpqaDHaqOxxEP9VtJaQ+hhTMSitxWumOpSoEcy fFBJoW/iapm9j94G5lOCHdGnG1QffdLPpzQd1LousfcpNsgG6zWyoPEANfoi e48CIFNNGFk1ZKwENtg13J5v77NG9cmZiMVHtRaVlahuepeCT9uVSq1XV9u7 rdKsVGjtij5I3FR99GvKnKE5FRS6VBU87qywd8vV3FSQWtAGrIxM9dRvMnIS SpxKaTPKT3LsPbN1z+H2eJ+WIelqP3re1Oq+9pLy3Cx7T91NdUJZq7vVA+p4 vE096rr/ZppQp1OYaqjaYylDHyZOE9VUEzWdt3G2/YX8kv5i81jbX56Fzz// 5Rn+og9Yy2tMfGlbYvbruY4kO3Nrz90imVunXAySlbY5lg7tl2TQchAOJ9xW CcOvvlRVj59rxM/V4ueg/llNoEfVvxV43onnm/FzM36uED9T++tR3X69eI72 LgwXqf2aEEK6GK9+JV4tlpcyjI2lgR4eadgu9XDl5+0B5Xhu6cjO3Npz8Ub6 1jAocZmGL21L/z//5Y//Fw6p+Is12Fr+8uwI9J7inkBUZbV49SFaHor29/jv VdkyTJY+eBW+oU+MRVpjs7qPPjukDzvVdTSHusJ3IoesExPdr/tRqE8fgIqO 6X440xWb7anr8Ycu9VTqM0bWeRodS6Pzc6qbXvXN0StYdGDRybN3W83nAwOK 3RXVrZa7XVbcuhS3VfZu+eB2R42vJTqmutVgOWtAdWrpvrPW3qeITkh3NEf7 9bgqzBJb93z4RqG9SwnYzHQ099TFHqs+ZXE62til2Dwqtvcp0316KhV6f3RA 9SkiaN3zoUuRqlJ7n4A5vE3Q1tKaPc51++09Kpb2WCl6BO09qnQPvR5LPXKo R+ia6lFp77EuyQOG8CV6swEe1fYe63FmWkk09th5TC+JlHT7nBp78w3iiPXD paev19l7bKLj4zif+weDp/uRs9HbnOczdJxXn0d2/oneoHW0hPqc2sghm8Nu oWsosAL7P4xEle1u9jYnMNsih7J66j6n9+xhffXGFjvq7eIWkf9qtlx0P3S2 2ZvvMBelqEH+ZzNIBWO7vfkucd/Hf8Kqdx3uAdlhb74bYOgSi//AMmnuvuPs sjffQzIB9n/k5i8qx9xtb/4cYcdrj7u06t/xosK+x95c2xfurAAbPkf2G+7X bJ6HunRWtm/+9J2/fW5E3yeBlvo4tOo9Q7sBQGE3XdrR0XxuxLrjOfu8KiXO dOKuh92Cxi3se7oDGrtoVB0tZzqdrPO3bWR8msy5UYgSZPTxXEXi1wQl1GLI dN9p239u1Mm2k8nVZPgil11MRsvkH4RMWOFtp1Vbn51MHtBcx+UqaM4bB/7e KFw922kuXTl33cm1k1mpyWjhkjmRZg0ZbZPmeVgNSrXNs5NZBRGfNlapPRgv 536lyehQap6H+s7oQa2wk1kNMtc7WpJcZ/Bm65dAc0n9xs/b9p+5rtqutJNZ A9mMQAY0KNop+ncs4gPq2XYarNLUiLPaTmYtk9HWvUOI+N/S5iZEsW0kYiWb UWeNlwyv/Woy50fhU9upOWTztxRWIJttFD/anldtFVtb6CokTXU/NM3Do3j9 +ws2v74kGdJUvpcM50iYXwsUTs3pmMEkK1wPaisr/HXVtsAum2Ky4u47prlS uA5Pn0DhKq8nn9+BFRfayZRoMm37MSg07zgAZ/i5GNRWlo0eVJGdTCmREVxp UH8tBrUlqanbTrGdTBmRgdFvoUSHN/5/hRA9EL6RfF4FMiV2MuUg87xLhtH8 pUCzmclohZdmIKPsptmQCd/Agaa/oIQRHjXPtfGlJ+PXZHQQ8KD5Diqdx7FZ 9f/jP/FC08FUdSyz0wxw8DmQHEkd1KZ3CefomhX/B1Ql2erk6MovNKxqpX7n 20KtlLkvndN+XG5nE6SoAlutJYHhOOBpUwsqP2pbo1ebiGd04A3aDIBx1JIV I9747QwqyKegqVqKxfDwJvJwvM3GFW3RKygZTlHFg3zGgJr+p6IRyECeNVhL ToJwRjtfL+PVcjm9clbkLzvfotwOM64lLUCzachXkhYgzVqh2W+a/TLxMB8m DyNbnxDC2UTBGNIP2slXsYs/Ms31PEOROEYZRs1UHvCZ0bqegKodeIcr4HAV B9evWEJ+mV1TekDnb1OvpEVuJNdF/dPI2wD1Kj0dZrsZ1vfNHaPdAJDdJvaK JB199d/S1bdl9ks52U0huHiFkPEmshDIGDtNB4N4i7KJXilCtUeFjDcKGYPO kQLvEZdldko52a1RDcSBqttOQxdEtguG+irpQik+TAdcIlfC00oXtBE2ABgb ROADjMa9Ta8vLtmDgosBvfuislqjSgynznSafioyJul138F1FV9jU7uutLGN tfEHZWq0I7YfnrtRxCh4dGNT0ylFWxhFwaJ1I5QG0Lj3XK/peKYTIXij0MMr YjMWDg7omjrOe2N1HUGAs8506iH4mkKNe1ujrdFlt0D5NO8jz8GEgt7BM2/a CHsFNrCbbABCeUUE0w3CFDUd35HnNP8lCKx7oABAwzUA2Ag3kFHBEw/Thh+8 R3tO7Mc6TFahpqPc/kyncXRoP6RoK+16V6XS7YTKgR7IEILCLdcLQ8Du3O75 QR1v9lHEBJSXReqUslAhLavxlC8VRLqdULlsDCPUWRdmrjx06RHnvbrRB3g/ SPuz2xAzvkJygvcA9Jk3YFRMR5uEY4GSbj9UnoaiM7chwbaxXtjGIUChV5UH CApS15eFY65fKg9tb9oybFDS7ZPKIytBnKXR9EIqEspByip4DUobpwcglUPC RWrYSpJSYSvJWQLFfdcOZTS5ymAJ1FBoAtsGoYx6oYyDXrYsAT/Bb2zSocHO diUEL5qf6UQBCjJh8ol6Csxge5DZtprnyie6ku1vnLnoEXwmtk3nYf8BYf+0 enIHVXgdpXTsm/ny0JOsyOV6Yfk1nMwF8KbzimqeneEqBJ+9iJh+ysLIa+s4 D+rxvEQRFi/hX+bg02+ecx5cR1kYwP1UixzRtr4iA1tlTK8ntTHiiis0Da0e oHiLzaZHaFccplYvCq2uIytw4bMxpWG7WrM9cxq2R8L5vUuGS5oXOM/oMI89 ruFr0PYBEWrXCWMqF8a00s52DYRc4DYP34AxrROus5+MBtvhsbeUZ4AvCLbV XGYmhXwEGSYz232YvqI5C63ay5bPb9KWVjpV8wJNrtz2S0Z7HaNdZWe7VrhO ubBhyRabvvlo4TcomeM46X7vaCWdtv0YbXq2WWcu+oV4JcN9HCJ0ZGqkQhUh 4nkxzipKMhAvGJ65iOphtZ1hvneckgyzxX7yeBvS5muUNpHD9gkbRnvtCYYO azUTW5UiryfF25LC9jmqXOE62GjaQ6sSe72jZfhltBjSqEe7xs62QIwWzUN9 cHzJdo+wYexjjfQmb3LLDhHMSgosmCpJraaw5U1x8FjKFmXkaVgcTWHLNnyS d470GrYdgm24T9KBDSursR4w1GxbL6CQlUKuFGxpc/5tnCGgXbV0fnWPEDLa d7S4UlOjvWBjS0Iu9ArZwnYXRWOY1OtsUv0GDrtOClsqRTVbm24LKRpDJ2Vs yVUetjtFWHwDJkVribsE2wqap7Yl6ajyW0fjfDvbIjHaUoorSGGS7Q4yqau6 sGkRYXGn0C2/vkDdWSYcKBNblQRGxGiTZCRbNqkWMqmwueXRzLkqOPe48Edg UgUZ2CqTOu3RrWS7naIUTKqVTApRaoeXLeuWFqNOw6TSsC32CtnCFpeTxsMw qXY2qTEDJ1IHW0hlS36biS3PBUqFSRHbANhu5XChTepNhAu6+HEbFTiooYNk Uqf2uzaCKFWYga0S8uumOaeCYMRdEtkmcs+bIvdsoyoqdCPZ/s6ZNwwd5UAX 0rMtEUIu4SiVJMNl21ZRG39XZCA8j90MXzLtOdqV0jQeQk7DVs+Zzd/Rb0RI Wys5IKrVLVROQclvQdqtwLVFVKvgry00OQ4yadhu6sqGAHL4RNMpA4QjCQFp cYFwtb5ZqP1tmkfjAsctwqUDIjmViEhC9E+lf4OTffR91J1FXo1IwqEWFwhf YvK2cPLMQPa6Ej+yN8OFJkff17UoA3k9I5Bankho03iHTaPVAJSqtAApIInX HV9Md8XL0fcPv9fYREDOXUfdUOJVDQcCeYn297humDUAOchLIMVUN7iqrzt+ 9P00QLKOvp+MzAUiFpYIe/WTt8MvajkE661t72osoWsuRg5KAWGvxSIWPhUW aVJyPHpjgsHCvruJU70OGWcpZGCKTc9p7ckvCpsSkYWMgk4ontZXhsAi2kos Knw9MrRDfXCTjSL/dyBY16OkxPPYY8zJ/WI2lmIsjXuPvp8Ji8TNaZL0fNEd ZwcZ7gbhyt8XEXyj8KByYHkILKBzbhQxhT3IgoVv+NJYVFgJuTIUNKhS8Avb pSNpdEPn98mbEdZTsPAEStqupu8jHR1931YP+tIoqUgEewmG7/yHR7/HCyHJ c3OcyFPAuInc8ZGSvGB4vc6rJQuYck54lw0YvproBzR/x2xgvcizDAb5unhp end82pP0/9ZX1RpM3XFXTXoZ0QaGFxLXC7c+T3MESIw/zAHmS2BmUsDkm1in eGZlgHP4pCnEPHBGwknyrKga4dkh9uw6A5OtpkzUlwTndRdOY9Phk+nh5AhV cXMk96Lz7ttnCYc/rwTO3UmVGFRVkwJn1KVzrvdMp8e5M8FplHBOIQank846 oayLVH27z0MCDtceNKxO1xjIcjLDaXKbc54sFLYD8t0fI8QRnE6c0epiZfnN 8+gVVHopcORwm0KHdRjOzgBH2s4SONddOB3NuGGxmtjizM5lOuAAmNUciS8J OL02OMp23ksPJ9drO+zmBk5ytKysKk7eOhiH4eZ0rUS1sJ3SjHDIdjLBaUwD 50waOHztfVjE42oRAgnORXjWM8K5YIVDi7WlEfetQRUpC4u1P4R0+uXzsNue UpWEs5bKFcQdXyY4p7DUmu+1Hc7iIN9ThwxZKTLnj6gIls9RjZeKiiIFzuGT MOVMcHTZ55oa1kgLRYFTKpRVKZLnj4SyqkThh/Y8rILzWOJ16dcdRxhMAydP 2M7aVndBv1DUoSVU+yH6As5gPZT1Y15Zv5yEWefCZ6UXiLlKvog7Tw3nFEww BU74BqJvBTk0PKubPetx8vkYwmYqHJqoPgucJgGnQ8DhqqtCeFa3UFalUFaJ Fw5XOk8Nh6LyWlF4pUiHbSdIZQSUpV8P5A7NJeYSMfX/3NDcYXI1aK9CBKIU fMp3XIbkajkZ8DU937gvA75i4flBoT39UsqXGFCB+kFPc1Z0xMnRZ6P0KYDY gpM1GHRyYgv6Nxxa03/3RW9FHww2JAbqeM3rsaHIKwsZB9J4Ck6aaSCHTx6R AzltG4je82DYdoubrobm9GkJ4KR7F8fpwx4mx/UhenqOF4Nz9I6S7SQoYkwJ TUPt8PeSU6fA58/2EGa7RsBnZ0QlJ+0kwDWxXmHS15XlJAb0Sap43/BBXImU M3wQR6b0YSu81423o2YOioQBcYQunRu1wWWzzrGX8KlwLwi4lN2LxTJRQJiN vksuJx7WdpFYoCOM+mzYYFDDjYfpjTgHBR4mIn6xqByfGi6/9/TCbRVw2fZA PkIJJSAiuN6dkDM0F1tguDsYbn1kJLagjGEXL5KPmH5sDOw18KYMcK2vaTPB 5bW/YmEMfhHh9eWPPn1cUJ9K3IuDgVejv4+OxMM7RewPiOhRFHEXmv+YQJeS RyrykxkgUW8nOIMtiQXnRTqwra+goNsrI6R+tO+pcwfMsSH/2WBesDnXEpi0 U8ov1L+VVgUGW4YbnAZzdFjFg20iBvhF6iqOuEu7EuYaEYtzM8FsEs1DWDNN gclqLxcrXXRdbxCndr/Cp3lHVAjeKlbA/ML3i0SoSoVJlX1GmFSdGZidhsz5 URi/VHo5+75eB6PrjRtwg8ErdFMBlL6FX0k/Nu1Z6QSTXkmnwjy/LMzDJ5tO 2WByiCoSc+lykRDo7uybkRGl9K/jOG6bXuOmW5uH5noOJIdFc+wiEZpSYZ5C 4M8Ms9EKk18LSqWX8YqVniclrziP9znH6E4M3KqziedP/QYm1zGFYiUrBebh E08Ds8kdlTtats1CKrFxtWIZRUL9yXwEM/FwsGsi5nzTnGNXSt8kFrnKRKAv Ep5Oe7mvu1r8gjB5iSAVZp3Llj+jl3clKheqcL5Fp/P1ejbdds+eXiYCfJHw dILZ6/LlEj4NzJXk6ebNdLKET4VJSi9lpdcbmLEFXLtxigqUqPZ0upSfPo2q THh6YQrMEQmTlgwzwdwrYO6VZGD6haI4LGMXSn7uRjx89YDy9GaOm8m9nzw/ KxXTxUJyRVcMku//BUz9GVw2afYE3E8lUVWSvuClFddUjMC1zKeY+M2wuIQs ELPaZ4F5RDSXJs5r9hJmCaRDH4BRzUVGr5Lmd3CnSgNujljH754GzLA6XnLp 8PRy7VPBTPPp6zbxStwdQiz6g8EMDvnJPYmBiL7A5E+S93TEGPeIGOeV8AdJ 3Pu/AO7Uj0r/IpB5mxJBoIVL+gSoIC4oeYsuLoEKaCg3VYnKQ+yed+mEWv4o kOsLUiCv4eW7UcOK91MDsir6F5KQu3CrzNt828yIeR5dwLS7RMz2QSdMvvZ0 kPW260yfJJ+UeaF9AKE+RPYCEXoJUK/8cDDcl/IvzT0qKpFViTXtYhF6C0Qi +wIDSPlAe/7wdzjmc2Y/VPJlWoq1sGMWi7oLyCeu4i6ld82dSSrMyc8XKxEp uEAYOCSjYvGFVORil7HeR+obGi78yfxPpz9Owsbn2+td6Yv8Wfd8UcUa8bxA /Fwsfq4Q7c+JnyvStJd01oj2EsNKz6fVHzsbvp8Us/qu2hx3tWH9QPulTSyf Hk/fT+D7SfHzieSbSNl36ae4P3Xf1E9Tp+/FT/295Au2L/ZC8GuBOk3W39Qv Z+W/zpf+D8qWQ4M=\ \>"]] }, Open ]] }, WindowSize->{640, 750}, WindowMargins->{{150, Automatic}, {Automatic, 52}}, FrontEndVersion->"6.0 for Linux x86 (64-bit) (June 19, 2007)", StyleDefinitions->"Default.nb" ] (* End of Notebook Content *) (* Internal cache information *) (*CellTagsOutline CellTagsIndex->{} *) (*CellTagsIndex CellTagsIndex->{} *) (*NotebookFileOutline Notebook[{ Cell[CellGroupData[{ Cell[590, 23, 758, 22, 55, "Input"], Cell[1351, 47, 129725, 2172, 376, 115625, 1939, "CachedBoxData", "BoxData", \ "Output"] }, Open ]], Cell[CellGroupData[{ Cell[131113, 2224, 809, 23, 55, "Input"], Cell[131925, 2249, 129836, 2185, 376, 115140, 1942, "CachedBoxData", \ "BoxData", "Output"] }, Open ]] } ] *) (* End of internal cache information *)